<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.7.5--><head><title>VRG-2024-12-31-0-pl.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
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jH+90FsJysyFR0bRF1AATolIw0BFAECAgEUAQ0jJf6HMk0zGkJ1TAEINzsaBBQBAgIAAAAC//T//gPOAsQAKABDAAABFQ4BBwMmIiMqAQcDLgEnNR4BMzI2NxUOAhcTBxM2LgEnNR4BMzI2JRUOARYXEwcTFwMmIiMqAQcDLgEnNR4BMzI2A84WMBKwCBIJCRII0godEBxNJixNFx4jBQyOF3EYAiwpIjweFyf9RRQQAweZG4AOnQgSCQkSCOANIw8eUiUoPwLEFAg1Ov3FAQECfB8WARQBAgIBFAEMIiX+TikBZ0xWJQEUAQICARQDFyUV/kQkAXYb/icBAQJyJRoBFAECAgAAAAL/+QAAAmkCxQAjADcAAAEVDgEHAyMDLgEjNR4BMzI2NxUiDgEXEwc3PgEmJzUeATMyNgMVFB4BFxUuASMiBgc1PgI9ARcCaRYuHL0v6hIdCxs5IixmKhkoEAyeH2clBS0pIjwfFifHCyAgG1UqL1QYICALVwLFFAk1Nv6KAbEiFhUDAgMCFQgVF/7QKM9IUiMBFAECAv6h+yQkDAIUAgEBAhQCDCQkzT4AAAABACcAAAItAsQAKgAAARUBMzI+AjczBhUUFhcuASIjIgYHNQEjIg4CByM+ATU0JiceATIzMjYCLf6qaCJFOyoHFwMCBSVYVyVBjj4BV2wmQTYkBxcCAQMEIVBPIUOYAsQU/WcWMlM+IjYXVC0CAQECFAKZFC9POw4oFhdULQECAQAAAP//ACv/8gLuA7ISJgAYAAAQBwQnAToAAP////H/RAKiAsYSJgAKAAAQBwQyAdAAAP//ACv/8gKJA7ISJgAMAAAQBwQnASoAAP//ACL/RAJUAsQSJgAOAAAQBwQyAYUAAP//ABgAAAJNAsQSJgAVAAAQBgRNBAAAAP//ACP//gK1A7ISJgAXAAAQBwQnASoAAP//ADf/8gIfA7ISJgAbAAAQBwQnANkAAP//ACcAAAItA8YSJgAgAAAQBwQDAMsAvwACADwAAAH2AwQAAwAHAAABESERBSERIQH2/kYBlv6OAXIDBPz8AwQe/TgA////8QAAAqIDshImAAoAABAHBCcA/AAA//8AIv9EAsYCxBAmABIAABAHABMBdQAA//8AK//yAokDxBImAAwAABAHBDMBRgAA//8AI//+ArUDxBImABcAABAHBDMBRgAA//8AK//yAu4DxBImABgAABAHBDMBVgAA//8AN//yAh8DxBImABsAABAHBDMA9QAAAAIAJv/yAkQDDwATADAAAAERFBYzFSYjIgYHETQmIzUWMzI2BzIWFwcuASMiBhcUHgEzMjY3Fw4BIyIuATU0PgECBBwkHx8qSR8bJSAeKUrgLEMTDA0rGDM8ARcrHCI2AgUPQzY7XTQ6ZQMP/V8tKxUDBggCoS0rFQMH9R0iCxgVd3xVZSw2LiM1Nzp5YFt3PAAAAAABABgAAAHLAhMAMQAAATIeARUUBiMiJjU0NjcmBw4DFREUFjMVLgEjIgYHNTI2NRE0JiM1FjMyNjcVPgIBcCAoEysjIycZEw4OEyIYDi8vF1gwKFIVIx0bJSAeKkkfDCg0AhMbKhclLyMdHCUNBAUDGSUrFP73MCIVAQMDARUeKgE7LSsVAwcHXRssGQAAAAAC//UAAAJ7AmIAJQApAAABEx4BFxUuASMiBgc1PgEnAzcDDgEeARcVLgEjIgYHNT4BNxMWMhMVITcBTu4RHw8XSCQwVRktHRafFIUWChIqHx03HxMwDhkoF9MMF1T+6goCYv3yIxwBFAIBAQIUAiIwAWsa/tIxQSYRAhQCAQECFAYzMgHjAf6NFBQA////9QAAAnsDYBImAaYAABAHBDgAiQAA////9f9EAnsCYhImAaYAABAHBEABjgAAAAIAIgAAAmgCYAAkAD4AABMeATMyNjMyFhUUBgcVHgIVFAYjIiYjIgYHNT4CNRE0LgEnISIGFREUHgEzMjY1NCYrATA0MTMyPgE1NCYiF0skMloTfHFQYlpkKImBF1xBJksXICALCyAgARggFAgXFktCQ01dTC4wEysCYAECAkhBMUoVAgkwQSZMWAMBAhQCDCQkAYwlJAwBIjT+dCMkDEtGREkRIz0lP0IAAAABACv/8gJeAm4AMQAAATIeARcWNzMOARUjLgInLgEjIgYVFB4BMzI2Nz4BNzMUFhcjLgEHDgEjIi4BNTQ+AQFrKzwsFSYHFwICFwcNEQ0bRydTYzJWNSdLGxQTBxcCAhcEFRQfUjxfkVJUkQJuEh4RIFMiYFAlLR4QISWcil6BQyQiGjs1U2YjKxkRGidJjGNhklH//wAr//ICXgNgEiYBvwAAEAcEOACyAAAAAgAiAAACrgJgAB8ALgAAATIWFRQOASMiLgEjIgYHNT4CNRE0LgEnNR4BNz4CFyIGFREUFjMyPgE1NC4BAVGxrFSgchE4PBkmSxcgIAsLICAXSyQaPjwIJxcZJk9XIyZYAmCYkF6MTgIBAQIUAgwkJAGMJSQMARQBAwEBAQESIjT+cDQiQ4FeX30+AAADACIAAAIzAmAANwA/AFAAAAEOARUUFhcjLgErASIOARURFB4BOwEyPgE3MwYVFBYXLgEjKgEGBzU+AjURNC4BJzUeATIzMjYDMBQxIzA0MTcGFhUUFhcjLgIjNTI+ATcCHwQDAgEXD0w/JRgbDAwbGCsuRCwKFwMDBDF6MCBrdzQgIAsLICA0d2sgLG9roMkEAQIEFwMXKyMkKRUDAmAjQxISIQtZRgkbHf5QHBwJIk9CHCwTSSYCAQECFAIMJCQBjCUjDQEUAQIB/t4UFGwuNBQUNC4cMR8UJTIVAAAA//8AIv9EAjMCYBImAckAABAHBEABXgAAAAMAIgAAAh8CYAAsADQARQAAAQ4BFRQWFyMuASsBIg4BFREUHgEXFS4BIyIGBzU+AjURNC4BJzUeATIzMjYDMBQxIzA0MTcGFhUUFhcjLgIjNTI+ATcCHwQDAgEXD0w/JRgbDBMvKR9gMjBUGiAgCwsgIDR3ayAsb2ugyQQBAgQXAxcrIyQpFQMCYCNDEhIhC1lGCRsd/mglJw4CFAIBAQIUAgwkJAGMJSMNARQBAgH+3hQUbC40FBQ0LhwxHxQlMhUAAAABACv/8gKmAm4AQgAAATIeARcWNjczDgEVIy4BJy4BIyIOARUUFjMyNjc+AT0BNC4BJzUeATMyNjcVDgIdASMuASMiBgcOASMiLgE1ND4BAYUtPTAWFBUEFwICFwcXFBpBMEJgNGZhER0LCwoPKScgXSgoQhYTFAYUAQkLChsNE1M0bZpSWJwCbhIeERAVLiBcTCE9GB0pSIRZnI0IBgcUEF0pKA4BFAECAgEUAQwkJaYNGAwGCBlJiWBmlFAAAAABACIAAALrAmAARwAAARUOAhURFB4BFxUuASMiBgc1PgI9ASEVFB4BFxUuASMiBgc1PgI1ETQuASc1HgEzMjY3FQ4CHQEhNTQuASc1HgEzMjYC6x8hCwshHxdOLStWHCAgC/7/CyEfHFUsLE4YICALCyAgGE4sLFUcHyELAQELICAcVistTgJgFAENIyX+dCQkDAIUAgEBAhQCDCQkwsIkJAwCFAIBAQIUAgwkJAGMJSMNARQBAgIBFAENIyW2tiUjDQEUAQICAAEAIgAAAVECYAAhAAABFQ4CFREUHgEXFS4BIyIGBzU+AjURNC4BJzUeATMyNgFRHyELCyEfGlEpLlQZICALCyAgGVQuKVECYBQBDSMl/nQkJAwCFAIBAQIUAgwkJAGMJSMNARQBAgL//wAi/0QCtgJgECYB6wAAEAcB+AFrAAAAAf/p/0QBSwJgAB0AAAc1PgI1ETQuASc1HgEzMjY3FQ4CFREcAQYHDgEXKDgeCyAgGVEtKFQcHyELBwoUgrwUBCdeVQHAJSMNARQBAgIBFAENIyX+9ilfWiNFXgACACIAAALKAmAAKgBMAAABFQ4CDwE3Ex4BFxUuASMiBgc1PgEvAS4BIzU+AT8BPgEuASc1HgEzMjYlFQ4CFREUHgEXFS4BIyIGBzU+AjURNC4BJzUeATMyNgKuFystGchI4BAeFiNSJBVCMTEND4MQIyEtSio9GxAOJhskSiwbLf60HyELCyEfGlEpMFEaICALCyAgGlEwKVECYBMFFSAYxlT+yBUdCxQCAQECFAITGLwVHRQEIik+GS0iFAETAQICARQBDSMl/nQkJAwCFAIBAQIUAgwkJAGMJSMNARQBAgIAAAABACIAAAIzAmAALAAAARUOAhURFB4BOwEyPgE3MwYVFBYXLgEjKgEGBzU+AjURNC4BJzUeATMyNgFRHyELDBsYJylGMwoXAwMEMXowIGt3NCAgCwsgIBpUMClOAmAUAQ0jJf5oHx4KJ1hKIDIUUCoCAQECFAIMJCQBjCUjDQEUAQICAP//ACv/8gJeA4gSJgG/AAAQBwRBASEAAP//ACP//gKVA4gSJgIJAAAQBwRBATUAAP//ACr/8gLNA4gSJgIPAAAQBwRBATsAAP//ADb/8gIXA4gSJgIvAAAQBwRBAOkAAP//ABcAAAIzAmASJgH9AAAQBgRPAwAAAAABAB7/+wNTAmAAPwAAARUOAhURFB4BFxUuASMiBgc1PgI1EQMjAxEUHgEXFS4BIyIGBzU+AjURNC4BJzUeATMyNjcTBxM6ATMyNgNTIiMMDCMiG1IqNFocIiMM5RDoDy0rFj0fFzAQICALDCMiG1ctGS0Tqw6wFS4WKlICYBQBDSMl/nQkJAwCFAIBAQIUAgwkJAG3/doCJf5mKi4VBRQCAQECFAUVLioBcCUjDQEUAQICAf5kCAGhAgAAAAEAI//+ApUCYAAzAAABFQ4CFREmIgcBERQeARcVLgEjIgYHNT4CNRE0LgEnNR4BMzI2NwERNC4BJzUeATMyNgKVICALDRsN/nAPLSsWPR8XMBAgIAsLIR8QMBciPhoBPxAsKxY9HxgvAmAUBBYtK/4kAQEB8f6XKi4VBRQCAQECFAUVLioBcCUjDQEUAQICAf50AQYrLRYEFAECAgAAAP//ACP//gKVA2ASJgIJAAAQBwQ4AMYAAAACACr/8gLNAm4ADwAfAAABMh4BFRQOASMiLgE1ND4BFyIOARUUHgEzMj4BNTQuAQF8ZZhUVpljZZhUV5hfNU4rMVIyNU8qMVECbkmLZGGSUUmMY2GSURJNiFlbhklNiVhchUn//wAq//ICzQNgEiYCDwAAEAcEOADMAAAAAQAiAAACUgJgADMAABMeATMyNjMyFhUUDgIrATA0MTMyPgE1NCYjIgYVERQeARcVLgEjIgYHNT4CNRE0LgEnIhdLJDVgFIZ7G0BwVlZMOjsWMT0mGAwjIh1cMCpLFyAgCwsgIAJgAQICWU4iRTkiFC1LK09QIjT+dCQkDAIUAgEBAhQCDCQkAYwlIw0BAAAAAgAi//ICqQJgADMATgAAEx4BMzI2MzIWFRQOAg8BMDQxMzI+ATU0JiMiBhURFB4BFxUuASMiBgc1PgI1ETQuAScTHgIXHgEfAR4BMzI2NxcOASMiJi8BLgErASIXSyQyWhOMfxo+bFNyaDY3FDVDIBQLIR8cWS4qSxcgIAsLICDENjkiEkFaDRUHFA8LFwkOFjswPDsJHQwvKUECYAECAlRFHToxIQMEFCdCKEZLIjT+dCQkDAIUAgEBAhQCDCQkAYwlJAwB/tYCAgEDBy04WR0XDQkNGR8wIXY7IgAAAAABADb/8gIXAm4ARAAAATIWFx4BMzI2NzMOAhUjLgIjIgYVFB4BFx4CFRQOASMiJicuASMiBgcjPgI1Mx4CMzI+ATU0LgEnLgI1ND4BASEzQhcMDwcKCQMXAQMBFwcvSzQyPSpJLjBVNUBwRzZLGQ0QBgoJAxcCAQEXBS5WPxszISA9LDRZNz1oAm4XDgcHFxURME9AO1cvLCMgMC4cGztKMzhMJhsMBgYWFhU7XUdEZzkSKSAdLSsZHUBNMDZIJP//ADb/8gIXA2ASJgIvAAAQBgQ4egAAAAABABwAAAJtAmAAMwAAAQ4BFRQWFyMuAisBERQeARcVLgIjIg4BBzU+AjURIyIOAQcjPgE1NCYnHgEyMzoBNgJtBAMCARcNKD4vHw8sKhJARhweRTwQKiwPHy8+Jw4XAgEDBCxnaCssaWoCYChMFBouEEpZJv4rKCgOAhQBAQEBAQEUAg4oKAHVJllKEC4aFEwoAQICAAAAAAEAEP/yAo4CYAA5AAABFQ4CHQEUBgcOASMiJicuAj0BNC4BJzUeATMyNjcVDgIdARQeAjMyPgE9ATQuASc1HgEzMjYCjiMjCxIXGF49MlsjIiYOCyAgGVEuKlIbICALCRw5MEFHHA0qKhM+GxozAmAUBBk2MblDYiUlLhQYGj1WQeolIw0BFAECAgEUAQ0jJfsuUT4jPWpCuDc7GgQUAQICAAAAAv/0//4DnAJgACQAOwAAARUOAQcDJiIHAy4BJzUeATMyNjcVDgEXEwcTPgEmJzUeATMyNiUVDgEXEwcTFwMmIgcDLgEnNR4BMzI2A5wZLxWoCxcM1g4iDxdJIy5RGS4XEYUXYBwCKiUcNyATMP17IxYRjRiAEKYMFwvfECAPGEgjLE8CYBQJOjn+LgEBAg4iHQEUAQICARQCIy/+miABD0xXJwEUAQICARQCJiz+niABORL+YQEBAg4kGwEUAQICAAAAAAL//wAAAlACYAAjADkAAAEVDgEHAyMDLgEnNR4BMzI2NxUiDgEfAQc3PgEmJzUeATMyNgMVFB4BFxUuAiMiDgEHNT4CPQEXAlAUKRy0L9sSGQ8cOCIpWywVJAsPjR5ZIwcpJh82GxQsvg4oJxE+QxodQjkPJygOTQJgFAkxMf61AX0fFgMVAgMDAhUHGRr2I6FBTSMCFAECAv7HtiYnDQIUAQEBAQEBFAINJyanXgAAAQAtAAACFAJgACYAAAEVATMyNjczBhUUFhcuASIjIgYHNQEjIgYHIz4BNTQmJx4BMjMyNgIP/sZqTloSFwMDBCJUUyM9gjwBOmlKVxMXAgEDBCZYWSQ5dwJgFP3LWnEmOBRJJwIBAQIUAjVVahAuGhNGJQECAQD//wAtAAACFANUEiYCXgAAEAcENgDBAAAAAgAuAWgBxALSADEAPQAAEzIWHQEUFjMyNxcOASMiJicOASMiJjU0Njc+AT0BNCYjIgYHHgEVFAYjIiY1NDY3PgEXDgEHDgEVFBYzMjfxUEgJChEMCxQ5JSkeAhk/ICk6RkUcNCEdDR0NFhYpGh4kHxcaPUEEEhMYFRYQGhYC0jxDqA8LCw8QFRkWGRYmKSktFgkcExItJQcIBiESHB4gGRgjCgwLlQgRDhAlFxccEwACACcBaAGtAtIADwAbAAATMh4BFRQOASMiLgE1ND4BFyIGFRQWMzI2NTQm6jdYNDRYNzZZNDRZNhojIxoaJCQC0ilQPDtRKSlROzxQKRJMV1dMTFdXTAAAAgAt//ICWAITAA8AHQAAATIeARUUDgEjIi4BNTQ+ARciBhUUHgEzMjY1NC4BAUhQekZHf1VOe0dGgEw2RSQ7IzZFJDsCE0F3UFB/SkJ3UE9/ShKJelpuMop6Wm4xAAAAAQAoAAABYgIQABcAAAERFBYzFS4BIyIGBzUyNj0BNC4BIzU+AQEaIScUTSkzXxotMRAsJlZxAhD+USwgFQEDAwEVITH0MC4OFgIWAAEAKf/7AeICEwAmAAABMhYVFA4DBzMyNjczFBYXLgIjITU+AzU0JiMiBgcnPgIBE01aJ0BJRBjYKRYEFQICCTA+Hv7dHFJPNjAtK0EaERQ9WgITQj0nQDkyMRoUGUNKHAICARMeSFhnOzYwJyYKIjkiAAAAAQAd/2kBxQITADQAABMyHgEVFA4BBzYeARUUDgMjNT4DNTQmJw4BIyImNTQ2MzIWFz4BNTQmIyIGByc+AvYxTiwxWz9EbD8xVm14PC9hUTI4MQ8YDAkKFAwIEQorIi8qJ0QXEhI2UAITGzMlJkIxDAMiRTQuTj0rFhQBHzlVNztMBAcJBggMCgMBHkUjLSsnJwkhOSMAAAACAAj/cwHxAhMAEgAXAAABFwE3ITI2NzMUFhcuAiIjITUBESMRNwF9BP7IDgE+KRYEFQICByY0NRf+xAGFdGQCExr+cCIUGTxDGgIBAhUB2v1gAhONAAAAAQAe/2wBqgIrACoAAAEUFhcuAisBBz4BMzIeARUUDgIjNTI+AjU0JiMiBgcnEx4BOwEyNjcBgQICCC06HJoQGEs0Q1YqRXSMRy5ZRio6OR0pFA4gCx0OpR0XAwIrQkkdAgIBqxEXKkgsOlxCIxIeOlQ3PkQPDgkBOQICEhUAAAABAC//8gITAtMALAAAARcOBBUUHgEzMj4BNTQuASMiDgEHJz4CMzIeARUUDgEjIiY1ND4DAb4EJEhBMh0dLBUXKBkXJhgRKiQICQYvQiE2WDZEckNufTRWaW0C0xQMIjxdjGNjcS8qXEtIViYULCgEMDkYNGBETWo3lYhajGdGKQAAAAABABf/bAHGAgkAIwAAEx4CMyEVDgMVFB4BFRQGIyImNTQ+AzcHISIGByM0JhcJMD4eARoTOzsnAwIkJSUkKEBKRxoX/u4pFgQVAgIJAgIBFS1neYtRBiAhChwtMiY3bGlkXCkuFBlCTQAAAAABACv/8gIIAtIAOgAAATIeARUUBgcnPgI1NCYjIgYVFB4EFRQOASMiLgE1ND4BNxcOARUUHgEzMjY1NC4ENTQ+AQEgOVkyT0YIEBIHLykiJi1HUEctQG5HPmpALk8xCCEZFTIqMDUsRU9FLDthAtIjPis2TyMOFDI2Fj1FLiUrSkJCRk8wOFQxJk04MEs4FA4hWC4uTi88MC5LQ0BDTzE3SCQAAAEAHf9oAgECEwArAAABMhYVFA4DByc+AzU0LgEjIg4BFRQeATMyPgE3Fw4CIyIuATU0PgEBFm1+M1Vnay8ELFdHLB0rFxYoGRcnFxEqJAgJBi9CITVZNkVxAhOQhFB/XT8lBxQNLFOObmFtLSlcTEdXJhQuJgQwOBk0YURNajYAAgAx//ICXALSAA8AGwAAATIeARUUDgEjIi4BNTQ+ARciBhUUFjMyNjU0JgFHU31FR35RU31FR35NPTtEOz07RALSVqFzcKheVqJycKheEraqr622qq+tAAEAHwAAAWUCzgAZAAABERQeATMVLgEjIgYHNTI+ATURNC4BIzU+AQEdDCAcFk4qMWAbJioSFDAqYnYCzv2UHyENFQEDAwEVECkmAbojIQoVDCEAAAEAHgAAAewC0gA0AAABMh4BFRQOAgczMjY3Mw4BFRQWFyEiJgc1PgQ1NC4BIyIGBx4BFRQGIyImNTQ2Nz4BAQE+Yzk1XHM+9BolBRcBAgME/u1CUicqVEw6IiA0HRkvCx8hLx4jJh8VHlMC0idMOTVhZXJGHSgLIA4WRSQCAhQlWWVudj4+Rx0UEwcqGyMmLB0bLBAZGgAAAQAj//ICBwLSAEwAAAEyFhUUDgEHHgIVFA4CIyImJy4BNTQ2MzIWFRQGBx4BMzI+ATU0JicOASMiJjU0NjMyFhc+ATU0JiMiBgceARUUBiMiJjU0Njc+AQERXXM7YzxFdUYvUmk5L0cZGRkpJCItIxkIKhw1SCRDOw0TCwgMEA0HDAcyLDYwGC8MHiIvHyImHRYcVQLSTUUvTTUOAi1TPTFNNhwSDw8oFh4oJSEcJAcHDDJXNU1gBQcKBwgJCQIBGFU8RUwQEwkpGiInLB4bKxAWFwACAAgAAAILAtIABwAbAAABBwE3IRUhNQERFB4BFxUuASMiBgc1PgI1ETcBjwL+kS0BwP39AZcKHh0XTi0mSxklJw1uAtIg/f1NYRUCIv2YJCQMAhQCAQECFAIMJCQBvKwAAAAAAQAj//IB7QL2ADkAAAEOARUUFhchBz4BMzIeARUUDgEjIiYnLgE1NDYzMhYVFAYHHgEzMj4CNTQuASMiBgcnExY7ATI2NwG5AQIDBP6zDyJSL0RoPUh5TCJJHBocKiQfKSMdCy0bHDImFiA4JxVCIhIcFBnGIyIFAvYNJxEXLhvQGxcyYENKaTkQExEtGSAsJCMfKgoLDhIuUkA+Vi4RHgQBWgQWHAAAAQAy//ICNALSADwAAAEyHgEXHgEVFAYjIiY1NDY3LgEjIg4CFRQeAjMyPgE1NCYjIg4CDwE+AjMyHgEVFA4BIyImNTQ+AQFoDikuFBgfLSMjKSAeDiwRITwuGxMgKBUbLRwyKA4lIx0HDAYySSc2XzpFc0aBg02LAtIEDA0NKxogKygeGioKCwkiVZNxYHxGHSpfUGpdDiE7LQJETiExYktPazapo3y1YwAAAAEAGf/yAfwCxAAnAAABFQ4EFxQWFRQGIyImNTQ+AzcHISIGByM2NTQmJx4BMjMyNgH8KEMzJBIBBCQmJyEmP09TJhT+1SgoBRcDAwQkWFchU2wCxBU7amZpckMWJhIeKC0dPHh5dG0wKSIsIDERPiEBAgIAAQAq//ICJgLSADsAAAEyHgEVFAYHJz4CNTQmIyIGFRQeBBUUDgEjIi4BNTQ+ATcXDgEVFB4BMzI+ATU0LgQ1ND4BAS4+XjZWTQgVGAo2MCguMk1YTTJEdUxBcEYzVjQIKCEZOC8kNB0xS1dLMT9oAtIjPis2TyMOFDI2Fj1FLiUrSkJCRk8wOFQxJk04MEs4FA4hWC4uTi8bMSAuS0NAQ08xN0gkAAAAAQAr//ICLQLSADsAAAEyFhUUDgEjIiYnLgE1NDYzMhYVFAYHHgEzMj4CNTQuAiMiDgEVFBYzMj4CPwEOAiMiLgE1ND4BASx5iE+IWiBAHxYhLSQhKh8fDywRIDsvHBMgJxUcLhsxKA8kJB0HDAcwSS0zXTpEdQLSqqV6tGMMEQ0qGyEqJiIXKwoLCSJSjmxngUgcKmBQaV0PJD8xAkhTJDFjSlBqNgAAAgAg/2wBogDZAA8AGwAANzIeARUUDgEjIi4BNTQ+ARciBhUUFjMyNjU0JuU4VTAxWTs2VjExWTYqNDomKjQ52SxPNjZVMSxQNjZUMRRXTlVLWE1WSgAAAAEAG/91AQwA2QAWAAA3ERQWMxUuASMiBgc1MjY9ATQmIzU+AckfJBFAIiNCEiMnIi8+T9n+4h0UFQEBAQEVFB2pLBUVAQ4AAAEAGf9zAUYA2wAjAAA3MhYVFA4CBzMyNjcXDgEHLgErATU+AzU0JiMiBgcnPgGxMD8gNDsbkBgQBxEHBwEJEwr4Fjo2JCAdGiwRDxJF2y4vHzEpKRkREQMhNhgCARQVLjdCJyIkGR0IITUAAAEAF/8cAS0A3AArAAA3MhYVFAYHNh4BFRQOAgc1PgI1NCYnDgEjIjU0NjM+ATU0JiMiBgcnPgGpMUJANSQ8JjJSYjA1VDIhHAsRCQ8aEh4UIh4aLg8PEUTcKycnNgwCGC4hJzonFgIRBic+KSMwAgUJDAsDES4UHSQeGgghNQAAAgAH/xIBZQDVABEAFgAAJRcDNzMyNjcXDgIHLgEjITUBESMRNwECCOYS7xgQBxEEBgMBCRMK/tYBEEgz1Q/+3h0REQMOJCAKAgEVATn+PQF+RQAAAQAX/xwBLQDzACcAACUXDgEHLgErAQcnPgEzMhYVFA4CBzU+AjU0JiMiBgcnNxY7ATI2AQURBwYBCRILmgwGE0AmQT0xUWIyM1IwHyYWKg4QFQ8XchgQ8wMhNRgCAYECExs9KCpALRkDEQYnQjAiKxQOB9YDEQAAAQAc/24BdwFQACgAAAEXDgMVFB4BMzI2NTQmIyIOAQcnPgIzMh4BFRQOASMiJjU0PgIBNQMfQzgiFyUSHS4rHQ8jHQcHBSc0GiRAKTFSMU9YNVVhAVARCSI+Z04+RBs5Q0E0DR4bCiAmEh4+MDBEI15XRmpKLAAAAQAK/xoBOgDSACAAADceATsBFQ4DFxQWFRQGIyImNTQ+AjcHIyIGByc+ARgJEwr8DiwrHQEDHBMaFi9FRhgexxgQBxEHBtICARYgRU5aNxAXCBMZHBU0YFxVJzQREQMhNQAAAAEAGv9rAWQBTAA3AAATMhYVFAYHJz4BNTQmIyIGFRQeARceARUUDgEjIi4BNTQ2NxcOARUUFjMyNjU0LgEnLgI1ND4BxDhOOzEJFRAfHhsjIjEVQD0sTzIqSCtOOAQfFiQqIjEfMh0YNSQoQgFMLy0nNhoKEzoaJSghHh8tIA4oRyokNx8YMSU0QRcLGEIdKzkpJSEuJRMRKjUgIC8ZAAABABT/HgFsANwAKAAANzIWFRQOAgcnPgM1NC4BIyIGFRQWMzI+ATcXDgIjIi4BNTQ+AcVPWDNTYC0CHkA2IhgkEx0tKh0PIx4GBwUmNBsjPygwUdxcVD9fQycGEQgdOFxFPEIbOUNANQwfGwseJxIePjAxQyMAAP//ACD/9wGiATwSBwNYAAD+SwAA//8AHQAAAQ4BPBIHA1UAAP5LAAD//wAb//4BRAE+EgcDVgAA/ksAAP//ABj/pwEuAT8SBwNXAAD+SwAA//8ACf+dAWMBOBIHA1kAAP5LAAD//wAX/6cBLQFWEgcDWgAA/ksAAP//ABz/+QF0AbMSBwNbAAD+SwAA//8AC/+lATsBNRIHA1wAAP5LAAD//wAa//YBZAGvEgcDXQAA/ksAAP//ABX/qAFtAT4SBwNeAAD+SwAAAAIAIAGsAaIC8QAPABsAABMyHgEVFA4BIyIuATU0PgEXIgYVFBYzMjY1NCblOFUwMVk7NlYxMVk2KjQ6Jio0OQLxJ0YwMEwsJ0cwMEssFExFS0FNRExAAAABAB0BtQEOAvEAFgAAExUUFjMVLgEjIgYHNTI2PQE0JiM1PgHLHyQRQCIjQhIjJyIvPk8C8fYdFBUBAQEBFRQdgSwVFQEOAAABABsBswFEAvMAIwAAEzIWFRQOAgczMjY3Fw4BBy4BKwE1PgM1NCYjIgYHJz4BszA/IDE6GocYEAcRBwcBCRMK9BU6NiUfHhsrEQ8SRQLzJCYcKyUlFRERAyE2GAIBFBIrMjsjGhoXGQgfMQABABgBXAEuAvQAKwAAEzIWFRQGBzYeARUUDgIHNT4CNTQmJw4BIyI1NDYXPgE1NCYjIgYHJz4BqzFBPzYlPCUxUmIxNlQxIB0LEQgQGhIfEyEeGy4PDxFFAvQlIyMxCwIWKh0kNyUUAhEGJDomHyoCBQkMCwQBDiwPGR4aGAggMAAAAAACAAkBUgFjAu0AEQAWAAABFwc3MzI2NxcOAgcuASMhNQERIxE3AQAI4hHrGRAHEQQGAwEJEwr+2gEMSTQC7Q/6HRERAw4kIAoCARUBEf5lAVZFAAABABcBXAEtAwsAJwAAARcOAQcuASsBByc+ATMyFhUUDgIHNT4CNTQmIyIGByc3FjsBMjYBBREHBgEJEguaDAYTQCZBPTFRYjIyUjEfJBgqDhAVDxdyGBADCwMhNRgCAXECEBg2JCU6KBcCEQYhOioeJRELB8YDEgABABwBrgF0A2gAKAAAARcOAxUUHgEzMjY1NCYjIg4BByc+AjMyHgEVFA4BIyImNTQ+AgE0Ax9COCMYJBMdLSoeDiQdBwcGJjUaJD4oMFAxT1g0VWIDaBEIHjddRjo/GjU9OzAMHRkKHiURHDktLT8hWVI/YEMnAAABAAsBWgE7AuoAIAAAEx4BOwEVDgMXFBYVFAYjIiY1ND4CNwcjIgYHJz4BGQkTCvwOLCsdAQMcFhcWL0VGGCLDGBAHEQcGAuoCARYcO0VQMBAXCBMZHBUuVlFMIzQREQMhNQAAAQAaAasBZANkADUAABMyFhUUBgcnPgE1NCYjIgYVFB4BFx4BFRQGIyIuATU0NjcXDgEVFBYzMjY1NC4BJy4CNTQ2xDZQPTAJFhAfHhwiIzAVQD1iTCpIKks6BB4WJCoiMSAyHBg1JFUDZCopJDIWChI0FiEjHBkdKR4MJUQmMj4WLCEvPRcLFTshIzMkIh0pIxIPJzIdLDMAAAAAAQAVAV0BbQLzACgAABMyFhUUDgIHJz4DNTQuASMiBhUUFjMyPgE3Fw4CIyIuATU0PgHGT1g0U18tAx8/NyEXJRIdLioeDyMeBgcFJzQaJD8nL1IC81ZQN1Y7IwURBhsxUT44Phg0PjswDB0ZCh0mERw6LC4+IQAAAQAdAbUBDgLxABYAABMVFBYzFS4BIyIGBzUyNj0BNCYjNT4Byx8kEUAiI0ISIyciLz5PAvH2HRQVAQEBARUUHYEsFRUBDgAAAQAbAbMBRALzACMAABMyFhUUDgIHMzI2NxcOAQcuASsBNT4DNTQmIyIGByc+AbMwPyAxOhqHGBAHEQcHAQkTCvQVOjYlHx4bKxEPEkUC8yQmHCslJRUREQMhNhgCARQSKzI7IxoaFxkIHzEAAQAYAVwBLgL0ACsAABMyFhUUBgc2HgEVFA4CBzU+AjU0JicOASMiNTQ2Fz4BNTQmIyIGByc+AasxQT82JTwlMVJiMTZUMSAdCxEIEBoSHxMhHhsuDw8RRQL0JSMjMQsCFiodJDclFAIRBiQ6Jh8qAgUJDAsEAQ4sDxkeGhgIIDAAAAAAAgAgAawBogLxAA8AGwAAEzIeARUUDgEjIi4BNTQ+ARciBhUUFjMyNjU0JuU4VTAxWTs2VjExWTYqNDomKjQ5AvEnRjAwTCwnRzAwSywUTEVLQU1ETEAAAAIACQFSAWMC7QARABYAAAEXBzczMjY3Fw4CBy4BIyE1AREjETcBAAjiEesZEAcRBAYDAQkTCv7aAQxJNALtD/odEREDDiQgCgIBFQER/mUBVkUAAAEAFwFcAS0DCwAnAAABFw4BBy4BKwEHJz4BMzIWFRQOAgc1PgI1NCYjIgYHJzcWOwEyNgEFEQcGAQkSC5oMBhNAJkE9MVFiMjJSMR8kGCoOEBUPF3IYEAMLAyE1GAIBcQIQGDYkJTooFwIRBiE6Kh4lEQsHxgMSAAEAHAGuAXQDaAAoAAABFw4DFRQeATMyNjU0JiMiDgEHJz4CMzIeARUUDgEjIiY1ND4CATQDH0I4IxgkEx0tKh4OJB0HBwYmNRokPigwUDFPWDRVYgNoEQgeN11GOj8aNT07MAwdGQoeJREcOS0tPyFZUj9gQycAAAEACwFaATsC6gAgAAATHgE7ARUOAxcUFhUUBiMiJjU0PgI3ByMiBgcnPgEZCRMK/A4sKx0BAxwWFxYvRUYYIsMYEAcRBwYC6gIBFhw7RVAwEBcIExkcFS5WUUwjNBERAyE1AAABABoBqwFkA2QANQAAEzIWFRQGByc+ATU0JiMiBhUUHgEXHgEVFAYjIi4BNTQ2NxcOARUUFjMyNjU0LgEnLgI1NDbENlA9MAkWEB8eHCIjMBVAPWJMKkgqSzoEHhYkKiIxIDIcGDUkVQNkKikkMhYKEjQWISMcGR0pHgwlRCYyPhYsIS89FwsVOyEjMyQiHSkjEg8nMh0sMwAAAAABABUBXQFtAvMAKAAAEzIWFRQOAgcnPgM1NC4BIyIGFRQWMzI+ATcXDgIjIi4BNTQ+AcZPWDRTXy0DHz83IRclEh0uKh4PIx4GBwUnNBokPycvUgLzVlA3VjsjBREGGzFRPjg+GDQ+OzAMHRkKHSYRHDosLj4hAAAB/vL/yQFOAzgAAwAAARcBJwE7E/23EwM4DfyeDQAAAAIAO//yAOUDDgARAB0AABMyFhUUDgIHMSMuAzU0NhMyFhUUBiMiJjU0NpAgMhQcFgMSAhcbFS8jJy4uJycuLgMOMy8rbH2KSkqKfWwrLzP9fikkJCkpJCQpAAAAAQAk/7QBKQMSAA4AAAEXDgIVFBYXBy4BNTQ2ARoPKzYaOkEPdYGBAxIMPoCQVX3MWgxN1I6Q0QABABX/tAEZAxIADgAAEx4BFRQGByc+ATU0LgEnI3aAgHYOQDoZNisDEk7RkI7UTQxazH1VkIA+//8APAE3AaUBihIGAAcAUv//ACoB1AFJAtoQJgOTAAAQBwOTAKEAAAABACoB1ACoAtoADgAAEzIWFRQOAQcjLgI1NDZpGyQRGQ4ODRsQJALaIx8eNEAyMEA1Hh8kAAAA//8ARQEEAa4BVxAGAAcJHwABACn/3gEbApIADQAAARcOARUUFhcHLgE1NDYBDww0NDQ0DGp8fAKSDECsYmGqQQ4/tGdntAAAAAEAJP/eARYCkgANAAATHgEVFAYHJz4BNTQmJzBqfHxqDDUzMzUCkj+0Z2e0Pw5BqmFirEAAAAAAAgBF//IA7wJuABAAHAAAEzIWFRQOAgcjLgM1NDYTMhYVFAYjIiY1NDaZITETGxcEEgQWGxQvJCcuLicnLi4Cbi0pHUtXYjMzYldLHSkt/h4pJCQpKSQkKQAAAAABAAgCbQC+AwcACwAAEzIWFRQGIyImNTQ2YyoxMSoqMTEDBykkJCkpJCQpAAEADQL9ALcDlwALAAATMhYVFAYjIiY1NDZiJi8vJicuLgOXKSQkKSkkJCkAAQAIAwQBBQOyAA4AABM2FhcWBgcOAgcnPgKqFTELCg8XFjZMOAcwNSYDpgwLFxMqDQwNFBUMJzopAAAAAf/r/0QAzwADABMAADcOARUUFjMyNjcXDgEjIiY1NDY3xTwxFhQRJAsNGkItKzBgVAMTNRcUFRALDiQgJSAqPhIAAAABABkC9wCXA8QADgAAEx4BBw4CByc+Ajc+AXIWDwoHHSkaDQcBAgcKJwO6CSgWEh8pIgYqOisRFhEAAAABAA0CuQC3A1QACwAAEzIWFRQGIyImNTQ2YiYvLyYnLi4DVCklJCkpJCUpAAEAVgKyAVMDYAAOAAATNhYXFgYHDgIHJz4C+BUxCwoPFxY2TDgHMDUmA1QMCxcTKg0MDRQVDCc6KQAAAAH/7v9EANIAAwATAAA3DgEVFBYzMjY3Fw4BIyImNTQ2N8g8MRYUESQLDRpCLSswYFQDEzUXFBUQCw4kICUgKj4SAAAAAQAZArsAlwOIAA4AABMeAQcOAgcnPgI3PgFyFg8KBx0pGg0HAQIHCicDfgkoFhIfKSIGKjorERYRAAAAAgAUAM0BywHZAAMABwAAARUFPQEVBzUBy/7kmwHZF6UXChdaFwAAAAIAFAClAaUBiQADAAcAAAEVBz0BFQc1AaXynwGJF4kXFhdaFwAAAAAAABwBVgABAAAAAAAAAJIBJgABAAAAAAABABAB2wABAAAAAAACAAQB9gABAAAAAAADAB4COQABAAAAAAAEABUChAABAAAAAAAFAA0CtgABAAAAAAAGABMC7AABAAAAAAAHADEDZAABAAAAAAAIABUDwgABAAAAAAAJABUEBAABAAAAAAALABsEUgABAAAAAAAMABsEpgABAAAAAAANAJAF5AABAAAAAAAOABoGqwADAAEECQAAASQAAAADAAEECQABACABuQADAAEECQACAAgB7AADAAEECQADADwB+wADAAEECQAEACoCWAADAAEECQAFABoCmgADAAEECQAGACYCxAADAAEECQAHAGIDAAADAAEECQAIACoDlgADAAEECQAJACoD2AADAAEECQALADYEGgADAAEECQAMADYEbgADAAEECQANASAEwgADAAEECQAOADQGdQBDAG8AcAB5AHIAaQBnAGgAdAAgADIAMAAxADcAIABUAGgAZQAgAFAAbABhAHkAZgBhAGkAcgAgAEQAaQBzAHAAbABhAHkAIABQAHIAbwBqAGUAYwB0ACAAQQB1AHQAaABvAHIAcwAgACgAaAB0AHQAcABzADoALwAvAGcAaQB0AGgAdQBiAC4AYwBvAG0ALwBjAGwAYQB1AHMAZQBnAGcAZQByAHMALwBQAGwAYQB5AGYAYQBpAHIALQBEAGkAcwBwAGwAYQB5ACkALAAgAHcAaQB0AGgAIABSAGUAcwBlAHIAdgBlAGQAIABGAG8AbgB0ACAATgBhAG0AZQAgACIAUABsAGEAeQBmAGEAaQByACAARABpAHMAcABsAGEAeQAiAC4AAENvcHlyaWdodCAyMDE3IFRoZSBQbGF5ZmFpciBEaXNwbGF5IFByb2plY3QgQXV0aG9ycyAoaHR0cHM6Ly9naXRodWIuY29tL2NsYXVzZWdnZXJzL1BsYXlmYWlyLURpc3BsYXkpLCB3aXRoIFJlc2VydmVkIEZvbnQgTmFtZSAiUGxheWZhaXIgRGlzcGxheSIuAABQAGwAYQB5AGYAYQBpAHIAIABEAGkAcwBwAGwAYQB5AABQbGF5ZmFpciBEaXNwbGF5AABCAG8AbABkAABCb2xkAAAxAC4AMgAwADMAOwBGAFQASAA7AFAAbABhAHkAZgBhAGkAcgBEAGkAcwBwAGwAYQB5AC0AQgBvAGwAZAAAMS4yMDM7RlRIO1BsYXlmYWlyRGlzcGxheS1Cb2xkAABQAGwAYQB5AGYAYQBpAHIAIABEAGkAcwBwAGwAYQB5ACAAQgBvAGwAZAAAUGxheWZhaXIgRGlzcGxheSBCb2xkAABWAGUAcgBzAGkAbwBuACAAMQAuADIAMAAzAABWZXJzaW9uIDEuMjAzAABQAGwAYQB5AGYAYQBpAHIARABpAHMAcABsAGEAeQBCAG8AbABkAABQbGF5ZmFpckRpc3BsYXlCb2xkAABQAGwAYQB5AGYAYQBpAHIAIABpAHMAIABhACAAdAByAGEAZABlAG0AYQByAGsAIABvAGYAIABDAGwAYQB1AHMAIABFAGcAZwBlAHIAcwAgAFMA+AByAGUAbgBzAGUAbgAuAABQbGF5ZmFpciBpcyBhIHRyYWRlbWFyayBvZiBDbGF1cyBFZ2dlcnMgU79yZW5zZW4uAABDAGwAYQB1AHMAIABFAGcAZwBlAHIAcwAgAFMA+AByAGUAbgBzAGUAbgAAQ2xhdXMgRWdnZXJzIFO/cmVuc2VuAABDAGwAYQB1AHMAIABFAGcAZwBlAHIAcwAgAFMA+AByAGUAbgBzAGUAbgAAQ2xhdXMgRWdnZXJzIFO/cmVuc2VuAABoAHQAdABwADoALwAvAHcAdwB3AC4AZgBvAHIAdABoAGUAaABlAGEAcgB0AHMALgBuAGUAdAAAaHR0cDovL3d3dy5mb3J0aGVoZWFydHMubmV0AABoAHQAdABwADoALwAvAHcAdwB3AC4AZgBvAHIAdABoAGUAaABlAGEAcgB0AHMALgBuAGUAdAAAaHR0cDovL3d3dy5mb3J0aGVoZWFydHMubmV0AABUAGgAaQBzACAARgBvAG4AdAAgAFMAbwBmAHQAdwBhAHIAZQAgAGkAcwAgAGwAaQBjAGUAbgBzAGUAZAAgAHUAbgBkAGUAcgAgAHQAaABlACAAUwBJAEwAIABPAHAAZQBuACAARgBvAG4AdAAgAEwAaQBjAGUAbgBzAGUALAAgAFYAZQByAHMAaQBvAG4AIAAxAC4AMQAuACAAVABoAGkAcwAgAGwAaQBjAGUAbgBzAGUAIABpAHMAIABhAHYAYQBpAGwAYQBiAGwAZQAgAHcAaQB0AGgAIABhACAARgBBAFEAIABhAHQAOgAgAGgAdAB0AHAAOgAvAC8AcwBjAHIAaQBwAHQAcwAuAHMAaQBsAC4AbwByAGcALwBPAEYATAAAVGhpcyBGb250IFNvZnR3YXJlIGlzIGxpY2Vuc2VkIHVuZGVyIHRoZSBTSUwgT3BlbiBGb250IExpY2Vuc2UsIFZlcnNpb24gMS4xLiBUaGlzIGxpY2Vuc2UgaXMgYXZhaWxhYmxlIHdpdGggYSBGQVEgYXQ6IGh0dHA6Ly9zY3JpcHRzLnNpbC5vcmcvT0ZMAABoAHQAdABwADoALwAvAHMAYwByAGkAcAB0AHMALgBzAGkAbAAuAG8AcgBnAC8ATwBGAEwAAGh0dHA6Ly9zY3JpcHRzLnNpbC5vcmcvT0ZMAAACAAAAAAAA/3QAFAAAAAAAAAAAAAAAAAAAAAAAAAAABFAAAAABAAIAAwALAAwADwAQABEAEgAkACUAJgAnACgAKQAqACsALAAtAC4ALwAwADEAMgAzADUANgA3ADgAOgA8AD0A0AECAP0BAwDiAQQBBQEGAQcBCAEJAQoBCwEMAQ0BDgEPARABEQESARMBFAEVARYBFwEYARkBGgEbARwBHQEeAR8BIAEhASIBIwEkASUBJgEnASgBKQEqASsBLAEtAS4BLwEwATEBMgEzATQBNQE2ATcBOAE5AToBOwE8AT0BPgE/AUABQQFCAUMBRAFFAUYBRwFIAUkBSgFLAUwBTQFOAU8BUAFRAVIBUwFUAVUBVgFXAVgBWQFaAVsBXAFdAV4BXwFgAWEBYgFjAWQBZQFmAWcBaAFpAWoBawFsAW0BbgFvAXABcQFyAXMBdAF1AXYBdwF4AXkBegF7AXwBfQF+AX8BgAGBAYIBgwGEAYUBhgGHAYgBiQGKAYsBjAGNAY4BjwGQAZEBkgGTAZQBlQGWAZcBmAGZAZoBmwGcAZ0BngGfAaABoQGiAaMBpAGlAaYBpwGoAakBqgGrAawBrQGuAa8BsAGxAbIBswG0AbUBtgG3AbgBuQG6AbsBvAG9Ab4BvwHAAcEBwgHDAcQBxQHGAccByAHJAcoBywHMAc0BzgHPAdAB0QHSAdMB1AHVAdYB1wHYAdkB2gHbAdwB3QHeAd8B4AHhAeIB4wHkAeUB5gHnAegB6QHqAesB7AHtAe4B7wHwAfEB8gHzAfQB9QH2AfcB+AH5AfoB+wH8Af0B/gH/AgACAQICAgMCBAIFAgYCBwIIAgkCCgILAgwCDQIOAg8CEAIRAhICEwIUAhUCFgIXAhgCGQIaAhsCHAIdAh4CHwIgAiECIgIjAiQCJQImAicCKAIpAioCKwIsAi0CLgIvAjACMQIyAjMCNAI1AjYCNwI4AjkCOgI7AjwCPQI+Aj8CQAJBAkICQwJEAkUCRgJHAkgCSQJKAksCTAJNAk4CTwJQAlECUgJTAlQCVQJWAlcCWAJZAloCWwJcAl0CXgJfAmACYQJiAmMCZAJlAmYCZwJoAmkCagJrAmwCbQJuAm8CcAJxAnICcwJ0AnUCdgJ3AngCeQJ6AnsCfAJ9An4CfwKAAoECggKDAoQChQKGAocCiAKJAooCiwKMAo0CjgKPApACkQKSApMClAKVApYClwKYApkCmgKbApwCnQKeAp8CoAKhAqICowKkAqUCpgKnAqgCqQKqAqsCrAKtAq4CrwKwArECsgKzArQCtQK2ArcCuAK5AroCuwK8Ar0CvgK/AsACwQLCAsMCxALFAsYCxwLIAskCygLLAswCzQLOAs8C0ALRAtIC0wLUAtUC1gLXAtgC2QLaAtsC3ALdAt4C3wLgAuEC4gLjAuQC5QLmAucC6ALpAuoC6wLsAu0C7gLvAvAC8QLyAvMC9AL1AvYC9wL4AvkC+gL7AvwC/QL+Av8DAAMBAwIDAwMEAwUDBgMHAwgDCQMKAwsDDAMNAw4DDwMQAxEDEgMTAxQDFQMWAxcDGAMZAxoDGwMcAx0DHgMfAyADIQMiAyMDJAMlAyYDJwMoAykDKgMrAywDLQMuAy8DMAMxAzIDMwM0AzUDNgM3AzgDOQM6AzsDPAM9Az4DPwNAA0EDQgNDA0QDRQNGA0cDSANJA0oDSwNMA00DTgNPA1ADUQNSA1MDVANVA1YDVwNYA1kDWgNbA1wDXQNeA18DYANhA2IDYwNkA2UDZgNnA2gDaQNqA2sDbANtA24DbwNwA3EDcgNzA3QDdQN2A3cDeAN5A3oDewN8A30DfgN/A4ADgQOCA4MDhAOFA4YDhwOIA4kDigOLA4wDjQOOA48DkAORA5IDkwOUA5UDlgOXA5gDmQOaA5sDnAOdA54DnwOgA6EDogOjA6QDpQOmA6cDqAOpA6oDqwOsA60DrgOvA7ADsQOyA7MDtAO1A7YDtwO4A7kDugO7A7wDvQO+A78DwAPBA8IDwwPEA8UDxgPHA8gDyQPKA8sDzAPNA84DzwPQA9ED0gPTA9QD1QPWA9cD2APZA9oD2wPcA90D3gPfA+AD4QPiA+MD5APlA+YD5wPoA+kD6gPrA+wD7QPuA+8D8APxA/ID8wP0A/UD9gP3A/gD+QP6A/sD/AP9A/4D/wQABAEEAgQDBAQEBQQGBAcECAQJBAoECwQMBA0EDgQPBBAEEQQSBBMEFAQVBBYEFwQYBBkEGgQbBBwEHQQeBB8EIAQhBCIEIwQkBCUEJgQnBCgEKQQqBCsELAQtBC4ELwQwBDEEMgQzBDQENQQ2BDcEOAQ5BDoEOwQ8BD0EPgQ/BEAEQQRCBEMERARFBEYERwRIBEkESgRLBEwETQROBE8EUARRBFIEUwRUBFUEVgRXBFgEWQRaBFsEXARdBF4EXwRgBGEEYgRjBGQEZQRmBGcEaARpBGoEawRsBG0EbgRvBHAEcQRyBHMEdAR1BHYEdwR4BHkEegR7BHwEfQR+BH8EgASBBIIEgwSEBIUEhgSHBIgEiQSKBIsEjASNBI4EjwSQBJEEkgSTBJQElQSWBJcEmASZBJoEmwScBJ0EngSfBKAEoQSiBKMEpASlBKYEpwSoBKkEqgSrBKwErQSuBK8EsASxBLIEswS0BLUEtgS3BLgEuQS6BLsEvAS9BL4EvwTABMEEwgTDBMQExQTGBMcEyATJBMoEywTMBM0EzgTPBNAE0QTSBNME1ATVBNYE1wTYBNkE2gTbBNwE3QTeBN8E4AThBOIE4wTkBOUE5gTnBOgE6QTqBOsE7ATtBO4E7wTwBPEE8gTzBPQE9QT2BPcE+AT5BPoE+wT8BP0E/gT/BQAFAQUCBQMFBAUFBQYFBwUIBQkFCgULBQwFDQUOBQ8FEAURBRIFEwUUBRUFFgUXBRgFGQUaBRsFHAUdBR4FHwUgBSEFIgUjBSQFJQUmBScFKAUpBSoFKwUsBS0HQW9nb25lawdFb2dvbmVrBk5hY3V0ZQZTYWN1dGUKWmRvdGFjY2VudAhOYW1lTWUuMAhOYW1lTWUuMghOYW1lTWUuMwhOYW1lTWUuNAhOYW1lTWUuNQhOYW1lTWUuNghOYW1lTWUuNwhOYW1lTWUuOAhOYW1lTWUuOQlOYW1lTWUuMTAJTmFtZU1lLjExCU5hbWVNZS4xMglOYW1lTWUuMTMJTmFtZU1lLjE0CU5hbWVNZS4xNQlOYW1lTWUuMTYJTmFtZU1lLjE3CU5hbWVNZS4xOAlOYW1lTWUuMTkJTmFtZU1lLjIwCU5hbWVNZS4yMglOYW1lTWUuMjMJTmFtZU1lLjI0CU5hbWVNZS4yOAlOYW1lTWUuMjkJTmFtZU1lLjMwCU5hbWVNZS4zMQlOYW1lTWUuMzMJTmFtZU1lLjM0CU5hbWVNZS4zNQlOYW1lTWUuMzcJTmFtZU1lLjM4CU5hbWVNZS4zOQlOYW1lTWUuNDAJTmFtZU1lLjQxCU5hbWVNZS40MglOYW1lTWUuNDMJTmFtZU1lLjQ0CU5hbWVNZS40NQlOYW1lTWUuNDYJTmFtZU1lLjQ3CU5hbWVNZS40OAlOYW1lTWUuNDkJTmFtZU1lLjUwCU5hbWVNZS41MQlOYW1lTWUuNTMJTmFtZU1lLjU0CU5hbWVNZS41NQlOYW1lTWUuNTgJTmFtZU1lLjU5CU5hbWVNZS42MAlOYW1lTWUuNjEJTmFtZU1lLjYyCU5hbWVNZS42MwlOYW1lTWUuNjQJTmFtZU1lLjY2CU5hbWVNZS42NwlOYW1lTWUuNjgJTmFtZU1lLjcwCU5hbWVNZS43MQlOYW1lTWUuNzIJTmFtZU1lLjczCU5hbWVNZS43NAlOYW1lTWUuNzUJTmFtZU1lLjc2CU5hbWVNZS43NwlOYW1lTWUuNzgJTmFtZU1lLjc5CU5hbWVNZS44MAlOYW1lTWUuODEJTmFtZU1lLjgzCU5hbWVNZS44NQlOYW1lTWUuODYJTmFtZU1lLjg4CU5hbWVNZS44OQlOYW1lTWUuOTAJTmFtZU1lLjkxCU5hbWVNZS45NglOYW1lTWUuOTcJTmFtZU1lLjk4CU5hbWVNZS45OQpOYW1lTWUuMTAyCk5hbWVNZS4xMDMKTmFtZU1lLjEwNApOYW1lTWUuMTA1Ck5hbWVNZS4xMDYKTmFtZU1lLjEwNwpOYW1lTWUuMTA4Ck5hbWVNZS4xMDkKTmFtZU1lLjExMApOYW1lTWUuMTExCk5hbWVNZS4xMTIKTmFtZU1lLjExMwpOYW1lTWUuMTE0Ck5hbWVNZS4xMTUKTmFtZU1lLjExNgpOYW1lTWUuMTE3Ck5hbWVNZS4xMTgKTmFtZU1lLjExOQpOYW1lTWUuMTIwCk5hbWVNZS4xMjEKTmFtZU1lLjEyMgpOYW1lTWUuMTIzCk5hbWVNZS4xMjQKTmFtZU1lLjEyNgpOYW1lTWUuMTI3Ck5hbWVNZS4xMjkKTmFtZU1lLjEzMApOYW1lTWUuMTMxCk5hbWVNZS4xMzQKTmFtZU1lLjEzNQpOYW1lTWUuMTM2Ck5hbWVNZS4xMzcKTmFtZU1lLjEzOApOYW1lTWUuMTM5Ck5hbWVNZS4xNDEKTmFtZU1lLjE0MgpOYW1lTWUuMTQzCk5hbWVNZS4xNDQKTmFtZU1lLjE0NgpOYW1lTWUuMTQ3Ck5hbWVNZS4xNDgKTmFtZU1lLjE0OQpOYW1lTWUuMTUwCk5hbWVNZS4xNTEKTmFtZU1lLjE1MgpOYW1lTWUuMTUzCk5hbWVNZS4xNTQKTmFtZU1lLjE1NQpOYW1lTWUuMTU2Ck5hbWVNZS4xNTcKTmFtZU1lLjE1OApOYW1lTWUuMTU5Ck5hbWVNZS4xNjAKTmFtZU1lLjE2MQpOYW1lTWUuMTYyCk5hbWVNZS4xNjMKTmFtZU1lLjE2NApOYW1lTWUuMTY1Ck5hbWVNZS4xNjcKTmFtZU1lLjE2OApOYW1lTWUuMTY5Ck5hbWVNZS4xNzAKTmFtZU1lLjE3MQpOYW1lTWUuMTczCk5hbWVNZS4xNzQKTmFtZU1lLjE3NQpOYW1lTWUuMTc2Ck5hbWVNZS4xNzcKTmFtZU1lLjE3OApOYW1lTWUuMTc5Ck5hbWVNZS4xODEKTmFtZU1lLjE4MgpOYW1lTWUuMTg0Ck5hbWVNZS4xODUKTmFtZU1lLjE4NgpOYW1lTWUuMTg3Ck5hbWVNZS4xODgKTmFtZU1lLjE4OQpOYW1lTWUuMTkwCk5hbWVNZS4xOTEKTmFtZU1lLjE5MgpOYW1lTWUuMTkzCk5hbWVNZS4xOTQKTmFtZU1lLjE5NQpOYW1lTWUuMTk2Ck5hbWVNZS4xOTcKTmFtZU1lLjE5OApOYW1lTWUuMTk5Ck5hbWVNZS4yMDAKTmFtZU1lLjIwMQpOYW1lTWUuMjAyCk5hbWVNZS4yMDMKTmFtZU1lLjIwNApOYW1lTWUuMjA1Ck5hbWVNZS4yMDYKTmFtZU1lLjIwNwpOYW1lTWUuMjA4Ck5hbWVNZS4yMDkKTmFtZU1lLjIxMApOYW1lTWUuMjExCk5hbWVNZS4yMTIKTmFtZU1lLjIxMwpOYW1lTWUuMjE0Ck5hbWVNZS4yMTUKTmFtZU1lLjIxNgpOYW1lTWUuMjE3Ck5hbWVNZS4yMTgKTmFtZU1lLjIxOQpOYW1lTWUuMjIwCk5hbWVNZS4yMjEKTmFtZU1lLjIyMgpOYW1lTWUuMjIzCk5hbWVNZS4yMjQKTmFtZU1lLjIyNQpOYW1lTWUuMjI2Ck5hbWVNZS4yMjcKTmFtZU1lLjIyOApOYW1lTWUuMjI5Ck5hbWVNZS4yMzAKTmFtZU1lLjIzMQpOYW1lTWUuMjMyCk5hbWVNZS4yMzMKTmFtZU1lLjIzNApOYW1lTWUuMjM1Ck5hbWVNZS4yMzYKTmFtZU1lLjIzNwpOYW1lTWUuMjM4Ck5hbWVNZS4yMzkKTmFtZU1lLjI0MApOYW1lTWUuMjQxCk5hbWVNZS4yNDIKTmFtZU1lLjI0MwpOYW1lTWUuMjQ0Ck5hbWVNZS4yNDUKTmFtZU1lLjI0NgpOYW1lTWUuMjQ3Ck5hbWVNZS4yNDgKTmFtZU1lLjI0OQpOYW1lTWUuMjUwCk5hbWVNZS4yNTEKTmFtZU1lLjI1MgpOYW1lTWUuMjUzCk5hbWVNZS4yNTQKTmFtZU1lLjI1NQpOYW1lTWUuMjU2Ck5hbWVNZS4yNTcKTmFtZU1lLjI1OApOYW1lTWUuMjU5Ck5hbWVNZS4yNjAKTmFtZU1lLjI2MQpOYW1lTWUuMjYyCk5hbWVNZS4yNjMKTmFtZU1lLjI2NApOYW1lTWUuMjY1Ck5hbWVNZS4yNjYKTmFtZU1lLjI2NwpOYW1lTWUuMjY4Ck5hbWVNZS4yNjkKTmFtZU1lLjI3MApOYW1lTWUuMjcxCk5hbWVNZS4yNzIKTmFtZU1lLjI3MwpOYW1lTWUuMjc0Ck5hbWVNZS4yNzUKTmFtZU1lLjI3NgpOYW1lTWUuMjc3Ck5hbWVNZS4yNzgKTmFtZU1lLjI3OQpOYW1lTWUuMjgwCk5hbWVNZS4yODEKTmFtZU1lLjI4MgpOYW1lTWUuMjgzCk5hbWVNZS4yODQKTmFtZU1lLjI4NQpOYW1lTWUuMjg2Ck5hbWVNZS4yODcKTmFtZU1lLjI4OApOYW1lTWUuMjg5Ck5hbWVNZS4yOTAKTmFtZU1lLjI5MQpOYW1lTWUuMjkyCk5hbWVNZS4yOTMKTmFtZU1lLjI5NApOYW1lTWUuMjk1Ck5hbWVNZS4yOTYKTmFtZU1lLjI5NwpOYW1lTWUuMjk4Ck5hbWVNZS4yOTkKTmFtZU1lLjMwMApOYW1lTWUuMzAxCk5hbWVNZS4zMDIKTmFtZU1lLjMwMwpOYW1lTWUuMzA0Ck5hbWVNZS4zMDUKTmFtZU1lLjMwNgpOYW1lTWUuMzA3Ck5hbWVNZS4zMDgKTmFtZU1lLjMwOQpOYW1lTWUuMzEwCk5hbWVNZS4zMTEKTmFtZU1lLjMxMgpOYW1lTWUuMzEzCk5hbWVNZS4zMTQKTmFtZU1lLjMxNQpOYW1lTWUuMzE2Ck5hbWVNZS4zMTcKTmFtZU1lLjMxOApOYW1lTWUuMzE5Ck5hbWVNZS4zMjAKTmFtZU1lLjMyMQpOYW1lTWUuMzIyCk5hbWVNZS4zMjMKTmFtZU1lLjMyNApOYW1lTWUuMzI1Ck5hbWVNZS4zMjYKTmFtZU1lLjMyNwpOYW1lTWUuMzI4Ck5hbWVNZS4zMjkKTmFtZU1lLjMzMApOYW1lTWUuMzMxCk5hbWVNZS4zMzIKTmFtZU1lLjMzMwpOYW1lTWUuMzM0Ck5hbWVNZS4zMzUKTmFtZU1lLjMzNgpOYW1lTWUuMzM3Ck5hbWVNZS4zMzgKTmFtZU1lLjMzOQpOYW1lTWUuMzQwCk5hbWVNZS4zNDEKTmFtZU1lLjM0MgpOYW1lTWUuMzQzCk5hbWVNZS4zNDQKTmFtZU1lLjM0NQpOYW1lTWUuMzQ2Ck5hbWVNZS4zNDcKTmFtZU1lLjM0OApOYW1lTWUuMzQ5Ck5hbWVNZS4zNTAKTmFtZU1lLjM1MQpOYW1lTWUuMzUyCk5hbWVNZS4zNTMKTmFtZU1lLjM1NApOYW1lTWUuMzU1Ck5hbWVNZS4zNTYKTmFtZU1lLjM1NwpOYW1lTWUuMzU4Ck5hbWVNZS4zNTkKTmFtZU1lLjM2MApOYW1lTWUuMzYxCk5hbWVNZS4zNjIKTmFtZU1lLjM2MwpOYW1lTWUuMzY0Ck5hbWVNZS4zNjUKTmFtZU1lLjM2NgpOYW1lTWUuMzY3Ck5hbWVNZS4zNjgKTmFtZU1lLjM2OQpOYW1lTWUuMzcwCk5hbWVNZS4zNzEKTmFtZU1lLjM3MgpOYW1lTWUuMzczCk5hbWVNZS4zNzQKTmFtZU1lLjM3NQpOYW1lTWUuMzc2Ck5hbWVNZS4zNzcKTmFtZU1lLjM3OApOYW1lTWUuMzc5Ck5hbWVNZS4zODAKTmFtZU1lLjM4MQpOYW1lTWUuMzgyCk5hbWVNZS4zODMKTmFtZU1lLjM4NApOYW1lTWUuMzg1Ck5hbWVNZS4zODYKTmFtZU1lLjM4NwpOYW1lTWUuMzg4Ck5hbWVNZS4zODkKTmFtZU1lLjM5MApOYW1lTWUuMzkxCk5hbWVNZS4zOTIKTmFtZU1lLjM5MwpOYW1lTWUuMzk0Ck5hbWVNZS4zOTUKTmFtZU1lLjM5NgpOYW1lTWUuMzk3Ck5hbWVNZS4zOTgKTmFtZU1lLjM5OQpOYW1lTWUuNDAwCk5hbWVNZS40MDEKTmFtZU1lLjQwMgpOYW1lTWUuNDAzCk5hbWVNZS40MDQKTmFtZU1lLjQwNQpOYW1lTWUuNDA2Ck5hbWVNZS40MDcKTmFtZU1lLjQwOApOYW1lTWUuNDA5Ck5hbWVNZS40MTAKTmFtZU1lLjQxMQpOYW1lTWUuNDEyCk5hbWVNZS40MTMKTmFtZU1lLjQxNApOYW1lTWUuNDE1Ck5hbWVNZS40MTYKTmFtZU1lLjQxNwpOYW1lTWUuNDE4Ck5hbWVNZS40MTkKTmFtZU1lLjQyMApOYW1lTWUuNDIxCk5hbWVNZS40MjIKTmFtZU1lLjQyMwpOYW1lTWUuNDI0Ck5hbWVNZS40MjUKTmFtZU1lLjQyNgpOYW1lTWUuNDI3Ck5hbWVNZS40MjgKTmFtZU1lLjQyOQpOYW1lTWUuNDMwCk5hbWVNZS40MzEKTmFtZU1lLjQzMgpOYW1lTWUuNDMzCk5hbWVNZS40MzQKTmFtZU1lLjQzNQpOYW1lTWUuNDM2Ck5hbWVNZS40MzcKTmFtZU1lLjQzOApOYW1lTWUuNDM5Ck5hbWVNZS40NDAKTmFtZU1lLjQ0MQpOYW1lTWUuNDQyCk5hbWVNZS40NDMKTmFtZU1lLjQ0NApOYW1lTWUuNDQ1Ck5hbWVNZS40NDYKTmFtZU1lLjQ0NwpOYW1lTWUuNDQ4Ck5hbWVNZS40NDkKTmFtZU1lLjQ1MApOYW1lTWUuNDUxCk5hbWVNZS40NTIKTmFtZU1lLjQ1MwpOYW1lTWUuNDU0Ck5hbWVNZS40NTUKTmFtZU1lLjQ1NgpOYW1lTWUuNDU3Ck5hbWVNZS40NTgKTmFtZU1lLjQ1OQpOYW1lTWUuNDYwCk5hbWVNZS40NjEKTmFtZU1lLjQ2MgpOYW1lTWUuNDYzCk5hbWVNZS40NjQKTmFtZU1lLjQ2NQpOYW1lTWUuNDY2Ck5hbWVNZS40NjcKTmFtZU1lLjQ2OApOYW1lTWUuNDY5Ck5hbWVNZS40NzAKTmFtZU1lLjQ3MQpOYW1lTWUuNDcyCk5hbWVNZS40NzMKTmFtZU1lLjQ3NApOYW1lTWUuNDc1Ck5hbWVNZS40NzYKTmFtZU1lLjQ3NwpOYW1lTWUuNDc4Ck5hbWVNZS40NzkKTmFtZU1lLjQ4MApOYW1lTWUuNDgxCk5hbWVNZS40ODIKTmFtZU1lLjQ4MwpOYW1lTWUuNDg0Ck5hbWVNZS40ODUKTmFtZU1lLjQ4NgpOYW1lTWUuNDg3Ck5hbWVNZS40ODgKTmFtZU1lLjQ4OQpOYW1lTWUuNDkwCk5hbWVNZS40OTEKTmFtZU1lLjQ5MgpOYW1lTWUuNDkzCk5hbWVNZS40OTQKTmFtZU1lLjQ5NQpOYW1lTWUuNDk2Ck5hbWVNZS40OTcKTmFtZU1lLjQ5OApOYW1lTWUuNDk5Ck5hbWVNZS41MDAKTmFtZU1lLjUwMQpOYW1lTWUuNTAyCk5hbWVNZS41MDMKTmFtZU1lLjUwNApOYW1lTWUuNTA1Ck5hbWVNZS41MDYKTmFtZU1lLjUwNwpOYW1lTWUuNTA4Ck5hbWVNZS41MDkKTmFtZU1lLjUxMApOYW1lTWUuNTExCk5hbWVNZS41MTIKTmFtZU1lLjUxMwpOYW1lTWUuNTE0Ck5hbWVNZS41MTUKTmFtZU1lLjUxNgpOYW1lT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XQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAV0BXQFdAWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FjgWOBY4FqAXCBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwF3AXcBdwGSAZIBkgGSAZIBkgGSAZIBkgGSAZIBkgGSAZIBkgGSAZIBkgGSAZIBp4GngaeBp4GngaeBp4GngaeBw4HDgcOBw4HDgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOB44HjgeOAAIARAAAAmQFVQADAAcALrEBAC88sgcEKu0ysQYF3DyyAwIq7TIAsQMALzyyBQQq7TKyBwaw/DyyAQIq7TIzESERJSERIUQCIP4kAZj+aAVV+qtEBM0AAAAB/7oBJQGWAjUAAwAYvQADA24AAAMHAAADcrEFAS8Q9AA/7TEwASERIQGW/iQB3AElARAAAQAAAAAAAAAAAAAAADEAABAAZgBaBFsETgAHAA8AFwAfACcALwA3AD8ARwBPAFcAXwBnAG8AdwB/AMhAY2hsUFRUXFh4fDg8cHQoLGBkJExIDAhEQAQACAAIABwgJDwsJCQsPANYHDQwFBAQGBxOSnZycmJmRkJ+ejYybmoSFlJWAgY6PlY+Vj4iXloeGlp6alpaanoDZiIKDiouLiYiZgAv3s05L83QzRESFzkvLy8Q0M0QzRE5OS8vEM3QzRDN0M0QzdDNEM3QzRDNOS/N0M0BL805L83QzRDOFzkvLy8QzRE5OS8vEM3QzRDN0M0Q0M0QzdDNEM3QzRDNOS/N0M0xMAEUIyI1NDMyJxQjIjU0MzITFCMiNTQzMhcUIyI1NDMyARQjIjU0MzIHFCMiNTQzMgEUIyI1NDMyARQjIjU0MzIBFCMiNTQzMgcUIyI1NDMyARQjIjU0MzIHFCMiNTQzMgEUIyI1NDMyJRQjIjU0MzITFCMiNTQzMicUIyI1NDMyA9QwNDQwlDA0NDD3MzEzMSQwNDQw/jcyMjIyrTMxMTMCUjMxMTP9GjIyMjICgzA0NDCUMDQ0MP2uMDQyMiQwNDQwAcgyMjIy/lwyMjIy9zMxMTOUMjIyMgOWMjIyMDExM/7XMzMx3zIyMgGXMzMxVjExM/17MTEzAb0yLzX9SDExM5UwMDQCIDMzMd8yMjL+BzMzMegxMTP+2TQwNC4xMTMAAAAAAgEAAAAFAAUAAAMABwBCtAIB/gYHuAI/QBMABQT+AwAKBwT+AQAZCAYF/gIDvAEmAAkBsAEYABgrEPY8/TxOEPQ8Tf08AD88/TwQ/Dz9PDEwIREhESUhESEBAAQA/CADwPxABQD7ACAEwAAAAgC4AAAB6AW6AAUACQB7ugIzAAsCMkArCgVAGR80DwUfBQIFWgg4BgMCAAkGCo8LAQsZFxoDCSYGCCYHBCYBAyYCBroClAAHApRADAIgATABjwEDARkKC7gBCLMh5qsYKytO9F08TeTkEO0Q7RDtEO1OEEVlROZdAD88PzxNEP3mXSsxMAFGREZEAQMRIRELAREhEQEBSQEwSNwBGQF6AugBWP6o/Rj+hgEZ/ucAAAACAHADsQNlBboABQALAGtANIcFhwv2BfYLBAYFBgtlBWULdgV2CwYABQMBBgsKCAcFAQAEAwv0CAgDAAggEAovCj8KAwq4AXtACgMgHwEgATABAwG4ApazDKVDGCsQ9l3t/V39AD88EO0RFzkBERI5ORESOTkxMAFycRMDNSEVAzMDNSEVA6U1ATIu9DUBMi4DsQER+Pj+7wER+Pj+7wAAAgCUAAAFYQW6ABAAHwB/QDMoBSgKRxdlBGUMBSoXORdIFlkWaBYFORc2G4cbmQWWCwUfESUBAAITEiUPEAgZJ68HAQe4/8CzCQs0B7gCjEATgCEBICEwIQIhERIgACAQMBACELgCi7MgMVMYK04Q9F08Tf08TRBdcfYrcU3tAD88/Tw/PP08MTAAXXEBXRMhMhceARIVFAcGBwYHBiMhAREzMjc+AjU0LgEnJiOUAh23YIG4YC03Zk2DYqT90wEo3Xw3SF88PGxTPrUFuhwmwv7nzrWDoGNLKh8Ewvw1DhJWxaqqtmYSDgAAAAABAJEAAAYZBboADAIYQAsLAyYIJgsDBAMBA7j/gEAJHDo0CiA6OzQJuP/gszo7NAm4/+BApBwuNAogHC40BgkICuMJ7AoEBAkKChMCHAQQCR8KIwIsBCAJLwpnAmgEZQlqCncCeASkCaoKtQm6CvYJ+goWnwSQCZ8KxgnJCtcC2ATWCdkK5wLoBOUJ6goNdwl4CoMCjASDCYwKkAIHWAtlAmoEZwloCnYCeQQHRAJLBEQJSwpXCFcJWAoHGAovDjQCOgQ0CTsKPw4HAwIMBAYJCQoVAhoEFwkHsQYCQ1RYQB8CBAMKCQUMBwcyBg4MMgAAAxADAghQCA00C1AIDTQDuP+AQA4LDTQIQA4nNAtADic0A7j/nEAQDic0AwsIAwEABAECBwoACAA/PDw/PBESFzkrKysrKytdAS/tENTtERIXORu4/ztALQMKCSAECAkJMgMEFAMDBAILCgoyAwIUAwMCCwgDAwwEAgIMCgoJCQcIHw4BDrgBDbMHBgUEugI4AAX/wLNbXTQFuP/AQBdTVDQFMgdAB38IAQi9fwMBA70LIAsMArgCOEASAQAAQFtdNABAU1Q0ADIfDAEMuAENsw0xdRgrEPRx7SsrEDzuEDwaGRD9cf1xPBoYEP0rK+4QPBDkcQA/PBA8EDw/PBIXOYcFLiuHfcSHLhgrh33EK1kxMAFLsBNTWLkACP/gsQsgODhZAV1dXV1dXXFyKysrKwArcV0zESEJASERIREBIQERkQG7AQoBBwG8/u3+3f7j/t4FuvwYA+j6RgSC+34Egvt+AAIAlgAABbwFugAVACEA+ECCOQ9JD1cHagtqDKoJpw6gI7YO2AkKBggGChcIFgo2DkYORg8HCBAJERQOFA8UEDYONg9HD3UOeRDTCgt4CXgZdh2ICYgZhh0GCRYUCQwPDlMOdQ6EDpQOow4FDiANDBQNDQwPDBUNFxYlExAUAWAUoBQCFBQAICElAgECDQ4OFQAIDrgBvEAnAA0QDQIN1BsnoAawBsAG0AYEBodwIwEgIzAjAiMhFSABIAAwAAIAuAKLsyIxYxgrThD0XTxN/TwQXXH2Xe30Xe0APzw8EDw/PP08EjkvXXE8/TwBERI5OYcuK10OfRDEARE5ABESOTEwAF0BcV1dMxEhMh4BFRQGBx4BFxMhAy4CKwEZATMyPgE1NCYnJisBlgJv69WAwsFgfWqz/p7WclReZjzb1Wo8T0gktOcFuk/KgqXXHDiGq/7iAT+rWSH9nANOJFhCSlsMBQAAAgBU/+gEYQW6AA8AHACQQC0SWQZZClkSVhZWGFkcmAeZCfgJCXAegB4COgM0DDoVNBlKA0QMShVEGZkJCRS4AnSyBQsauAJ0QA4LBw4PAAEAChcpDg0mAbgBKUAPDwAajx4BHhAhCBkdWDwYK04Q9E3tThBx9jxN7f085gA/PD88P+0/7TEwAF0BcV1DWEANaQZpCmkSZhZmGGkcBl1ZKQE1DgEjIgAREBIzMhcRIQEUFxYzMjY1NCYjIgYEYf77QbFat/77/sKyggEZ/RIvRHphiIRnZIecW1kBJwEIAQ4BGZQCEPxwqkxupaS3oZ8AAQCHAAADNwQ+ABAAqEAolwUBCQ4BUwVmBXUFAy8SWA5oDnASBAoJDwwfDAKPDP8MAj8MTwwCDLgCd0ApBwcBAAoDAgYKKAAJEAkwCXAJBAkafxKfEgJfEn8SrxLQEgQSEAAmAQO4ASlACwICgAGgAQIBGRE/uQEcABgrThD0cTxNEO0Q/TxOEF1x9l0ZTeQAGD88Pzw/7V1xcjkyMTABXQBdcQBLsBdTS7A1UVpYsQoyOFkAXSkBESEVPgEzMhcHJiMiDgERAaD+5wEFQ2tEYFlXRz07Ui8EJpdrRDX1LkGq/vEAAf+6ASUE5gI1AAMAGL0AAwNuAAADBwAAA3KxBQEvEPQAP+0xMAEhESEE5vrUBSwBJQEQAAH/ugElAQACNQADABi9AAMDbgAAAwcAAANysQUBLxD0AD/tMTABIREhAQD+ugFGASUBEAAB/7oBJQgAAjUAAwAYvQADA24AAAMHAAADcrEFAS8Q9AA/7TEwASERIQgA97oIRgElARAAAf+7ASUQAAI1AAMAGL0AAwNuAAADBwAAA3KxBQEvEPQAP+0xMAEhESEQAO+7EEUBJQEQAAEAlgAACJ4F0wA0AENAJCYJARs0IAEnICkBEBAMIA4gAQEBLy0bICARBy0WAw8CKQ0BCAA/xMQ/P+0zMy8z7QEvXdztMi8Q3O0Q7TIxMABdKQERNC4CIyIOAhURIREhFT4DMzIeAhc+AzMyHgQVESERNC4CIyIOAhUFLv7YKklhN1l6SiD+2AESHlBogU0wbmtiJSNZcoxVO3lvYEcp/tgrSWQ5UnZMJAN+ZYVOIDxrk1j8vAW60jZXPSEVNVxHNlg+IRQxUnurcPxaA35lhU4gNV+FUQAAAAIAmAAABJMEcgASACQAN0AXCSEgHDAcQByQHAQcHCYTJiASMBICEhS4AnSyEgoTugJ0AAADrQA/7T/tAS9d7RI5L13tMTATITIWFx4DFRQGBw4DIyEBETMyPgI3NjU0LgInLgEjmAHESHQnUn9WLVtMG0hfd0r+LwEgkkldOSAMFhctQSoXW0UEcgoLF2KPuW2X3EgaKh8RA4n9YBEjNiRDf1h1SiYJBQUAAAABAJgAAAWQBHIAGQCCQE8WFTYVAjkEARoEAQwEABkVDQYPCwcmeQYBagYBPAZMBgItBgEcBgEGCgobdhMBZRMBMxNDEwIiEwETEwETDg8mIBEwEQIRGRUECw4FEAYTuAOttA0MCRAKAD/ExMQ/xBIXOQEvXe0yMl1dXV1dEjkvM11dXV1d7TMSFzldXV0xMAE+AzcTIREhESMBIwEjESERIRMeAxcDGAQHCg4LuAGS/voE/wDj/v8E/voBkroKDgoIBQFfGy0wNyUCP/uOAzX8ywM1/MsEcv29JDcvLRkAAAIAmAAABO0EcgAgAC8AbUAvFxUVJhQSFBQSEBIfFBQKIQEnEScCJycAMS8fJiAAMAACAQARAAIAFxIUHxAPDyG4AnS3Hx8uFBUgCi66AnQAAQOtAD/tP8TEEjkv7TMRMxESOTkBL11d/cQREjkvXe0yLxI5OYcrfRDEMTAzESEyHgIXHgEVFA4CBxUeARcTIScuAScuAysBERMyNjc+ATU0JicuASsBFZgCBGGJYUIcGxsVPW9aN2kzuv6qozNSGg4bICcaE5BHVhosKTMrEFRBmQRyDyI3KCheMy1gV0kXBBVkTf7l+E5ZEAgJBQL+OQKnAwQHPigsOAYCAuIAAAAAAEgDZgABAAAAAAAAAQ8CIAABAAAAAAABAAUDPAABAAAAAAACAAQDTAABAAAAAAADAB8DkQABAAAAAAAEAAoDxwABAAAAAAAFAAwD7AABAAAAAAAGAAkEDQABAAAAAAAHADEEewABAAAAAAAIABgE3wABAAAAAAAJAEUFhAABAAAAAAANBwoT4AADAAEEAwACAA4a6wADAAEEAwAEABoa+wADAAEEBQACAAobFwADAAEEBQAEABYbIwADAAEEBgACAAYbOwADAAEEBgAEABIbQwADAAEEBwACAAgbVwADAAEEBwAEABQbYQADAAEECAACAAwbdwADAAEECAAEABgbhQADAAEECQAAAh4AAAADAAEECQABAAoDMAADAAEECQACAAgDQgADAAEECQADAD4DUQADAAEECQAEABQDsQADAAEECQAFABgD0gADAAEECQAGABID+QADAAEECQAHAGIEFwADAAEECQAIADAErQADAAEECQAJAIoE+AADAAEECQANDhQFygADAAEECgACAA4bnwADAAEECgAEABobrwADAAEECwACABIbywADAAEECwAEAB4b3wADAAEEDAACAAgb/wADAAEEDAAEABQcCQADAAEEDgACABAcHwADAAEEDgAEABwcMQADAAEEEAACABIcTwADAAEEEAAEAB4cYwADAAEEEwACAAYcgwADAAEEEwAEABIciwADAAEEFAACAA4cnwADAAEEFAAEABocrwADAAEEFQACABQcywADAAEEFQAEACAc4QADAAEEFgACAA4dAwADAAEEFgAEABodEwADAAEEGQACABQdLwADAAEEGQAEACAdRQADAAEEGwACAAodZwADAAEEGwAEABYdcwADAAEEHQACAAYdiwADAAEEHQAEABIdkwADAAEEHwACAAodpwADAAEEHwAEABYdswADAAEEJAACAAwdywADAAEEJAAEABgd2QADAAEEKgACAAgd8wADAAEEKgAEABQd/QADAAEELQACAAoeEwADAAEELQAEABYeHwADAAEICgACAA4eNwADAAEICgAEABoeRwADAAEIFgACAA4eYwADAAEIFgAEABoecwADAAEMCgACAA4ejwADAAEMCgAEABoenwADAAEMDAACAAgeuwADAAEMDAAEABQexQCpACAAMgAwADEANwAgAFQAaABlACAATQBvAG4AbwB0AHkAcABlACAAQwBvAHIAcABvAHIAYQB0AGkAbwBuAC4AIABBAGwAbAAgAFIAaQBnAGgAdABzACAAUgBlAHMAZQByAHYAZQBkAC4AIAANAAoADQAKAEgAZQBiAHIAZQB3ACAATwBwAGUAbgBUAHkAcABlACAATABhAHkAbwB1AHQAIABsAG8AZwBpAGMAIABjAG8AcAB5AHIAaQBnAGgAdAAgAKkAIAAyADAAMAAzACAAJgAgADIAMAAwADcALAAgAFIAYQBsAHAAaAAgAEgAYQBuAGMAbwBjAGsAIAAmACAASgBvAGgAbgAgAEgAdQBkAHMAbwBuAC4AIABUAGgAaQBzACAAbABhAHkAbwB1AHQAIABsAG8AZwBpAGMAIABmAG8AcgAgAEIAaQBiAGwAaQBjAGEAbAAgAEgAZQBiAHIAZQB3ACAAaQBzACAAbwBwAGUAbgAgAHMAbwB1AHIAYwBlACAAcwBvAGYAdAB3AGEAcgBlACAAdQBuAGQAZQByACAAdABoAGUAIABNAEkAVAAgAEwAaQBjAGUAbgBzAGUAOwAgAHMAZQBlACAAZQBtAGIAZQBkAGQAZQBkACAAbABpAGMAZQBuAHMAZQAgAGQAZQBzAGMAcgBpAHAAdABpAG8AbgAgAGYAbwByACAAZABlAHQAYQBpAGwAcwAuAACpIDIwMTcgVGhlIE1vbm90eXBlIENvcnBvcmF0aW9uLiBBbGwgUmlnaHRzIFJlc2VydmVkLiANCg0KSGVicmV3IE9wZW5UeXBlIExheW91dCBsb2dpYyBjb3B5cmlnaHQgqSAyMDAzICYgMjAwNywgUmFscGggSGFuY29jayAmIEpvaG4gSHVkc29uLiBUaGlzIGxheW91dCBsb2dpYyBmb3IgQmlibGljYWwgSGVicmV3IGlzIG9wZW4gc291cmNlIHNvZnR3YXJlIHVuZGVyIHRoZSBNSVQgTGljZW5zZTsgc2VlIGVtYmVkZGVkIGxpY2Vuc2UgZGVzY3JpcHRpb24gZm9yIGRldGFpbHMuAABBAHIAaQBhAGwAAEFyaWFsAABCAG8AbABkAABCb2xkAABNAG8AbgBvAHQAeQBwAGUAOgBBAHIAaQBhAGwAIABCAG8AbABkACAAKABNAGkAYwByAG8AcwBvAGYAdAApAABNb25vdHlwZTpBcmlhbCBCb2xkIChNaWNyb3NvZnQpAABBAHIAaQBhAGwAIABCAG8AbABkAABBcmlhbCBCb2xkAABWAGUAcgBzAGkAbwBuACAANwAuADAAMwAAVmVyc2lvbiA3LjAzAABBAHIAaQBhAGwAQgBvAGwAZAAAQXJpYWxCb2xkAABBAHIAaQBhAGwAIABpAHMAIABhACAAdAByAGEAZABlAG0AYQByAGsAIABvAGYAIABUAGgAZQAgAE0AbwBuAG8AdAB5AHAAZQAgAEMAbwByAHAAbwByAGEAdABpAG8AbgAuAABBcmlhbCBpcyBhIHRyYWRlbWFyayBvZiBUaGUgTW9ub3R5cGUgQ29ycG9yYXRpb24uAABUAGgAZQAgAE0AbwBuAG8AdAB5AHAAZQAgAEMAbwByAHAAbwByAGEAdABpAG8AbgAAVGhlIE1vbm90eXBlIENvcnBvcmF0aW9uAABNAG8AbgBvAHQAeQBwAGUAIABUAHkAcABlACAARAByAGEAdwBpAG4AZwAgAE8AZgBmAGkAYwBlACAALQAgAFIAbwBiAGkAbgAgAE4AaQBjAGgAbwBsAGEAcwAsACAAUABhAHQAcgBpAGMAaQBhACAAUwBhAHUAbgBkAGUAcgBzACAAMQA5ADgAMgAATW9ub3R5cGUgVHlwZSBEcmF3aW5nIE9mZmljZSAtIFJvYmluIE5pY2hvbGFzLCBQYXRyaWNpYSBTYXVuZGVycyAxOTgyAABNAGkAYwByAG8AcwBvAGYAdAAgAHMAdQBwAHAAbABpAGUAZAAgAGYAbwBuAHQALgAgAFkAbwB1ACAAbQBhAHkAIAB1AHMAZQAgAHQAaABpAHMAIABmAG8AbgB0ACAAdABvACAAYwByAGUAYQB0AGUALAAgAGQAaQBzAHAAbABhAHkALAAgAGEAbgBkACAAcAByAGkAbgB0ACAAYwBvAG4AdABlAG4AdAAgAGEAcwAgAHAAZQByAG0AaQB0AHQAZQBkACAAYgB5ACAAdABoAGUAIABsAGkAYwBlAG4AcwBlACAAdABlAHIAbQBzACAAbwByACAAdABlAHIAbQBzACAAbwBmACAAdQBzAGUALAAgAG8AZgAgAHQAaABlACAATQBpAGMAcgBvAHMAbwBmAHQAIABwAHIAbwBkAHUAYwB0ACwAIABzAGUAcgB2AGkAYwBlACwAIABvAHIAIABjAG8AbgB0AGUAbgB0ACAAaQBuACAAdwBoAGkAYwBoACAAdABoAGkAcwAgAGYAbwBuAHQAIAB3AGEAcwAgAGkAbgBjAGwAdQBkAGUAZAAuACAAWQBvAHUAIABtAGEAeQAgAG8AbgBsAHkAIAAoAGkAKQAgAGUAbQBiAGUAZAAgAHQAaABpAHMAIABmAG8AbgB0ACAAaQBuACAAYwBvAG4AdABlAG4AdAAgAGEAcwAgAHAAZQByAG0AaQB0AHQAZQBkACAAYgB5ACAAdABoAGUAIABlAG0AYgBlAGQAZABpAG4AZwAgAHIAZQBzAHQAcgBpAGMAdABpAG8AbgBzACAAaQBuAGMAbAB1AGQAZQBkACAAaQBuACAAdABoAGkAcwAgAGYAbwBuAHQAOwAgAGEAbgBkACAAKABpAGkAKQAgAHQAZQBtAHAAbwByAGEAcgBpAGwAeQAgAGQAbwB3AG4AbABvAGEAZAAgAHQAaABpAHMAIABmAG8AbgB0ACAAdABvACAAYQAgAHAAcgBpAG4AdABlAHIAIABvAHIAIABvAHQAaABlAHIAIABvAHUAdABwAHUAdAAgAGQAZQB2AGkAYwBlACAAdABvACAAaABlAGwAcAAgAHAAcgBpAG4AdAAgAGMAbwBuAHQAZQBuAHQALgAgAEEAbgB5ACAAbwB0AGgAZQByACAAdQBzAGUAIABpAHMAIABwAHIAbwBoAGkAYgBpAHQAZQBkAC4ADQAKAA0ACgBUAGgAZQAgAGYAbwBsAGwAbwB3AGkAbgBnACAAbABpAGMAZQBuAHMAZQAsACAAYgBhAHMAZQBkACAAbwBuACAAdABoAGUAIABNAEkAVAAgAGwAaQBjAGUAbgBzAGUAIAAoAGgAdAB0AHAAOgAvAC8AZQBuAC4AdwBpAGsAaQBwAGUAZABpAGEALgBvAHIAZwAvAHcAaQBrAGkALwBNAEkAVABfAEwAaQBjAGUAbgBzAGUAKQAsACAAYQBwAHAAbABpAGUAcwAgAHQAbwAgAHQAaABlACAATwBwAGUAbgBUAHkAcABlACAATABhAHkAbwB1AHQAIABsAG8AZwBpAGMAIABmAG8AcgAgAEIAaQBiAGwAaQBjAGEAbAAgAEgAZQBiAHIAZQB3ACAgHABMAGEAeQBvAHUAdAAgAEwAbwBnAGkAYyAdACAAYQBzACAAagBvAGkAbgB0AGwAeQAgAGQAZQB2AGUAbABvAHAAZQBkACAAYgB5ACAAUgBhAGwAcABoACAASABhAG4AYwBvAGMAawAgAGEAbgBkACAASgBvAGgAbgAgAEgAdQBkAHMAbwBuAC4AIAANAAoADQAKAFAAZQByAG0AaQBzAHMAaQBvAG4AIABpAHMAIABoAGUAcgBlAGIAeQAgAGcAcgBhAG4AdABlAGQALAAgAGYAcgBlAGUAIABvAGYAIABjAGgAYQByAGcAZQAsACAAdABvACAAYQBuAHkAIABwAGUAcgBzAG8AbgAgAG8AYgB0AGEAaQBuAGkAbgBnACAAYQAgAGMAbwBwAHkAIABvAGYAIAB0AGgAZQAgAE8AcABlAG4AVAB5AHAAZQAgAEwAYQB5AG8AdQB0ACAAbABvAGcAaQBjACAAZgBvAHIAIABCAGkAYgBsAGkAYwBhAGwAIABIAGUAYgByAGUAdwAgAGEAbgBkACAAYQBzAHMAbwBjAGkAYQB0AGUAZAAgAGQAbwBjAHUAbQBlAG4AdABhAHQAaQBvAG4AIABmAGkAbABlAHMAIAAoAHQAaABlACAgHABMAGEAeQBvAHUAdAAgAEwAbwBnAGkAYwAgAFMAbwBmAHQAdwBhAHIAZSAdACkALAAgAHQAbwAgAGQAZQBhAGwAIABpAG4AIAB0AGgAZQAgAEwAYQB5AG8AdQB0ACAATABvAGcAaQBjACAAUwBvAGYAdAB3AGEAcgBlACAAdwBpAHQAaABvAHUAdAAgAHIAZQBzAHQAcgBpAGMAdABpAG8AbgAsACAAaQBuAGMAbAB1AGQAaQBuAGcAIAB3AGkAdABoAG8AdQB0ACAAbABpAG0AaQB0AGEAdABpAG8AbgAgAHQAaABlACAAcgBpAGcAaAB0AHMAIAB0AG8AIAB1AHMAZQAsACAAYwBvAHAAeQAsACAAbQBvAGQAaQBmAHkALAAgAG0AZQByAGcAZQAsACAAcAB1AGIAbABpAHMAaAAsACAAZABpAHMAdAByAGkAYgB1AHQAZQAsACAAcwB1AGIAbABpAGMAZQBuAHMAZQAsACAAYQBuAGQALwBvAHIAIABzAGUAbABsACAAYwBvAHAAaQBlAHMAIABvAGYAIAB0AGgAZQAgAEwAYQB5AG8AdQB0ACAATABvAGcAaQBjACAAUwBvAGYAdAB3AGEAcgBlACwAIABhAG4AZAAgAHQAbwAgAHAAZQByAG0AaQB0ACAAcABlAHIAcwBvAG4AcwAgAHQAbwAgAHcAaABvAG0AIAB0AGgAZQAgAEwAYQB5AG8AdQB0ACAATABvAGcAaQBjACAAUwBvAGYAdAB3AGEAcgBlACAAaQBzACAAZgB1AHIAbgBpAHMAaABlAGQAIAB0AG8AIABkAG8AIABzAG8ALAAgAHMAdQBiAGoAZQBjAHQAIAB0AG8AIAB0AGgAZQAgAGYAbwBsAGwAbwB3AGkAbgBnACAAYwBvAG4AZABpAHQAaQBvAG4AcwA6AA0ACgANAAoAVABoAGUAIABhAGIAbwB2AGUAIABjAG8AcAB5AHIAaQBnAGgAdAAgAG4AbwB0AGkAYwBlACAAYQBuAGQAIAB0AGgAaQBzACAAcABlAHIAbQBpAHMAcwBpAG8AbgAgAG4AbwB0AGkAYwBlACAAcwBoAGEAbABsACAAYgBlACAAaQBuAGMAbAB1AGQAZQBkACAAaQBuACAAYQBsAGwAIABjAG8AcABpAGUAcwAgAG8AcgAgAHMAdQBiAHMAdABhAG4AdABpAGEAbAAgAHAAbwByAHQAaQBvAG4AcwAgAG8AZgAgAHQAaABlACAATABhAHkAbwB1AHQAIABMAG8AZwBpAGMAIABTAG8AZgB0AHcAYQByAGUALgANAAoADQAKAFQASABFACAAUwBPAEYAVABXAEEAUgBFACAASQBTACAAUABSAE8AVgBJAEQARQBEACAAJwBBAFMAIABJAFMAJwAsACAAVwBJAFQASABPAFUAVAAgAFcAQQBSAFIAQQBOAFQAWQAgAE8ARgAgAEEATgBZACAASwBJAE4ARAAsACAARQBYAFAAUgBFAFMAUwAgAE8AUgAgAEkATQBQAEwASQBFAEQALAAgAEkATgBDAEwAVQBEAEkATgBHACAAQgBVAFQAIABOAE8AVAAgAEwASQBNAEkAVABFAEQAIABUAE8AIABUAEgARQAgAFcAQQBSAFIAQQBOAFQASQBFAFMAIABPAEYAIABNAEUAUgBDAEgAQQBOAFQAQQBCAEkATABJAFQAWQAsACAARgBJAFQATgBFAFMAUwAgAEYATwBSACAAQQAgAFAAQQBSAFQASQBDAFUATABBAFIAIABQAFUAUgBQAE8AUwBFACAAQQBOAEQAIABOAE8ATgBJAE4ARgBSAEkATgBHAEUATQBFAE4AVAAuACAASQBOACAATgBPACAARQBWAEUATgBUACAAUwBIAEEATABMACAAVABIAEUAIABBAFUAVABIAE8AUgBTACAATwBSACAAQwBPAFAAWQBSAEkARwBIAFQAIABIAE8ATABEAEUAUgBTACAAQgBFACAATABJAEEAQgBMAEUAIABGAE8AUgAgAEEATgBZACAAQwBMAEEASQBNACwAIABEAEEATQBBAEcARQBTACAATwBSACAATwBUAEgARQBSACAATABJAEEAQgBJAEwASQBUAFkALAAgAFcASABFAFQASABFAFIAIABJAE4AIABBAE4AIABBAEMAVABJAE8ATgAgAE8ARgAgAEMATwBOAFQAUgBBAEMAVAAsACAAVABPAFIAVAAgAE8AUgAgAE8AVABIAEUAUgBXAEkAUwBFACwAIABBAFIASQBTAEkATgBHACAARgBSAE8ATQAsACAATwBVAFQAIABPAEYAIABPAFIAIABJAE4AIABDAE8ATgBOAEUAQwBUAEkATwBOACAAVwBJAFQASAAgAFQASABFACAAUwBPAEYAVABXAEEAUgBFACAATwBSACAAVABIAEUAIABVAFMARQAgAE8AUgAgAE8AVABIAEUAUgAgAEQARQBBAEwASQBOAEcAUwAgAEkATgAgAFQASABFACAAUwBPAEYAVABXAEEAUgBFAC4AAE1pY3Jvc29mdCBzdXBwbGllZCBmb250LiBZb3UgbWF5IHVzZSB0aGlzIGZvbnQgdG8gY3JlYXRlLCBkaXNwbGF5LCBhbmQgcHJpbnQgY29udGVudCBhcyBwZXJtaXR0ZWQgYnkgdGhlIGxpY2Vuc2UgdGVybXMgb3IgdGVybXMgb2YgdXNlLCBvZiB0aGUgTWljcm9zb2Z0IHByb2R1Y3QsIHNlcnZpY2UsIG9yIGNvbnRlbnQgaW4gd2hpY2ggdGhpcyBmb250IHdhcyBpbmNsdWRlZC4gWW91IG1heSBvbmx5IChpKSBlbWJlZCB0aGlzIGZvbnQgaW4gY29udGVudCBhcyBwZXJtaXR0ZWQgYnkgdGhlIGVtYmVkZGluZyByZXN0cmljdGlvbnMgaW5jbHVkZWQgaW4gdGhpcyBmb250OyBhbmQgKGlpKSB0ZW1wb3JhcmlseSBkb3dubG9hZCB0aGlzIGZvbnQgdG8gYSBwcmludGVyIG9yIG90aGVyIG91dHB1dCBkZXZpY2UgdG8gaGVscCBwcmludCBjb250ZW50LiBBbnkgb3RoZXIgdXNlIGlzIHByb2hpYml0ZWQuDQoNClRoZSBmb2xsb3dpbmcgbGljZW5zZSwgYmFzZWQgb24gdGhlIE1JVCBsaWNlbnNlIChodHRwOi8vZW4ud2lraXBlZGlhLm9yZy93aWtpL01JVF9MaWNlbnNlKSwgYXBwbGllcyB0byB0aGUgT3BlblR5cGUgTGF5b3V0IGxvZ2ljIGZvciBCaWJsaWNhbCBIZWJyZXcg0kxheW91dCBMb2dpY9MgYXMgam9pbnRseSBkZXZlbG9wZWQgYnkgUmFscGggSGFuY29jayBhbmQgSm9obiBIdWRzb24uIA0KDQpQZXJtaXNzaW9uIGlzIGhlcmVieSBncmFudGVkLCBmcmVlIG9mIGNoYXJnZSwgdG8gYW55IHBlcnNvbiBvYnRhaW5pbmcgYSBjb3B5IG9mIHRoZSBPcGVuVHlwZSBMYXlvdXQgbG9naWMgZm9yIEJpYmxpY2FsIEhlYnJldyBhbmQgYXNzb2NpYXRlZCBkb2N1bWVudGF0aW9uIGZpbGVzICh0aGUg0kxheW91dCBMb2dpYyBTb2Z0d2FyZdMpLCB0byBkZWFsIGluIHRoZSBMYXlvdXQgTG9naWMgU29mdHdhcmUgd2l0aG91dCByZXN0cmljdGlvbiwgaW5jbHVkaW5nIHdpdGhvdXQgbGltaXRhdGlvbiB0aGUgcmlnaHRzIHRvIHVzZSwgY29weSwgbW9kaWZ5LCBtZXJnZSwgcHVibGlzaCwgZGlzdHJpYnV0ZSwgc3VibGljZW5zZSwgYW5kL29yIHNlbGwgY29waWVzIG9mIHRoZSBMYXlvdXQgTG9naWMgU29mdHdhcmUsIGFuZCB0byBwZXJtaXQgcGVyc29ucyB0byB3aG9tIHRoZSBMYXlvdXQgTG9naWMgU29mdHdhcmUgaXMgZnVybmlzaGVkIHRvIGRvIHNvLCBzdWJqZWN0IHRvIHRoZSBmb2xsb3dpbmcgY29uZGl0aW9uczoNCg0KVGhlIGFib3ZlIGNvcHlyaWdodCBub3RpY2UgYW5kIHRoaXMgcGVybWlzc2lvbiBub3RpY2Ugc2hhbGwgYmUgaW5jbHVkZWQgaW4gYWxsIGNvcGllcyBvciBzdWJzdGFudGlhbCBwb3J0aW9ucyBvZiB0aGUgTGF5b3V0IExvZ2ljIFNvZnR3YXJlLg0KDQpUSEUgU09GVFdBUkUgSVMgUFJPVklERUQgJ0FTIElTJywgV0lUSE9VVCBXQVJSQU5UWSBPRiBBTlkgS0lORCwgRVhQUkVTUyBPUiBJTVBMSUVELCBJTkNMVURJTkcgQlVUIE5PVCBMSU1JVEVEIFRPIFRIRSBXQVJSQU5USUVTIE9GIE1FUkNIQU5UQUJJTElUWSwgRklUTkVTUyBGT1IgQSBQQVJUSUNVTEFSIFBVUlBPU0UgQU5EIE5PTklORlJJTkdFTUVOVC4gSU4gTk8gRVZFTlQgU0hBTEwgVEhFIEFVVEhPUlMgT1IgQ09QWVJJR0hUIEhPTERFUlMgQkUgTElBQkxFIEZPUiBBTlkgQ0xBSU0sIERBTUFHRVMgT1IgT1RIRVIgTElBQklMSVRZLCBXSEVUSEVSIElOIEFOIEFDVElPTiBPRiBDT05UUkFDVCwgVE9SVCBPUiBPVEhFUldJU0UsIEFSSVNJTkcgRlJPTSwgT1VUIE9GIE9SIElOIENPTk5FQ1RJT04gV0lUSCBUSEUgU09GVFdBUkUgT1IgVEhFIFVTRSBPUiBPVEhFUiBERUFMSU5HUyBJTiBUSEUgU09GVFdBUkUuAABOAGUAZwByAGUAdABhAAAAQQByAGkAYQBsACAATgBlAGcAcgBlAHQAYQAAAHQAdQENAG4A6QAAAEEAcgBpAGEAbAAgAHQAdQENAG4A6QAAAGYAZQBkAAAAQQByAGkAYQBsACAAZgBlAGQAAABGAGUAdAB0AAAAQQByAGkAYQBsACAARgBlAHQAdAAAA4gDvQPEA78DvQOxAAAAQQByAGkAYQBsACADiAO9A8QDvwO9A7EAAABOAGUAZwByAGkAdABhAAAAQQByAGkAYQBsACAATgBlAGcAcgBpAHQAYQAAAEwAaQBoAGEAdgBvAGkAdAB1AAAAQQByAGkAYQBsACAATABpAGgAYQB2AG8AaQB0AHUAAABHAHIAYQBzAAAAQQByAGkAYQBsACAARwByAGEAcwAAAEYA6QBsAGsA9gB2AOkAcgAAAEEAcgBpAGEAbAAgAEYA6QBsAGsA9gB2AOkAcgAAAEcAcgBhAHMAcwBlAHQAdABvAAAAQQByAGkAYQBsACAARwByAGEAcwBzAGUAdAB0AG8AAABWAGUAdAAAAEEAcgBpAGEAbAAgAFYAZQB0AAAASABhAGwAdgBmAGUAdAAAAEEAcgBpAGEAbAAgAEgAYQBsAHYAZgBlAHQAAABQAG8AZwByAHUAYgBpAG8AbgB5AAAAQQByAGkAYQBsACAAUABvAGcAcgB1AGIAaQBvAG4AeQAAAE4AZQBnAHIAaQB0AG8AAABBAHIAaQBhAGwAIABOAGUAZwByAGkAdABvAAAEHwQ+BDsEQwQ2BDgEQAQ9BEsEOQAAAEEAcgBpAGEAbAAgBB8EPgQ7BEMENgQ4BEAEPQRLBDkAAABUAHUBDQBuAOkAAABBAHIAaQBhAGwAIABUAHUBDQBuAOkAAABGAGUAdAAAAEEAcgBpAGEAbAAgAEYAZQB0AAAASwBhAGwBMQBuAAAAQQByAGkAYQBsACAASwBhAGwBMQBuAAAASwByAGUAcABrAG8AAABBAHIAaQBhAGwAIABLAHIAZQBwAGsAbwAAAREA4gMjAG0AAABBAHIAaQBhAGwAIAERAOIDIwBtAAAATABvAGQAaQBhAAAAQQByAGkAYQBsACAATABvAGQAaQBhAAAATgBlAGcAcgBpAHQAYQAAAEEAcgBpAGEAbAAgAE4AZQBnAHIAaQB0AGEAAABOAGUAZwByAGkAdABvAAAAQQByAGkAYQBsACAATgBlAGcAcgBpAHQAbwAAAE4AZQBnAHIAaQB0AGEAAABBAHIAaQBhAGwAIABOAGUAZwByAGkAdABhAAAARwByAGEAcwAAAEEAcgBpAGEAbAAgAEcAcgBhAHMAAAAAAAACAAAAAAAA/XsA1wAAAAAAAAAAAAAAAAAAAAAAAAAAEccAAAABAAIAAwECAQMBBAEFAQYBBwEIAQkBCgELAQwBDQEOAQ8BEAERARIBEwEUARUBFgEXARgBGQEaARsBHAEdAR4BHwEgASEBIgEjASQBJQEmAScBKAEpASoBKwEsAS0BLgEvATABMQEyATMBNAE1ATYBNwE4ATkBOgE7ATwBPQE+AT8BQAFBAUIBQwFEAUUBRgFHAUgBSQFKAUsBTAFNAU4BTwFQAVEBUgFTAVQBVQFWAVcBWAFZAVoBWwFcAV0BXgFfAWABYQFiAWMBZAFlAWYBZwFoAWkBagFrAWwBbQFuAW8BcAFxAXIBcwF0AXUBdgF3AXgBeQF6AXsBfAF9AX4BfwGAAYEBggGDAYQBhQGGAYcBiAGJAYoBiwGMAY0BjgGPAZABkQGSAZMBlAGVAZYBlwGYAZkBmgGbAZwBnQGeAZ8BoAGhAaIBowGkAaUBpgGnAagBqQGqAasBrAGtAa4BrwGwAbEBsgGzAbQBtQG2AbcBuAG5AboBuwG8Ab0BvgG/AcABwQHCAcMBxAHFAcYBxwHIAckBygHLAcwBzQHOAc8B0AHRAdIB0wHUAdUB1gHXAdgB2QHaAdsB3AHdAd4B3wHgAeEB4gHjAeQB5QHmAecB6AHpAeoB6wHsAe0B7gHvAfAB8QHyAfMB9AH1AfYB9wH4AfkB+gH7AfwB/QH+Af8CAAIBAgICAwIEAgUCBgIHAggCCQIKAgsCDAINAg4CDwIQAhECEgITAhQCFQIWAhcCGAIZAhoCGwIcAh0CHgIfAiACIQIiAiMCJAIlAiYCJwIoAikCKgIrAiwCLQIuAi8CMAIxAjICMwI0AjUCNgI3AjgCOQI6AjsCPAI9Aj4CPwJAAkECQgJDAkQCRQJGAkcCSAJJAkoCSwJMAk0CTgJPAlACUQJSAlMCVAJVAlYCVwJYAlkCWgJbAlwCXQJeAl8CYAJhAmICYwJkAmUCZgJnAmgCaQJqAmsCbAJtAm4CbwJwAnECcgJzAnQCdQJ2AncCeAJ5AnoCewJ8An0CfgJ/AoACgQKCAoMChAKFAoYChwKIAokCigKLAowCjQKOAo8CkAKRApICkwKUApUClgKXApgCmQKaApsCnAKdAp4CnwKgAqECogKjAqQCpQKmAqcCqAKpAqoCqwKsAq0CrgKvArACsQKyArMCtAK1ArYCtwK4ArkCugK7ArwCvQK+Ar8CwALBAsICwwLEAsUCxgLHAsgCyQLKAssCzALNAs4CzwLQAtEC0gLTAtQC1QLWAtcC2ALZAtoC2wLcAt0C3gLfAuAC4QLiAuMC5ALlAuYC5wLoAukC6gLrAuwC7QLuAu8C8ALxAvIC8wL0AvUC9gL3AvgC+QL6AvsC/AL9Av4C/wMAAwEDAgMDAwQDBQMGAwcDCAMJAwoDCwMMAw0DDgMPAxADEQMSAxMDFAMVAxYDFwMYAxkDGgMbAxwDHQMeAx8DIAMhAyIDIwMkAyUDJgMnAygDKQMqAysDLAMtAy4DLwMwAzEDMgMzAzQDNQM2AzcDOAM5AzoDOwM8Az0DPgM/A0ADQQNCA0MDRANFA0YDRwNIA0kDSgNLA0wDTQNOA08DUANRA1IDUwNUA1UDVgNXA1gDWQNaA1sDXANdA14DXwNgA2EDYgNjA2QDZQNmA2cDaANpA2oDawNsA20DbgNvA3ADcQNyA3MDdAN1A3YDdwN4A3kDegN7A3wDfQN+A38DgAOBA4IDgwOEA4UDhgOHA4gDiQOKA4sDjAONA44DjwOQA5EDkgOTA5QDlQOWA5cDmAOZA5oDmwOcA50DngOfA6ADoQOiA6MDpAOlA6YDpwOoA6kDqgOrA6wDrQOuA68DsAOxA7IDswO0A7UDtgO3A7gDuQO6A7sDvAO9A74DvwPAA8EDwgPDA8QDxQPGA8cDyAPJA8oDywPMA80DzgPPA9AD0QPSA9MD1APVA9YD1wPYA9kD2gPbA9wD3QPeA98D4APhA+ID4wPkA+UD5gPnA+gD6QPqA+sD7APtA+4D7wPwA/ED8gPzA/QD9QP2A/cD+AP5A/oD+wP8A/0D/gP/BAAEAQQCBAMEBAQFBAYEBwQIBAkECgQLBAwEDQQOBA8EEAQRBBIEEwQUBBUEFgQXBBgEGQQaBBsEHAQdBB4EHwQgBCEEIgQjBCQEJQQmBCcEKAQpBCoEKwQsBC0ELgQvBDAEMQQyBDMENAQ1BDYENwQ4BDkEOgQ7BDwEPQQ+BD8EQARBBEIEQwREBEUERgRHBEgESQRKBEsETARNBE4ETwRQBFEEUgRTBFQEVQRWBFcEWARZBFoEWwRcBF0EXgRfBGAEYQRiBGMEZARlBGYEZwRoBGkEagRrBGwEbQRuBG8EcARxBHIEcwR0BHUEdgR3BHgEeQR6BHsEfAR9BH4EfwSABIEEggSDBIQEhQSGBIcEiASJBIoEiwSMBI0EjgSPBJAEkQSSBJMElASVBJYElwSYBJkEmgSbBJwEnQSeBJ8EoAShBKIEowSkBKUEpgSnBKgEqQSqBKsErAStBK4ErwSwBLEEsgSzBLQEtQS2BLcEuAS5BLoEuwS8BL0EvgS/BMAEwQTCBMMExATFBMYExwTIBMkEygTLBMwEzQTOBM8E0ATRBNIE0wTUBNUE1gTXBNgE2QTaBNsE3ATdBN4E3wTgBOEE4gTjBOQE5QTmBOcE6ATpBOoE6wTsBO0E7gTvBPAE8QTyBPME9AT1BPYE9wT4BPkE+gT7BPwE/QT+BP8FAAUBBQIFAwUEBQUFBgUHBQgFCQUKBQsFDAUNBQ4FDwUQBREFEgUTBRQFFQUWBRcFGAUZBRoFGwUcBR0FHgUfBSAFIQUiBSMFJAUlBSYFJwUoBSkFKgUrBSwFLQUuBS8FMAUxBTIFMwU0BTUFNgU3BTgFOQU6BTsFPAU9BT4FPwVABUEFQgVDBUQFRQVGBUcFSAVJBUoFSwVMBU0FTgVPBVAFUQVSBVMFVAVVBVYFVwVYBVkFWgVbBVwFXQVeBV8FYAVhBWIFYwVkBWUFZgVnBWgFaQVqBWsFbAVtBW4FbwVwBXEFcgVzBXQFdQV2BXcFeAV5BXoFewV8BX0FfgV/BYAFgQWCBYMFhAWFBYYFhwWIBYkFigWLBYwFjQWOBY8FkAWRBZIFkwWUBZUFlgWXBZgFmQWaBZsFnAWdBZ4FnwWgBaEFogWjBaQFpQWmBacFqAWpBaoFqwWsBa0FrgWvBbAFsQWyBbMFtAW1BbYFtwW4BbkFugW7BbwFvQW+Bb8FwAXBBcIFwwXEBcUFxgXHBcgFyQXKBcsFzAXNBc4FzwXQBdEF0gXTBdQF1QXWBdcF2AXZBdoF2wXcBd0F3gXfBeAF4QXiBeMF5AXlBeYF5wXoBekF6gXrBewF7QXuBe8F8AXxBfIF8wX0BfUF9gX3BfgF+QX6BfsF/AX9Bf4F/wYABgEGAgYDBgQGBQYGBgcGCAYJBgoGCwYMBg0GDgYPBhAGEQYSBhMGFAYVBhYGFwYYBhkGGgYbBhwGHQYeBh8GIAYhBiIGIwYkBiUGJgYnBigGKQYqBisGLAYtBi4GLwYwBjEGMgYzBjQGNQY2BjcGOAY5BjoGOwY8Bj0GPgY/BkAGQQZCBkMGRAZFBkYGRwZIBkkGSgZLBkwGTQZOBk8GUAZRBlIGUwZUBlUGVgZXBlgGWQZaBlsGXAZdBl4GXwZgBmEGYgZjBmQGZQZmBmcGaAZpBmoGawZsBm0GbgZvBnAGcQZyBnMGdAZ1BnYGdwZ4BnkGegZ7BnwGfQZ+Bn8GgAaBBoIGgwaEBoUGhgaHBogGiQaKBosGjAaNBo4GjwaQBpEGkgaTBpQGlQaWBpcGmAaZBpoGmwacBp0GngafBqAGoQaiBqMGpAalBqYGpwaoBqkGqgarBqwGrQauBq8GsAaxBrIGswa0BrUGtga3BrgGuQa6BrsGvAa9Br4GvwbABsEGwgbDBsQGxQbGBscGyAbJBsoGywbMBs0GzgbPBtAG0QbSBtMG1AbVBtYG1wbYBtkG2gbbBtwG3QbeBt8G4AbhBuIG4wbkBuUG5gbnBugG6QbqBusG7AbtBu4G7wbwBvEG8gbzBvQG9Qb2BvcG+Ab5BvoG+wb8Bv0G/gb/BwAHAQcCBwMHBAcFBwYHBwcIBwkHCgcLBwwHDQcOBw8HEAcRBxIHEwcUBxUHFgcXBxgHGQcaBxsHHAcdBx4HHwcgByEHIgcjByQHJQcmBycHKAcpByoHKwcsBy0HLgcvBzAHMQcyBzMHNAc1BzYHNwc4BzkHOgc7BzwHPQc+Bz8HQAdBB0IHQwdEB0UHRgdHB0gHSQdKB0sHTAdNB04HTwdQB1EHUgdTB1QHVQdWB1cHWAdZB1oHWwdcB10HXgdfB2AHYQdiB2MHZAdlB2YHZwdoB2kHagdrB2wHbQduB28HcAdxB3IHcwd0B3UHdgd3B3gHeQd6B3sHfAd9B34HfweAB4EHggeDB4QHhQeGB4cHiAeJB4oHiweMB40HjgePB5AHkQeSB5MHlAeVB5YHlweYB5kHmgebB5wHnQeeB58HoAehB6IHowekB6UHpgenB6gHqQeqB6sHrAetB64HrwewB7EHsgezB7QHtQe2B7cHuAe5B7oHuwe8B70Hvge/B8AHwQfCB8MHxAfFB8YHxwfIB8kHygfLB8wHzQfOB88H0AfRB9IH0wfUB9UH1gfXB9gH2QfaB9sH3AfdB94H3wfgB+EH4gfjB+QH5QfmB+cH6AfpB+oH6wfsB+0H7gfvB/AH8QfyB/MH9Af1B/YH9wf4B/kH+gf7B/wH/Qf+B/8IAAgBCAIIAwgECAUIBggHCAgICQgKCAsIDAgNCA4IDwgQCBEIEggTCBQIFQgWCBcIGAgZCBoIGwgcCB0IHggfCCAIIQgiCCMIJAglCCYIJwgoCCkIKggrCCwILQguCC8IMAgxCDIIMwg0CDUINgg3CDgIOQg6CDsIPAg9CD4IPwhACEEIQghDCEQIRQhGCEcISAhJCEoISwhMCE0ITghPCFAIUQhSCFMIVAhVCFYIVwhYCFkIWghbCFwIXQheCF8IYAhhCGIIYwhkCGUIZghnCGgIaQhqCGsIbAhtCG4IbwhwCHEIcghzCHQIdQh2CHcIeAh5CHoIewh8CH0Ifgh/CIAIgQiCCIMIhAiFCIYIhwiICIkIigiLCIwIjQiOCI8IkAiRCJIIkwiUCJUIlgiXCJgImQiaCJsInAidCJ4InwigCKEIogijCKQIpQimCKcIqAipCKoIqwisCK0IrgivCLAIsQiyCLMItAi1CLYItwi4CLkIugi7CLwIvQi+CL8IwAjBCMIIwwjECMUIxgjHCMgIyQjKCMsIzAjNCM4IzwjQCNEI0gjTCNQI1QjWCNcI2AjZCNoI2wjcCN0I3gjfCOAI4QjiCOMI5AjlCOYI5wjoCOkI6gjrCOwI7QjuCO8I8AjxCPII8wj0CPUI9gj3CPgI+Qj6CPsI/Aj9CP4I/wkACQEJAgkDCQQJBQkGCQcJCAkJCQoJCwkMCQ0JDgkPCRAJEQkSCRMJFAkVCRYJFwkYCRkJGgkbCRwJHQkeCR8JIAkhCSIJIwkkCSUJJgknCSgJKQkqCSsJLAktCS4JLwkwCTEJMgkzCTQJNQk2CTcJOAk5CToJOwk8CT0JPgk/CUAJQQlCCUMJRAlFCUYJRwlICUkJSglLCUwJTQlOCU8JUAlRCVIJUwlUCVUJVglXCVgJWQlaCVsJXAldCV4JXwlgCWEJYgljCWQJZQlmCWcJaAlpCWoJawlsCW0JbglvCXAJcQlyCXMJdAl1CXYJdwl4CXkJegl7CXwJfQl+CX8JgAmBCYIJgwmECYUJhgmHCYgJiQmKCYsJjAmNCY4JjwmQCZEJkgmTCZQJlQmWCZcJmAmZCZoJmwmcCZ0JngmfCaAJoQmiCaMJpAmlCaYJpwmoCakJqgmrCawJrQmuCa8JsAmxCbIJswm0CbUJtgm3CbgJuQm6CbsJvAm9Cb4JvwnACcEJwgnDCcQJxQnGCccJyAnJCcoJywnMCc0JzgnPCdAJ0QnSCdMJ1AnVCdYJ1wnYCdkJ2gnbCdwJ3QneCd8J4AnhCeIJ4wnkCeUJ5gnnCegJ6QnqCesJ7AntCe4J7wnwCfEJ8gnzCfQJ9Qn2CfcJ+An5CfoJ+wn8Cf0J/gn/CgAKAQoCCgMKBAoFCgYKBwoICgkKCgoLCgwKDQoOCg8KEAoRChIKEwoUChUKFgoXChgKGQoaChsKHAodCh4KHwogCiEKIgojCiQKJQomCicKKAopCioKKwosCi0KLgovCjAKMQoyCjMKNAo1CjYKNwo4CjkKOgo7CjwKPQo+Cj8KQApBCkIKQwpECkUKRgpHCkgKSQpKCksKTApNCk4KTwpQClEKUgpTClQKVQpWClcKWApZCloKWwpcCl0KXgpfCmAKYQpiCmMKZAplCmYKZwpoCmkKagprCmwKbQpuCm8KcApxCnIKcwp0CnUKdgp3CngKeQp6CnsKfAp9Cn4KfwqACoEKggqDCoQKhQqGCocKiAqJCooKiwqMCo0KjgqPCpAKkQqSCpMKlAqVCpYKlwqYCpkKmgqbCpwKnQqeCp8KoAqhCqIKowqkCqUKpgqnCqgKqQqqCqsKrAqtCq4KrwqwCrEKsgqzCrQKtQq2CrcKuAq5CroKuwq8Cr0Kvgq/CsAKwQrCCsMKxArFCsYKxwrICskKygrLCswKzQrOCs8K0ArRCtIK0wrUCtUK1grXCtgK2QraCtsK3ArdCt4K3wrgCuEK4grjCuQK5QrmCucK6ArpCuoK6wrsCu0K7grvCvAK8QryCvMK9Ar1CvYK9wr4CvkK+gr7CvwK/Qr+Cv8LAAsBCwILAwsECwULBgsHCwgLCQsKCwsLDAsNCw4LDwsQCxELEgsTCxQLFQsWCxcLGAsZCxoLGwscCx0LHgsfCyALIQsiCyMLJAslCyYLJwsoCykLKgsrCywLLQsuCy8LMAsxCzILMws0CzULNgs3CzgLOQs6CzsLPAs9Cz4LPwtAC0ELQgtDC0QLRQtGC0cLSAtJC0oLSwtMC00LTgtPC1ALUQtSC1MLVAtVC1YLVwtYC1kLWgtbC1wLXQteC18LYAthC2ILYwtkC2ULZgtnC2gLaQtqC2sLbAttC24LbwtwC3ELcgtzC3QLdQt2C3cLeAt5C3oLewt8C30Lfgt/C4ALgQuCC4MLhAuFC4YLhwuIC4kLiguLC4wLjQuOC48LkAuRC5ILkwuUC5ULlguXC5gLmQuaC5sLnAudC54LnwugC6ELogujC6QLpQumC6cLqAupC6oLqwusC60LrguvC7ALsQuyC7MLtAu1C7YLtwu4C7kLugu7C7wLvQu+C78LwAvBC8ILwwvEC8ULxgvHC8gLyQvKC8sLzAvNC84LzwvQC9EL0gvTC9QL1QvWC9cL2AvZC9oL2wvcC90L3gvfC+AL4QviC+ML5AvlC+YL5wvoC+kL6gvrC+wL7QvuC+8L8AvxC/IL8wv0C/UL9gv3C/gL+Qv6C/sL/Av9C/4L/wwADAEMAgwDDAQMBQwGDAcMCAwJDAoMCwwMDA0MDgwPDBAMEQwSDBMMFAwVDBYMFwwYDBkMGgwbDBwMHQweDB8MIAwhDCIMIwwkDCUMJgwnDCgMKQwqDCsMLAwtDC4MLwwwDDEMMgwzDDQMNQw2DDcMOAw5DDoMOww8DD0MPgw/DEAMQQxCDEMMRAxFDEYMRwxIDEkMSgxLDEwMTQxODE8MUAxRDFIMUwxUDFUMVgxXDFgMWQxaDFsMXAxdDF4MXwxgDGEMYgxjDGQMZQxmDGcMaAxpDGoMawxsDG0MbgxvDHAMcQxyDHMMdAx1DHYMdwx4DHkMegx7DHwMfQx+DH8MgAyBDIIMgwyEDIUMhgyHDIgMiQyKDIsMjAyNDI4MjwyQDJEMkgyTDJQMlQyWDJcMmAyZDJoMmwycDJ0MngyfDKAMoQyiDKMMpAylDKYMpwyoDKkMqgyrDKwMrQyuDK8MsAyxDLIMswy0DLUMtgy3DLgMuQy6DLsMvAy9DL4MvwzADMEMwgzDDMQMxQzGDMcMyAzJDMoMywzMDM0MzgzPDNAM0QzSDNMM1AzVDNYM1wzYDNkM2gzbDNwM3QzeDN8M4AzhDOIM4wzkDOUM5gznDOgM6QzqDOsM7AztDO4M7wzwDPEM8gzzDPQM9Qz2DPcM+Az5DPoM+wz8DP0M/gz/DQANAQ0CDQMNBA0FDQYNBw0IDQkNCg0LDQwNDQ0ODQ8NEA0RDRINEw0UDRUNFg0XDRgNGQ0aDRsNHA0dDR4NHw0gDSENIg0jDSQNJQ0mDScNKA0pDSoNKw0sDS0NLg0vDTANMQ0yDTMNNA01DTYNNw04DTkNOg07DTwNPQ0+DT8NQA1BDUINQw1EDUUNRg1HDUgNSQ1KDUsNTA1NDU4NTw1QDVENUg1TDVQNVQ1WDVcNWA1ZDVoNWw1cDV0NXg1fDWANYQ1iDWMNZA1lDWYNZw1oDWkNag1rDWwNbQ1uDW8NcA1xDXINcw10DXUNdg13DXgNeQ16DXsNfA19DX4Nfw2ADYENgg2DDYQNhQ2GDYcNiA2JDYoNiw2MDY0Njg2PDZANkQ2SDZMNlA2VDZYNlw2YDZkNmg2bDZwNnQ2eDZ8NoA2hDaINow2kDaUNpg2nDagNqQ2qDasNrA2tDa4Nrw2wDbENsg2zDbQNtQ22DbcNuA25DboNuw28Db0Nvg2/DcANwQ3CDcMNxA3FDcYNxw3IDckNyg3LDcwNzQ3ODc8N0A3RDdIN0w3UDdUN1g3XDdgN2Q3aDdsN3A3dDd4N3w3gDeEN4g3jDeQN5Q3mDecN6A3pDeoN6w3sDe0N7g3vDfAN8Q3yDfMN9A31DfYN9w34DfkN+g37DfwN/Q3+Df8OAA4BDgIOAw4EDgUOBg4HDggOCQ4KDgsODA4NDg4ODw4QDhEOEg4TDhQOFQ4WDhcOGA4ZDhoOGw4cDh0OHg4fDiAOIQ4iDiMOJA4lDiYOJw4oDikOKg4rDiwOLQ4uDi8OMA4xDjIOMw40DjUONg43DjgOOQ46DjsOPA49Dj4OPw5ADkEOQg5DDkQORQ5GDkcOSA5JDkoOSw5MDk0OTg5PDlAOUQ5SDlMOVA5VDlYOVw5YDlkOWg5bDlwOXQ5eDl8OYA5hDmIOYw5kDmUOZg5nDmgOaQ5qDmsObA5tDm4Obw5wDnEOcg5zDnQOdQ52DncOeA55DnoOew58Dn0Ofg5/DoAOgQ6CDoMOhA6FDoYOhw6IDokOig6LDowOjQ6ODo8OkA6RDpIOkw6UDpUOlg6XDpgOmQ6aDpsOnA6dDp4Onw6gDqEOog6jDqQOpQ6mDqcOqA6pDqoOqw6sDq0Org6vDrAOsQ6yDrMOtA61DrYOtw64DrkOug67DrwOvQ6+Dr8OwA7BDsIOww7EDsUOxg7HDsgOyQ7KDssOzA7NDs4Ozw7QDtEO0g7TDtQO1Q7WDtcO2A7ZDtoO2w7cDt0O3g7fDuAO4Q7iDuMO5A7lDuYO5w7oDukO6g7rDuwO7Q7uDu8O8A7xDvIO8w70DvUO9g73DvgO+Q76DvsO/A79Dv4O/w8ADwEPAg8DDwQPBQ8GDwcPCA8JDwoPCw8MDw0PDg8PDxAPEQ8SDxMPFA8VDxYPFw8YDxkPGg8bDxwPHQ8eDx8PIA8hDyIPIw8kDyUPJg8nDygPKQ8qDysPLA8tDy4PLw8wDzEPMg8zDzQPNQ82DzcPOA85DzoPOw88Dz0PPg8/D0APQQ9CD0MPRA9FD0YPRw9ID0kPSg9LD0wPTQ9OD08PUA9RD1IPUw9UD1UPVg9XD1gPWQ9aD1sPXA9dD14PXw9gD2EPYg9jD2QPZQ9mD2cPaA9pD2oPaw9sD20Pbg9vD3APcQ9yD3MPdA91D3YPdw94D3kPeg97D3wPfQ9+D38PgA+BD4IPgw+ED4UPhg+HD4gPiQ+KD4sPjA+ND44Pjw+QD5EPkg+TD5QPlQ+WD5cPmA+ZD5oPmw+cD50Png+fD6APoQ+iD6MPpA+lD6YPpw+oD6kPqg+rD6wPrQ+uD68PsA+xD7IPsw+0D7UPtg+3D7gPuQ+6D7sPvA+9D74Pvw/AD8EPwg/DD8QPxQ/GD8cPyA/JD8oPyw/MD80Pzg/PD9AP0Q/SD9MP1A/VD9YP1w/YD9kP2g/bD9wP3Q/eD98P4A/hD+IP4w/kD+UP5g/nD+gP6Q/qD+sP7A/tD+4P7w/wD/EP8g/zD/QP9Q/2D/cP+A/5D/oP+w/8D/0P/g//EAAQARACEAMQBBAFEAYQBxAIEAkQChALEAwQDRAOEA8QEBAREBIQExAUEBUQFhAXEBgQGRAaEBsQHBAdEB4QHxAgECEQIhAjECQQJRAmECcQKBApECoQKxAsEC0QLhAvEDAQMRAyEDMQNBA1EDYQNxA4EDkQOhA7EDwQPRA+ED8QQBBBEEIQQxBEEEUQRhBHEEgQSRBKEEsQTBBNEE4QTxBQEFEQUhBTEFQQVRBWEFcQWBBZEFoQWxBcEF0QXhBfEGAQYRBiEGMQZBBlEGYQZxBoEGkQahBrEGwQbRBuEG8QcBBxEHIQcxB0EHUQdhB3EHgQeRB6EHsQfBB9EH4QfxCAEIEQghCDEIQQhRCGEIcQiBCJEIoQixCMEI0QjhCPEJAQkRCSEJMQlBCVEJYQlxCYEJkQmhCbEJwQnRCeEJ8QoBChEKIQoxCkEKUQphCnEKgQqRCqEKsQrBCtEK4QrxCwELEQshCzELQQtRC2ELcQuBC5ELoQuxC8EL0QvhC/EMAQwRDCEMMQxBDFEMYQxxDIEMkQyhDLEMwQzRDOEM8Q0BDRENIQ0xDUENUQ1hDXENgQ2RDaENsQ3BDdEN4Q3xDgEOEQ4hDjEOQQ5RDmEOcQ6BDpEOoQ6xDsEO0Q7hDvEPAQ8RDyEPMQ9BD1EPYQ9xD4EPkQ+hD7EPwQ/RD+EP8RABEBEQIRAxEEEQURBhEHEQgRCREKEQsRDBENEQ4RDxEQEREREhETERQRFREWERcRGBEZERoRGxEcER0RHhEfESARIREiESMRJBElESYRJxEoESkRKhErESwRLREuES8RMBExETIRMxE0ETURNhE3ETgRORE6ETsRPBE9ET4RPxFAEUERQhFDEUQRRRFGEUcRSBFJEUoRSxFMEU0RThFPEVARURFSEVMRVBFVEVYRVxFYEVkRWhFbEVwRXRFeEV8RYBFhEWIRYxFkEWURZhFnEWgRaRFqEWsRbBFtEW4RbxFwEXERchFzEXQRdRF2EXcReBF5EXoRexF8EX0RfhF/EYARgRGCEYMRhBGFEYYRhxGIEYkRihGLEYwRjRGOEY8RkBGREZIRkxGUEZURlhGXEZgRmRGaEZsRnBGdEZ4RnxGgEaERohGjEaQRpRGmEacRqBGpEaoRqxGsEa0RrhGvEbARsRGyEbMRtBG1EbYRtxG4EbkRuhG7EbwRvRG+Eb8RwBHBEcIRwxHEEcURxhHHEcgRyRHKEcsRzBHNEc4RzxHQEdER0hHTEdQR1RHWEdcR2BHZEdoR2xHcEd0R3hHfEeAR4RHiEeMR5BHlEeYR5xHoEekR6hHrEewR7RHuEe8R8BHxEfIR8xH0EfUR9hH3EfgR+RH6EfsR/BH9Ef4R/xIAEgESAhIDEgQSBRIGEgcSCBIJEgoSCxIMEg0SDhIPEhASERISEhMSFBIVEhYSFxIYEhkSGhIbEhwSHRIeEh8SIBIhEiISIxIkEiUSJhInEigSKRIqEisSLBItEi4SLxIwEjESMhIzEjQSNRI2EjcSOBI5EjoSOxI8Ej0SPhI/EkASQRJCEkMSRBJFEkYSRxJIEkkSShJLEkwSTRJOEk8SUBJRElISUxJUElUSVhJXElgSWRJaElsSXBJdEl4SXxJgEmESYhJjEmQSZRJmEmcSaBJpEmoSaxJsEm0SbhJvEnAScRJyEnMSdBJ1EnYSdxJ4EnkSehJ7EnwSfRJ+En8SgBKBEoISgxKEEoUShhKHEogSiRKKEosSjBKNEo4SjxKQEpESkhKTEpQSlRKWEpcSmBKZEpoSmxKcEp0SnhKfEqASoRKiEqMSpBKlEqYSpxKoEqkSqhKrEqwSrRKuEq8SsBKxErISsxK0ErUSthK3ErgSuRK6ErsSvBK9Er4SvxLAEsESwhLDEsQHdW5pMDY0MAd1bmkyMDA5B3VuaTI1Q0MITmFtZU1lLjAITmFtZU1lLjEITmFtZU1lLjIITmFtZU1lLjQITmFtZU1lLjUITmFtZU1lLjYITmFtZU1lLjcITmFtZU1lLjgITmFtZU1lLjkJTmFtZU1lLjEwCU5hbWVNZS4xMQlOYW1lTWUuMTIJTmFtZU1lLjEzCU5hbWVNZS4xNAlOYW1lTWUuMTUJTmFtZU1lLjE2CU5hbWVNZS4xNwlOYW1lTWUuMTgJTmFtZU1lLjE5CU5hbWVNZS4yMAlOYW1lTWUuMjEJTmFtZU1lLjIyCU5hbWVNZS4yMwlOYW1lTWUuMjQJTmFtZU1lLjI1CU5hbWVNZS4yNglOYW1lTWUuMjcJTmFtZU1lLjI4CU5hbWVNZS4yOQlOYW1lTWUuMzAJTmFtZU1lLjMxCU5hbWVNZS4zMglOYW1lTWUuMzMJTmFtZU1lLjM0CU5hbWVNZS4zNQlOYW1lTWUuMzYJTmFtZU1lLjM3CU5hbWVNZS4zOAlOYW1lTWUuMzkJTmFtZU1lLjQwCU5hbWVNZS40MQlOYW1lTWUuNDIJTmFtZU1lLjQzCU5hbWVNZS40NAlOYW1lTWUuNDUJTmFtZU1lLjQ2CU5hbWVNZS40NwlOYW1lTWUuNDgJTmFtZU1lLjQ5CU5hbWVNZS41MAlOYW1lTWUuNTEJTmFtZU1lLjUyCU5hbWVNZS41MwlOYW1lTWUuNTQJTmFtZU1lLjU1CU5hbWVNZS41NglOYW1lTWUuNTcJTmFtZU1lLjU4CU5hbWVNZS41OQlOYW1lTWUuNjAJTmFtZU1lLjYxCU5hbWVNZS42MglOYW1lTWUuNjMJTmFtZU1lLjY0CU5hbWVNZS42NQlOYW1lTWUuNjYJTmFtZU1lLjY3CU5hbWVNZS42OAlOYW1lTWUuNjkJTmFtZU1lLjcwCU5hbWVNZS43MQlOYW1lTWUuNzIJTmFtZU1lLjczCU5hbWVNZS43NAlOYW1lTWUuNzUJTmFtZU1lLjc2CU5hbWVNZS43NwlOYW1lTWUuNzgJTmFtZU1lLjc5CU5hbWVNZS44MAlOYW1lTWUuODEJTmFtZU1lLjgyCU5hbWVNZS44MwlOYW1lTWUuODQJTmFtZU1lLjg1CU5hbWVNZS44NglOYW1lTWUuODcJTmFtZU1lLjg4CU5hbWVNZS44OQlOYW1lTWUuOTAJTmFtZU1lLjkxCU5hbWVNZS45MglOYW1lTWUuOTMJTmFtZU1lLjk0CU5hbWVNZS45NQlOYW1lTWUuOTYJTmFtZU1lLjk3CU5hbWVNZS45OAlOYW1lTWUuOTkKTmFtZU1lLjEwMApOYW1lTWUuMTAxCk5hbWVNZS4xMDIKTmFtZU1lLjEwMwpOYW1lTWUuMTA0Ck5hbWVNZS4xMDUKTmFtZU1lLjEwNgpOYW1lTWUuMTA3Ck5hbWVNZS4xMDgKTmFtZU1lLjEwOQpOYW1lTWUuMTEwCk5hbWVNZS4xMTEKTmFtZU1lLjExMgpOYW1lTWUuMTEzCk5hbWVNZS4xMTQKTmFtZU1lLjExNQpOYW1lTWUuMTE2Ck5hbWVNZS4xMTcKTmFtZU1lLjExOApOYW1lTWUuMTE5Ck5hbWVNZS4xMjAKTmFtZU1lLjEyMQpOYW1lTWUuMTIyCk5hbWVNZS4xMjMKTmFtZU1lLjEyNApOYW1lTWUuMTI1Ck5hbWVNZS4xMjYKTmFtZU1lLjEyNwpOYW1lTWUuMTI4Ck5hbWVNZS4xMjkKTmFtZU1lLjEzMApOYW1lTWUuMTMxCk5hbWVNZS4xMzIKTmFtZU1lLjEzMwpOYW1lTWUuMTM0Ck5hbWVNZS4xMzUKTmFtZU1lLjEzNgpOYW1lTWUuMTM3Ck5hbWVNZS4xMzgKTmFtZU1lLjEzOQpOYW1lTWUuMTQwCk5hbWVNZS4xNDEKTmFtZU1lLjE0MgpOYW1lTWUuMTQzCk5hbWVNZS4xNDQKTmFtZU1lLjE0NQpOYW1lTWUuMTQ2Ck5hbWVNZS4xNDcKTmFtZU1lLjE0OApOYW1lTWUuMTQ5Ck5hbWVNZS4xNTAKTmFtZU1lLjE1MQpOYW1lTWUuMTUyCk5hbWVNZS4xNTMKTmFtZU1lLjE1NApOYW1lTWUuMTU1Ck5hbWVNZS4xNTYKTmFtZU1lLjE1NwpOYW1lTWUuMTU4Ck5hbWVNZS4xNTkKTmFtZU1lLjE2MApOYW1lTWUuMTYxCk5hbWVNZS4xNjIKTmFtZU1lLjE2MwpOYW1lTWUuMTY0Ck5hbWVNZS4xNjUKTmFtZU1lLjE2NgpOYW1lTWUuMTY3Ck5hbWVNZS4xNjgKTmFtZU1lLjE2OQpOYW1lTWUuMTcwCk5hbWVNZS4xNzEKTmFtZU1lLjE3MgpOYW1lTWUuMTczCk5hbWVNZS4xNzQKTmFtZU1lLjE3NQpOYW1lTWUuMTc2Ck5hbWVNZS4xNzcKTmFtZU1lLjE3OApOYW1lTWUuMTc5Ck5hbWVNZS4xODAKTmFtZU1lLjE4MQpOYW1lTWUuMTgyCk5hbWVNZS4xODMKTmFtZU1lLjE4NApOYW1lTWUuMTg1Ck5hbWVNZS4xODYKTmFtZU1lLjE4NwpOYW1lTWUuMTg4Ck5hbWVNZS4xODkKTmFtZU1lLjE5MApOYW1lTWUuMTkxCk5hbWVNZS4xOTIKTmFtZU1lLjE5MwpOYW1lTWUuMTk0Ck5hbWVNZS4xOTUKTmFtZU1lLjE5NgpOYW1lTWUuMTk3Ck5hbWVNZS4xOTgKTmFtZU1lLjE5OQpOYW1lTWUuMjAwCk5hbWVNZS4yMDEKTmFtZU1lLjIwMgpOYW1lTWUuMjAzCk5hbWVNZS4yMDQKTmFtZU1lLjIwNQpOYW1lTWUuMjA2Ck5hbWVNZS4yMDcKTmFtZU1lLjIwOApOYW1lTWUuMjA5Ck5hbWVNZS4yMTAKTmFtZU1lLjIxMQpOYW1lTWUuMjEyCk5hbWVNZS4yMTMKTmFtZU1lLjIxNApOYW1lTWUuMjE1Ck5hbWVNZS4yMTYKTmFtZU1lLjIxNwpOYW1lTWUuMjE4Ck5hbWVNZS4yMTkKTmFtZU1lLjIyMApOYW1lTWUuMjIxCk5hbWVNZS4yMjIKTmFtZU1lLjIyMwpOYW1lTWUuMjI0Ck5hbWVNZS4yMjUKTmFtZU1lLjIyNgpOYW1lTWUuMjI3Ck5hbWVNZS4yMjgKTmFtZU1lLjIyOQpOYW1lTWUuMjMwCk5hbWVNZS4yMzEKTmFtZU1lLjIzMgpOYW1lTWUuMjMzCk5hbWVNZS4yMzQKTmFtZU1lLjIzNQpOYW1lTWUuMjM2Ck5hbWVNZS4yMzcKTmFtZU1lLjIzOApOYW1lTWUuMjM5Ck5hbWVNZS4yNDAKTmFtZU1lLjI0MQpOYW1lTWUuMjQyCk5hbWVNZS4yNDMKTmFtZU1lLjI0NApOYW1lTWUuMjQ1Ck5hbWVNZS4yNDYKTmFtZU1lLjI0NwpOYW1lTWUuMjQ4Ck5hbWVNZS4yNDkKTmFtZU1lLjI1MApOYW1lTWUuMjUxCk5hbWVNZS4yNTIKTmFtZU1lLjI1MwpOYW1lTWUuMjU0Ck5hbWVNZS4yNTUIZ2x5cGgyNTYIZ2x5cGgyNTcIZ2x5cGgyNTgIZ2x5cGgyNTkIZ2x5cGgyNjAIZ2x5cGgyNjEIZ2x5cGgyNjIIZ2x5cGgyNjMIZ2x5cGgyNjQIZ2x5cGgyNjUIZ2x5cGgyNjYIZ2x5cGgyNjcIZ2x5cGgyNjgIZ2x5cGgyNjkIZ2x5cGgyNzAIZ2x5cGgyNzEIZ2x5cGgyNzIIZ2x5cGgyNzMIZ2x5cGgyNzQIZ2x5cGgyNzUIZ2x5cGgyNzYIZ2x5cGgyNzcIZ2x5cGgyNzgIZ2x5cGgyNzkIZ2x5cGgyODAIZ2x5cGgyODEIZ2x5cGgyODIIZ2x5cGgyODMIZ2x5cGgyODQIZ2x5cGgyODUIZ2x5cGgyODYIZ2x5cGgyODcIZ2x5cGgyODgIZ2x5cGgyODkIZ2x5cGgyOTAIZ2x5cGgyOTEIZ2x5cGgyOTIIZ2x5cGgyOTMIZ2x5cGgyOTQIZ2x5cGgyOTUIZ2x5cGgyOTYIZ2x5cGgyOTcIZ2x5cGgyOTgIZ2x5cGgyOTkIZ2x5cGgzMDAIZ2x5cGgzMDEIZ2x5cGgzMDIIZ2x5cGgzMDMIZ2x5cGgzMDQIZ2x5cGgzMDUIZ2x5cGgzMDYIZ2x5cGgzMDcIZ2x5cGgzMDgIZ2x5cGgzMDkIZ2x5cGgzMTAIZ2x5cGgzMTEIZ2x5cGgzMTIIZ2x5cGgzMTMIZ2x5cGgzMTQIZ2x5cGgzMTUIZ2x5cGgzMTYIZ2x5cGgzMTcIZ2x5cGgzMTgIZ2x5cGgzMTkIZ2x5cGgzMjAIZ2x5cGgzMjEIZ2x5cGgzMjIIZ2x5cGgzMjMIZ2x5cGgzMjQIZ2x5cGgzMjUIZ2x5cGgzMjYIZ2x5cGgzMjcIZ2x5cGgzMjgIZ2x5cGgzMjkIZ2x5cGgzMzAIZ2x5cGgzMzEIZ2x5cGgzMzIIZ2x5cGgzMzMIZ2x5cGgzMzQIZ2x5cGgzMzUIZ2x5cGgzMzYIZ2x5cGgzMzcIZ2x5cGgzMzgIZ2x5cGgzMzkIZ2x5cGgzNDAIZ2x5cGgzNDEIZ2x5cGgzNDIIZ2x5cGgzNDMIZ2x5cGgzNDQIZ2x5cGgzNDUIZ2x5cGgzNDYIZ2x5cGgzNDcIZ2x5cGgzNDgIZ2x5cGgzNDkIZ2x5cGgzNTAIZ2x5cGgzNTEIZ2x5cGgzNTIIZ2x5cGgzNTMIZ2x5cGgzNTQIZ2x5cGgzNTUIZ2x5cGgzNTYIZ2x5cGgzNTcIZ2x5cGgzNTgIZ2x5cGgzNTkIZ2x5cGgzNjAIZ2x5cGgzNjEIZ2x5cGgzNjIIZ2x5cGgzNjMIZ2x5cGgzNjQIZ2x5cGgzNjUIZ2x5cGgzNjYIZ2x5cGgzNjcIZ2x5cGgzNjgIZ2x5cGgzNjkIZ2x5cGgzNzAIZ2x5cGgzNzEIZ2x5cGgzNzIIZ2x5cGgzNzMIZ2x5cGgzNzQIZ2x5cGgzNzUIZ2x5cGgzNzYIZ2x5cGgzNzcIZ2x5cGgzNzgIZ2x5cGgzNzkIZ2x5cGgzODAIZ2x5cGgzODEIZ2x5cGgzODIIZ2x5cGgzODMIZ2x5cGgzODQIZ2x5cGgzODUIZ2x5cGgzODYIZ2x5cGgzODcIZ2x5cGgzODgIZ2x5cGgzODkIZ2x5cGgzOTAIZ2x5cGgzOTEIZ2x5cGgzOTIIZ2x5cGgzOTMIZ2x5cGgzOTQIZ2x5cGgzOTUIZ2x5cGgzOTYIZ2x5cGgzOTcIZ2x5cGgzOTgIZ2x5cGgzOTkIZ2x5cGg0MDAIZ2x5cGg0MDEIZ2x5cGg0MDIIZ2x5cGg0MDMIZ2x5cGg0MDQIZ2x5cGg0MDUIZ2x5cGg0MDYIZ2x5cGg0MDcIZ2x5cGg0MDgIZ2x5cGg0MDkIZ2x5cGg0MTAIZ2x5cGg0MTEIZ2x5cGg0MTIIZ2x5cGg0MTMIZ2x5cGg0MTQIZ2x5cGg0MTUIZ2x5cGg0MTYIZ2x5cGg0MTcIZ2x5cGg0MTgIZ2x5cGg0MTkIZ2x5cGg0MjAIZ2x5cGg0MjEIZ2x5cGg0MjIIZ2x5cGg0MjMIZ2x5cGg0MjQIZ2x5cGg0MjUIZ2x5cGg0MjYIZ2x5cGg0MjcIZ2x5cGg0MjgIZ2x5cGg0MjkIZ2x5cGg0MzAIZ2x5cGg0MzEIZ2x5cGg0MzIIZ2x5cGg0MzMIZ2x5cGg0MzQIZ2x5cGg0MzUIZ2x5cGg0MzYIZ2x5cGg0MzcIZ2x5cGg0MzgIZ2x5cGg0MzkIZ2x5cGg0NDAIZ2x5cGg0NDEIZ2x5cGg0NDIIZ2x5cGg0NDMIZ2x5cGg0NDQIZ2x5cGg0NDUIZ2x5cGg0NDYIZ2x5cGg0NDcIZ2x5cGg0NDgIZ2x5cGg0NDkIZ2x5cGg0NTAIZ2x5cGg0NTEIZ2x5cGg0NTIIZ2x5cGg0NTMIZ2x5cGg0NTQIZ2x5cGg0NTUIZ2x5cGg0NTYIZ2x5cGg0NTcIZ2x5cGg0NTgIZ2x5cGg0NTkIZ2x5cGg0NjAIZ2x5cGg0NjEIZ2x5cGg0NjIIZ2x5cGg0NjMIZ2x5cGg0NjQIZ2x5cGg0NjUIZ2x5cGg0NjYIZ2x5cGg0NjcIZ2x5cGg0NjgIZ2x5cGg0NjkIZ2x5cGg0NzAIZ2x5cGg0NzEIZ2x5cGg0NzIIZ2x5cGg0NzMIZ2x5cGg0NzQIZ2x5cGg0NzUIZ2x5cGg0NzYIZ2x5cGg0NzcIZ2x5cGg0NzgIZ2x5cGg0NzkIZ2x5cGg0ODAIZ2x5cGg0ODEIZ2x5cGg0ODIIZ2x5cGg0ODMIZ2x5cGg0ODQIZ2x5cGg0ODUIZ2x5cGg0ODYIZ2x5cGg0ODcIZ2x5cGg0ODgIZ2x5cGg0ODkIZ2x5cGg0OTAIZ2x5cGg0OTEIZ2x5cGg0OTIIZ2x5cGg0OTMIZ2x5cGg0OTQIZ2x5cGg0OTUIZ2x5cGg0OTYIZ2x5cGg0OTcIZ2x5cGg0OTgIZ2x5cGg0OTkIZ2x5cGg1MDAIZ2x5cGg1MDEIZ2x5cGg1MDIIZ2x5cGg1MDMIZ2x5cGg1MDQIZ2x5cGg1MDUIZ2x5cGg1MDYIZ2x5cGg1MDcIZ2x5cGg1MDgIZ2x5cGg1MDkIZ2x5cGg1MTAIZ2x5cGg1MTEIZ2x5cGg1MTIIZ2x5cGg1MTMIZ2x5cGg1MTQIZ2x5cGg1MTUIZ2x5cGg1MTYIZ2x5cGg1MTcIZ2x5cGg1MTgIZ2x5cGg1MTkIZ2x5cGg1MjAIZ2x5cGg1MjEIZ2x5cGg1MjIIZ2x5cGg1MjMIZ2x5cGg1MjQIZ2x5cGg1MjUIZ2x5cGg1MjYIZ2x5cGg1MjcIZ2x5cGg1MjgIZ2x5cGg1MjkIZ2x5cGg1MzAIZ2x5cGg1MzEIZ2x5cGg1MzIIZ2x5cGg1MzMIZ2x5cGg1MzQIZ2x5cGg1MzUIZ2x5cGg1MzYIZ2x5cGg1MzcIZ2x5cGg1MzgIZ2x5cGg1MzkIZ2x5cGg1NDAIZ2x5cGg1NDEIZ2x5cGg1NDIIZ2x5cGg1NDMIZ2x5cGg1NDQIZ2x5cGg1NDUIZ2x5cGg1NDYIZ2x5cGg1NDcIZ2x5cGg1NDgIZ2x5cGg1NDkIZ2x5cGg1NTAIZ2x5cGg1NTEIZ2x5cGg1NTIIZ2x5cGg1NTMIZ2x5cGg1NTQIZ2x5cGg1NTUIZ2x5cGg1NTYIZ2x5cGg1NTcIZ2x5cGg1NTgIZ2x5cGg1NTkIZ2x5cGg1NjAIZ2x5cGg1NjEIZ2x5cGg1NjIIZ2x5cGg1NjMIZ2x5cGg1NjQIZ2x5cGg1NjUIZ2x5cGg1NjYIZ2x5cGg1NjcIZ2x5cGg1NjgIZ2x5cGg1NjkIZ2x5cGg1NzAIZ2x5cGg1NzEIZ2x5cGg1NzIIZ2x5cGg1NzMIZ2x5cGg1NzQIZ2x5cGg1NzUIZ2x5cGg1NzYIZ2x5cGg1NzcIZ2x5cGg1NzgIZ2x5cGg1NzkIZ2x5cGg1ODAIZ2x5cGg1ODEIZ2x5cGg1ODIIZ2x5cGg1ODMIZ2x5cGg1ODQIZ2x5cGg1ODUIZ2x5cGg1ODYIZ2x5cGg1ODcIZ2x5cGg1ODgIZ2x5cGg1ODkIZ2x5cGg1OTAIZ2x5cGg1OTEIZ2x5cGg1OTIIZ2x5cGg1OTMIZ2x5cGg1OTQIZ2x5cGg1OTUIZ2x5cGg1OTYIZ2x5cGg1OTcIZ2x5cGg1OTgIZ2x5cGg1OTkIZ2x5cGg2MDAIZ2x5cGg2MDEIZ2x5cGg2MDIIZ2x5cGg2MDMIZ2x5cGg2MDQIZ2x5cGg2MDUIZ2x5cGg2MDYIZ2x5cGg2MDcIZ2x5cGg2MDgIZ2x5cGg2MDkIZ2x5cGg2MTAIZ2x5cGg2MTEIZ2x5cGg2MTIIZ2x5cGg2MTMIZ2x5cGg2MTQIZ2x5cGg2MTUIZ2x5cGg2MTYIZ2x5cGg2MTcIZ2x5cGg2MTgIZ2x5cGg2MTkIZ2x5cGg2MjAIZ2x5cGg2MjEIZ2x5cGg2MjIIZ2x5cGg2MjMIZ2x5cGg2MjQIZ2x5cGg2MjUIZ2x5cGg2MjYIZ2x5cGg2MjcIZ2x5cGg2MjgIZ2x5cGg2MjkIZ2x5cGg2MzAIZ2x5cGg2MzEIZ2x5cGg2MzIIZ2x5cGg2MzMIZ2x5cGg2MzQIZ2x5cGg2MzUIZ2x5cGg2MzYIZ2x5cGg2MzcIZ2x5cGg2MzgIZ2x5cGg2MzkIZ2x5cGg2NDAIZ2x5cGg2NDEIZ2x5cGg2NDIIZ2x5cGg2NDMIZ2x5cGg2NDQIZ2x5cGg2NDUIZ2x5cGg2NDYIZ2x5cGg2NDcIZ2x5cGg2NDgIZ2x5cGg2NDkIZ2x5cGg2NTAIZ2x5cGg2NTEIZ2x5cGg2NTIIZ2x5cGg2NTMIZ2x5cGg2NTQIZ2x5cGg2NTUIZ2x5cGg2NTYIZ2x5cGg2NTcIZ2x5cGg2NTgIZ2x5cGg2NTkIZ2x5cGg2NjAIZ2x5cGg2NjEIZ2x5cGg2NjIIZ2x5cGg2NjMIZ2x5cGg2NjQIZ2x5cGg2NjUIZ2x5cGg2NjYIZ2x5cGg2NjcIZ2x5cGg2NjgIZ2x5cGg2NjkIZ2x5cGg2NzAIZ2x5cGg2NzEIZ2x5cGg2NzIIZ2x5cGg2NzMIZ2x5cGg2NzQIZ2x5cGg2NzUIZ2x5cGg2NzYIZ2x5cGg2NzcIZ2x5cGg2NzgIZ2x5cGg2NzkIZ2x5cGg2ODAIZ2x5cGg2ODEIZ2x5cGg2ODIIZ2x5cGg2ODMIZ2x5cGg2ODQIZ2x5cGg2ODUIZ2x5cGg2ODYIZ2x5cGg2ODcIZ2x5cGg2ODgIZ2x5cGg2ODkIZ2x5cGg2OTAIZ2x5cGg2OTEIZ2x5cGg2OTIIZ2x5cGg2OTMIZ2x5cGg2OTQIZ2x5cGg2OTUIZ2x5cGg2OTYIZ2x5cGg2OTcIZ2x5cGg2OTgIZ2x5cGg2OTkIZ2x5cGg3MDAIZ2x5cGg3MDEIZ2x5cGg3MDIIZ2x5cGg3MDMIZ2x5cGg3MDQIZ2x5cGg3MDUIZ2x5cGg3MDYIZ2x5cGg3MDcIZ2x5cGg3MDgIZ2x5cGg3MDkIZ2x5cGg3MTAIZ2x5cGg3MTEIZ2x5cGg3MTIIZ2x5cGg3MTMIZ2x5cGg3MTQIZ2x5cGg3MTUIZ2x5cGg3MTYIZ2x5cGg3MTcIZ2x5cGg3MTgIZ2x5cGg3MTkIZ2x5cGg3MjAIZ2x5cGg3MjEIZ2x5cGg3MjIIZ2x5cGg3MjMIZ2x5cGg3MjQIZ2x5cGg3MjUIZ2x5cGg3MjYIZ2x5cGg3MjcIZ2x5cGg3MjgIZ2x5cGg3MjkIZ2x5cGg3MzAIZ2x5cGg3MzEIZ2x5cGg3MzIIZ2x5cGg3MzMIZ2x5cGg3MzQIZ2x5cGg3MzUIZ2x5cGg3MzYIZ2x5cGg3MzcIZ2x5cGg3MzgIZ2x5cGg3MzkIZ2x5cGg3NDAIZ2x5cGg3NDEIZ2x5cGg3NDIIZ2x5cGg3NDMIZ2x5cGg3NDQIZ2x5cGg3NDUIZ2x5cGg3NDYIZ2x5cGg3NDcIZ2x5cGg3NDgIZ2x5cGg3NDkIZ2x5cGg3NTAIZ2x5cGg3NTEIZ2x5cGg3NTMIZ2x5cGg3NTQIZ2x5cGg3NTUIZ2x5cGg3NTYIZ2x5cGg3NTcIZ2x5cGg3NTgIZ2x5cGg3NTkIZ2x5cGg3NjAIZ2x5cGg3NjEIZ2x5cGg3NjIIZ2x5cGg3NjMIZ2x5cGg3NjQIZ2x5cGg3NjUIZ2x5cGg3NjYIZ2x5cGg3NjcIZ2x5cGg3NjgIZ2x5cGg3NjkIZ2x5cGg3NzAIZ2x5cGg3NzEIZ2x5cGg3NzIIZ2x5cGg3NzMIZ2x5cGg3NzQIZ2x5cGg3NzUIZ2x5cGg3NzYIZ2x5cGg3NzcIZ2x5cGg3NzgIZ2x5cGg3NzkIZ2x5cGg3ODAIZ2x5cGg3ODEIZ2x5cGg3ODIIZ2x5cGg3ODMIZ2x5cGg3ODQIZ2x5cGg3ODUIZ2x5cGg3ODYIZ2x5cGg3ODcIZ2x5cGg3ODgIZ2x5cGg3ODkIZ2x5cGg3OTAIZ2x5cGg3OTEIZ2x5cGg3OTIIZ2x5cGg3OTMIZ2x5cGg3OTQIZ2x5cGg3OTUIZ2x5cGg3OTYIZ2x5cGg3OTcIZ2x5cGg3OTgIZ2x5cGg3OTkIZ2x5cGg4MDAIZ2x5cGg4MDEIZ2x5cGg4MDIIZ2x5cGg4MDMIZ2x5cGg4MDQIZ2x5cGg4MDUIZ2x5cGg4MDYIZ2x5cGg4MDcIZ2x5cGg4MDgIZ2x5cGg4MDkIZ2x5cGg4MTAIZ2x5cGg4MTEIZ2x5cGg4MTIIZ2x5cGg4MTMIZ2x5cGg4MTQIZ2x5cGg4MTUIZ2x5cGg4MTYIZ2x5cGg4MTcIZ2x5cGg4MTgIZ2x5cGg4MTkIZ2x5cGg4MjAIZ2x5cGg4MjEIZ2x5cGg4MjIIZ2x5cGg4MjMIZ2x5cGg4MjQIZ2x5cGg4MjUIZ2x5cGg4MjYIZ2x5cGg4MjcIZ2x5cGg4MjgIZ2x5cGg4MjkIZ2x5cGg4MzAIZ2x5cGg4MzEIZ2x5cGg4MzIIZ2x5cGg4MzMIZ2x5cGg4MzQIZ2x5cGg4MzUIZ2x5cGg4MzYIZ2x5cGg4MzcIZ2x5cGg4MzgIZ2x5cGg4MzkIZ2x5cGg4NDAIZ2x5cGg4NDEIZ2x5cGg4NDIIZ2x5cGg4NDMIZ2x5cGg4NDQIZ2x5cGg4NDUIZ2x5cGg4NDYIZ2x5cGg4NDcIZ2x5cGg4NDgIZ2x5cGg4NDkIZ2x5cGg4NTAIZ2x5cGg4NTEIZ2x5cGg4NTIIZ2x5cGg4NTMIZ2x5cGg4NTQIZ2x5cGg4NTUIZ2x5cGg4NTYIZ2x5cGg4NTcIZ2x5cGg4NTgIZ2x5cGg4NTkIZ2x5cGg4NjAIZ2x5cGg4NjEIZ2x5cGg4NjIIZ2x5cGg4NjMIZ2x5cGg4NjQIZ2x5cGg4NjUIZ2x5cGg4NjYIZ2x5cGg4NjcIZ2x5cGg4NjgIZ2x5cGg4NjkIZ2x5cGg4NzAIZ2x5cGg4NzEIZ2x5cGg4NzIIZ2x5cGg4NzMIZ2x5cGg4NzQIZ2x5cGg4NzUIZ2x5cGg4NzYIZ2x5cGg4NzcIZ2x5cGg4NzgIZ2x5cGg4NzkIZ2x5cGg4ODAIZ2x5cGg4ODEIZ2x5cGg4ODIIZ2x5cGg4ODMIZ2x5cGg4ODQIZ2x5cGg4ODUIZ2x5cGg4ODYIZ2x5cGg4ODcIZ2x5cGg4ODgIZ2x5cGg4ODkIZ2x5cGg4OTAIZ2x5cGg4OTEIZ2x5cGg4OTIIZ2x5cGg4OTMIZ2x5cGg4OTQIZ2x5cGg4OTUIZ2x5cGg4OTYIZ2x5cGg4OTcIZ2x5cGg4OTgIZ2x5cGg4OTkIZ2x5cGg5MDAIZ2x5cGg5MDEIZ2x5cGg5MDIIZ2x5cGg5MDMIZ2x5cGg5MDQIZ2x5cGg5MDUIZ2x5cGg5MDYIZ2x5cGg5MDcIZ2x5cGg5MDgIZ2x5cGg5MDkIZ2x5cGg5MTAIZ2x5cGg5MTEIZ2x5cGg5MTIIZ2x5cGg5MTMIZ2x5cGg5MTQIZ2x5cGg5MTUIZ2x5cGg5MTYIZ2x5cGg5MTcIZ2x5cGg5MTgIZ2x5cGg5MTkIZ2x5cGg5MjAIZ2x5cGg5MjEIZ2x5cGg5MjIIZ2x5cGg5MjMIZ2x5cGg5MjQIZ2x5cGg5MjUIZ2x5cGg5MjYIZ2x5cGg5MjcIZ2x5cGg5MjgIZ2x5cGg5MjkIZ2x5cGg5MzAIZ2x5cGg5MzEIZ2x5cGg5MzIIZ2x5cGg5MzMIZ2x5cGg5MzQIZ2x5cGg5MzUIZ2x5cGg5MzYIZ2x5cGg5MzcIZ2x5cGg5MzgIZ2x5cGg5MzkIZ2x5cGg5NDAIZ2x5cGg5NDEIZ2x5cGg5NDIIZ2x5cGg5NDMIZ2x5cGg5NDQIZ2x5cGg5NDUIZ2x5cGg5NDYIZ2x5cGg5NDcIZ2x5cGg5NDgIZ2x5cGg5NDkIZ2x5cGg5NTAIZ2x5cGg5NTEIZ2x5cGg5NTIIZ2x5cGg5NTMIZ2x5cGg5NTQIZ2x5cGg5NTUIZ2x5cGg5NTYIZ2x5cGg5NTcIZ2x5cGg5NTgIZ2x5cGg5NTkIZ2x5cGg5NjAIZ2x5cGg5NjEIZ2x5cGg5NjIIZ2x5cGg5NjMIZ2x5cGg5NjQIZ2x5cGg5NjUIZ2x5cGg5NjYIZ2x5cGg5NjcIZ2x5cGg5NjgIZ2x5cGg5NjkIZ2x5cGg5NzAIZ2x5cGg5NzEIZ2x5cGg5NzIIZ2x5cGg5NzMIZ2x5cGg5NzQIZ2x5cGg5NzUIZ2x5cGg5NzYIZ2x5cGg5NzcIZ2x5cGg5NzgIZ2x5cGg5NzkIZ2x5cGg5ODAIZ2x5cGg5ODEIZ2x5cGg5ODIIZ2x5cGg5ODMIZ2x5cGg5ODQIZ2x5cGg5ODUIZ2x5cGg5ODYIZ2x5cGg5ODcIZ2x5cGg5ODgIZ2x5cGg5ODkIZ2x5cGg5OTAIZ2x5cGg5OTEIZ2x5cGg5OTIIZ2x5cGg5OTMIZ2x5cGg5OTQIZ2x5cGg5OTUIZ2x5cGg5OTYIZ2x5cGg5OTcIZ2x5cGg5OTgIZ2x5cGg5OTkJZ2x5cGgxMDAwCWdseXBoMTAwMQlnbHlwaDEwMDIJZ2x5cGgxMDAzCWdseXBoMTAwNAlnbHlwaDEwMDUJZ2x5cGgxMDA2CWdseXBoMTAwNwlnbHlwaDEwMDgJZ2x5cGgxMDA5CWdseXBoMTAxMAlnbHlwaDEwMTEJZ2x5cGgxMDEyCWdseXBoMTAxMwlnbHlwaDEwMTQJZ2x5cGgxMDE1CWdseXBoMTAxNglnbHlwaDEwMTcJZ2x5cGgxMDE4CWdseXBoMTAxOQlnbHlwaDEwMjAJZ2x5cGgxMDIxCWdseXBoMTAyMglnbHlwaDEwMjMJZ2x5cGgxMDI0CWdseXBoMTAyNQlnbHlwaDEwMjYJZ2x5cGgxMDI3CWdseXBoMTAyOAlnbHlwaDEwMjkJZ2x5cGgxMDMwCWdseXBoMTAzMQlnbHlwaDEwMzIJZ2x5cGgxMDMzCWdseXBoMTAzNAlnbHlwaDEwMzUJZ2x5cGgxMDM2CWdseXBoMTAzNwlnbHlwaDEwMzgJZ2x5cGgxMDM5CWdseXBoMTA0MAlnbHlwaDEwNDEJZ2x5cGgxMDQyCWdseXBoMTA0MwlnbHlwaDEwNDQJZ2x5cGgxMDQ1CWdseXBoMTA0NglnbHlwaDEwNDcJZ2x5cGgxMDQ4CWdseXBoMTA0OQlnbHlwaDEwNTAJZ2x5cGgxMDUxCWdseXBoMTA1MglnbHlwaDEwNTMJZ2x5cGgxMDU0CWdseXBoMTA1NQlnbHlwaDEwNTYJZ2x5cGgxMDU3CWdseXBoMTA1OAlnbHlwaDEwNTkJZ2x5cGgxMDYwCWdseXBoMTA2MQlnbHlwaDEwNjIJZ2x5cGgxMDYzCWdseXBoMTA2NAlnbHlwaDEwNjUJZ2x5cGgxMDY2CWdseXBoMTA2NwlnbHlwaDEwNjgJZ2x5cGgxMDY5CWdseXBoMTA3MAlnbHlwaDEwNzEJZ2x5cGgxMDcyCWdseXBoMTA3MwlnbHlwaDEwNzQJZ2x5cGgxMDc1CWdseXBoMTA3NglnbHlwaDEwNzcJZ2x5cGgxMDc4CWdseXBoMTA3OQlnbHlwaDEwODAJZ2x5cGgxMDgxCWdseXBoMTA4MglnbHlwaDEwODMJZ2x5cGgxMDg0CWdseXBoMTA4NQlnbHlwaDEwODYJZ2x5cGgxMDg3CWdseXBoMTA4OAlnbHlwaDEwODkJZ2x5cGgxMDkwCWdseXBoMTA5MQlnbHlwaDEwOTIJZ2x5cGgxMDkzCWdseXBoMTA5NAlnbHlwaDEwOTUJZ2x5cGgxMDk2CWdseXBoMTA5NwlnbHlwaDEwOTgJZ2x5cGgxMDk5CWdseXBoMTEwMAlnbHlwaDExMDEJZ2x5cGgxMTAyCWdseXBoMTEwMwlnbHlwaDExMDQJZ2x5cGgxMTA1CWdseXBoMTEwNglnbHlwaDExMDcJZ2x5cGgxMTA4CWdseXBoMTEwOQlnbHlwaDExMTAJZ2x5cGgxMTExCWdseXBoMTExMglnbHlwaDExMTMJZ2x5cGgxMTE0CWdseXBoMTExNQlnbHlwaDExMTYJZ2x5cGgxMTE3CWdseXBoMTExOAlnbHlwaDExMTkJZ2x5cGgxMTIwCWdseXBoMTEyMQlnbHlwaDExMjIJZ2x5cGgxMTIzCWdseXBoMTEyNAlnbHlwaDExMjUJZ2x5cGgxMTI2CWdseXBoMTEyNwlnbHlwaDExMjgJZ2x5cGgxMTI5CWdseXBoMTEzMAlnbHlwaDExMzEJZ2x5cGgxMTMyCWdseXBoMTEzMwlnbHlwaDExMzQJZ2x5cGgxMTM1CWdseXBoMTEzNglnbHlwaDExMzcJZ2x5cGgxMTM4CWdseXBoMTEzOQlnbHlwaDExNDAJZ2x5cGgxMTQxCWdseXBoMTE0MglnbHlwaDExNDMJZ2x5cGgxMTQ0CWdseXBoMTE0NQlnbHlwaDExNDYJZ2x5cGgxMTQ3CWdseXBoMTE0OAlnbHlwaDExNDkJZ2x5cGgxMTUwCWdseXBoMTE1MQlnbHlwaDExNTIJZ2x5cGgxMTUzCWdseXBoMTE1NAlnbHlwaDExNTUJZ2x5cGgxMTU2CWdseXBoMTE1NwlnbHlwaDExNTgJZ2x5cGgxMTU5CWdseXBoMTE2MAlnbHlwaDExNjEJZ2x5cGgxMTYyCWdseXBoMTE2MwlnbHlwaDExNjQJZ2x5cGgxMTY1CWdseXBoMTE2NglnbHlwaDExNjcJZ2x5cGgxMTY4CWdseXBoMTE2OQlnbHlwaDExNzAJZ2x5cGgxMTcxCWdseXBoMTE3MglnbHlwaDExNzMJZ2x5cGgxMTc0CWdseXBoMTE3NQlnbHlwaDExNzYJZ2x5cGgxMTc3CWdseXBoMTE3OAlnbHlwaDExNzkJZ2x5cGgxMTgwCWdseXBoMTE4MQlnbHlwaDExODIJZ2x5cGgxMTgzCWdseXBoMTE4NAlnbHlwaDExODUJZ2x5cGgxMTg2CWdseXBoMTE4NwlnbHlwaDExODgJZ2x5cGgxMTg5CWdseXBoMTE5MAlnbHlwaDExOTEJZ2x5cGgxMTkyCWdseXBoMTE5MwlnbHlwaDExOTQJZ2x5cGgxMTk1CWdseXBoMTE5NglnbHlwaDExOTcJZ2x5cGgxMTk4CWdseXBoMTE5OQlnbHlwaDEyMDAJZ2x5cGgxMjAxCWdseXBoMTIwMglnbHlwaDEyMDMJZ2x5cGgxMjA0CWdseXBoMTIwNQlnbHlwaDEyMDYJZ2x5cGgxMjA3CWdseXBoMTIwOAlnbHlwaDEyMDkJZ2x5cGgxMjEwCWdseXBoMTIxMQlnbHlwaDEyMTIJZ2x5cGgxMjEzCWdseXBoMTIxNAlnbHlwaDEyMTUJZ2x5cGgxMjE2CWdseXBoMTIxNwlnbHlwaDEyMTgJZ2x5cGgxMjE5CWdseXBoMTIyMAlnbHlwaDEyMjEJZ2x5cGgxMjIyCWdseXBoMTIyMwlnbHlwaDEyMjQJZ2x5cGgxMjI1CWdseXBoMTIyNglnbHlwaDEyMjcJZ2x5cGgxMjI4CWdseXBoMTIyOQlnbHlwaDEyMzAJZ2x5cGgxMjMxCWdseXBoMTIzMglnbHlwaDEyMzMJZ2x5cGgxMjM0CWdseXBoMTIzNQlnbHlwaDEyMzYJZ2x5cGgxMjM3CWdseXBoMTIzOAlnbHlwaDEyMzkJZ2x5cGgxMjQwCWdseXBoMTI0MQlnbHlwaDEyNDIJZ2x5cGgxMjQzCWdseXBoMTI0NAlnbHlwaDEyNDUJZ2x5cGgxMjQ2CWdseXBoMTI0NwlnbHlwaDEyNDgJZ2x5cGgxMjQ5CWdseXBoMTI1MAlnbHlwaDEyNTEJZ2x5cGgxMjUyCWdseXBoMTI1MwlnbHlwaDEyNTQJZ2x5cGgxMjU1CWdseXBoMTI1NglnbHlwaDEyNTcJZ2x5cGgxMjU4CWdseXBoMTI1OQlnbHlwaDEyNjAJZ2x5cGgxMjYxCWdseXBoMTI2MglnbHlwaDEyNjMJZ2x5cGgxMjY0CWdseXBoMTI2NQlnbHlwaDEyNjYJZ2x5cGgxMjY3CWdseXBoMTI2OAlnbHlwaDEyNjkJZ2x5cGgxMjcwCWdseXBoMTI3MQlnbHlwaDEyNzIJZ2x5cGgxMjczCWdseXBoMTI3NAlnbHlwaDEyNzUJZ2x5cGgxMjc2CWdseXBoMTI3NwlnbHlwaDEyNzgJZ2x5cGgxMjc5CWdseXBoMTI4MAlnbHlwaDEyODEJZ2x5cGgxMjgyCWdseXBoMTI4MwlnbHlwaDEyODQJZ2x5cGgxMjg1CWdseXBoMTI4NglnbHlwaDEyODcJZ2x5cGgxMjg4CWdseXBoMTI4OQlnbHlwaDEyOTAJZ2x5cGgxMjkxCWdseXBoMTI5MglnbHlwaDEyOTMJZ2x5cGgxMjk0CWdseXBoMTI5NQlnbHlwaDEyOTYJZ2x5cGgxMjk3CWdseXBoMTI5OAlnbHlwaDEyOTkJZ2x5cGgxMzAwCWdseXBoMTMwMQlnbHlwaDEzMDIJZ2x5cGgxMzAzCWdseXBoMTMwNAlnbHlwaDEzMDUJZ2x5cGgxMzA2CWdseXBoMTMwNwlnbHlwaDEzMDgJZ2x5cGgxMzA5CWdseXBoMTMxMAlnbHlwaDEzMTEJZ2x5cGgxMzEyCWdseXBoMTMxMwlnbHlwaDEzMTQJZ2x5cGgxMzE1CWdseXBoMTMxNglnbHlwaDEzMTcJZ2x5cGgxMzE4CWdseXBoMTMxOQlnbHlwaDEzMjAJZ2x5cGgxMzIxCWdseXBoMTMyMglnbHlwaDEzMjMJZ2x5cGgxMzI0CWdseXBoMTMyNQlnbHlwaDEzMjYJZ2x5cGgxMzI3CWdseXBoMTMyOAlnbHlwaDEzMjkJZ2x5cGgxMzMwCWdseXBoMTMzMQlnbHlwaDEzMzIJZ2x5cGgxMzMzCWdseXBoMTMzNAlnbHlwaDEzMzUJZ2x5cGgxMzM2CWdseXBoMTMzNwlnbHlwaDEzMzgJZ2x5cGgxMzM5CWdseXBoMTM0MAlnbHlwaDEzNDEJZ2x5cGgxMzQyCWdseXBoMTM0MwlnbHlwaDEzNDQJZ2x5cGgxMzQ1CWdseXBoMTM0NglnbHlwaDEzNDcJZ2x5cGgxMzQ4CWdseXBoMTM0OQlnbHlwaDEzNTAJZ2x5cGgxMzUxCWdseXBoMTM1MglnbHlwaDEzNTMJZ2x5cGgxMzU0CWdseXBoMTM1NQlnbHlwaDEzNTYJZ2x5cGgxMzU3CWdseXBoMTM1OAlnbHlwaDEzNTkJZ2x5cGgxMzYwCWdseXBoMTM2MQlnbHlwaDEzNjIJZ2x5cGgxMzYzCWdseXBoMTM2NAlnbHlwaDEzNjUJZ2x5cGgxMzY2CWdseXBoMTM2NwlnbHlwaDEzNjgJZ2x5cGgxMzY5CWdseXBoMTM3MAlnbHlwaDEzNzEJZ2x5cGgxMzcyCWdseXBoMTM3MwlnbHlwaDEzNzQJZ2x5cGgxMzc1CWdseXBoMTM3NglnbHlwaDEzNzcJZ2x5cGgxMzc4CWdseXBoMTM3OQlnbHlwaDEzODAJZ2x5cGgxMzgxCWdseXBoMTM4MglnbHlwaDEzODMJZ2x5cGgxMzg0CWdseXBoMTM4NQlnbHlwaDEzODYJZ2x5cGgxMzg3CWdseXBoMTM4OAlnbHlwaDEzODkJZ2x5cGgxMzkwCWdseXBoMTM5MQlnbHlwaDEzOTIJZ2x5cGgxMzkzCWdseXBoMTM5NAlnbHlwaDEzOTUJZ2x5cGgxMzk2CWdseXBoMTM5NwlnbHlwaDEzOTgJZ2x5cGgxMzk5CWdseXBoMTQwMAlnbHlwaDE0MDEJZ2x5cGgxNDAyCWdseXBoMTQwMwlnbHlwaDE0MDQJZ2x5cGgxNDA1CWdseXBoMTQwNglnbHlwaDE0MDcJZ2x5cGgxNDA4CWdseXBoMTQwOQlnbHlwaDE0MTAJZ2x5cGgxNDExCWdseXBoMTQxMglnbHlwaDE0MTMJZ2x5cGgxNDE0CWdseXBoMTQxNQlnbHlwaDE0MTYJZ2x5cGgxNDE3CWdseXBoMTQxOAlnbHlwaDE0MTkJZ2x5cGgxNDIwCWdseXBoMTQyMQlnbHlwaDE0MjIJZ2x5cGgxNDIzCWdseXBoMTQyNAlnbHlwaDE0MjUJZ2x5cGgxNDI2CWdseXBoMTQyNwlnbHlwaDE0MjgJZ2x5cGgxNDI5CWdseXBoMTQzMAlnbHlwaDE0MzEJZ2x5cGgxNDMyCWdseXBoMTQzMwlnbHlwaDE0MzQJZ2x5cGgxNDM1CWdseXBoMTQzNglnbHlwaDE0MzcJZ2x5cGgxNDM4CWdseXBoMTQzOQlnbHlwaDE0NDAJZ2x5cGgxNDQxCWdseXBoMTQ0MglnbHlwaDE0NDMJZ2x5cGgxNDQ0CWdseXBoMTQ0NQlnbHlwaDE0NDYJZ2x5cGgxNDQ3CWdseXBoMTQ0OAlnbHlwaDE0NDkJZ2x5cGgxNDUwCWdseXBoMTQ1MQlnbHlwaDE0NTIJZ2x5cGgxNDUzCWdseXBoMTQ1NAlnbHlwaDE0NTUJZ2x5cGgxNDU2CWdseXBoMTQ1NwlnbHlwaDE0NTgJZ2x5cGgxNDU5CWdseXBoMTQ2MAlnbHlwaDE0NjEJZ2x5cGgxNDYyCWdseXBoMTQ2MwlnbHlwaDE0NjQJZ2x5cGgxNDY1CWdseXBoMTQ2NglnbHlwaDE0NjcJZ2x5cGgxNDY4CWdseXBoMTQ2OQlnbHlwaDE0NzAJZ2x5cGgxNDcxCWdseXBoMTQ3MglnbHlwaDE0NzMJZ2x5cGgxNDc0CWdseXBoMTQ3NQlnbHlwaDE0NzYJZ2x5cGgxNDc3CWdseXBoMTQ3OAlnbHlwaDE0NzkJZ2x5cGgxNDgwCWdseXBoMTQ4MQlnbHlwaDE0ODIJZ2x5cGgxNDgzCWdseXBoMTQ4NAlnbHlwaDE0ODUJZ2x5cGgxNDg2CWdseXBoMTQ4NwlnbHlwaDE0ODgJZ2x5cGgxNDg5CWdseXBoMTQ5MAlnbHlwaDE0OTEJZ2x5cGgxNDkyCWdseXBoMTQ5MwlnbHlwaDE0OTQJZ2x5cGgxNDk1CWdseXBoMTQ5NglnbHlwaDE0OTcJZ2x5cGgxNDk4CWdseXBoMTQ5OQlnbHlwaDE1MDAJZ2x5cGgxNTAxCWdseXBoMTUwMglnbHlwaDE1MDMJZ2x5cGgxNTA0CWdseXBoMTUwNQlnbHlwaDE1MDYJZ2x5cGgxNTA3CWdseXBoMTUwOAlnbHlwaDE1MDkJZ2x5cGgxNTEwCWdseXBoMTUxMQlnbHlwaDE1MTIJZ2x5cGgxNTEzCWdseXBoMTUxNAlnbHlwaDE1MTUJZ2x5cGgxNTE2CWdseXBoMTUxNwlnbHlwaDE1MTgJZ2x5cGgxNTE5CWdseXBoMTUyMAlnbHlwaDE1MjEJZ2x5cGgxNTIyCWdseXBoMTUyMwlnbHlwaDE1MjQJZ2x5cGgxNTI1CWdseXBoMTUyNglnbHlwaDE1MjcJZ2x5cGgxNTI4CWdseXBoMTUyOQlnbHlwaDE1MzAJZ2x5cGgxNTMxCWdseXBoMTUzMglnbHlwaDE1MzMJZ2x5cGgxNTM0CWdseXBoMTUzNQlnbHlwaDE1MzYJZ2x5cGgxNTM3CWdseXBoMTUzOAlnbHlwaDE1MzkJZ2x5cGgxNTQwCWdseXBoMTU0MQlnbHlwaDE1NDIJZ2x5cGgxNTQzCWdseXBoMTU0NAlnbHlwaDE1NDUJZ2x5cGgxNTQ2CWdseXBoMTU0NwlnbHlwaDE1NDgJZ2x5cGgxNTQ5CWdseXBoMTU1MAlnbHlwaDE1NTEJZ2x5cGgxNTUyCWdseXBoMTU1MwlnbHlwaDE1NTQJZ2x5cGgxNTU1CWdseXBoMTU1NglnbHlwaDE1NTcJZ2x5cGgxNTU4CWdseXBoMTU1OQlnbHlwaDE1NjAJZ2x5cGgxNTYxCWdseXBoMTU2MglnbHlwaDE1NjMJZ2x5cGgxNTY0CWdseXBoMTU2NQlnbHlwaDE1NjYJZ2x5cGgxNTY3CWdseXBoMTU2OAlnbHlwaDE1NjkJZ2x5cGgxNTcwCWdseXBoMTU3MQlnbHlwaDE1NzIJZ2x5cGgxNTczCWdseXBoMTU3NAlnbHlwaDE1NzUJZ2x5cGgxNTc2CWdseXBoMTU3NwlnbHlwaDE1NzgJZ2x5cGgxNTc5CWdseXBoMTU4MAlnbHlwaDE1ODEJZ2x5cGgxNTgyCWdseXBoMTU4MwlnbHlwaDE1ODQJZ2x5cGgxNTg1CWdseXBoMTU4NglnbHlwaDE1ODcJZ2x5cGgxNTg4CWdseXBoMTU4OQlnbHlwaDE1OTAJZ2x5cGgxNTkxCWdseXBoMTU5MglnbHlwaDE1OTMJZ2x5cGgxNTk0CWdseXBoMTU5NQlnbHlwaDE1OTYJZ2x5cGgxNTk3CWdseXBoMTU5OAlnbHlwaDE1OTkJZ2x5cGgxNjAwCWdseXBoMTYwMQlnbHlwaDE2MDIJZ2x5cGgxNjAzCWdseXBoMTYwNAlnbHlwaDE2MDUJZ2x5cGgxNjA2CWdseXBoMTYwNwlnbHlwaDE2MDgJZ2x5cGgxNjA5CWdseXBoMTYxMAlnbHlwaDE2MTEJZ2x5cGgxNjEyCWdseXBoMTYxMwlnbHlwaDE2MTQJZ2x5cGgxNjE1CWdseXBoMTYxNglnbHlwaDE2MTcJZ2x5cGgxNjE4CWdseXBoMTYxOQlnbHlwaDE2MjAJZ2x5cGgxNjIxCWdseXBoMTYyMglnbHlwaDE2MjMJZ2x5cGgxNjI0CWdseXBoMTYyNQlnbHlwaDE2MjYJZ2x5cGgxNjI3CWdseXBoMTYyOAlnbHlwaDE2MjkJZ2x5cGgxNjMwCWdseXBoMTYzMQlnbHlwaDE2MzIJZ2x5cGgxNjMzCWdseXBoMTYzNAlnbHlwaDE2MzUJZ2x5cGgxNjM2CWdseXBoMTYzNwlnbHlwaDE2MzgJZ2x5cGgxNjM5CWdseXBoMTY0MAlnbHlwaDE2NDEJZ2x5cGgxNjQyCWdseXBoMTY0MwlnbHlwaDE2NDQJZ2x5cGgxNjQ1CWdseXBoMTY0NglnbHlwaDE2NDcJZ2x5cGgxNjQ4CWdseXBoMTY0OQlnbHlwaDE2NTAJZ2x5cGgxNjUxCWdseXBoMTY1MglnbHlwaDE2NTMJZ2x5cGgxNjU0CWdseXBoMTY1NQlnbHlwaDE2NTYJZ2x5cGgxNjU3CWdseXBoMTY1OAlnbHlwaDE2NTkJZ2x5cGgxNjYwCWdseXBoMTY2MQlnbHlwaDE2NjIJZ2x5cGgxNjYzCWdseXBoMTY2NAlnbHlwaDE2NjUJZ2x5cGgxNjY2CWdseXBoMTY2NwlnbHlwaDE2NjgJZ2x5cGgxNjY5CWdseXBoMTY3MAlnbHlwaDE2NzEJZ2x5cGgxNjcyCWdseXBoMTY3MwlnbHlwaDE2NzQJZ2x5cGgxNjc1CWdseXBoMTY3NglnbHlwaDE2NzcJZ2x5cGgxNjc4CWdseXBoMTY3OQlnbHlwaDE2ODAJZ2x5cGgxNjgxCWdseXBoMTY4MglnbHlwaDE2ODMJZ2x5cGgxNjg0CWdseXBoMTY4NQlnbHlwaDE2ODYJZ2x5cGgxNjg3CWdseXBoMTY4OAlnbHlwaDE2ODkJZ2x5cGgxNjkwCWdseXBoMTY5MQlnbHlwaDE2OTIJZ2x5cGgxNjkzCWdseXBoMTY5NAlnbHlwaDE2OTUJZ2x5cGgxNjk2CWdseXBoMTY5NwlnbHlwaDE2OTgJZ2x5cGgxNjk5CWdseXBoMTcwMAlnbHlwaDE3MDEJZ2x5cGgxNzAyCWdseXBoMTcwMwlnbHlwaDE3MDQJZ2x5cGgxNzA1CWdseXBoMTcwNglnbHlwaDE3MDcJZ2x5cGgxNzA4CWdseXBoMTcwOQlnbHlwaDE3MTAJZ2x5cGgxNzExCWdseXBoMTcxMglnbHlwaDE3MTMJZ2x5cGgxNzE0CWdseXBoMTcxNQlnbHlwaDE3MTYJZ2x5cGgxNzE3CWdseXBoMTcxOAlnbHlwaDE3MTkJZ2x5cGgxNzIwCWdseXBoMTcyMQlnbHlwaDE3MjIJZ2x5cGgxNzIzCWdseXBoMTcyNAlnbHlwaDE3MjUJZ2x5cGgxNzI2CWdseXBoMTcyNwlnbHlwaDE3MjgJZ2x5cGgxNzI5CWdseXBoMTczMAlnbHlwaDE3MzEJZ2x5cGgxNzMyCWdseXBoMTczMwlnbHlwaDE3MzQJZ2x5cGgxNzM1CWdseXBoMTczNglnbHlwaDE3MzcJZ2x5cGgxNzM4CWdseXBoMTczOQlnbHlwaDE3NDAJZ2x5cGgxNzQxCWdseXBoMTc0MglnbHlwaDE3NDMJZ2x5cGgxNzQ0CWdseXBoMTc0NQlnbHlwaDE3NDYJZ2x5cGgxNzQ3CWdseXBoMTc0OAlnbHlwaDE3NDkJZ2x5cGgxNzUwCWdseXBoMTc1MQlnbHlwaDE3NTIJZ2x5cGgxNzUzCWdseXBoMTc1NAlnbHlwaDE3NTUJZ2x5cGgxNzU2CWdseXBoMTc1NwlnbHlwaDE3NTgJZ2x5cGgxNzU5CWdseXBoMTc2MAlnbHlwaDE3NjEJZ2x5cGgxNzYyCWdseXBoMTc2MwlnbHlwaDE3NjQJZ2x5cGgxNzY1CWdseXBoMTc2NglnbHlwaDE3NjcJZ2x5cGgxNzY4CWdseXBoMTc2OQlnbHlwaDE3NzAJZ2x5cGgxNzcxCWdseXBoMTc3MglnbHlwaDE3NzMJZ2x5cGgxNzc0CWdseXBoMTc3NQlnbHlwaDE3NzYJZ2x5cGgxNzc3CWdseXBoMTc3OAlnbHlwaDE3NzkJZ2x5cGgxNzgwCWdseXBoMTc4MQlnbHlwaDE3ODIJZ2x5cGgxNzgzCWdseXBoMTc4NAlnbHlwaDE3ODUJZ2x5cGgxNzg2CWdseXBoMTc4NwlnbHlwaDE3ODgJZ2x5cGgxNzg5CWdseXBoMTc5MAlnbHlwaDE3OTEJZ2x5cGgxNzkyCWdseXBoMTc5MwlnbHlwaDE3OTQJZ2x5cGgxNzk1CWdseXBoMTc5NglnbHlwaDE3OTcJZ2x5cGgxNzk4CWdseXBoMTc5OQlnbHlwaDE4MDAJZ2x5cGgxODAxCWdseXBoMTgwMglnbHlwaDE4MDMJZ2x5cGgxODA0CWdseXBoMTgwNQlnbHlwaDE4MDYJZ2x5cGgxODA3CWdseXBoMTgwOAlnbHlwaDE4MDkJZ2x5cGgxODEwCWdseXBoMTgxMQlnbHlwaDE4MTIJZ2x5cGgxODEzCWdseXBoMTgxNAlnbHlwaDE4MTUJZ2x5cGgxODE2CWdseXBoMTgxNwlnbHlwaDE4MTgJZ2x5cGgxODE5CWdseXBoMTgyMAlnbHlwaDE4MjEJZ2x5cGgxODIyCWdseXBoMTgyMwlnbHlwaDE4MjQJZ2x5cGgxODI1CWdseXBoMTgyNglnbHlwaDE4MjcJZ2x5cGgxODI4CWdseXBoMTgyOQlnbHlwaDE4MzAJZ2x5cGgxODMxCWdseXBoMTgzMglnbHlwaDE4MzMJZ2x5cGgxODM0CWdseXBoMTgzNQlnbHlwaDE4MzYJZ2x5cGgxODM3CWdseXBoMTgzOAlnbHlwaDE4MzkJZ2x5cGgxODQwCWdseXBoMTg0MQlnbHlwaDE4NDIJZ2x5cGgxODQzCWdseXBoMTg0NAlnbHlwaDE4NDUJZ2x5cGgxODQ2CWdseXBoMTg0NwlnbHlwaDE4NDgJZ2x5cGgxODQ5CWdseXBoMTg1MAlnbHlwaDE4NTEJZ2x5cGgxODUyCWdseXBoMTg1MwlnbHlwaDE4NTQJZ2x5cGgxODU1CWdseXBoMTg1NglnbHlwaDE4NTcJZ2x5cGgxODU4CWdseXBoMTg1OQlnbHlwaDE4NjAJZ2x5cGgxODYxCWdseXBoMTg2MglnbHlwaDE4NjMJZ2x5cGgxODY0CWdseXBoMTg2NQlnbHlwaDE4NjYJZ2x5cGgxODY3CWdseXBoMTg2OAlnbHlwaDE4NjkJZ2x5cGgxODcwCWdseXBoMTg3MQlnbHlwaDE4NzIJZ2x5cGgxODczCWdseXBoMTg3NAlnbHlwaDE4NzUJZ2x5cGgxODc2CWdseXBoMTg3NwlnbHlwaDE4NzgJZ2x5cGgxODc5CWdseXBoMTg4MAlnbHlwaDE4ODEJZ2x5cGgxODgyCWdseXBoMTg4MwlnbHlwaDE4ODQJZ2x5cGgxODg1CWdseXBoMTg4NglnbHlwaDE4ODcJZ2x5cGgxODg4CWdseXBoMTg4OQlnbHlwaDE4OTAJZ2x5cGgxODkxCWdseXBoMTg5MglnbHlwaDE4OTMJZ2x5cGgxODk0CWdseXBoMTg5NQlnbHlwaDE4OTYJZ2x5cGgxODk3CWdseXBoMTg5OAlnbHlwaDE4OTkJZ2x5cGgxOTAwCWdseXBoMTkwMQlnbHlwaDE5MDIJZ2x5cGgxOTAzCWdseXBoMTkwNAlnbHlwaDE5MDUJZ2x5cGgxOTA2CWdseXBoMTkwNwlnbHlwaDE5MDgJZ2x5cGgxOTA5CWdseXBoMTkxMAlnbHlwaDE5MTEJZ2x5cGgxOTEyCWdseXBoMTkxMwlnbHlwaDE5MTQJZ2x5cGgxOTE1CWdseXBoMTkxNglnbHlwaDE5MTcJZ2x5cGgxOTE4CWdseXBoMTkxOQlnbHlwaDE5MjAJZ2x5cGgxOTIxCWdseXBoMTkyMglnbHlwaDE5MjMJZ2x5cGgxOTI0CWdseXBoMTkyNQlnbHlwaDE5MjYJZ2x5cGgxOTI3CWdseXBoMTkyOAlnbHlwaDE5MjkJZ2x5cGgxOTMwCWdseXBoMTkzMQlnbHlwaDE5MzIJZ2x5cGgxOTMzCWdseXBoMTkzNAlnbHlwaDE5MzUJZ2x5cGgxOTM2CWdseXBoMTkzNwlnbHlwaDE5MzgJZ2x5cGgxOTM5CWdseXBoMTk0MAlnbHlwaDE5NDEJZ2x5cGgxOTQyCWdseXBoMTk0MwlnbHlwaDE5NDQJZ2x5cGgxOTQ1CWdseXBoMTk0NglnbHlwaDE5NDcJZ2x5cGgxOTQ4CWdseXBoMTk0OQlnbHlwaDE5NTAJZ2x5cGgxOTUxCWdseXBoMTk1MglnbHlwaDE5NTMJZ2x5cGgxOTU0CWdseXBoMTk1NQlnbHlwaDE5NTYJZ2x5cGgxOTU3CWdseXBoMTk1OAlnbHlwaDE5NTkJZ2x5cGgxOTYwCWdseXBoMTk2MQlnbHlwaDE5NjIJZ2x5cGgxOTYzCWdseXBoMTk2NAlnbHlwaDE5NjUJZ2x5cGgxOTY2CWdseXBoMTk2NwlnbHlwaDE5NjgJZ2x5cGgxOTY5CWdseXBoMTk3MAlnbHlwaDE5NzEJZ2x5cGgxOTcyCWdseXBoMTk3MwlnbHlwaDE5NzQJZ2x5cGgxOTc1CWdseXBoMTk3NglnbHlwaDE5NzcJZ2x5cGgxOTc4CWdseXBoMTk3OQlnbHlwaDE5ODAJZ2x5cGgxOTgxCWdseXBoMTk4MglnbHlwaDE5ODMJZ2x5cGgxOTg0CWdseXBoMTk4NQlnbHlwaDE5ODYJZ2x5cGgxOTg3CWdseXBoMTk4OAlnbHlwaDE5ODkJZ2x5cGgxOTkwCWdseXBoMTk5MQlnbHlwaDE5OTIJZ2x5cGgxOTkzCWdseXBoMTk5NAlnbHlwaDE5OTUJZ2x5cGgxOTk2CWdseXBoMTk5NwlnbHlwaDE5OTgJZ2x5cGgxOTk5CWdseXBoMjAwMAlnbHlwaDIwMDEJZ2x5cGgyMDAyCWdseXBoMjAwMwlnbHlwaDIwMDQJZ2x5cGgyMDA1CWdseXBoMjAwNglnbHlwaDIwMDcJZ2x5cGgyMDA4CWdseXBoMjAwOQlnbHlwaDIwMTAJZ2x5cGgyMDExCWdseXBoMjAxMglnbHlwaDIwMTMJZ2x5cGgyMDE0CWdseXBoMjAxNQlnbHlwaDIwMTYJZ2x5cGgyMDE3CWdseXBoMjAxOAlnbHlwaDIwMTkJZ2x5cGgyMDIwCWdseXBoMjAyMQlnbHlwaDIwMjIJZ2x5cGgyMDIzCWdseXBoMjAyNAlnbHlwaDIwMjUJZ2x5cGgyMDI2CWdseXBoMjAyNwlnbHlwaDIwMjgJZ2x5cGgyMDI5CWdseXBoMjAzMAlnbHlwaDIwMzEJZ2x5cGgyMDMyCWdseXBoMjAzMwlnbHlwaDIwMzQJZ2x5cGgyMDM1CWdseXBoMjAzNglnbHlwaDIwMzcJZ2x5cGgyMDM4CWdseXBoMjAzOQlnbHlwaDIwNDAJZ2x5cGgyMDQxCWdseXBoMjA0MglnbHlwaDIwNDMJZ2x5cGgyMDQ0CWdseXBoMjA0NQlnbHlwaDIwNDYJZ2x5cGgyMDQ3CWdseXBoMjA0OAlnbHlwaDIwNDkJZ2x5cGgyMDUwCWdseXBoMjA1MQlnbHlwaDIwNTIJZ2x5cGgyMDUzCWdseXBoMjA1NAlnbHlwaDIwNTUJZ2x5cGgyMDU2CWdseXBoMjA1NwlnbHlwaDIwNTgJZ2x5cGgyMDU5CWdseXBoMjA2MAlnbHlwaDIwNjEJZ2x5cGgyMDYyCWdseXBoMjA2MwlnbHlwaDIwNjQJZ2x5cGgyMDY1CWdseXBoMjA2NglnbHlwaDIwNjcJZ2x5cGgyMDY4CWdseXBoMjA2OQlnbHlwaDIwNzAJZ2x5cGgyMDcxCWdseXBoMjA3MglnbHlwaDIwNzMJZ2x5cGgyMDc0CWdseXBoMjA3NQlnbHlwaDIwNzYJZ2x5cGgyMDc3CWdseXBoMjA3OAlnbHlwaDIwNzkJZ2x5cGgyMDgwCWdseXBoMjA4MQlnbHlwaDIwODIJZ2x5cGgyMDgzCWdseXBoMjA4NAlnbHlwaDIwODUJZ2x5cGgyMDg2CWdseXBoMjA4NwlnbHlwaDIwODgJZ2x5cGgyMDg5CWdseXBoMjA5MAlnbHlwaDIwOTEJZ2x5cGgyMDkyCWdseXBoMjA5MwlnbHlwaDIwOTQJZ2x5cGgyMDk1CWdseXBoMjA5NglnbHlwaDIwOTcJZ2x5cGgyMDk4CWdseXBoMjA5OQlnbHlwaDIxMDAJZ2x5cGgyMTAxCWdseXBoMjEwMglnbHlwaDIxMDMJZ2x5cGgyMTA0CWdseXBoMjEwNQlnbHlwaDIxMDYJZ2x5cGgyMTA3CWdseXBoMjEwOAlnbHlwaDIxMDkJZ2x5cGgyMTEwCWdseXBoMjExMQlnbHlwaDIxMTIJZ2x5cGgyMTEzCWdseXBoMjExNAlnbHlwaDIxMTUJZ2x5cGgyMTE2CWdseXBoMjExNwlnbHlwaDIxMTgJZ2x5cGgyMTE5CWdseXBoMjEyMAlnbHlwaDIxMjEJZ2x5cGgyMTIyCWdseXBoMjEyMwlnbHlwaDIxMjQJZ2x5cGgyMTI1CWdseXBoMjEyNglnbHlwaDIxMjcJZ2x5cGgyMTI4CWdseXBoMjEyOQlnbHlwaDIxMzAJZ2x5cGgyMTMxCWdseXBoMjEzMglnbHlwaDIxMzMJZ2x5cGgyMTM0CWdseXBoMjEzNQlnbHlwaDIxMzYJZ2x5cGgyMTM3CWdseXBoMjEzOAlnbHlwaDIxMzkJZ2x5cGgyMTQwCWdseXBoMjE0MQlnbHlwaDIxNDIJZ2x5cGgyMTQzCWdseXBoMjE0NAlnbHlwaDIxNDUJZ2x5cGgyMTQ2CWdseXBoMjE0NwlnbHlwaDIxNDgJZ2x5cGgyMTQ5CWdseXBoMjE1MAlnbHlwaDIxNTEJZ2x5cGgyMTUyCWdseXBoMjE1MwlnbHlwaDIxNTQJZ2x5cGgyMTU1CWdseXBoMjE1NglnbHlwaDIxNTcJZ2x5cGgyMTU4CWdseXBoMjE1OQlnbHlwaDIxNjAJZ2x5cGgyMTYxCWdseXBoMjE2MglnbHlwaDIxNjMJZ2x5cGgyMTY0CWdseXBoMjE2NQlnbHlwaDIxNjYJZ2x5cGgyMTY3CWdseXBoMjE2OAlnbHlwaDIxNjkJZ2x5cGgyMTcwCWdseXBoMjE3MQlnbHlwaDIxNzIJZ2x5cGgyMTczCWdseXBoMjE3NAlnbHlwaDIxNzUJZ2x5cGgyMTc2CWdseXBoMjE3NwlnbHlwaDIxNzgJZ2x5cGgyMTc5CWdseXBoMjE4MAlnbHlwaDIxODEJZ2x5cGgyMTgyCWdseXBoMjE4MwlnbHlwaDIxODQJZ2x5cGgyMTg1CWdseXBoMjE4NglnbHlwaDIxODcJZ2x5cGgyMTg4CWdseXBoMjE4OQlnbHlwaDIxOTAJZ2x5cGgyMTkxCWdseXBoMjE5MglnbHlwaDIxOTMJZ2x5cGgyMTk0CWdseXBoMjE5NQlnbHlwaDIxOTYJZ2x5cGgyMTk3CWdseXBoMjE5OAlnbHlwaDIxOTkJZ2x5cGgyMjAwCWdseXBoMjIwMQlnbHlwaDIyMDIJZ2x5cGgyMjAzCWdseXBoMjIwNAlnbHlwaDIyMDUJZ2x5cGgyMjA2CWdseXBoMjIwNwlnbHlwaDIyMDgJZ2x5cGgyMjA5CWdseXBoMjIxMAlnbHlwaDIyMTEJZ2x5cGgyMjEyCWdseXBoMjIxMwlnbHlwaDIyMTQJZ2x5cGgyMjE1CWdseXBoMjIxNglnbHlwaDIyMTcJZ2x5cGgyMjE4CWdseXBoMjIxOQlnbHlwaDIyMjAJZ2x5cGgyMjIxCWdseXBoMjIyMglnbHlwaDIyMjMJZ2x5cGgyMjI0CWdseXBoMjIyNQlnbHlwaDIyMjYJZ2x5cGgyMjI3CWdseXBoMjIyOAlnbHlwaDIyMjkJZ2x5cGgyMjMwCWdseXBoMjIzMQlnbHlwaDIyMzIJZ2x5cGgyMjMzCWdseXBoMjIzNAlnbHlwaDIyMzUJZ2x5cGgyMjM2CWdseXBoMjIzNwlnbHlwaDIyMzgJZ2x5cGgyMjM5CWdseXBoMjI0MAlnbHlwaDIyNDEJZ2x5cGgyMjQyCWdseXBoMjI0MwlnbHlwaDIyNDQJZ2x5cGgyMjQ1CWdseXBoMjI0NglnbHlwaDIyNDcJZ2x5cGgyMjQ4CWdseXBoMjI0OQlnbHlwaDIyNTAJZ2x5cGgyMjUxCWdseXBoMjI1MglnbHlwaDIyNTMJZ2x5cGgyMjU0CWdseXBoMjI1NQlnbHlwaDIyNTYJZ2x5cGgyMjU3CWdseXBoMjI1OAlnbHlwaDIyNTkJZ2x5cGgyMjYwCWdseXBoMjI2MQlnbHlwaDIyNjIJZ2x5cGgyMjYzCWdseXBoMjI2NAlnbHlwaDIyNjUJZ2x5cGgyMjY2CWdseXBoMjI2NwlnbHlwaDIyNjgJZ2x5cGgyMjY5CWdseXBoMjI3MAlnbHlwaDIyNzEJZ2x5cGgyMjcyCWdseXBoMjI3MwlnbHlwaDIyNzQJZ2x5cGgyMjc1CWdseXBoMjI3NglnbHlwaDIyNzcJZ2x5cGgyMjc4CWdseXBoMjI3OQlnbHlwaDIyODAJZ2x5cGgyMjgxCWdseXBoMjI4MglnbHlwaDIyODMJZ2x5cGgyMjg0CWdseXBoMjI4NQlnbHlwaDIyODYJZ2x5cGgyMjg3CWdseXBoMjI4OAlnbHlwaDIyODkJZ2x5cGgyMjkwCWdseXBoMjI5MQlnbHlwaDIyOTIJZ2x5cGgyMjkzCWdseXBoMjI5NAlnbHlwaDIyOTUJZ2x5cGgyMjk2CWdseXBoMjI5NwlnbHlwaDIyOTgJZ2x5cGgyMjk5CWdseXBoMjMwMAlnbHlwaDIzMDEJZ2x5cGgyMzAyCWdseXBoMjMwMwlnbHlwaDIzMDQJZ2x5cGgyMzA1CWdseXBoMjMwNglnbHlwaDIzMDcJZ2x5cGgyMzA4CWdseXBoMjMwOQlnbHlwaDIzMTAJZ2x5cGgyMzExCWdseXBoMjMxMglnbHlwaDIzMTMJZ2x5cGgyMzE0CWdseXBoMjMxNQlnbHlwaDIzMTYJZ2x5cGgyMzE3CWdseXBoMjMxOAlnbHlwaDIzMTkJZ2x5cGgyMzIwCWdseXBoMjMyMQlnbHlwaDIzMjIJZ2x5cGgyMzIzCWdseXBoMjMyNAlnbHlwaDIzMjUJZ2x5cGgyMzI2CWdseXBoMjMyNwlnbHlwaDIzMjgJZ2x5cGgyMzI5CWdseXBoMjMzMAlnbHlwaDIzMzEJZ2x5cGgyMzMyCWdseXBoMjMzMwlnbHlwaDIzMzQJZ2x5cGgyMzM1CWdseXBoMjMzNglnbHlwaDIzMzcJZ2x5cGgyMzM4CWdseXBoMjMzOQlnbHlwaDIzNDAJZ2x5cGgyMzQxCWdseXBoMjM0MglnbHlwaDIzNDMJZ2x5cGgyMzQ0CWdseXBoMjM0NQlnbHlwaDIzNDYJZ2x5cGgyMzQ3CWdseXBoMjM0OAlnbHlwaDIzNDkJZ2x5cGgyMzUwCWdseXBoMjM1MQlnbHlwaDIzNTIJZ2x5cGgyMzUzCWdseXBoMjM1NAlnbHlwaDIzNTUJZ2x5cGgyMzU2CWdseXBoMjM1NwlnbHlwaDIzNTgJZ2x5cGgyMzU5CWdseXBoMjM2MAlnbHlwaDIzNjEJZ2x5cGgyMzYyCWdseXBoMjM2MwlnbHlwaDIzNjQJZ2x5cGgyMzY1CWdseXBoMjM2NglnbHlwaDIzNjcJZ2x5cGgyMzY4CWdseXBoMjM2OQlnbHlwaDIzNzAJZ2x5cGgyMzcxCWdseXBoMjM3MglnbHlwaDIzNzMJZ2x5cGgyMzc0CWdseXBoMjM3NQlnbHlwaDIzNzYJZ2x5cGgyMzc3CWdseXBoMjM3OAlnbHlwaDIzNzkJZ2x5cGgyMzgwCWdseXBoMjM4MQlnbHlwaDIzODIJZ2x5cGgyMzgzCWdseXBoMjM4NAlnbHlwaDIzODUJZ2x5cGgyMzg2CWdseXBoMjM4NwlnbHlwaDIzODgJZ2x5cGgyMzg5CWdseXBoMjM5MAlnbHlwaDIzOTEJZ2x5cGgyMzkyCWdseXBoMjM5MwlnbHlwaDIzOTQJZ2x5cGgyMzk1CWdseXBoMjM5NglnbHlwaDIzOTcJZ2x5cGgyMzk4CWdseXBoMjM5OQlnbHlwaDI0MDAJZ2x5cGgyNDAxCWdseXBoMjQwMglnbHlwaDI0MDMJZ2x5cGgyNDA0CWdseXBoMjQwNQlnbHlwaDI0MDYJZ2x5cGgyNDA3CWdseXBoMjQwOAlnbHlwaDI0MDkJZ2x5cGgyNDEwCWdseXBoMjQxMQlnbHlwaDI0MTIJZ2x5cGgyNDEzCWdseXBoMjQxNAlnbHlwaDI0MTUJZ2x5cGgyNDE2CWdseXBoMjQxNwlnbHlwaDI0MTgJZ2x5cGgyNDE5CWdseXBoMjQyMAlnbHlwaDI0MjEJZ2x5cGgyNDIyCWdseXBoMjQyMwlnbHlwaDI0MjQJZ2x5cGgyNDI1CWdseXBoMjQyNglnbHlwaDI0MjcJZ2x5cGgyNDI4CWdseXBoMjQyOQlnbHlwaDI0MzAJZ2x5cGgyNDMxCWdseXBoMjQzMglnbHlwaDI0MzMJZ2x5cGgyNDM0CWdseXBoMjQzNQlnbHlwaDI0MzYJZ2x5cGgyNDM3CWdseXBoMjQzOAlnbHlwaDI0MzkJZ2x5cGgyNDQwCWdseXBoMjQ0MQlnbHlwaDI0NDIJZ2x5cGgyNDQzCWdseXBoMjQ0NAlnbHlwaDI0NDUJZ2x5cGgyNDQ2CWdseXBoMjQ0NwlnbHlwaDI0NDgJZ2x5cGgyNDQ5CWdseXBoMjQ1MAlnbHlwaDI0NTEJZ2x5cGgyNDUyCWdseXBoMjQ1MwlnbHlwaDI0NTQJZ2x5cGgyNDU1CWdseXBoMjQ1NglnbHlwaDI0NTcJZ2x5cGgyNDU4CWdseXBoMjQ1OQlnbHlwaDI0NjAJZ2x5cGgyNDYxCWdseXBoMjQ2MglnbHlwaDI0NjMJZ2x5cGgyNDY0CWdseXBoMjQ2NQlnbHlwaDI0NjYJZ2x5cGgyNDY3CWdseXBoMjQ2OAlnbHlwaDI0NjkJZ2x5cGgyNDcwCWdseXBoMjQ3MQlnbHlwaDI0NzIJZ2x5cGgyNDczCWdseXBoMjQ3NAlnbHlwaDI0NzUJZ2x5cGgyNDc2CWdseXBoMjQ3NwlnbHlwaDI0NzgJZ2x5cGgyNDc5CWdseXBoMjQ4MAlnbHlwaDI0ODEJZ2x5cGgyNDgyCWdseXBoMjQ4MwlnbHlwaDI0ODQJZ2x5cGgyNDg1CWdseXBoMjQ4NglnbHlwaDI0ODcJZ2x5cGgyNDg4CWdseXBoMjQ4OQlnbHlwaDI0OTAJZ2x5cGgyNDkxCWdseXBoMjQ5MglnbHlwaDI0OTMJZ2x5cGgyNDk0CWdseXBoMjQ5NQlnbHlwaDI0OTYJZ2x5cGgyNDk3CWdseXBoMjQ5OAlnbHlwaDI0OTkJZ2x5cGgyNTAwCWdseXBoMjUwMQlnbHlwaDI1MDIJZ2x5cGgyNTAzCWdseXBoMjUwNAlnbHlwaDI1MDUJZ2x5cGgyNTA2CWdseXBoMjUwNwlnbHlwaDI1MDgJZ2x5cGgyNTA5CWdseXBoMjUxMAlnbHlwaDI1MTEJZ2x5cGgyNTEyCWdseXBoMjUxMwlnbHlwaDI1MTQJZ2x5cGgyNTE1CWdseXBoMjUxNglnbHlwaDI1MTcJZ2x5cGgyNTE4CWdseXBoMjUxOQlnbHlwaDI1MjAJZ2x5cGgyNTIxCWdseXBoMjUyMglnbHlwaDI1MjMJZ2x5cGgyNTI0CWdseXBoMjUyNQlnbHlwaDI1MjYJZ2x5cGgyNTI3CWdseXBoMjUyOAlnbHlwaDI1MjkJZ2x5cGgyNTMwCWdseXBoMjUzMQlnbHlwaDI1MzIJZ2x5cGgyNTMzCWdseXBoMjUzNAlnbHlwaDI1MzUJZ2x5cGgyNTM2CWdseXBoMjUzNwlnbHlwaDI1MzgJZ2x5cGgyNTM5CWdseXBoMjU0MAlnbHlwaDI1NDEJZ2x5cGgyNTQyCWdseXBoMjU0MwlnbHlwaDI1NDQJZ2x5cGgyNTQ1CWdseXBoMjU0NglnbHlwaDI1NDcJZ2x5cGgyNTQ4CWdseXBoMjU0OQlnbHlwaDI1NTAJZ2x5cGgyNTUxCWdseXBoMjU1MglnbHlwaDI1NTMJZ2x5cGgyNTU0CWdseXBoMjU1NQlnbHlwaDI1NTYJZ2x5cGgyNTU3CWdseXBoMjU1OAlnbHlwaDI1NTkJZ2x5cGgyNTYwCWdseXBoMjU2MQlnbHlwaDI1NjIJZ2x5cGgyNTYzCWdseXBoMjU2NAlnbHlwaDI1NjUJZ2x5cGgyNTY2CWdseXBoMjU2NwlnbHlwaDI1NjgJZ2x5cGgyNTY5CWdseXBoMjU3MAlnbHlwaDI1NzEJZ2x5cGgyNTcyCWdseXBoMjU3MwlnbHlwaDI1NzQJZ2x5cGgyNTc1CWdseXBoMjU3NglnbHlwaDI1NzcJZ2x5cGgyNTc4CWdseXBoMjU3OQlnbHlwaDI1ODAJZ2x5cGgyNTgxCWdseXBoMjU4MglnbHlwaDI1ODMJZ2x5cGgyNTg0CWdseXBoMjU4NQlnbHlwaDI1ODYJZ2x5cGgyNTg3CWdseXBoMjU4OAlnbHlwaDI1ODkJZ2x5cGgyNTkwCWdseXBoMjU5MQlnbHlwaDI1OTIJZ2x5cGgyNTkzCWdseXBoMjU5NAlnbHlwaDI1OTUJZ2x5cGgyNTk2CWdseXBoMjU5NwlnbHlwaDI1OTgJZ2x5cGgyNTk5CWdseXBoMjYwMAlnbHlwaDI2MDEJZ2x5cGgyNjAyCWdseXBoMjYwMwlnbHlwaDI2MDQJZ2x5cGgyNjA1CWdseXBoMjYwNglnbHlwaDI2MDcJZ2x5cGgyNjA4CWdseXBoMjYwOQlnbHlwaDI2MTAJZ2x5cGgyNjExCWdseXBoMjYxMglnbHlwaDI2MTMJZ2x5cGgyNjE0CWdseXBoMjYxNQlnbHlwaDI2MTYJZ2x5cGgyNjE3CWdseXBoMjYxOAlnbHlwaDI2MTkJZ2x5cGgyNjIwCWdseXBoMjYyMQlnbHlwaDI2MjIJZ2x5cGgyNjIzCWdseXBoMjYyNAlnbHlwaDI2MjUJZ2x5cGgyNjI2CWdseXBoMjYyNwlnbHlwaDI2MjgJZ2x5cGgyNjI5CWdseXBoMjYzMAlnbHlwaDI2MzEJZ2x5cGgyNjMyCWdseXBoMjYzMwlnbHlwaDI2MzQJZ2x5cGgyNjM1CWdseXBoMjYzNglnbHlwaDI2MzcJZ2x5cGgyNjM4CWdseXBoMjYzOQlnbHlwaDI2NDAJZ2x5cGgyNjQxCWdseXBoMjY0MglnbHlwaDI2NDMJZ2x5cGgyNjQ0CWdseXBoMjY0NQlnbHlwaDI2NDYJZ2x5cGgyNjQ3CWdseXBoMjY0OAlnbHlwaDI2NDkJZ2x5cGgyNjUwCWdseXBoMjY1MQlnbHlwaDI2NTIJZ2x5cGgyNjUzCWdseXBoMjY1NAlnbHlwaDI2NTUJZ2x5cGgyNjU2CWdseXBoMjY1NwlnbHlwaDI2NTgJZ2x5cGgyNjU5CWdseXBoMjY2MAlnbHlwaDI2NjEJZ2x5cGgyNjYyCWdseXBoMjY2MwlnbHlwaDI2NjQJZ2x5cGgyNjY1CWdseXBoMjY2NglnbHlwaDI2NjcJZ2x5cGgyNjY4CWdseXBoMjY2OQlnbHlwaDI2NzAJZ2x5cGgyNjcxCWdseXBoMjY3MglnbHlwaDI2NzMJZ2x5cGgyNjc0CWdseXBoMjY3NQlnbHlwaDI2NzYJZ2x5cGgyNjc3CWdseXBoMjY3OAlnbHlwaDI2NzkJZ2x5cGgyNjgwCWdseXBoMjY4MQlnbHlwaDI2ODIJZ2x5cGgyNjgzCWdseXBoMjY4NAlnbHlwaDI2ODUJZ2x5cGgyNjg2CWdseXBoMjY4NwlnbHlwaDI2ODgJZ2x5cGgyNjg5CWdseXBoMjY5MAlnbHlwaDI2OTEJZ2x5cGgyNjkyCWdseXBoMjY5MwlnbHlwaDI2OTQJZ2x5cGgyNjk1CWdseXBoMjY5NglnbHlwaDI2OTcJZ2x5cGgyNjk4CWdseXBoMjY5OQlnbHlwaDI3MDAJZ2x5cGgyNzAxCWdseXBoMjcwMglnbHlwaDI3MDMJZ2x5cGgyNzA0CWdseXBoMjcwNQlnbHlwaDI3MDYJZ2x5cGgyNzA3CWdseXBoMjcwOAlnbHlwaDI3MDkJZ2x5cGgyNzEwCWdseXBoMjcxMQlnbHlwaDI3MTIJZ2x5cGgyNzEzCWdseXBoMjcxNAlnbHlwaDI3MTUJZ2x5cGgyNzE2CWdseXBoMjcxNwlnbHlwaDI3MTgJZ2x5cGgyNzE5CWdseXBoMjcyMAlnbHlwaDI3MjEJZ2x5cGgyNzIyCWdseXBoMjcyMwlnbHlwaDI3MjQJZ2x5cGgyNzI1CWdseXBoMjcyNglnbHlwaDI3MjcJZ2x5cGgyNzI4CWdseXBoMjcyOQlnbHlwaDI3MzAJZ2x5cGgyNzMxCWdseXBoMjczMglnbHlwaDI3MzMJZ2x5cGgyNzM0CWdseXBoMjczNQlnbHlwaDI3MzYJZ2x5cGgyNzM3CWdseXBoMjczOAlnbHlwaDI3MzkJZ2x5cGgyNzQwCWdseXBoMjc0MQlnbHlwaDI3NDIJZ2x5cGgyNzQzCWdseXBoMjc0NAlnbHlwaDI3NDUJZ2x5cGgyNzQ2CWdseXBoMjc0NwlnbHlwaDI3NDgJZ2x5cGgyNzQ5CWdseXBoMjc1MAlnbHlwaDI3NTEJZ2x5cGgyNzUyCWdseXBoMjc1MwlnbHlwaDI3NTQJZ2x5cGgyNzU1CWdseXBoMjc1NglnbHlwaDI3NTcJZ2x5cGgyNzU4CWdseXBoMjc1OQlnbHlwaDI3NjAJZ2x5cGgyNzYxCWdseXBoMjc2MglnbHlwaDI3NjMJZ2x5cGgyNzY0CWdseXBoMjc2NQlnbHlwaDI3NjYJZ2x5cGgyNzY3CWdseXBoMjc2OAlnbHlwaDI3NjkJZ2x5cGgyNzcwCWdseXBoMjc3MQlnbHlwaDI3NzIJZ2x5cGgyNzczCWdseXBoMjc3NAlnbHlwaDI3NzUJZ2x5cGgyNzc2CWdseXBoMjc3NwlnbHlwaDI3NzgJZ2x5cGgyNzc5CWdseXBoMjc4MAlnbHlwaDI3ODEJZ2x5cGgyNzgyCWdseXBoMjc4MwlnbHlwaDI3ODQJZ2x5cGgyNzg1CWdseXBoMjc4NglnbHlwaDI3ODcJZ2x5cGgyNzg4CWdseXBoMjc4OQlnbHlwaDI3OTAJZ2x5cGgyNzkxCWdseXBoMjc5MglnbHlwaDI3OTMJZ2x5cGgyNzk0CWdseXBoMjc5NQlnbHlwaDI3OTYJZ2x5cGgyNzk3CWdseXBoMjc5OAlnbHlwaDI3OTkJZ2x5cGgyODAwCWdseXBoMjgwMQlnbHlwaDI4MDIJZ2x5cGgyODAzCWdseXBoMjgwNAlnbHlwaDI4MDUJZ2x5cGgyODA2CWdseXBoMjgwNwlnbHlwaDI4MDgJZ2x5cGgyODA5CWdseXBoMjgxMAlnbHlwaDI4MTEJZ2x5cGgyODEyCWdseXBoMjgxMwlnbHlwaDI4MTQJZ2x5cGgyODE1CWdseXBoMjgxNglnbHlwaDI4MTcJZ2x5cGgyODE4CWdseXBoMjgxOQlnbHlwaDI4MjAJZ2x5cGgyODIxCWdseXBoMjgyMglnbHlwaDI4MjMJZ2x5cGgyODI0CWdseXBoMjgyNglnbHlwaDI4MjcJZ2x5cGgyODI4CWdseXBoMjgyOQlnbHlwaDI4MzAJZ2x5cGgyODMxCWdseXBoMjgzMglnbHlwaDI4MzMJZ2x5cGgyODM0CWdseXBoMjgzNQlnbHlwaDI4MzYJZ2x5cGgyODM3CWdseXBoMjgzOAlnbHlwaDI4MzkJZ2x5cGgyODQwCWdseXBoMjg0MQlnbHlwaDI4NDIJZ2x5cGgyODQzCWdseXBoMjg0NAlnbHlwaDI4NDUJZ2x5cGgyODQ2CWdseXBoMjg0NwlnbHlwaDI4NDgJZ2x5cGgyODQ5CWdseXBoMjg1MAlnbHlwaDI4NTEJZ2x5cGgyODUyCWdseXBoMjg1MwlnbHlwaDI4NTQJZ2x5cGgyODU1CWdseXBoMjg1NglnbHlwaDI4NTcJZ2x5cGgyODU4CWdseXBoMjg1OQlnbHlwaDI4NjAJZ2x5cGgyODYxCWdseXBoMjg2MglnbHlwaDI4NjMJZ2x5cGgyODY0CWdseXBoMjg2NQlnbHlwaDI4NjYJZ2x5cGgyODY3CWdseXBoMjg2OAlnbHlwaDI4NjkJZ2x5cGgyODcwCWdseXBoMjg3MQlnbHlwaDI4NzIJZ2x5cGgyODczCWdseXBoMjg3NAlnbHlwaDI4NzUJZ2x5cGgyODc2CWdseXBoMjg3NwlnbHlwaDI4NzgJZ2x5cGgyODc5CWdseXBoMjg4MAlnbHlwaDI4ODEJZ2x5cGgyODgyCWdseXBoMjg4MwlnbHlwaDI4ODQJZ2x5cGgyODg1CWdseXBoMjg4NglnbHlwaDI4ODcJZ2x5cGgyODg4CWdseXBoMjg4OQlnbHlwaDI4OTAJZ2x5cGgyODkxCWdseXBoMjg5MglnbHlwaDI4OTMJZ2x5cGgyODk0CWdseXBoMjg5NQlnbHlwaDI4OTYJZ2x5cGgyODk3CWdseXBoMjg5OAlnbHlwaDI4OTkJZ2x5cGgyOTAwCWdseXBoMjkwMQlnbHlwaDI5MDIJZ2x5cGgyOTAzCWdseXBoMjkwNAlnbHlwaDI5MDUJZ2x5cGgyOTA2CWdseXBoMjkwNwlnbHlwaDI5MDgJZ2x5cGgyOTA5CWdseXBoMjkxMAlnbHlwaDI5MTEJZ2x5cGgyOTEyCWdseXBoMjkxMwlnbHlwaDI5MTQJZ2x5cGgyOTE1CWdseXBoMjkxNglnbHlwaDI5MTcJZ2x5cGgyOTE4CWdseXBoMjkxOQlnbHlwaDI5MjAJZ2x5cGgyOTIxCWdseXBoMjkyMglnbHlwaDI5MjMJZ2x5cGgyOTI0CWdseXBoMjkyNQlnbHlwaDI5MjYJZ2x5cGgyOTI3CWdseXBoMjkyOAlnbHlwaDI5MjkJZ2x5cGgyOTMwCWdseXBoMjkzMQlnbHlwaDI5MzIJZ2x5cGgyOTMzCWdseXBoMjkzNAlnbHlwaDI5MzUJZ2x5cGgyOTM2CWdseXBoMjkzNwlnbHlwaDI5MzgJZ2x5cGgyOTM5CWdseXBoMjk0MAlnbHlwaDI5NDEJZ2x5cGgyOTQyCWdseXBoMjk0MwlnbHlwaDI5NDQJZ2x5cGgyOTQ1CWdseXBoMjk0NglnbHlwaDI5NDcJZ2x5cGgyOTQ4CWdseXBoMjk0OQlnbHlwaDI5NTAJZ2x5cGgyOTUxCWdseXBoMjk1MglnbHlwaDI5NTMJZ2x5cGgyOTU0CWdseXBoMjk1NQlnbHlwaDI5NTYJZ2x5cGgyOTU3CWdseXBoMjk1OAlnbHlwaDI5NTkJZ2x5cGgyOTYwCWdseXBoMjk2MQlnbHlwaDI5NjIJZ2x5cGgyOTYzCWdseXBoMjk2NAlnbHlwaDI5NjUJZ2x5cGgyOTY2CWdseXBoMjk2NwlnbHlwaDI5NjgJZ2x5cGgyOTY5CWdseXBoMjk3MAlnbHlwaDI5NzEJZ2x5cGgyOTcyCWdseXBoMjk3MwlnbHlwaDI5NzQJZ2x5cGgyOTc1CWdseXBoMjk3NglnbHlwaDI5NzcJZ2x5cGgyOTc4CWdseXBoMjk3OQlnbHlwaDI5ODAJZ2x5cGgyOTgxCWdseXBoMjk4MglnbHlwaDI5ODMJZ2x5cGgyOTg0CWdseXBoMjk4NQlnbHlwaDI5ODYJZ2x5cGgyOTg3CWdseXBoMjk4OAlnbHlwaDI5ODkJZ2x5cGgyOTkwCWdseXBoMjk5MQlnbHlwaDI5OTIJZ2x5cGgyOTkzCWdseXBoMjk5NAlnbHlwaDI5OTUJZ2x5cGgyOTk2CWdseXBoMjk5NwlnbHlwaDI5OTgJZ2x5cGgyOTk5CWdseXBoMzAwMAlnbHlwaDMwMDEJZ2x5cGgzMDAyCWdseXBoMzAwMwlnbHlwaDMwMDQJZ2x5cGgzMDA1CWdseXBoMzAwNglnbHlwaDMwMDcJZ2x5cGgzMDA4CWdseXBoMzAwOQlnbHlwaDMwMTAJZ2x5cGgzMDExCWdseXBoMzAxMglnbHlwaDMwMTMJZ2x5cGgzMDE0CWdseXBoMzAxNQlnbHlwaDMwMTYJZ2x5cGgzMDE3CWdseXBoMzAxOAlnbHlwaDMwMTkJZ2x5cGgzMDIwCWdseXBoMzAyMQlnbHlwaDMwMjIJZ2x5cGgzMDIzCWdseXBoMzAyNAlnbHlwaDMwMjUJZ2x5cGgzMDI2CWdseXBoMzAyNwlnbHlwaDMwMjgJZ2x5cGgzMDI5CWdseXBoMzAzMAlnbHlwaDMwMzIJZ2x5cGgzMDMzCWdseXBoMzAzNAlnbHlwaDMwMzUJZ2x5cGgzMDM2CWdseXBoMzAzNwlnbHlwaDMwMzgJZ2x5cGgzMDM5CWdseXBoMzA0MAlnbHlwaDMwNDEJZ2x5cGgzMDQyCWdseXBoMzA0MwlnbHlwaDMwNDQJZ2x5cGgzMDQ1CWdseXBoMzA0NglnbHlwaDMwNDcJZ2x5cGgzMDQ4CWdseXBoMzA0OQlnbHlwaDMwNTAJZ2x5cGgzMDUxCWdseXBoMzA1MglnbHlwaDMwNTMJZ2x5cGgzMDU0CWdseXBoMzA1NQlnbHlwaDMwNTYJZ2x5cGgzMDU3CWdseXBoMzA1OAlnbHlwaDMwNTkJZ2x5cGgzMDYwCWdseXBoMzA2MQlnbHlwaDMwNjIJZ2x5cGgzMDYzCWdseXBoMzA2NAlnbHlwaDMwNjUJZ2x5cGgzMDY2CWdseXBoMzA2NwlnbHlwaDMwNjgJZ2x5cGgzMDY5CWdseXBoMzA3MAlnbHlwaDMwNzEJZ2x5cGgzMDcyCWdseXBoMzA3MwlnbHlwaDMwNzQJZ2x5cGgzMDc1CWdseXBoMzA3NglnbHlwaDMwNzcJZ2x5cGgzMDc4CWdseXBoMzA3OQlnbHlwaDMwODAJZ2x5cGgzMDgxCWdseXBoMzA4MglnbHlwaDMwODMJZ2x5cGgzMDg0CWdseXBoMzA4NQlnbHlwaDMwODYJZ2x5cGgzMDg3CWdseXBoMzA4OAlnbHlwaDMwODkJZ2x5cGgzMDkwCWdseXBoMzA5MQlnbHlwaDMwOTIJZ2x5cGgzMDkzCWdseXBoMzA5NAlnbHlwaDMwOTUJZ2x5cGgzMDk2CWdseXBoMzA5NwlnbHlwaDMwOTgJZ2x5cGgzMDk5CWdseXBoMzEwMAlnbHlwaDMxMDEJZ2x5cGgzMTAyCWdseXBoMzEwMwlnbHlwaDMxMDQJZ2x5cGgzMTA1CWdseXBoMzEwNglnbHlwaDMxMDcJZ2x5cGgzMTA4CWdseXBoMzEwOQlnbHlwaDMxMTAJZ2x5cGgzMTExCWdseXBoMzExMglnbHlwaDMxMTMJZ2x5cGgzMTE0CWdseXBoMzExNQlnbHlwaDMxMTYJZ2x5cGgzMTE3CWdseXBoMzExOAlnbHlwaDMxMTkJZ2x5cGgzMTIwCWdseXBoMzEyMQlnbHlwaDMxMjIJZ2x5cGgzMTIzCWdseXBoMzEyNAlnbHlwaDMxMjUJZ2x5cGgzMTI2CWdseXBoMzEyNwlnbHlwaDMxMjgJZ2x5cGgzMTI5CWdseXBoMzEzMAlnbHlwaDMxMzEJZ2x5cGgzMTMyCWdseXBoMzEzMwlnbHlwaDMxMzQJZ2x5cGgzMTM1CWdseXBoMzEzNglnbHlwaDMxMzcJZ2x5cGgzMTM4CWdseXBoMzEzOQlnbHlwaDMxNDAJZ2x5cGgzMTQxCWdseXBoMzE0MglnbHlwaDMxNDMJZ2x5cGgzMTQ0CWdseXBoMzE0NQlnbHlwaDMxNDYJZ2x5cGgzMTQ3CWdseXBoMzE0OAlnbHlwaDMxNDkJZ2x5cGgzMTUwCWdseXBoMzE1MQlnbHlwaDMxNTIJZ2x5cGgzMTUzCWdseXBoMzE1NAlnbHlwaDMxNTUJZ2x5cGgzMTU2CWdseXBoMzE1NwlnbHlwaDMxNTgJZ2x5cGgzMTU5CWdseXBoMzE2MAlnbHlwaDMxNjEJZ2x5cGgzMTYyCWdseXBoMzE2MwlnbHlwaDMxNjQJZ2x5cGgzMTY1CWdseXBoMzE2NglnbHlwaDMxNjcJZ2x5cGgzMTY4CWdseXBoMzE2OQlnbHlwaDMxNzAJZ2x5cGgzMTcxCWdseXBoMzE3MglnbHlwaDMxNzMJZ2x5cGgzMTc0CWdseXBoMzE3NQlnbHlwaDMxNzYJZ2x5cGgzMTc3CWdseXBoMzE3OAlnbHlwaDMxNzkJZ2x5cGgzMTgwCWdseXBoMzE4MQlnbHlwaDMxODIJZ2x5cGgzMTgzCWdseXBoMzE4NAlnbHlwaDMxODUJZ2x5cGgzMTg2CWdseXBoMzE4NwlnbHlwaDMxODgJZ2x5cGgzMTg5CWdseXBoMzE5MAlnbHlwaDMxOTEJZ2x5cGgzMTkyCWdseXBoMzE5MwlnbHlwaDMxOTQJZ2x5cGgzMTk1CWdseXBoMzE5NglnbHlwaDMxOTcJZ2x5cGgzMTk4CWdseXBoMzE5OQlnbHlwaDMyMDAJZ2x5cGgzMjAxCWdseXBoMzIwMglnbHlwaDMyMDMJZ2x5cGgzMjA0CWdseXBoMzIwNQlnbHlwaDMyMDYJZ2x5cGgzMjA3CWdseXBoMzIwOAlnbHlwaDMyMDkJZ2x5cGgzMjEwCWdseXBoMzIxMQlnbHlwaDMyMTIJZ2x5cGgzMjEzCWdseXBoMzIxNAlnbHlwaDMyMTUJZ2x5cGgzMjE2CWdseXBoMzIxNwlnbHlwaDMyMTgJZ2x5cGgzMjE5CWdseXBoMzIyMAlnbHlwaDMyMjEJZ2x5cGgzMjIyCWdseXBoMzIyMwlnbHlwaDMyMjQJZ2x5cGgzMjI1CWdseXBoMzIyNglnbHlwaDMyMjcJZ2x5cGgzMjI4CWdseXBoMzIyOQlnbHlwaDMyMzAJZ2x5cGgzMjMxCWdseXBoMzIzMglnbHlwaDMyMzMJZ2x5cGgzMjM0CWdseXBoMzIzNQlnbHlwaDMyMzYJZ2x5cGgzMjM3CWdseXBoMzIzOAlnbHlwaDMyMzkJZ2x5cGgzMjQwCWdseXBoMzI0MQlnbHlwaDMyNDIJZ2x5cGgzMjQzCWdseXBoMzI0NAlnbHlwaDMyNDUJZ2x5cGgzMjQ2CWdseXBoMzI0NwlnbHlwaDMyNDgJZ2x5cGgzMjQ5CWdseXBoMzI1MAlnbHlwaDMyNTEJZ2x5cGgzMjUyCWdseXBoMzI1MwlnbHlwaDMyNTQJZ2x5cGgzMjU1CWdseXBoMzI1NglnbHlwaDMyNTcJZ2x5cGgzMjU4CWdseXBoMzI1OQlnbHlwaDMyNjAJZ2x5cGgzMjYxCWdseXBoMzI2MglnbHlwaDMyNjMJZ2x5cGgzMjY0CWdseXBoMzI2NQlnbHlwaDMyNjYJZ2x5cGgzMjY3CWdseXBoMzI2OAlnbHlwaDMyNjkJZ2x5cGgzMjcwCWdseXBoMzI3MQlnbHlwaDMyNzIJZ2x5cGgzMjczCWdseXBoMzI3NAlnbHlwaDMyNzUJZ2x5cGgzMjc2CWdseXBoMzI3NwlnbHlwaDMyNzgJZ2x5cGgzMjc5CWdseXBoMzI4MAlnbHlwaDMyODEJZ2x5cGgzMjgyCWdseXBoMzI4MwlnbHlwaDMyODQJZ2x5cGgzMjg1CWdseXBoMzI4NglnbHlwaDMyODcJZ2x5cGgzMjg4CWdseXBoMzI4OQlnbHlwaDMyOTAJZ2x5cGgzMjkxCWdseXBoMzI5MglnbHlwaDMyOTMJZ2x5cGgzMjk0CWdseXBoMzI5NQlnbHlwaDMyOTYJZ2x5cGgzMjk3CWdseXBoMzI5OAlnbHlwaDMyOTkJZ2x5cGgzMzAwCWdseXBoMzMwMQlnbHlwaDMzMDIJZ2x5cGgzMzAzCWdseXBoMzMwNAlnbHlwaDMzMDUJZ2x5cGgzMzA2CWdseXBoMzMwNwlnbHlwaDMzMDgJZ2x5cGgzMzA5CWdseXBoMzMxMAlnbHlwaDMzMTEJZ2x5cGgzMzEyCWdseXBoMzMxMwlnbHlwaDMzMTQJZ2x5cGgzMzE1CWdseXBoMzMxNglnbHlwaDMzMTcJZ2x5cGgzMzE4CWdseXBoMzMxOQlnbHlwaDMzMjAJZ2x5cGgzMzIxCWdseXBoMzMyMglnbHlwaDMzMjMJZ2x5cGgzMzI0CWdseXBoMzMyNQlnbHlwaDMzMjYJZ2x5cGgzMzI3CWdseXBoMzMyOAlnbHlwaDMzMjkJZ2x5cGgzMzMwCWdseXBoMzMzMQlnbHlwaDMzMzIJZ2x5cGgzMzMzCWdseXBoMzMzNAlnbHlwaDMzMzUJZ2x5cGgzMzM2CWdseXBoMzMzNwlnbHlwaDMzMzgJZ2x5cGgzMzM5CWdseXBoMzM0MAlnbHlwaDMzNDEJZ2x5cGgzMzQyCWdseXBoMzM0MwlnbHlwaDMzNDQJZ2x5cGgzMzQ1CWdseXBoMzM0NglnbHlwaDMzNDcJZ2x5cGgzMzQ4CWdseXBoMzM0OQlnbHlwaDMzNTAJZ2x5cGgzMzUxCWdseXBoMzM1MglnbHlwaDMzNTMJZ2x5cGgzMzU0CWdseXBoMzM1NQlnbHlwaDMzNTYJZ2x5cGgzMzU3CWdseXBoMzM1OAlnbHlwaDMzNTkJZ2x5cGgzMzYwCWdseXBoMzM2MQlnbHlwaDMzNjIJZ2x5cGgzMzYzCWdseXBoMzM2NAlnbHlwaDMzNjUJZ2x5cGgzMzY2CWdseXBoMzM2NwlnbHlwaDMzNjgJZ2x5cGgzMzY5CWdseXBoMzM3MAlnbHlwaDMzNzEJZ2x5cGgzMzcyCWdseXBoMzM3MwlnbHlwaDMzNzQJZ2x5cGgzMzc1CWdseXBoMzM3NglnbHlwaDMzNzcJZ2x5cGgzMzc4CWdseXBoMzM3OQlnbHlwaDMzODAJZ2x5cGgzMzgxCWdseXBoMzM4MglnbHlwaDMzODMJZ2x5cGgzMzg0CWdseXBoMzM4NQlnbHlwaDMzODYJZ2x5cGgzMzg3CWdseXBoMzM4OAlnbHlwaDMzODkJZ2x5cGgzMzkwCWdseXBoMzM5MQlnbHlwaDMzOTIJZ2x5cGgzMzkzCWdseXBoMzM5NAlnbHlwaDMzOTUJZ2x5cGgzMzk2CWdseXBoMzM5NwlnbHlwaDMzOTgJZ2x5cGgzMzk5CWdseXBoMzQwMAlnbHlwaDM0MDEJZ2x5cGgzNDAyCWdseXBoMzQwMwlnbHlwaDM0MDQJZ2x5cGgzNDA1CWdseXBoMzQwNglnbHlwaDM0MDcJZ2x5cGgzNDA4CWdseXBoMzQwOQlnbHlwaDM0MTAJZ2x5cGgzNDExCWdseXBoMzQxMglnbHlwaDM0MTMJZ2x5cGgzNDE0CWdseXBoMzQxNQlnbHlwaDM0MTYJZ2x5cGgzNDE3CWdseXBoMzQxOAlnbHlwaDM0MTkJZ2x5cGgzNDIwCWdseXBoMzQyMQlnbHlwaDM0MjIJZ2x5cGgzNDIzCWdseXBoMzQyNAlnbHlwaDM0MjUJZ2x5cGgzNDI2CWdseXBoMzQyNwlnbHlwaDM0MjgJZ2x5cGgzNDI5CWdseXBoMzQzMAlnbHlwaDM0MzEJZ2x5cGgzNDMyCWdseXBoMzQzMwlnbHlwaDM0MzQJZ2x5cGgzNDM1CWdseXBoMzQzNglnbHlwaDM0MzcJZ2x5cGgzNDM4CWdseXBoMzQzOQlnbHlwaDM0NDAJZ2x5cGgzNDQxCWdseXBoMzQ0MglnbHlwaDM0NDMJZ2x5cGgzNDQ0CWdseXBoMzQ0NQlnbHlwaDM0NDYJZ2x5cGgzNDQ3CWdseXBoMzQ0OAlnbHlwaDM0NDkJZ2x5cGgzNDUwCWdseXBoMzQ1MQlnbHlwaDM0NTIJZ2x5cGgzNDUzCWdseXBoMzQ1NAlnbHlwaDM0NTUJZ2x5cGgzNDU2CWdseXBoMzQ1NwlnbHlwaDM0NTgJZ2x5cGgzNDU5CWdseXBoMzQ2MAlnbHlwaDM0NjEJZ2x5cGgzNDYyCWdseXBoMzQ2MwlnbHlwaDM0NjQJZ2x5cGgzNDY1CWdseXBoMzQ2NglnbHlwaDM0NjcJZ2x5cGgzNDY4CWdseXBoMzQ2OQlnbHlwaDM0NzAJZ2x5cGgzNDcxCWdseXBoMzQ3MglnbHlwaDM0NzMJZ2x5cGgzNDc0CWdseXBoMzQ3NQlnbHlwaDM0NzYJZ2x5cGgzNDc3CWdseXBoMzQ3OAlnbHlwaDM0NzkJZ2x5cGgzNDgwCWdseXBoMzQ4MQlnbHlwaDM0ODIJZ2x5cGgzNDgzCWdseXBoMzQ4NAlnbHlwaDM0ODUJZ2x5cGgzNDg2CWdseXBoMzQ4NwlnbHlwaDM0ODgJZ2x5cGgzNDg5CWdseXBoMzQ5MAlnbHlwaDM0OTEJZ2x5cGgzNDkyCWdseXBoMzQ5MwlnbHlwaDM0OTQJZ2x5cGgzNDk1CWdseXBoMzQ5NglnbHlwaDM0OTcJZ2x5cGgzNDk4CWdseXBoMzQ5OQlnbHlwaDM1MDAJZ2x5cGgzNTAxCWdseXBoMzUwMglnbHlwaDM1MDMJZ2x5cGgzNTA0CWdseXBoMzUwNQlnbHlwaDM1MDYJZ2x5cGgzNTA3CWdseXBoMzUwOAlnbHlwaDM1MDkJZ2x5cGgzNTEwCWdseXBoMzUxMQlnbHlwaDM1MTIJZ2x5cGgzNTEzCWdseXBoMzUxNAlnbHlwaDM1MTUJZ2x5cGgzNTE2CWdseXBoMzUxNwlnbHlwaDM1MTgJZ2x5cGgzNTE5CWdseXBoMzUyMAlnbHlwaDM1MjEJZ2x5cGgzNTIyCWdseXBoMzUyMwlnbHlwaDM1MjQJZ2x5cGgzNTI1CWdseXBoMzUyNglnbHlwaDM1MjcJZ2x5cGgzNTI4CWdseXBoMzUyOQlnbHlwaDM1MzAJZ2x5cGgzNTMxCWdseXBoMzUzMglnbHlwaDM1MzMJZ2x5cGgzNTM0CWdseXBoMzUzNQlnbHlwaDM1MzYJZ2x5cGgzNTM3CWdseXBoMzUzOAlnbHlwaDM1MzkJZ2x5cGgzNTQwCWdseXBoMzU0MQlnbHlwaDM1NDIJZ2x5cGgzNTQzCWdseXBoMzU0NAlnbHlwaDM1NDUJZ2x5cGgzNTQ2CWdseXBoMzU0NwlnbHlwaDM1NDgJZ2x5cGgzNTQ5CWdseXBoMzU1MAlnbHlwaDM1NTEJZ2x5cGgzNTUyCWdseXBoMzU1MwlnbHlwaDM1NTQJZ2x5cGgzNTU1CWdseXBoMzU1NglnbHlwaDM1NTcJZ2x5cGgzNTU4CWdseXBoMzU1OQlnbHlwaDM1NjAJZ2x5cGgzNTYxCWdseXBoMzU2MglnbHlwaDM1NjMJZ2x5cGgzNTY0CWdseXBoMzU2NQlnbHlwaDM1NjYJZ2x5cGgzNTY3CWdseXBoMzU2OAlnbHlwaDM1NjkJZ2x5cGgzNTcwCWdseXBoMzU3MQlnbHlwaDM1NzIJZ2x5cGgzNTczCWdseXBoMzU3NAlnbHlwaDM1NzUJZ2x5cGgzNTc2CWdseXBoMzU3NwlnbHlwaDM1NzgJZ2x5cGgzNTc5CWdseXBoMzU4MAlnbHlwaDM1ODEJZ2x5cGgzNTgyCWdseXBoMzU4MwlnbHlwaDM1ODQJZ2x5cGgzNTg1CWdseXBoMzU4NglnbHlwaDM1ODcJZ2x5cGgzNTg4CWdseXBoMzU4OQlnbHlwaDM1OTAJZ2x5cGgzNTkxCWdseXBoMzU5MglnbHlwaDM1OTMJZ2x5cGgzNTk0CWdseXBoMzU5NQlnbHlwaDM1OTYJZ2x5cGgzNTk3CWdseXBoMzU5OAlnbHlwaDM1OTkJZ2x5cGgzNjAwCWdseXBoMzYwMQlnbHlwaDM2MDIJZ2x5cGgzNjAzCWdseXBoMzYwNAlnbHlwaDM2MDUJZ2x5cGgzNjA2CWdseXBoMzYwNwlnbHlwaDM2MDgJZ2x5cGgzNjA5CWdseXBoMzYxMAlnbHlwaDM2MTEJZ2x5cGgzNjEyCWdseXBoMzYxMwlnbHlwaDM2MTQJZ2x5cGgzNjE1CWdseXBoMzYxNglnbHlwaDM2MTcJZ2x5cGgzNjE4CWdseXBoMzYxOQlnbHlwaDM2MjAJZ2x5cGgzNjIxCWdseXBoMzYyMglnbHlwaDM2MjMJZ2x5cGgzNjI0CWdseXBoMzYyNQlnbHlwaDM2MjYJZ2x5cGgzNjI3CWdseXBoMzYyOAlnbHlwaDM2MjkJZ2x5cGgzNjMwCWdseXBoMzYzMQlnbHlwaDM2MzIJZ2x5cGgzNjMzCWdseXBoMzYzNAlnbHlwaDM2MzUJZ2x5cGgzNjM2CWdseXBoMzYzNwlnbHlwaDM2MzgJZ2x5cGgzNjM5CWdseXBoMzY0MAlnbHlwaDM2NDEJZ2x5cGgzNjQyCWdseXBoMzY0MwlnbHlwaDM2NDQJZ2x5cGgzNjQ1CWdseXBoMzY0NglnbHlwaDM2NDcJZ2x5cGgzNjQ4CWdseXBoMzY0OQlnbHlwaDM2NTAJZ2x5cGgzNjUxCWdseXBoMzY1MglnbHlwaDM2NTMJZ2x5cGgzNjU0CWdseXBoMzY1NQlnbHlwaDM2NTYJZ2x5cGgzNjU3CWdseXBoMzY1OAlnbHlwaDM2NTkJZ2x5cGgzNjYwCWdseXBoMzY2MQlnbHlwaDM2NjIJZ2x5cGgzNjYzCWdseXBoMzY2NAlnbHlwaDM2NjUJZ2x5cGgzNjY2CWdseXBoMzY2NwlnbHlwaDM2NjgJZ2x5cGgzNjY5CWdseXBoMzY3MAlnbHlwaDM2NzEJZ2x5cGgzNjcyCWdseXBoMzY3MwlnbHlwaDM2NzQJZ2x5cGgzNjc1CWdseXBoMzY3NglnbHlwaDM2NzcJZ2x5cGgzNjc4CWdseXBoMzY3OQlnbHlwaDM2ODAJZ2x5cGgzNjgxCWdseXBoMzY4MglnbHlwaDM2ODMJZ2x5cGgzNjg0CWdseXBoMzY4NQlnbHlwaDM2ODYJZ2x5cGgzNjg3CWdseXBoMzY4OAlnbHlwaDM2ODkJZ2x5cGgzNjkwCWdseXBoMzY5MQlnbHlwaDM2OTIJZ2x5cGgzNjkzCWdseXBoMzY5NAlnbHlwaDM2OTUJZ2x5cGgzNjk2CWdseXBoMzY5NwlnbHlwaDM2OTgJZ2x5cGgzNjk5CWdseXBoMzcwMAlnbHlwaDM3MDEJZ2x5cGgzNzAyCWdseXBoMzcwMwlnbHlwaDM3MDQJZ2x5cGgzNzA1CWdseXBoMzcwNglnbHlwaDM3MDcJZ2x5cGgzNzA4CWdseXBoMzcwOQlnbHlwaDM3MTAJZ2x5cGgzNzExCWdseXBoMzcxMglnbHlwaDM3MTMJZ2x5cGgzNzE0CWdseXBoMzcxNQlnbHlwaDM3MTYJZ2x5cGgzNzE3CWdseXBoMzcxOAlnbHlwaDM3MTkJZ2x5cGgzNzIwCWdseXBoMzcyMQlnbHlwaDM3MjIJZ2x5cGgzNzIzCWdseXBoMzcyNAlnbHlwaDM3MjUJZ2x5cGgzNzI2CWdseXBoMzcyNwlnbHlwaDM3MjgJZ2x5cGgzNzI5CWdseXBoMzczMAlnbHlwaDM3MzEJZ2x5cGgzNzMyCWdseXBoMzczMwlnbHlwaDM3MzQJZ2x5cGgzNzM1CWdseXBoMzczNglnbHlwaDM3MzcJZ2x5cGgzNzM4CWdseXBoMzczOQlnbHlwaDM3NDAJZ2x5cGgzNzQxCWdseXBoMzc0MglnbHlwaDM3NDMJZ2x5cGgzNzQ0CWdseXBoMzc0NQlnbHlwaDM3NDYJZ2x5cGgzNzQ3CWdseXBoMzc0OAlnbHlwaDM3NDkJZ2x5cGgzNzUwCWdseXBoMzc1MQlnbHlwaDM3NTIJZ2x5cGgzNzUzCWdseXBoMzc1NAlnbHlwaDM3NTUJZ2x5cGgzNzU2CWdseXBoMzc1NwlnbHlwaDM3NTgJZ2x5cGgzNzU5CWdseXBoMzc2MAlnbHlwaDM3NjEJZ2x5cGgzNzYyCWdseXBoMzc2MwlnbHlwaDM3NjQJZ2x5cGgzNzY1CWdseXBoMzc2NglnbHlwaDM3NjcJZ2x5cGgzNzY4CWdseXBoMzc2OQlnbHlwaDM3NzAJZ2x5cGgzNzcxCWdseXBoMzc3MglnbHlwaDM3NzMJZ2x5cGgzNzc0CWdseXBoMzc3NQlnbHlwaDM3NzYJZ2x5cGgzNzc3CWdseXBoMzc3OAlnbHlwaDM3NzkJZ2x5cGgzNzgwCWdseXBoMzc4MQlnbHlwaDM3ODIJZ2x5cGgzNzgzCWdseXBoMzc4NAlnbHlwaDM3ODUJZ2x5cGgzNzg2CWdseXBoMzc4NwlnbHlwaDM3ODgJZ2x5cGgzNzg5CWdseXBoMzc5MAlnbHlwaDM3OTEJZ2x5cGgzNzkyCWdseXBoMzc5MwlnbHlwaDM3OTQJZ2x5cGgzNzk1CWdseXBoMzc5NglnbHlwaDM3OTcJZ2x5cGgzNzk4CWdseXBoMzc5OQlnbHlwaDM4MDAJZ2x5cGgzODAxCWdseXBoMzgwMglnbHlwaDM4MDMJZ2x5cGgzODA0CWdseXBoMzgwNQlnbHlwaDM4MDYJZ2x5cGgzODA3CWdseXBoMzgwOAlnbHlwaDM4MDkJZ2x5cGgzODEwCWdseXBoMzgxMQlnbHlwaDM4MTIJZ2x5cGgzODEzCWdseXBoMzgxNAlnbHlwaDM4MTUJZ2x5cGgzODE2CWdseXBoMzgxNwlnbHlwaDM4MTgJZ2x5cGgzODE5CWdseXBoMzgyMAlnbHlwaDM4MjEJZ2x5cGgzODIyCWdseXBoMzgyMwlnbHlwaDM4MjQJZ2x5cGgzODI1CWdseXBoMzgyNglnbHlwaDM4MjcJZ2x5cGgzODI4CWdseXBoMzgyOQlnbHlwaDM4MzAJZ2x5cGgzODMxCWdseXBoMzgzMglnbHlwaDM4MzMJZ2x5cGgzODM0CWdseXBoMzgzNQlnbHlwaDM4MzYJZ2x5cGgzODM3CWdseXBoMzgzOAlnbHlwaDM4MzkJZ2x5cGgzODQwCWdseXBoMzg0MQlnbHlwaDM4NDIJZ2x5cGgzODQzCWdseXBoMzg0NAlnbHlwaDM4NDUJZ2x5cGgzODQ2CWdseXBoMzg0NwlnbHlwaDM4NDgJZ2x5cGgzODQ5CWdseXBoMzg1MAlnbHlwaDM4NTEJZ2x5cGgzODUyCWdseXBoMzg1MwlnbHlwaDM4NTQJZ2x5cGgzODU1CWdseXBoMzg1NglnbHlwaDM4NTcJZ2x5cGgzODU4CWdseXBoMzg1OQlnbHlwaDM4NjAJZ2x5cGgzODYxCWdseXBoMzg2MglnbHlwaDM4NjMJZ2x5cGgzODY0CWdseXBoMzg2NQlnbHlwaDM4NjYJZ2x5cGgzODY3CWdseXBoMzg2OAlnbHlwaDM4NjkJZ2x5cGgzODcwCWdseXBoMzg3MQlnbHlwaDM4NzIJZ2x5cGgzODczCWdseXBoMzg3NAlnbHlwaDM4NzUJZ2x5cGgzODc2CWdseXBoMzg3NwlnbHlwaDM4NzgJZ2x5cGgzODc5CWdseXBoMzg4MAlnbHlwaDM4ODEJZ2x5cGgzODgyCWdseXBoMzg4MwlnbHlwaDM4ODQJZ2x5cGgzODg1CWdseXBoMzg4NglnbHlwaDM4ODcJZ2x5cGgzODg4CWdseXBoMzg4OQlnbHlwaDM4OTAJZ2x5cGgzODkxCWdseXBoMzg5MglnbHlwaDM4OTMJZ2x5cGgzODk0CWdseXBoMzg5NQlnbHlwaDM4OTYJZ2x5cGgzODk3CWdseXBoMzg5OAlnbHlwaDM4OTkJZ2x5cGgzOTAwCWdseXBoMzkwMQlnbHlwaDM5MDIJZ2x5cGgzOTAzCWdseXBoMzkwNAlnbHlwaDM5MDUJZ2x5cGgzOTA2CWdseXBoMzkwNwlnbHlwaDM5MDgJZ2x5cGgzOTA5CWdseXBoMzkxMAlnbHlwaDM5MTEJZ2x5cGgzOTEyCWdseXBoMzkxMwlnbHlwaDM5MTQJZ2x5cGgzOTE1CWdseXBoMzkxNglnbHlwaDM5MTcJZ2x5cGgzOTE4CWdseXBoMzkxOQlnbHlwaDM5MjAJZ2x5cGgzOTIxCWdseXBoMzkyMglnbHlwaDM5MjMJZ2x5cGgzOTI0CWdseXBoMzkyNQlnbHlwaDM5MjYJZ2x5cGgzOTI3CWdseXBoMzkyOAlnbHlwaDM5MjkJZ2x5cGgzOTMwCWdseXBoMzkzMQlnbHlwaDM5MzIJZ2x5cGgzOTMzCWdseXBoMzkzNAlnbHlwaDM5MzUJZ2x5cGgzOTM2CWdseXBoMzkzNwlnbHlwaDM5MzgJZ2x5cGgzOTM5CWdseXBoMzk0MAlnbHlwaDM5NDEJZ2x5cGgzOTQyCWdseXBoMzk0MwlnbHlwaDM5NDQJZ2x5cGgzOTQ1CWdseXBoMzk0NglnbHlwaDM5NDcJZ2x5cGgzOTQ4CWdseXBoMzk0OQlnbHlwaDM5NTAJZ2x5cGgzOTUxCWdseXBoMzk1MglnbHlwaDM5NTMJZ2x5cGgzOTU0CWdseXBoMzk1NQlnbHlwaDM5NTYJZ2x5cGgzOTU3CWdseXBoMzk1OAlnbHlwaDM5NTkJZ2x5cGgzOTYwCWdseXBoMzk2MQlnbHlwaDM5NjIJZ2x5cGgzOTYzCWdseXBoMzk2NAlnbHlwaDM5NjUJZ2x5cGgzOTY2CWdseXBoMzk2NwlnbHlwaDM5NjgJZ2x5cGgzOTY5CWdseXBoMzk3MAlnbHlwaDM5NzEJZ2x5cGgzOTcyCWdseXBoMzk3MwlnbHlwaDM5NzQJZ2x5cGgzOTc1CWdseXBoMzk3NglnbHlwaDM5NzcJZ2x5cGgzOTc4CWdseXBoMzk3OQlnbHlwaDM5ODAJZ2x5cGgzOTgxCWdseXBoMzk4MglnbHlwaDM5ODMJZ2x5cGgzOTg0CWdseXBoMzk4NQlnbHlwaDM5ODYJZ2x5cGgzOTg3CWdseXBoMzk4OAlnbHlwaDM5ODkJZ2x5cGgzOTkwCWdseXBoMzk5MQlnbHlwaDM5OTIJZ2x5cGgzOTkzCWdseXBoMzk5NAlnbHlwaDM5OTUJZ2x5cGgzOTk2CWdseXBoMzk5NwlnbHlwaDM5OTgJZ2x5cGgzOTk5CWdseXBoNDAwMAlnbHlwaDQwMDEJZ2x5cGg0MDAyCWdseXBoNDAwMwlnbHlwaDQwMDQJZ2x5cGg0MDA1CWdseXBoNDAwNglnbHlwaDQwMDcJZ2x5cGg0MDA4CWdseXBoNDAwOQlnbHlwaDQwMTAJZ2x5cGg0MDExCWdseXBoNDAxMglnbHlwaDQwMTMJZ2x5cGg0MDE0CWdseXBoNDAxNQlnbHlwaDQwMTYJZ2x5cGg0MDE3CWdseXBoNDAxOAlnbHlwaDQwMTkJZ2x5cGg0MDIwCWdseXBoNDAyMQlnbHlwaDQwMjIJZ2x5cGg0MDIzCWdseXBoNDAyNAlnbHlwaDQwMjUJZ2x5cGg0MDI2CWdseXBoNDAyNwlnbHlwaDQwMjgJZ2x5cGg0MDI5CWdseXBoNDAzMAlnbHlwaDQwMzEJZ2x5cGg0MDMyCWdseXBoNDAzMwlnbHlwaDQwMzQJZ2x5cGg0MDM1CWdseXBoNDAzNglnbHlwaDQwMzcJZ2x5cGg0MDM4CWdseXBoNDAzOQlnbHlwaDQwNDAJZ2x5cGg0MDQxCWdseXBoNDA0MglnbHlwaDQwNDMJZ2x5cGg0MDQ0CWdseXBoNDA0NQlnbHlwaDQwNDYJZ2x5cGg0MDQ3CWdseXBoNDA0OAlnbHlwaDQwNDkJZ2x5cGg0MDUwCWdseXBoNDA1MQlnbHlwaDQwNTIJZ2x5cGg0MDUzCWdseXBoNDA1NAlnbHlwaDQwNTUJZ2x5cGg0MDU2CWdseXBoNDA1NwlnbHlwaDQwNTgJZ2x5cGg0MDU5CWdseXBoNDA2MAlnbHlwaDQwNjEJZ2x5cGg0MDYyCWdseXBoNDA2MwlnbHlwaDQwNjQJZ2x5cGg0MDY1CWdseXBoNDA2NglnbHlwaDQwNjcJZ2x5cGg0MDY4CWdseXBoNDA2OQlnbHlwaDQwNzAJZ2x5cGg0MDcxCWdseXBoNDA3MglnbHlwaDQwNzMJZ2x5cGg0MDc0CWdseXBoNDA3NQlnbHlwaDQwNzYJZ2x5cGg0MDc3CWdseXBoNDA3OAlnbHlwaDQwNzkJZ2x5cGg0MDgwCWdseXBoNDA4MQlnbHlwaDQwODIJZ2x5cGg0MDgzCWdseXBoNDA4NAlnbHlwaDQwODUJZ2x5cGg0MDg2CWdseXBoNDA4NwlnbHlwaDQwODgJZ2x5cGg0MDg5CWdseXBoNDA5MAlnbHlwaDQwOTEJZ2x5cGg0MDkyCWdseXBoNDA5MwlnbHlwaDQwOTQJZ2x5cGg0MDk1CWdseXBoNDA5NglnbHlwaDQwOTcJZ2x5cGg0MDk4CWdseXBoNDA5OQlnbHlwaDQxMDAJZ2x5cGg0MTAxCWdseXBoNDEwMglnbHlwaDQxMDMJZ2x5cGg0MTA0CWdseXBoNDEwNQlnbHlwaDQxMDYJZ2x5cGg0MTA3CWdseXBoNDEwOAlnbHlwaDQxMDkJZ2x5cGg0MTEwCWdseXBoNDExMQlnbHlwaDQxMTIJZ2x5cGg0MTEzCWdseXBoNDExNAlnbHlwaDQxMTUJZ2x5cGg0MTE2CWdseXBoNDExNwlnbHlwaDQxMTgJZ2x5cGg0MTE5CWdseXBoNDEyMAlnbHlwaDQxMjEJZ2x5cGg0MTIyCWdseXBoNDEyMwlnbHlwaDQxMjQJZ2x5cGg0MTI1CWdseXBoNDEyNglnbHlwaDQxMjcJZ2x5cGg0MTI4CWdseXBoNDEyOQlnbHlwaDQxMzAJZ2x5cGg0MTMxCWdseXBoNDEzMglnbHlwaDQxMzMJZ2x5cGg0MTM0CWdseXBoNDEzNQlnbHlwaDQxMzYJZ2x5cGg0MTM3CWdseXBoNDEzOAlnbHlwaDQxMzkJZ2x5cGg0MTQwCWdseXBoNDE0MQlnbHlwaDQxNDIJZ2x5cGg0MTQzCWdseXBoNDE0NAlnbHlwaDQxNDUJZ2x5cGg0MTQ2CWdseXBoNDE0NwlnbHlwaDQxNDgJZ2x5cGg0MTQ5CWdseXBoNDE1MAlnbHlwaDQxNTEJZ2x5cGg0MTUyCWdseXBoNDE1MwlnbHlwaDQxNTQJZ2x5cGg0MTU1CWdseXBoNDE1NglnbHlwaDQxNTcJZ2x5cGg0MTU4CWdseXBoNDE1OQlnbHlwaDQxNjAJZ2x5cGg0MTYxCWdseXBoNDE2MglnbHlwaDQxNjMJZ2x5cGg0MTY0CWdseXBoNDE2NQlnbHlwaDQxNjYJZ2x5cGg0MTY3CWdseXBoNDE2OAlnbHlwaDQxNjkJZ2x5cGg0MTcwCWdseXBoNDE3MQlnbHlwaDQxNzIJZ2x5cGg0MTczCWdseXBoNDE3NAlnbHlwaDQxNzUJZ2x5cGg0MTc2CWdseXBoNDE3NwlnbHlwaDQxNzgJZ2x5cGg0MTc5CWdseXBoNDE4MAlnbHlwaDQxODEJZ2x5cGg0MTgyCWdseXBoNDE4MwlnbHlwaDQxODQJZ2x5cGg0MTg1CWdseXBoNDE4NglnbHlwaDQxODcJZ2x5cGg0MTg4CWdseXBoNDE4OQlnbHlwaDQxOTAJZ2x5cGg0MTkxCWdseXBoNDE5MglnbHlwaDQxOTMJZ2x5cGg0MTk0CWdseXBoNDE5NQlnbHlwaDQxOTYJZ2x5cGg0MTk3CWdseXBoNDE5OAlnbHlwaDQxOTkJZ2x5cGg0MjAwCWdseXBoNDIwMQlnbHlwaDQyMDIJZ2x5cGg0MjAzCWdseXBoNDIwNAlnbHlwaDQyMDUJZ2x5cGg0MjA2CWdseXBoNDIwNwlnbHlwaDQyMDgJZ2x5cGg0MjA5CWdseXBoNDIxMAlnbHlwaDQyMTEJZ2x5cGg0MjEyCWdseXBoNDIxMwlnbHlwaDQyMTQJZ2x5cGg0MjE1CWdseXBoNDIxNglnbHlwaDQyMTcJZ2x5cGg0MjE4C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vQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AAIARAAAAmQFVQADAAcALrEBAC88sgcEdu0ysQYF3DyyAwJ27TIAsQMALzyyBQR27TKyBwYx/DyyAQJ27TIzESERJSERIUQCIP4kAZj+aAVV+qtEBM0AAAAB//oBygOgAlsAAwAeQA4CAZQDAAJKBQBJBIB8GCtOEOQQ5gAvPE39PDEwAzUhFQYDpgHKkZEAAAIALAAAAbEFAAADAAcAG0ALBwEEAQAFAwkEAAgQ1s0Q1s0ALzPNL80xMDMRIRElIREhLAGF/qoBKP7YBQD7ADUEoAAAAgCUAAABSwW6AAUACQBiQApwCwEIZAYPBQEFuAF3QDQCAAYKBQAEswEDswICAXIGCIIHCYIHAAYQBr8GwAbQBuAG8AYHjwagBrAGwAYEkAYBBp0KEPZycV087RDtEPQ8EO0Q7Tk5AD8/7V0Q7TEwAV0TAxEzEQsBNTMVwS23KoapAWwDCQFF/rv89/6Uzc0AAgBMA7MCBQW6AAUACwB4QA8KBwcEBAEBAAIABQUGBgu4AWpANAkJCAgDAwIACwYKBwUABAEKaA8HHwcCB5IEaEABUAFgAcAB0AEFXwFvAX8BjwGfAdABBgG5AS8ADBD2cV399l3tERI5ORESOTkAPzwQPBA8EP08EDwQPBESOS88EDwQPDEwEwM1MxUDMwM1MxUDdSmoJbUnqCgDswEX8PD+6QEX8PD+6QAAAAEAfQAABPgFugAPAYxAvhAEHwsdDlAEXwtfDpAEnwufDtAE2wsLBgQMCwoO1ATfC98OBg8EHwMfBANKDUkO1AvUDNsN2w4GAAINBwQMCw1EAkcDSAZEC0UMCVYLWAzvEf8RBAcHFQIZBxARJgIoAygHJws2AjgHRgJIB1cHDWULaA54AnYLeA4FAwwKDRUMGg0/EV8RaQJvEY8RnxG/Ec8RDIQCiQeGC9QD2AXbBgaUA5wGlAuQDJ8Nmw4GGQcUCxUMGg0bDloHVAtZDgi4/0pAQAQNDCAODQ1xBAIUBAQCCwwMcQQHFAQEBw4LBAMPBwICDw0NDAwKCAINDwcMBAgJYAsQCl8KjwqfCq8KBY8KAQq4AWNADxAEXwSPBJ8ErwQFjwQBBLgBY0AhDg9gAQAAEAACIAC/AO8A8AAEAAAQACAAoADwAgWQAAEAuQGSABAQ9nJxXV08/TwZ9HFd9HFdPBj9PBI5ORE5OQA/PBA8EDw/PBIXOYcFLisEfRDEhwUuGCsEfRDEKzEwAXJycV1dXV1xcQBdcXIzETMBFzY3ATMRIxEBIwERfe8BHTkVKwEg1pn+oo/+pAW6+/LZUZoD/PpGBMv7NQTg+yAAAAAAAgA3/+gDKwW6ABEAHQDHQCt/HwFPHwEbQBUEG0ALGygIDgsBFQ8AG1cLBwAKFVcECwEYDgMPcwAQAF0RuAIaQA8SZ08H7wcCDwefB98HAwe5AQAAHhD2cnHt/e08EOQXOQA/7T8/7T8RORE5MTBDeUAcHB0TFAUKCSYUBRJVABwKElUAEwYVVQAdCBtVASsrASsrK4GBgQBJVHlAEBkaDA0ZDRtpBRoMGGkBDQ4BEDwrACuBgQBJVHlAEBYXAgMXAhVpBBYDGGkBAgEBEDwrACuBgQFxXSE1DgEjIgIRND4BMzIWFxEzEQEUFjMyNjU0JiMiBgKhKH5JmuFkp2ZJfSmU/aOPX16KimldhoZNUQEjAQi1/HpNRQIO+kYCEs7IwMLfzcUAAAABAGwAAAJFBD4AEQCkQA9oCXgJAiJABgsDAQsJ7Ai6AYUACwFLQAkGBwIBBhEACgm4AQBACXAI0AgCPwgBCLgBrUAlEQMCXQEQEV0BEAABMABQAGAAoACwAMAA0AAHAABwAJAA0AAEALkCEQASEPZycV08/TwQ/TwQ9HFd5AA/PD88P+397RESOTEwAElUeUAWDA8EBQ4PDQ8CBg8EC2kFDAUQaQAEAwEQPCsAKyqBgV0zETMVPgEzMhcHJiMiBgcGFRFshTNVNUpNMjc0L04QHAQmoXBJOqcnQjtndP3UAAAANAJ2AAEAAAAAAAAANQBsAAEAAAAAAAEADAC8AAEAAAAAAAIABwDZAAEAAAAAAAMAGwEZAAEAAAAAAAQADAFPAAEAAAAAAAUADAF2AAEAAAAAAAYACwGbAAEAAAAAAAcAXQJjAAEAAAAAAAgAGALzAAEAAAAAAAkAIQNQAAEAAAAAAAoCfghwAAEAAAAAAA0BVQ2bAAEAAAAAABAABQ79AAEAAAAAABEABg8RAAMAAQQDAAIADA8YAAMAAQQFAAIAEA8mAAMAAQQGAAIADA84AAMAAQQHAAIAEA9GAAMAAQQIAAIAEA9YAAMAAQQJAAAAagAAAAMAAQQJAAEAGACiAAMAAQQJAAIADgDJAAMAAQQJAAMANgDhAAMAAQQJAAQAGAE1AAMAAQQJAAUAGAFcAAMAAQQJAAYAFgGDAAMAAQQJAAcAugGnAAMAAQQJAAgAMALBAAMAAQQJAAkAQgMMAAMAAQQJAAoE/ANyAAMAAQQJAA0CqgrvAAMAAQQJABAACg7xAAMAAQQJABEADA8DAAMAAQQKAAIADA9qAAMAAQQLAAIAEA94AAMAAQQMAAIADA+KAAMAAQQOAAIADA+YAAMAAQQQAAIADg+mAAMAAQQTAAIAEg+2AAMAAQQUAAIADA/KAAMAAQQVAAIAEA/YAAMAAQQWAAIADA/qAAMAAQQZAAIADg/4AAMAAQQbAAIAEBAIAAMAAQQdAAIADBAaAAMAAQQfAAIADBAoAAMAAQQkAAIADhA2AAMAAQQtAAIADhBGAAMAAQgKAAIADBBWAAMAAQgWAAIADBBkAAMAAQwKAAIADBByAAMAAQwMAAIADBCAAKkAIAAyADAAMAA4ACAAVABoAGUAIABNAG8AbgBvAHQAeQBwAGUAIABDAG8AcgBwAG8AcgBhAHQAaQBvAG4ALgAgAEEAbABsACAAUgBpAGcAaAB0AHMAIABSAGUAcwBlAHIAdgBlAGQALgAAqSAyMDA4IFRoZSBNb25vdHlwZSBDb3Jwb3JhdGlvbi4gQWxsIFJpZ2h0cyBSZXNlcnZlZC4AAEEAcgBpAGEAbAAgAE4AYQByAHIAbwB3AABBcmlhbCBOYXJyb3cAAFIAZQBnAHUAbABhAHIAAFJlZ3VsYXIAAEEAcgBpAGEAbAAgAE4AYQByAHIAbwB3ACAAUgBlAGcAdQBsAGEAcgAgADoAIAAyADAAMAA4AABBcmlhbCBOYXJyb3cgUmVndWxhciA6IDIwMDgAAEEAcgBpAGEAbAAgAE4AYQByAHIAbwB3AABBcmlhbCBOYXJyb3cAAFYAZQByAHMAaQBvAG4AIAAyAC4ANAAwAABWZXJzaW9uIDIuNDAAAEEAcgBpAGEAbABOAGEAcgByAG8AdwAAQXJpYWxOYXJyb3cAAEEAcgBpAGEAbAAgAGkAcwAgAGEAIAB0AHIAYQBkAGUAbQBhAHIAawAgAG8AZgAgAFQAaABlACAATQBvAG4AbwB0AHkAcABlACAAQwBvAHIAcABvAHIAYQB0AGkAbwBuACAAaQBuACAAdABoAGUAIABVAG4AaQB0AGUAZAAgAFMAdABhAHQAZQBzACAAYQBuAGQALwBvAHIAIABvAHQAaABlAHIAIABjAG8AdQBuAHQAcgBpAGUAcwAuAABBcmlhbCBpcyBhIHRyYWRlbWFyayBvZiBUaGUgTW9ub3R5cGUgQ29ycG9yYXRpb24gaW4gdGhlIFVuaXRlZCBTdGF0ZXMgYW5kL29yIG90aGVyIGNvdW50cmllcy4AAFQAaABlACAATQBvAG4AbwB0AHkAcABlACAAQwBvAHIAcABvAHIAYQB0AGkAbwBuAABUaGUgTW9ub3R5cGUgQ29ycG9yYXRpb24AAFIAbwBiAGkAbgAgAE4AaQBjAGgAbwBsAGEAcwAsACAAUABhAHQAcgBpAGMAaQBhACAAUwBhAHUAbgBkAGUAcgBzAABSb2JpbiBOaWNob2xhcywgUGF0cmljaWEgU2F1bmRlcnMAAE0AbwBuAG8AdAB5AHAAZQAgAEQAcgBhAHcAaQBuAGcAIABPAGYAZgBpAGMAZQAgADEAOQA4ADIALgAgAEEAIABjAG8AbgB0AGUAbQBwAG8AcgBhAHIAeQAgAHMAYQBuAHMAIABzAGUAcgBpAGYAIABkAGUAcwBpAGcAbgAsACAAQQByAGkAYQBsACAAYwBvAG4AdABhAGkAbgBzACAAbQBvAHIAZQAgAGgAdQBtAGEAbgBpAHMAdAAgAGMAaABhAHIAYQBjAHQAZQByAGkAcwB0AGkAYwBzACAAdABoAGEAbgAgAG0AYQBuAHkAIABvAGYAIABpAHQAcwAgAHAAcgBlAGQAZQBjAGUAcwBzAG8AcgBzACAAYQBuAGQAIABhAHMAIABzAHUAYwBoACAAaQBzACAAbQBvAHIAZQAgAGkAbgAgAHQAdQBuAGUAIAB3AGkAdABoACAAdABoAGUAIABtAG8AbwBkACAAbwBmACAAdABoAGUAIABsAGEAcwB0ACAAZABlAGMAYQBkAGUAcwAgAG8AZgAgAHQAaABlACAAdAB3AGUAbgB0AGkAZQB0AGgAIABjAGUAbgB0AHUAcgB5AC4AIABUAGgAZQAgAG8AdgBlAHIAYQBsAGwAIAB0AHIAZQBhAHQAbQBlAG4AdAAgAG8AZgAgAGMAdQByAHYAZQBzACAAaQBzACAAcwBvAGYAdABlAHIAIABhAG4AZAAgAGYAdQBsAGwAZQByACAAdABoAGEAbgAgAGkAbgAgAG0AbwBzAHQAIABpAG4AZAB1AHMAdAByAGkAYQBsAC0AcwB0AHkAbABlACAAcwBhAG4AcwAgAHMAZQByAGkAZgAgAGYAYQBjAGUAcwAuACAAVABlAHIAbQBpAG4AYQBsACAAcwB0AHIAbwBrAGUAcwAgAGEAcgBlACAAYwB1AHQAIABvAG4AIAB0AGgAZQAgAGQAaQBhAGcAbwBuAGEAbAAgAHcAaABpAGMAaAAgAGgAZQBsAHAAcwAgAHQAbwAgAGcAaQB2AGUAIAB0AGgAZQAgAGYAYQBjAGUAIABhACAAbABlAHMAcwAgAG0AZQBjAGgAYQBuAGkAYwBhAGwAIABhAHAAcABlAGEAcgBhAG4AYwBlAC4AIABBAHIAaQBhAGwAIABpAHMAIABhAG4AIABlAHgAdAByAGUAbQBlAGwAeQAgAHYAZQByAHMAYQB0AGkAbABlACAAZgBhAG0AaQBsAHkAIABvAGYAIAB0AHkAcABlAGYAYQBjAGUAcwAgAHcAaABpAGMAaAAgAGMAYQBuACAAYgBlACAAdQBzAGUAZAAgAHcAaQB0AGgAIABlAHEAdQBhAGwAIABzAHUAYwBjAGUAcwBzACAAZgBvAHIAIAB0AGUAeAB0ACAAcwBlAHQAdABpAG4AZwAgAGkAbgAgAHIAZQBwAG8AcgB0AHMALAAgAHAAcgBlAHMAZQBuAHQAYQB0AGkAbwBuAHMALAAgAG0AYQBnAGEAegBpAG4AZQBzACAAZQB0AGMALAAgAGEAbgBkACAAZgBvAHIAIABkAGkAcwBwAGwAYQB5ACAAdQBzAGUAIABpAG4AIABuAGUAdwBzAHAAYQBwAGUAcgBzACwAIABhAGQAdgBlAHIAdABpAHMAaQBuAGcAIABhAG4AZAAgAHAAcgBvAG0AbwB0AGkAbwBuAHMALgAATW9ub3R5cGUgRHJhd2luZyBPZmZpY2UgMTk4Mi4gQSBjb250ZW1wb3Jhcnkgc2FucyBzZXJpZiBkZXNpZ24sIEFyaWFsIGNvbnRhaW5zIG1vcmUgaHVtYW5pc3QgY2hhcmFjdGVyaXN0aWNzIHRoYW4gbWFueSBvZiBpdHMgcHJlZGVjZXNzb3JzIGFuZCBhcyBzdWNoIGlzIG1vcmUgaW4gdHVuZSB3aXRoIHRoZSBtb29kIG9mIHRoZSBsYXN0IGRlY2FkZXMgb2YgdGhlIHR3ZW50aWV0aCBjZW50dXJ5LiBUaGUgb3ZlcmFsbCB0cmVhdG1lbnQgb2YgY3VydmVzIGlzIHNvZnRlciBhbmQgZnVsbGVyIHRoYW4gaW4gbW9zdCBpbmR1c3RyaWFsLXN0eWxlIHNhbnMgc2VyaWYgZmFjZXMuIFRlcm1pbmFsIHN0cm9rZXMgYXJlIGN1dCBvbiB0aGUgZGlhZ29uYWwgd2hpY2ggaGVscHMgdG8gZ2l2ZSB0aGUgZmFjZSBhIGxlc3MgbWVjaGFuaWNhbCBhcHBlYXJhbmNlLiBBcmlhbCBpcyBhbiBleHRyZW1lbHkgdmVyc2F0aWxlIGZhbWlseSBvZiB0eXBlZmFjZXMgd2hpY2ggY2FuIGJlIHVzZWQgd2l0aCBlcXVhbCBzdWNjZXNzIGZvciB0ZXh0IHNldHRpbmcgaW4gcmVwb3J0cywgcHJlc2VudGF0aW9ucywgbWFnYXppbmVzIGV0YywgYW5kIGZvciBkaXNwbGF5IHVzZSBpbiBuZXdzcGFwZXJzLCBhZHZlcnRpc2luZyBhbmQgcHJvbW90aW9ucy4AAFkAbwB1ACAAbQBhAHkAIAB1AHMAZQAgAHQAaABpAHMAIABmAG8AbgB0ACAAdABvACAAZABpAHMAcABsAGEAeQAgAGEAbgBkACAAcAByAGkAbgB0ACAAYwBvAG4AdABlAG4AdAAgAGEAcwAgAHAAZQByAG0AaQB0AHQAZQBkACAAYgB5ACAAdABoAGUAIABsAGkAYwBlAG4AcwBlACAAdABlAHIAbQBzACAAZgBvAHIAIAB0AGgAZQAgAHAAcgBvAGQAdQBjAHQAIABpAG4AIAB3AGgAaQBjAGgAIAB0AGgAaQBzACAAZgBvAG4AdAAgAGkAcwAgAGkAbgBjAGwAdQBkAGUAZAAuACAAWQBvAHUAIABtAGEAeQAgAG8AbgBsAHkAIAAoAGkAKQAgAGUAbQBiAGUAZAAgAHQAaABpAHMAIABmAG8AbgB0ACAAaQBuACAAYwBvAG4AdABlAG4AdAAgAGEAcwAgAHAAZQByAG0AaQB0AHQAZQBkACAAYgB5ACAAdABoAGUAIABlAG0AYgBlAGQAZABpAG4AZwAgAHIAZQBzAHQAcgBpAGMAdABpAG8AbgBzACAAaQBuAGMAbAB1AGQAZQBkACAAaQBuACAAdABoAGkAcwAgAGYAbwBuAHQAOwAgAGEAbgBkACAAKABpAGkAKQAgAHQAZQBtAHAAbwByAGEAcgBpAGwAeQAgAGQAbwB3AG4AbABvAGEAZAAgAHQAaABpAHMAIABmAG8AbgB0ACAAdABvACAAYQAgAHAAcgBpAG4AdABlAHIAIABvAHIAIABvAHQAaABlAHIAIABvAHUAdABwAHUAdAAgAGQAZQB2AGkAYwBlACAAdABvACAAaABlAGwAcAAgAHAAcgBpAG4AdAAgAGMAbwBuAHQAZQBuAHQALgAAWW91IG1heSB1c2UgdGhpcyBmb250IHRvIGRpc3BsYXkgYW5kIHByaW50IGNvbnRlbnQgYXMgcGVybWl0dGVkIGJ5IHRoZSBsaWNlbnNlIHRlcm1zIGZvciB0aGUgcHJvZHVjdCBpbiB3aGljaCB0aGlzIGZvbnQgaXMgaW5jbHVkZWQuIFlvdSBtYXkgb25seSAoaSkgZW1iZWQgdGhpcyBmb250IGluIGNvbnRlbnQgYXMgcGVybWl0dGVkIGJ5IHRoZSBlbWJlZGRpbmcgcmVzdHJpY3Rpb25zIGluY2x1ZGVkIGluIHRoaXMgZm9udDsgYW5kIChpaSkgdGVtcG9yYXJpbHkgZG93bmxvYWQgdGhpcyBmb250IHRvIGEgcHJpbnRlciBvciBvdGhlciBvdXRwdXQgZGV2aWNlIHRvIGhlbHAgcHJpbnQgY29udGVudC4AAEEAcgBpAGEAbAAAQXJpYWwAAE4AYQByAHIAbwB3AABOYXJyb3cAAE4AbwByAG0AYQBsAAAAbwBiAHkBDQBlAGoAbgDpAAAAbgBvAHIAbQBhAGwAAABTAHQAYQBuAGQAYQByAGQAAAOaA7EDvQO/A70DuQO6A6wAAABOAG8AcgBtAGEAbAAAAE4AbwByAG0AYQBhAGwAaQAAAE4AbwByAG0AYQBsAAAATgBvAHIAbQDhAGwAAABOAG8AcgBtAGEAbABlAAAAUwB0AGEAbgBkAGEAYQByAGQAAABOAG8AcgBtAGEAbAAAAE4AbwByAG0AYQBsAG4AeQAAAE4AbwByAG0AYQBsAAAEHgQxBEsERwQ9BEsEOQAAAE4AbwByAG0A4QBsAG4AZQAAAE4AbwByAG0AYQBsAAAATgBvAHIAbQBhAGwAAABOAGEAdgBhAGQAbgBvAAAAQQByAHIAdQBuAHQAYQAAAE4AbwByAG0AYQBsAAAATgBvAHIAbQBhAGwAAABOAG8AcgBtAGEAbAAAAE4AbwByAG0AYQBsAAAAAgAAAAAAAP37AJYAAAAAAAAAAAAAAAAAAAAAAAAAAAKbAAAAAQACAAMAsgECAQMBBAEFAQYBBwEIAQkBCgELAQwBDQEOAQ8BEAERARIBEwEUARUBFgEXARgBGQEaARsBHAEdAR4BHwEgASEBIgEjASQBJQEmAScBKAEpASoBKwEsAS0BLgEvATABMQEyATMBNAE1ATYBNwE4ATkBOgE7ATwBPQE+AT8BQAFBAUIBQwFEAUUBRgFHAUgBSQFKAUsBTAFNAU4BTwFQAVEBUgFTAVQBVQFWAVcBWAFZAVoBWwFcAV0BXgFfAWABYQFiAWMBZAFlAWYBZwFoAWkBagFrAWwBbQFuAW8BcAFxAXIBcwF0AXUBdgF3AXgBeQF6AXsBfAF9AX4BfwGAAYEBggGDAYQBhQGGAYcBiAGJAYoBiwGMAY0BjgGPAZABkQGSAZMBlAGVAZYBlwGYAZkBmgGbAZwBnQGeAZ8BoAGhAaIBowGkAaUBpgGnAagBqQGqAasBrAGtAa4BrwGwAbEBsgGzAbQBtQG2AbcBuAG5AboBuwG8Ab0BvgG/AcABwQHCAcMBxAHFAcYBxwHIAckBygHLAcwBzQHOAc8B0AHRAdIB0wHUAdUB1gHXAdgB2QHaAdsB3AHdAd4B3wHgAeEB4gHjAeQB5QHmAecB6AHpAeoB6wHsAe0B7gHvAfAB8QHyAfMB9AH1AfYB9wH4AfkB+gH7AfwB/QH+Af8CAAIBAgICAwIEAgUCBgIHAggCCQIKAgsCDAINAg4CDwIQAhECEgITAhQCFQIWAhcCGAIZAhoCGwIcAh0CHgIfAiACIQIiAiMCJAIlAiYCJwIoAikCKgIrAiwCLQIuAi8CMAIxAjICMwI0AjUCNgI3AjgCOQI6AjsCPAI9Aj4CPwJAAkECQgJDAkQCRQJGAkcCSAJJAkoCSwJMAk0CTgJPAlACUQJSAlMCVAJVAlYCVwJYAlkCWgJbAlwCXQJeAl8CYAJhAmICYwJkAmUCZgJnAmgCaQJqAmsCbAJtAm4CbwJwAnECcgJzAnQCdQJ2AncCeAJ5AnoCewJ8An0CfgJ/AoACgQKCAoMChAKFAoYChwKIAokCigKLAowCjQKOAo8CkAKRApICkwKUApUClgKXApgCmQKaApsCnAKdAp4CnwKgAqECogKjAqQCpQKmAqcCqAKpAqoCqwKsAq0CrgKvArACsQKyArMCtAK1ArYCtwK4ArkCugK7ArwCvQK+Ar8CwALBAsICwwLEAsUCxgLHAsgCyQLKAssCzALNAs4CzwLQAtEC0gLTAtQC1QLWAtcC2ALZAtoC2wLcAt0C3gLfAuAC4QLiAuMC5ALlAuYC5wLoAukC6gLrAuwC7QLuAu8C8ALxAvIC8wL0AvUC9gL3AvgC+QL6AvsC/AL9Av4C/wMAAwEDAgMDAwQDBQMGAwcDCAMJAwoDCwMMAw0DDgMPAxADEQMSAxMDFAMVAxYDFwMYAxkDGgMbAxwDHQMeAx8DIAMhAyIDIwMkAyUDJgMnAygDKQMqAysDLAMtAy4DLwMwAzEDMgMzAzQDNQM2AzcDOAM5AzoDOwM8Az0DPgM/A0ADQQNCA0MDRANFA0YDRwNIA0kDSgNLA0wDTQNOA08DUANRA1IDUwNUA1UDVgNXA1gDWQNaA1sDXANdA14DXwNgA2EDYgNjA2QDZQNmA2cDaANpA2oDawNsA20DbgNvA3ADcQNyA3MDdAN1A3YDdwN4A3kDegN7A3wDfQN+A38DgAOBA4IDgwOEA4UDhgOHA4gDiQOKA4sDjAONA44DjwOQA5EDkgOTA5QDlQOWA5cITmFtZU1lLjAITmFtZU1lLjEITmFtZU1lLjIITmFtZU1lLjMITmFtZU1lLjQITmFtZU1lLjUITmFtZU1lLjYITmFtZU1lLjcITmFtZU1lLjgITmFtZU1lLjkJTmFtZU1lLjEwCU5hbWVNZS4xMQlOYW1lTWUuMTIJTmFtZU1lLjEzCU5hbWVNZS4xNAlOYW1lTWUuMTUJTmFtZU1lLjE2CU5hbWVNZS4xNwlOYW1lTWUuMTgJTmFtZU1lLjE5CU5hbWVNZS4yMAlOYW1lTWUuMjEJTmFtZU1lLjIyCU5hbWVNZS4yMwlOYW1lTWUuMjQJTmFtZU1lLjI1CU5hbWVNZS4yNglOYW1lTWUuMjcJTmFtZU1lLjI4CU5hbWVNZS4yOQlOYW1lTWUuMzAJTmFtZU1lLjMxCU5hbWVNZS4zMglOYW1lTWUuMzMJTmFtZU1lLjM0CU5hbWVNZS4zNQlOYW1lTWUuMzYJTmFtZU1lLjM3CU5hbWVNZS4zOAlOYW1lTWUuMzkJTmFtZU1lLjQwCU5hbWVNZS40MQlOYW1lTWUuNDIJTmFtZU1lLjQzCU5hbWVNZS40NAlOYW1lTWUuNDUJTmFtZU1lLjQ2CU5hbWVNZS40NwlOYW1lTWUuNDgJTmFtZU1lLjQ5CU5hbWVNZS41MAlOYW1lTWUuNTEJTmFtZU1lLjUyCU5hbWVNZS41MwlOYW1lTWUuNTQJTmFtZU1lLjU1CU5hbWVNZS41NglOYW1lTWUuNTcJTmFtZU1lLjU4CU5hbWVNZS41OQlOYW1lTWUuNjAJTmFtZU1lLjYxCU5hbWVNZS42MglOYW1lTWUuNjMJTmFtZU1lLjY0CU5hbWVNZS42NQlOYW1lTWUuNjYJTmFtZU1lLjY3CU5hbWVNZS42OAlOYW1lTWUuNjkJTmFtZU1lLjcwCU5hbWVNZS43MQlOYW1lTWUuNzIJTmFtZU1lLjczCU5hbWVNZS43NAlOYW1lTWUuNzUJTmFtZU1lLjc2CU5hbWVNZS43NwlOYW1lTWUuNzgJTmFtZU1lLjc5CU5hbWVNZS44MAlOYW1lTWUuODEJTmFtZU1lLjgyCU5hbWVNZS44MwlOYW1lTWUuODQJTmFtZU1lLjg1CU5hbWVNZS44NglOYW1lTWUuODcJTmFtZU1lLjg4CU5hbWVNZS44OQlOYW1lTWUuOTAJTmFtZU1lLjkxCU5hbWVNZS45MglOYW1lTWUuOTMJTmFtZU1lLjk0CU5hbWVNZS45NQlOYW1lTWUuOTYJTmFtZU1lLjk3CU5hbWVNZS45OAlOYW1lTWUuOTkKTmFtZU1lLjEwMApOYW1lTWUuMTAxCk5hbWVNZS4xMDIKTmFtZU1lLjEwMwpOYW1lTWUuMTA0Ck5hbWVNZS4xMDUKTmFtZU1lLjEwNgpOYW1lTWUuMTA3Ck5hbWVNZS4xMDgKTmFtZU1lLjEwOQpOYW1lTWUuMTEwCk5hbWVNZS4xMTEKTmFtZU1lLjExMgpOYW1lTWUuMTEzCk5hbWVNZS4xMTQKTmFtZU1lLjExNQpOYW1lTWUuMTE2Ck5hbWVNZS4xMTcKTmFtZU1lLjExOApOYW1lTWUuMTE5Ck5hbWVNZS4xMjAKTmFtZU1lLjEyMQpOYW1lTWUuMTIyCk5hbWVNZS4xMjMKTmFtZU1lLjEyNApOYW1lTWUuMTI1Ck5hbWVNZS4xMjYKTmFtZU1lLjEyNwpOYW1lTWUuMTI4Ck5hbWVNZS4xMjkKTmFtZU1lLjEzMApOYW1lTWUuMTMxCk5hbWVNZS4xMzIKTmFtZU1lLjEzMwpOYW1lTWUuMTM0Ck5hbWVNZS4xMzUKTmFtZU1lLjEzNgpOYW1lTWUuMTM3Ck5hbWVNZS4xMzgKTmFtZU1lLjEzOQpOYW1lTWUuMTQwCk5hbWVNZS4xNDEKTmFtZU1lLjE0MgpOYW1lTWUuMTQzCk5hbWVNZS4xNDQKTmFtZU1lLjE0NQpOYW1lTWUuMTQ2Ck5hbWVNZS4xNDcKTmFtZU1lLjE0OApOYW1lTWUuMTQ5Ck5hbWVNZS4xNTAKTmFtZU1lLjE1MQpOYW1lTWUuMTUyCk5hbWVNZS4xNTMKTmFtZU1lLjE1NApOYW1lTWUuMTU1Ck5hbWVNZS4xNTYKTmFtZU1lLjE1NwpOYW1lTWUuMTU4Ck5hbWVNZS4xNTkKTmFtZU1lLjE2MApOYW1lTWUuMTYxCk5hbWVNZS4xNjIKTmFtZU1lLjE2MwpOYW1lTWUuMTY0Ck5hbWVNZS4xNjUKTmFtZU1lLjE2NgpOYW1lTWUuMTY3Ck5hbWVNZS4xNjgKTmFtZU1lLjE2OQpOYW1lTWUuMTcwCk5hbWVNZS4xNzEKTmFtZU1lLjE3MgpOYW1lTWUuMTczCk5hbWVNZS4xNzQKTmFtZU1lLjE3NQpOYW1lTWUuMTc2Ck5hbWVNZS4xNzgKTmFtZU1lLjE3OQpOYW1lTWUuMTgwCk5hbWVNZS4xODEKTmFtZU1lLjE4MgpOYW1lTWUuMTgzCk5hbWVNZS4xODQKTmFtZU1lLjE4NQpOYW1lTWUuMTg2Ck5hbWVNZS4xODcKTmFtZU1lLjE4OApOYW1lTWUuMTg5Ck5hbWVNZS4xOTAKTmFtZU1lLjE5MQpOYW1lTWUuMTkyCk5hbWVNZS4xOTMKTmFtZU1lLjE5NApOYW1lTWUuMTk1Ck5hbWVNZS4xOTYKTmFtZU1lLjE5NwpOYW1lTWUuMTk4Ck5hbWVNZS4xOTkKTmFtZU1lLjIwMApOYW1lTWUuMjAxCk5hbWVNZS4yMDIKTmFtZU1lLjIwMwpOYW1lTWUuMjA0Ck5hbWVNZS4yMDUKTmFtZU1lLjIwNgpOYW1lTWUuMjA3Ck5hbWVNZS4yMDgKTmFtZU1lLjIwOQpOYW1lTWUuMjEwCk5hbWVNZS4yMTEKTmFtZU1lLjIxMgpOYW1lTWUuMjEzCk5hbWVNZS4yMTQKTmFtZU1lLjIxNQpOYW1lTWUuMjE2Ck5hbWVNZS4yMTcKTmFtZU1lLjIxOApOYW1lTWUuMjE5Ck5hbWVNZS4yMjAKTmFtZU1lLjIyMQpOYW1lTWUuMjIyCk5hbWVNZS4yMjMKTmFtZU1lLjIyNApOYW1lTWUuMjI1Ck5hbWVNZS4yMjYKTmFtZU1lLjIyNwpOYW1lTWUuMjI4Ck5hbWVNZS4yMjkKTmFtZU1lLjIzMApOYW1lTWUuMjMxCk5hbWVNZS4yMzIKTmFtZU1lLjIzMwpOYW1lTWUuMjM0Ck5hbWVNZS4yMzUKTmFtZU1lLjIzNgpOYW1lTWUuMjM3Ck5hbWVNZS4yMzgKTmFtZU1lLjIzOQpOYW1lTWUuMjQwCk5hbWVNZS4yNDEKTmFtZU1lLjI0MgpOYW1lTWUuMjQzCk5hbWVNZS4yN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AtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2ALYAtgC2AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AL0AvQC9AAAAAIARAAAAmQFVQADAAcALrEBAC88sgcEdu0ysQYF3DyyAwJ27TIAsQMALzyyBQR27TKyBwYx/DyyAQJ27TIzESERJSERIUQCIP4kAZj+aAVV+qtEBM0AAAACACwAAAGxBQAAAwAHABtACwcBBAEABQMJBAAIENbNENbNAC8zzS/NMTAzESERJSERISwBhf6qASj+2AUA+wA1BKAAAAIAlAAAAUsFugAFAAkAYkAKcAsBCGQGDwUBBbgBd0A0AgAGCgUABLMBA7MCAgFyBgiCBwmCBwAGEAa/BsAG0AbgBvAGB48GoAawBsAGBJAGAQadChD2cnFdPO0Q7RD0PBDtEO05OQA/P+1dEO0xMAFdEwMRMxELATUzFcEttyqGqQFsAwkBRf67/Pf+lM3NAAIATAOzAgUFugAFAAsAeEAPCgcHBAQBAQACAAUFBgYLuAFqQDQJCQgIAwMCAAsGCgcFAAQBCmgPBx8HAgeSBGhAAVABYAHAAdABBV8BbwF/AY8BnwHQAQYBuQEvAAwQ9nFd/fZd7RESOTkREjk5AD88EDwQPBD9PBA8EDwREjkvPBA8EDwxMBMDNTMVAzMDNTMVA3UpqCW1J6goA7MBF/Dw/ukBF/Dw/ukAAAABAH0AAAT4BboADwGMQL4QBB8LHQ5QBF8LXw6QBJ8Lnw7QBNsLCwYEDAsKDtQE3wvfDgYPBB8DHwQDSg1JDtQL1AzbDdsOBgACDQcEDAsNRAJHA0gGRAtFDAlWC1gM7xH/EQQHBxUCGQcQESYCKAMoBycLNgI4B0YCSAdXBw1lC2gOeAJ2C3gOBQMMCg0VDBoNPxFfEWkCbxGPEZ8RvxHPEQyEAokHhgvUA9gF2wYGlAOcBpQLkAyfDZsOBhkHFAsVDBoNGw5aB1QLWQ4IuP9KQEAEDQwgDg0NcQQCFAQEAgsMDHEEBxQEBAcOCwQDDwcCAg8NDQwMCggCDQ8HDAQICWALEApfCo8KnwqvCgWPCgEKuAFjQA8QBF8EjwSfBK8EBY8EAQS4AWNAIQ4PYAEAABAAAiAAvwDvAPAABAAAEAAgAKAA8AIFkAABALkBkgAQEPZycV1dPP08GfRxXfRxXTwY/TwSOTkROTkAPzwQPBA8PzwSFzmHBS4rBH0QxIcFLhgrBH0QxCsxMAFycnFdXV1dcXEAXXFyMxEzARc2NwEzESMRASMBEX3vAR05FSsBINaZ/qKP/qQFuvvy2VGaA/z6RgTL+zUE4PsgAAAAAAIAN//oAysFugARAB0Ax0Arfx8BTx8BG0AVBBtACxsoCA4LARUPABtXCwcAChVXBAsBGA4DD3MAEABdEbgCGkAPEmdPB+8HAg8HnwffBwMHuQEAAB4Q9nJx7f3tPBDkFzkAP+0/P+0/ETkROTEwQ3lAHBwdExQFCgkmFAUSVQAcChJVABMGFVUAHQgbVQErKwErKyuBgYEASVR5QBAZGgwNGQ0baQUaDBhpAQ0OARA8KwArgYEASVR5QBAWFwIDFwIVaQQWAxhpAQIBARA8KwArgYEBcV0hNQ4BIyICETQ+ATMyFhcRMxEBFBYzMjY1NCYjIgYCoSh+SZrhZKdmSX0plP2jj19eioppXYaGTVEBIwEItfx6TUUCDvpGAhLOyMDC383FAAAAAQBsAAACRQQ+ABEApEAPaAl4CQIiQAYLAwELCewIugGFAAsBS0AJBgcCAQYRAAoJuAEAQAlwCNAIAj8IAQi4Aa1AJREDAl0BEBFdARAAATAAUABgAKAAsADAANAABwAAcACQANAABAC5AhEAEhD2cnFdPP08EP08EPRxXeQAPzw/PD/t/e0REjkxMABJVHlAFgwPBAUODw0PAgYPBAtpBQwFEGkABAMBEDwrACsqgYFdMxEzFT4BMzIXByYjIgYHBhURbIUzVTVKTTI3NC9OEBwEJqFwSTqnJ0I7Z3T91AAB//oBygOgAlsAAwAeQA4CAZQDAAJKBQBJBIB8GCtOEOQQ5gAvPE39PDEwAzUhFQYDpgHKkZEAAAAANAJ2AAEAAAAAAAAANQBsAAEAAAAAAAEADAC8AAEAAAAAAAIABwDZAAEAAAAAAAMAGwEZAAEAAAAAAAQADAFPAAEAAAAAAAUADAF2AAEAAAAAAAYACwGbAAEAAAAAAAcAXQJjAAEAAAAAAAgAGALzAAEAAAAAAAkAIQNQAAEAAAAAAAoCfghwAAEAAAAAAA0BVQ2bAAEAAAAAABAABQ79AAEAAAAAABEABg8RAAMAAQQDAAIADA8YAAMAAQQFAAIAEA8mAAMAAQQGAAIADA84AAMAAQQHAAIAEA9GAAMAAQQIAAIAEA9YAAMAAQQJAAAAagAAAAMAAQQJAAEAGACiAAMAAQQJAAIADgDJAAMAAQQJAAMANgDhAAMAAQQJAAQAGAE1AAMAAQQJAAUAGAFcAAMAAQQJAAYAFgGDAAMAAQQJAAcAugGnAAMAAQQJAAgAMALBAAMAAQQJAAkAQgMMAAMAAQQJAAoE/ANyAAMAAQQJAA0CqgrvAAMAAQQJABAACg7xAAMAAQQJABEADA8DAAMAAQQKAAIADA9qAAMAAQQLAAIAEA94AAMAAQQMAAIADA+KAAMAAQQOAAIADA+YAAMAAQQQAAIADg+mAAMAAQQTAAIAEg+2AAMAAQQUAAIADA/KAAMAAQQVAAIAEA/YAAMAAQQWAAIADA/qAAMAAQQZAAIADg/4AAMAAQQbAAIAEBAIAAMAAQQdAAIADBAaAAMAAQQfAAIADBAoAAMAAQQkAAIADhA2AAMAAQQtAAIADhBGAAMAAQgKAAIADBBWAAMAAQgWAAIADBBkAAMAAQwKAAIADBByAAMAAQwMAAIADBCAAKkAIAAyADAAMAA4ACAAVABoAGUAIABNAG8AbgBvAHQAeQBwAGUAIABDAG8AcgBwAG8AcgBhAHQAaQBvAG4ALgAgAEEAbABsACAAUgBpAGcAaAB0AHMAIABSAGUAcwBlAHIAdgBlAGQALgAAqSAyMDA4IFRoZSBNb25vdHlwZSBDb3Jwb3JhdGlvbi4gQWxsIFJpZ2h0cyBSZXNlcnZlZC4AAEEAcgBpAGEAbAAgAE4AYQByAHIAbwB3AABBcmlhbCBOYXJyb3cAAFIAZQBnAHUAbABhAHIAAFJlZ3VsYXIAAEEAcgBpAGEAbAAgAE4AYQByAHIAbwB3ACAAUgBlAGcAdQBsAGEAcgAgADoAIAAyADAAMAA4AABBcmlhbCBOYXJyb3cgUmVndWxhciA6IDIwMDgAAEEAcgBpAGEAbAAgAE4AYQByAHIAbwB3AABBcmlhbCBOYXJyb3cAAFYAZQByAHMAaQBvAG4AIAAyAC4ANAAwAABWZXJzaW9uIDIuNDAAAEEAcgBpAGEAbABOAGEAcgByAG8AdwAAQXJpYWxOYXJyb3cAAEEAcgBpAGEAbAAgAGkAcwAgAGEAIAB0AHIAYQBkAGUAbQBhAHIAawAgAG8AZgAgAFQAaABlACAATQBvAG4AbwB0AHkAcABlACAAQwBvAHIAcABvAHIA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class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y5 w3 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls0 ws0">2 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h5 y7 ff3 fs1 fc1 sc0 ls0 ws0">SPIS TREŚCI<span class="ff4"> </span></div><div class="t m0 x1 h6 y8 ff5 fs0 fc3 sc0 ls0 ws0">WYBRANE DANE FINANSOWE DO JEDNOSTKOWEGO   S<span class="_ _0"></span>PRAWOZDANIA FINANSOWEGO <span class="_ _1"></span><span class="ls1">..............................................................<span class="ls0"> <span class="_ _2"></span>4<span class="ff1 fs2 fc0"> </span></span></span></div><div class="t m0 x1 h6 y9 ff5 fs0 fc3 sc0 ls0 ws0">JEDNOSTKOWY RACHUNEK ZYSKÓW I STRAT <span class="_ _3"></span><span class="ls1">.......................................................................................................................................................<span class="ls0"> <span class="_ _2"></span>5<span class="ff1 fs2 fc0"> </span></span></span></div><div class="t m0 x1 h6 ya ff6 fs0 fc3 sc0 ls0 ws0">JEDNOSTKOWE SPRAWOZDANIE Z CAŁKOWITYCH  DOCHODÓW<span class="ff5"> <span class="_ _2"></span><span class="ls1">..............................................................................................................<span class="ls0"> <span class="_ _2"></span>5<span class="ff1 fs2 fc0"> </span></span></span></span></div><div class="t m0 x1 h6 yb ff5 fs0 fc3 sc0 ls0 ws0">JEDNOSTKOWE SPRAWOZDANIE Z SYTUACJI FINANSOWEJ <span class="ls1">..........................................................................................................................</span> <span class="_ _2"></span>6<span class="ff1 fs2 fc0"> </span></div><div class="t m0 x1 h6 yc ff5 fs0 fc3 sc0 ls0 ws0">JEDNOSTKOWE SPRAWOZDANIE ZE ZMIAN W <span class="ff6">KAPITALE WŁASNYM</span> <span class="_ _1"></span><span class="ls1">........................................................................................................<span class="ls0"> <span class="_ _2"></span>7<span class="ff1 fs2 fc0"> </span></span></span></div><div class="t m0 x1 h6 yd ff5 fs0 fc3 sc0 ls0 ws0">JEDNOSTKOWE SPRAWOZDANIE Z <span class="ff6">PRZEPŁYWÓW  PIENIĘŻNYCH</span> <span class="_ _2"></span><span class="ls1">..............................................................................................................<span class="ls0"> <span class="_ _2"></span>7<span class="ff1 fs2 fc0"> </span></span></span></div><div class="t m0 x1 h6 ye ff5 fs0 fc3 sc0 ls0 ws0">WYBRANE INFORMACJE I <span class="ff6">OBJAŚNIENIA DO JEDNOSTKOWEGO SPRAWOZDANIA FINANSOWEGO</span> <span class="_ _1"></span><span class="ls1">...........................................<span class="ls0"> <span class="_ _2"></span>9<span class="ff1 fs2 fc0"> </span></span></span></div><div class="t m0 x1 h6 yf ff5 fs0 fc0 sc0 ls2 ws0">1.<span class="ff1 fs2 ls0"> <span class="_ _4"> </span></span><span class="ls0">INFORMACJE OGÓLNE <span class="_ _0"></span><span class="ls1">.........................................................................................................................................................................................<span class="ls0"> <span class="_ _2"></span>9<span class="ff1 fs2"> </span></span></span></span></div><div class="t m0 x5 h6 y10 ff1 fs0 fc0 sc0 ls0 ws0">1.1.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Nazwa, siedziba, przedmiot działalności</span> <span class="_ _2"></span><span class="ls3">................................<span class="_ _6"></span>.................................................................................................................<span class="ls0"> <span class="_ _2"></span>9<span class="fs2"> </span></span></span></div><div class="t m0 x5 h6 y11 ff1 fs0 fc0 sc0 ls0 ws0">1.2.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Skład Zarządu i</span> <span class="ff7">Rady Nadzorczej Spółki</span> <span class="_ _3"></span><span class="ls3">..............................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">10<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y12 ff1 fs0 fc0 sc0 ls0 ws0">1.3.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Kontynuacja działalności</span><span class="ls3">............................................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">11<span class="fs2 ls0"> </span></span></div><div class="t m0 x1 h6 y13 ff5 fs0 fc0 sc0 ls2 ws0">2.<span class="ff1 fs2 ls0"> <span class="_ _4"> </span><span class="ff6 fs0">PODSTAWA SPORZĄDZENIA SPRAWOZDANIA FINANSOWEGO<span class="ff5"> <span class="_ _0"></span><span class="ls1">..................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">11<span class="ff1 fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 h6 y14 ff5 fs0 fc0 sc0 ls2 ws0">3.<span class="ff1 fs2 ls0"> <span class="_ _4"> </span><span class="ff6 fs0">ZASADY RACHUNKOWOŚCI<span class="ff5"> <span class="_ _1"></span><span class="ls1">...........................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">11<span class="ff1 fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x5 h6 y15 ff1 fs0 fc0 sc0 ls0 ws0">3.1.<span class="fs2"> <span class="_ _5"> </span></span>Transakcje w walutach obcych <span class="ls3">................................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">12<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y16 ff1 fs0 fc0 sc0 ls0 ws0">3.2.<span class="fs2"> <span class="_ _5"> </span></span>Instrumenty finansowe <span class="_ _1"></span><span class="ls3">...............................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">12<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y17 ff1 fs0 fc0 sc0 ls0 ws0">3.3.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Aktywa trwałe przeznaczone do sprzedaży</span> <span class="_ _0"></span><span class="ls3">.......................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">15<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y18 ff1 fs0 fc0 sc0 ls0 ws0">3.4.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Nieruchomości inwestycyjne</span> <span class="_ _2"></span><span class="ls3">....................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">15<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y19 ff1 fs0 fc0 sc0 ls0 ws0">3.5.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Rzeczowe aktywa trwałe</span> <span class="ls3">...........................................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">15<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y1a ff1 fs0 fc0 sc0 ls0 ws0">3.6.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Wartość firmy</span> <span class="_ _3"></span><span class="ls3">................................<span class="_ _6"></span>................................................................................................................................................................<span class="ls0">. <span class="_ _1"></span><span class="ls2">16<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y1b ff1 fs0 fc0 sc0 ls0 ws0">3.7.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Inne wartości niematerialne</span> <span class="ls3">.....................................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">16<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y1c ff1 fs0 fc0 sc0 ls0 ws0">3.8.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Udziały i</span> akcje <span class="_ _1"></span><span class="ls3">................................................................................................................................................................................................<span class="ls0">. <span class="_ _1"></span><span class="ls2">17<span class="_ _0"></span><span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y1d ff1 fs0 fc0 sc0 ls0 ws0">3.9.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Utrata wartości aktywów niefinansowych</span> <span class="_ _2"></span><span class="ls3">..........................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">17<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y1e ff1 fs0 fc0 sc0 ls0 ws0">3.10.<span class="fs2"> <span class="_ _7"> </span></span>Zapasy <span class="_ _2"></span><span class="ls3">................................................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">17<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y1f ff1 fs0 fc0 sc0 ls0 ws0">3.11.<span class="fs2"> <span class="_ _7"> </span></span><span class="ff7">Należności z</span> <span class="ff7">tytułu dostaw i</span> <span class="ff7">usług oraz pozostałe należności</span> <span class="_ _1"></span><span class="ls3">....................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">18<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y20 ff1 fs0 fc0 sc0 ls0 ws0">3.12.<span class="fs2"> <span class="_ _7"> </span></span><span class="ff7">Środki pieniężne i</span> ich ekwiwalenty <span class="ls3">........................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">18<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y21 ff1 fs0 fc0 sc0 ls0 ws0">3.13.<span class="fs2"> <span class="_ _7"> </span></span><span class="ff7">Kapitały</span> <span class="_ _1"></span><span class="ls3">.............................................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">18<span class="_ _0"></span><span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y22 ff1 fs0 fc0 sc0 ls0 ws0">3.14.<span class="fs2"> <span class="_ _7"> </span></span><span class="ff7">Zobowiązania</span> <span class="_ _2"></span><span class="ls3">..................................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">19<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y23 ff1 fs0 fc0 sc0 ls0 ws0">3.15.<span class="fs2"> <span class="_ _7"> </span></span>Rezerwy <span class="ls3">............................................................................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">19<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y24 ff1 fs0 fc0 sc0 ls0 ws0">3.16.<span class="fs2"> <span class="_ _7"> </span></span>Leasing <span class="_ _3"></span><span class="ls3">...............................................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">19<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y25 ff1 fs0 fc0 sc0 ls0 ws0">3.17.<span class="fs2"> <span class="_ _7"> </span></span>Przychody <span class="_ _2"></span><span class="ls3">.........................................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">20<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y26 ff1 fs0 fc0 sc0 ls0 ws0">3.18.<span class="fs2"> <span class="_ _7"> </span></span>Koszty <span class="_ _0"></span><span class="ls3">................................................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">21<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y27 ff1 fs0 fc0 sc0 ls0 ws0">3.18a. <span class="fs2"> <span class="_ _8"> </span></span><span class="ff7">Koszty świadczeń pracowniczych</span> <span class="_ _2"></span><span class="ls3">...........................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">21<span class="_ _0"></span><span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y28 ff1 fs0 fc0 sc0 ls0 ws0">3.19.<span class="fs2"> <span class="_ _7"> </span></span>Podatek <span class="_ _0"></span><span class="ls3">.............................................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">21<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y29 ff1 fs0 fc0 sc0 ls0 ws0">3.20.<span class="fs2"> <span class="_ _7"> </span></span><span class="ff7">Płatności w</span> formie akcji (opcje na akcje) <span class="_ _2"></span><span class="ls3">................................................................................................<span class="_ _6"></span>..............................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">22<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x1 h6 y2a ff5 fs0 fc0 sc0 ls2 ws0">4.<span class="ff1 fs2 ls0"> <span class="_ _4"> </span></span><span class="ls0">KURSY STOSOWANE DO WYCENY AKTYWÓW I PASYWÓW <span class="ls1">..........................................................................................................</span> <span class="_ _1"></span><span class="ls2">22<span class="ff1 fs2 ls0"> </span></span></span></div><div class="t m0 x1 h6 y2b ff5 fs0 fc0 sc0 ls2 ws0">5.<span class="ff1 fs2 ls0"> <span class="_ _4"> </span><span class="ff6 fs0">WAŻNIEJSZE SZACUNKI I<span class="ff5"> </span>OSĄDY<span class="ff5"> <span class="_ _1"></span><span class="ls1">................................................................................................................................................................<span class="ls0">. <span class="_ _0"></span><span class="ls2">23<span class="ff1 fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 h6 y2c ff5 fs0 fc0 sc0 ls2 ws0">6.<span class="ff1 fs2 ls0"> <span class="_ _4"> </span></span><span class="ls0">ZMIANY W <span class="ff6">STANDARDACH RACHUNKOWOŚCI</span> <span class="_ _1"></span><span class="ls1">...................................................................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ls2">23<span class="ff1 fs2 ls0"> </span></span></span></span></span></div><div class="t m0 x1 h6 y2d ff5 fs0 fc0 sc0 ls2 ws0">7.<span class="ff1 fs2 ls0"> <span class="_ _4"> </span><span class="ff6 fs0">NOTY UZUPEŁNIAJĄCE DO SPRAWOZDAŃ FINANSOWYC<span class="_ _0"></span>H<span class="ff5"> <span class="_ _3"></span><span class="ls1">...........................................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ls2">25<span class="_ _0"></span><span class="ff1 fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x5 h6 y2e ff1 fs0 fc0 sc0 ls0 ws0">Nota 1<span class="fs2"> <span class="_ _9"> </span></span>Przychody <span class="_ _2"></span><span class="ls3">.........................................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">25<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y2f ff1 fs0 fc0 sc0 ls0 ws0">Nota 2<span class="fs2"> <span class="_ _9"> </span></span><span class="ff7">Segmenty według rodzaju działalności i</span> <span class="ff7">podziału geograficznego</span> <span class="_ _2"></span><span class="ls3">............................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">25<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y30 ff1 fs0 fc0 sc0 ls0 ws0">Nota 3<span class="fs2"> <span class="_ _9"> </span></span><span class="ff7">Koszty działalności operacyjnej</span> <span class="ls3">..............................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">27<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y31 ff1 fs0 fc0 sc0 ls0 ws0">Nota 4<span class="fs2"> <span class="_ _9"> </span></span><span class="ff7">Koszty wynagrodzeń</span> <span class="_ _2"></span><span class="ls3">....................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">28<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y32 ff1 fs0 fc0 sc0 ls0 ws0">Nota 5<span class="fs2"> <span class="_ _9"> </span></span><span class="ff7">Pozostałe przychody operacyjne</span> <span class="_ _1"></span><span class="ls3">............................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">28<span class="_ _0"></span><span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y33 ff1 fs0 fc0 sc0 ls0 ws0">Nota 5a<span class="fs2"> <span class="_ _a"> </span></span><span class="ff7">Pozostałe koszty operacyjne</span> <span class="_ _1"></span><span class="ls3">....................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">29<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y34 ff1 fs0 fc0 sc0 ls0 ws0">Nota 6<span class="fs2"> <span class="_ _9"> </span></span>Przychody finansowe <span class="_ _2"></span><span class="ls3">...................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">29<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y35 ff1 fs0 fc0 sc0 ls0 ws0">Nota 6a<span class="fs2"> <span class="_ _a"> </span></span>Koszty finansowe <span class="_ _0"></span><span class="ls3">..........................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">29<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y36 ff1 fs0 fc0 sc0 ls0 ws0">Nota 7<span class="fs2"> <span class="_ _9"> </span></span>Podatek dochodowy<span class="ls3">.....................................................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">30<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y37 ff1 fs0 fc0 sc0 ls0 ws0">Nota 8<span class="fs2"> <span class="_ _9"> </span></span>Podatek odroczony <span class="_ _2"></span><span class="ls3">.......................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">31<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y38 ff1 fs0 fc0 sc0 ls0 ws0">Nota 9<span class="fs2"> <span class="_ _9"> </span></span><span class="ff7">Zysk na akcję</span> <span class="_ _1"></span><span class="ls3">...................................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">32<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y39 ff1 fs0 fc0 sc0 ls0 ws0">Nota 10<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Wartość firmy</span> <span class="_ _3"></span><span class="ls3">................................<span class="_ _6"></span>................................................................................................................................................................<span class="ls0">. <span class="_ _1"></span><span class="ls2">32<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y3a ff1 fs0 fc0 sc0 ls0 ws0">Nota 11<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Inne wartości niematerialne</span> <span class="ls3">.....................................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">33<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y3b ff1 fs0 fc0 sc0 ls0 ws0">Nota 12<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Rzeczowe aktywa trwałe</span> <span class="ls3">...........................................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">34<span class="fs2 ls0"> </span></span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1388.520000px;width:514.200000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1363.680000px;width:514.200000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1338.840000px;width:514.200000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1314.000000px;width:514.200000px;height:12.420000px;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:80.600000px;bottom:1289.160000px;width:514.200000px;height:12.420000px;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:80.600000px;bottom:1264.300000px;width:514.200000px;height:12.430000px;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:80.600000px;bottom:1239.460000px;width:514.200000px;height:12.420000px;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:80.600000px;bottom:1211.860000px;width:514.200000px;height:13.800000px;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:137.300000px;bottom:1187.020000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:1162.180000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:1137.340000px;width:486.350000px;height:12.420000px;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:80.600000px;bottom:1109.740000px;width:514.200000px;height:13.800000px;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:80.600000px;bottom:1082.140000px;width:514.200000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1057.300000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1032.460000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1007.620000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:982.780000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:957.940000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:933.100000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:908.260000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:883.420000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:858.580000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:833.740000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:808.900000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:784.060000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:759.220000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:734.380000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:709.540000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:684.700000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:659.860000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:635.020000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:610.180000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:585.340000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:560.500000px;width:486.350000px;height:12.420000px;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:80.600000px;bottom:532.900000px;width:514.200000px;height:13.800000px;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:80.600000px;bottom:505.300000px;width:514.200000px;height:13.800000px;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:80.600000px;bottom:477.700000px;width:514.200000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:450.100000px;width:514.200000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:425.260000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:400.420000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:375.580000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:350.740000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:325.900000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:301.060000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:276.220000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:251.380000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:226.540000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:201.700000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:176.858000px;width:486.350000px;height:12.421000px;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:137.300000px;bottom:152.016000px;width:486.350000px;height:12.421000px;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:137.300000px;bottom:127.176000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:102.336000px;width:486.350000px;height:12.420000px;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"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y5 w4 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls0 ws0">3 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x5 h6 y3c ff1 fs0 fc0 sc0 ls0 ws0">Nota 12a<span class="fs2"> <span class="_ _c"> </span></span>Aktywa z <span class="ff7">tytułu praw do użytkowania</span><span class="ls3">..................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">35<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y3d ff1 fs0 fc0 sc0 ls0 ws0">Nota 13<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Nieruchomości inwestycyjne</span> <span class="_ _2"></span><span class="ls3">....................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">36<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y3e ff1 fs0 fc0 sc0 ls0 ws0">Nota 14<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Jednostki zależne (udziały i</span> akcje) <span class="_ _1"></span><span class="ls3">..........................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls2">37<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y3f ff1 fs0 fc0 sc0 ls0 ws0">Nota 14a<span class="fs2"> <span class="_ _c"> </span></span><span class="ff7">Jednostki pozostałe (udziały i</span> akcje) <span class="ls3">.....................................................................................................................................................</span> <span class="_ _3"></span><span class="ls2">38<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y40 ff1 fs0 fc0 sc0 ls0 ws0">Nota 15<span class="fs2"> <span class="_ _b"> </span></span>Zapasy <span class="_ _2"></span><span class="ls3">................................................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">38<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y41 ff1 fs0 fc0 sc0 ls0 ws0">Nota 16<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Należności długoterminowe</span> <span class="_ _1"></span><span class="ls3">.....................................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls2">38<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y42 ff1 fs0 fc0 sc0 ls0 ws0">Nota 16a<span class="fs2"> <span class="_ _c"> </span></span><span class="ff7">Należności krótkoterminowe</span> <span class="_ _3"></span><span class="ls3">................................................................<span class="_ _6"></span>...................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">38<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y43 ff1 fs0 fc0 sc0 ls0 ws0">Nota 17<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Należności z</span> <span class="ff7">tytułu dostaw i</span> <span class="ff7">usług oraz pozostałe należności</span> <span class="_ _1"></span><span class="ls3">....................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">39<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y44 ff1 fs0 fc0 sc0 ls0 ws0">Nota 17a<span class="fs2"> <span class="_ _c"> </span></span><span class="ff7">Udzielone pożyczki</span> <span class="_ _1"></span><span class="ls3">.......................................................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls2">40<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y45 ff1 fs0 fc0 sc0 ls0 ws0">Nota 18<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Zmiana stanu odpisów aktualizujących wartości należności krótkoterminowych, wartości zapasów i</span> <span class="ls4">z </span></div><div class="t m0 x6 h6 y46 ff7 fs0 fc0 sc0 ls0 ws0">tytułu utraty wartości środków trwałych<span class="ff1"> <span class="_ _2"></span><span class="ls3">............................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">41<span class="fs2 ls0"> </span></span></span></span></span></div><div class="t m0 x5 h6 y47 ff1 fs0 fc0 sc0 ls0 ws0">Nota 19<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Pozostałe aktywa obrotowe</span> <span class="_ _1"></span><span class="ls3">.....................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">41<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y48 ff1 fs0 fc0 sc0 ls0 ws0">Nota 20<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Środki pieniężne i</span> ich ekwiwalenty <span class="ls3">........................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">41<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y49 ff1 fs0 fc0 sc0 ls0 ws0">Nota 20a<span class="fs2"> <span class="_ _c"> </span></span><span class="ff7">Rachunek przepływów pieniężnych </span>- inne korekty <span class="_ _1"></span><span class="ls3">................................<span class="_ _6"></span>.........................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">42<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y4a ff1 fs0 fc0 sc0 ls0 ws0">Nota 21<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Pożyczki i</span> kredyty bankowe <span class="_ _2"></span><span class="ls3">................................................................................................................................<span class="_ _6"></span>......................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">42<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y4b ff1 fs0 fc0 sc0 ls0 ws0">Nota 22<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Zobowiązania z</span> <span class="ff7">tytułu leasingu</span> <span class="ls3">...............................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">44<span class="_ _0"></span><span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y4c ff1 fs0 fc0 sc0 ls0 ws0">Nota 23<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Zobowiązania z</span> tyt. dostaw i <span class="ff7">usług oraz pozostałe zobowiązania</span> <span class="_ _1"></span><span class="ls3">.............................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">46<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y4d ff1 fs0 fc0 sc0 ls0 ws0">Nota 23a<span class="fs2"> <span class="_ _c"> </span></span><span class="ff7">Zobowiązania finansowe według okresu wymagalności</span> <span class="_ _1"></span><span class="ls3">...............................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">46<span class="_ _0"></span><span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y4e ff1 fs0 fc0 sc0 ls0 ws0">Nota 24<span class="fs2"> <span class="_ _b"> </span></span>Rezerwy <span class="ls3">............................................................................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">47<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y4f ff1 fs0 fc0 sc0 ls0 ws0">Nota 25<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Kapitał zakładowy</span> <span class="ls3">........................................................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">48<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y50 ff1 fs0 fc0 sc0 ls0 ws0">Nota 26<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Kapitał zapasowy</span> <span class="ls3">..........................................................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">49<span class="_ _0"></span><span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y51 ff1 fs0 fc0 sc0 ls0 ws0">Nota 26a<span class="fs2"> <span class="_ _c"> </span></span><span class="ff7">Pozostałe kapitały (rezerwowy)</span> <span class="_ _2"></span><span class="ls3">..............................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">49<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y52 ff1 fs0 fc0 sc0 ls0 ws0">Nota 27<span class="fs2"> <span class="_ _b"> </span></span>Niepodzielony wynik finansowy <span class="_ _2"></span><span class="ls3">..............................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">50<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y53 ff1 fs0 fc0 sc0 ls0 ws0">Nota 28<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Wartość godziwa instrumentów finansowych</span> <span class="ls3">..................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">50<span class="_ _0"></span><span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y54 ff1 fs0 fc0 sc0 ls0 ws0">Nota 28a<span class="fs2"> <span class="_ _c"> </span></span>Instrumenty finansowe w podziale na klasy <span class="_ _1"></span><span class="ls3">................................................................................................<span class="_ _6"></span>.......................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">51<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y55 ff1 fs0 fc0 sc0 ls0 ws0">Nota 28b <span class="fs2"> <span class="_ _d"></span></span>Instrumenty finansowe - przychody i koszty oraz zyski i straty z <span class="ff7">tyt. utraty wartości</span> <span class="ls3">......................................................</span> <span class="_ _1"></span><span class="ls2">51<span class="_ _0"></span><span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y56 ff1 fs0 fc0 sc0 ls0 ws0">Nota 29<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Należności i</span> <span class="ff7">zobowiązania warunkowe</span> <span class="_ _1"></span><span class="ls3">................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">52<span class="_ _0"></span><span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y57 ff1 fs0 fc0 sc0 ls0 ws0">Nota 30<span class="fs2"> <span class="_ _b"> </span></span>Informacja o <span class="ff7">istotnych zmianach wielkości szacunkowych</span> <span class="_ _3"></span><span class="ls3">..........................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">52<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y58 ff1 fs0 fc0 sc0 ls0 ws0">Nota 31<span class="fs2"> <span class="_ _b"> </span></span><span class="ff7">Płatności regulowane akcjami</span> <span class="_ _2"></span><span class="ls3">..................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">53<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x1 h6 y59 ff5 fs0 fc0 sc0 ls2 ws0">8.<span class="ff1 fs2 ls0"> <span class="_ _4"> </span><span class="ff6 fs0">POZOSTAŁE NOTY OBJAŚNIAJĄCE<span class="ff5"> <span class="_ _2"></span><span class="ls1">................................................................................................................................<span class="_ _6"></span>..............................<span class="ls0"> <span class="_ _1"></span><span class="ls2">53<span class="ff1 fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x5 h6 y5a ff1 fs0 fc0 sc0 ls0 ws0">8.1.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Znaczące wydarzenia w</span> 2024 roku <span class="_ _3"></span><span class="ls3">........................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">53<span class="_ _0"></span><span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y5b ff1 fs0 fc0 sc0 ls0 ws0">8.2.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Znaczące zdarzenia po dacie bilansowej</span> <span class="_ _2"></span><span class="ls3">..............................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">58<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y5c ff1 fs0 fc0 sc0 ls0 ws0">8.3.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Transakcje ze stronami / podmiotami powiązanymi</span> <span class="_ _0"></span><span class="ls3">.......................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">59<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y5d ff1 fs0 fc0 sc0 ls0 ws0">8.4.<span class="fs2"> <span class="_ _5"> </span></span>Emisja, wykup i <span class="ff7">spłata dłużnych i</span> <span class="ff7">kapitałowych papierów wartościowych</span> <span class="ls3">...........................................................................</span> <span class="_ _1"></span><span class="ls2">62<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y5e ff1 fs0 fc0 sc0 ls0 ws0">8.5.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Dywidendy wypłacone i</span> zadeklarowane <span class="_ _2"></span><span class="ls3">..............................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls2">62<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y5f ff1 fs0 fc0 sc0 ls0 ws0">8.6.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Postępowania toczace się przed sądem lub organem administracji publicznej</span> <span class="_ _2"></span><span class="ls3">....................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">63<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y60 ff1 fs0 fc0 sc0 ls0 ws0">8.7.<span class="fs2"> <span class="_ _5"> </span></span>Rozliczenia podatkowe <span class="_ _0"></span><span class="ls3">...............................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">63<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y61 ff1 fs0 fc0 sc0 ls0 ws0">8.8.<span class="fs2"> <span class="_ _5"> </span></span>Informacje o <span class="ff7">udzieleniu przez Emitenta lub przez jednostkę od niego zależną poręczeń kredytu lub </span></div><div class="t m0 x6 h2 y62 ff7 fs0 fc0 sc0 ls0 ws0">pożyczki lub udzieleniu gwarancji łącznie jednemu podmiotowi lub jednostce zależnej od<span class="_ _0"></span> tego podmiotu, </div><div class="t m0 x6 h6 y63 ff7 fs0 fc0 sc0 ls0 ws0">jeżeli łączna wartość istniejących poręczeń lub gwarancji<span class="ff1"> </span>jest znacząca<span class="ff1"> <span class="_ _2"></span><span class="ls3">................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">63<span class="_ _0"></span><span class="fs2 ls0"> </span></span></span></span></span></div><div class="t m0 x5 h6 y64 ff1 fs0 fc0 sc0 ls0 ws0">8.9.<span class="fs2"> <span class="_ _5"> </span></span><span class="ff7">Wynagrodzenia Zarządu i</span> Rady Nadzorczej za okres 2024 roku <span class="ls3">..............................................................................................</span> <span class="_ _1"></span><span class="ls2">63<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y65 ff1 fs0 fc0 sc0 ls0 ws0">8.10.<span class="fs2"> <span class="_ _7"> </span></span><span class="ff7">Inne informacje, które są istotne dla oceny sytuacji spółki</span><span class="ls3">...........................................................................................................</span> <span class="_ _1"></span><span class="ls2">64<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y66 ff1 fs0 fc0 sc0 ls0 ws0">8.11.<span class="fs2"> <span class="_ _7"> </span></span><span class="ff7">Istotne czynniki  ryzyka i zagrożeń</span> <span class="_ _3"></span><span class="ls3">.........................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">65<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y67 ff1 fs0 fc0 sc0 ls0 ws0">8.12.<span class="fs2"> <span class="_ _7"> </span></span><span class="ff7">Zarządzenie kapitałem</span> <span class="_ _2"></span><span class="ls3">................................................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">69<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 x5 h6 y68 ff1 fs0 fc0 sc0 ls0 ws0">8.13.<span class="fs2"> <span class="_ _7"> </span></span>Wynagrodzenie firmy audytorskiej<span class="ls3">........................................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">69<span class="fs2 ls0"> </span></span></div><div class="t m0 x5 h6 y69 ff1 fs0 fc0 sc0 ls0 ws0">8.14.<span class="fs2"> <span class="_ _7"> </span></span>Zatwierdzenie sprawozdania finansowego <span class="ls3">........................................................................................................................................</span> <span class="_ _1"></span><span class="ls2">69<span class="fs2 ls0"> </span></span></div><div class="t m0 x1 h6 y6a ff5 fs0 fc0 sc0 ls2 ws0">9.<span class="ff1 fs2 ls0"> <span class="_ _4"> </span><span class="ff6 fs0">OŚWIADCZENIE ZARZĄDU<span class="ff5"> <span class="_ _3"></span><span class="ls1">................................................................<span class="_ _6"></span>..............................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls2">70<span class="ff1 fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 h7 y6b ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y6c ff8 fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff1"> </span></div></div><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1460.500000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:1435.660000px;width:486.350000px;height:12.420000px;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:137.300000px;bottom:1410.820000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1385.980000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1361.140000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1336.300000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1311.460000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1286.620000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1261.780000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1236.940000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1212.100000px;width:514.700000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1187.260000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1162.420000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1137.580000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1112.740000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1087.900000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1063.060000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1038.220000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1013.380000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:988.540000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:963.700000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:938.860000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:914.020000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:889.180000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:864.340000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:839.500000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:814.660000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:789.820000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:764.980000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:737.380000px;width:514.200000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:712.520000px;width:486.350000px;height:12.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:687.680000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:662.840000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:638.000000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:613.160000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:588.320000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:563.480000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:538.640000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:513.800000px;width:514.700000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:488.960000px;width:514.700000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:464.120000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf40" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:439.280000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf41" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:414.440000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf45" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:389.600000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf45" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:364.760000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf45" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:339.920000px;width:486.350000px;height:12.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf46" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:312.320000px;width:514.200000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x7 y6d w5 h8" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y5 w6 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls0 ws0">4 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h5 y7 ff4 fs1 fc1 sc0 ls0 ws0">WYBRANE DANE FINANSOWE DO JEDNOSTKOWEGO<span class="ls5">   </span></div><div class="t m0 x1 h5 y6e ff4 fs1 fc1 sc0 ls0 ws0">SPRAWOZDANIA FINANSOWEGO </div><div class="t m0 x1 h2 y6f ff1 fs0 fc0 sc0 ls0 ws0">ZA OKRES <span class="ls6">12</span> <span class="_ _6"></span><span class="ff7">MIESIĘCY ZAKOŃCZONY DNIA </span><span class="ls2">31</span> GRUDNIA 2024 ROKU </div><div class="t m0 x1 h2 y70 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y71 w7 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xa y71 w8 h9"><div class="t m0 xb ha y72 ff6 fs3 fc1 sc0 ls0 ws0">w tys. zł<span class="ff1"> </span></div></div><div class="c xc y71 w9 h9"><div class="t m0 xb ha y72 ff6 fs3 fc1 sc0 ls0 ws0">w tys. zł<span class="ff1"> </span></div></div><div class="c xd y71 w8 h9"><div class="t m0 xe ha y72 ff5 fs3 fc1 sc0 ls0 ws0">w tys. EUR<span class="ff1"> </span></div></div><div class="c xf y71 w9 h9"><div class="t m0 xe ha y72 ff5 fs3 fc1 sc0 ls0 ws0">w tys. EUR<span class="ff1"> </span></div></div><div class="c x8 y73 wa hb"><div class="t m0 x9 hc y74 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y73 wb hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024 </div><div class="t m0 x11 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2024<span class="_ _0"></span> </div><div class="t m0 x11 hc y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span> </div></div><div class="c xc y73 w9 hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023 </div><div class="t m0 x11 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od <span class="ls7">01</span>-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x11 hc y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c xd y73 w8 hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024 </div><div class="t m0 x11 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2024 </div><div class="t m0 x11 hc y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024 </div></div><div class="c xf y73 wc hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023 </div><div class="t m0 x11 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x11 hc y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x8 y77 wa hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Przychody netto<span class="_ _0"></span> ze sprzedaży prod<span class="_ _0"></span>uktów, towarów<span class="_ _0"></span>, mate-</div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">riałów <span class="ff1"> </span></div></div><div class="c xa y77 wd hd"><div class="t m0 x12 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">555 690 </div></div><div class="c xc y77 we hd"><div class="t m0 x12 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">534 506 </div></div><div class="c xd y77 wd hd"><div class="t m0 x12 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">129 105 </div></div><div class="c xf y77 we hd"><div class="t m0 x12 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">118 035 </div></div><div class="c x8 y79 wa he"><div class="t m0 x9 hc y7a ff1 fs3 fc0 sc0 ls0 ws0">EBITDA </div></div><div class="c xa y79 wd he"><div class="t m0 x13 hc y7a ff1 fs3 fc0 sc0 ls0 ws0">59 004 </div></div><div class="c xc y79 we he"><div class="t m0 x13 hc y7a ff1 fs3 fc0 sc0 ls0 ws0">43 892 </div></div><div class="c xd y79 wd he"><div class="t m0 x13 hc y7a ff1 fs3 fc0 sc0 ls0 ws0">13 709 </div></div><div class="c xf y79 we he"><div class="t m0 x14 hc y7a ff1 fs3 fc0 sc0 ls7 ws0">9 693<span class="ls0"> </span></div></div><div class="c x8 y7b wa h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zysk (strata) na <span class="ff7">dział<span class="_ _0"></span>alności operac<span class="_ _0"></span>yjnej<span class="ff1"> </span></span></div></div><div class="c xa y7b wd h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">6 769</span> </div></div><div class="c xc y7b we h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-23 289 </div></div><div class="c xd y7b wd h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 573</span> </div></div><div class="c xf y7b we h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">5 143</span> </div></div><div class="c x8 y7c wa hf"><div class="t m0 x9 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">Zysk (strata) brutto<span class="_ _0"></span> </div></div><div class="c xa y7c wd hf"><div class="t m0 x14 hc y7d ff1 fs3 fc0 sc0 ls7 ws0">7 484<span class="ls0"> </span></div></div><div class="c xc y7c we hf"><div class="t m0 x13 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">28 248 </div></div><div class="c xd y7c wd hf"><div class="t m0 x14 hc y7d ff1 fs3 fc0 sc0 ls7 ws0">1 739<span class="ls0"> </span></div></div><div class="c xf y7c we hf"><div class="t m0 x14 hc y7d ff1 fs3 fc0 sc0 ls7 ws0">6 238<span class="ls0"> </span></div></div><div class="c x8 y7e wa h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zysk (strata) netto<span class="_ _0"></span> </div></div><div class="c xa y7e wd h9"><div class="t m0 x14 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c xc y7e we h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c xd y7e wd h9"><div class="t m0 x14 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 875<span class="ls0"> </span></div></div><div class="c xf y7e we h9"><div class="t m0 x14 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">6 226<span class="ls0"> </span></div></div><div class="c x8 y7f wa h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Przepływy pienię<span class="_ _0"></span>żne netto z<span class="ff1"> </span>działa<span class="_ _0"></span>lności operacy<span class="_ _0"></span>jnej<span class="ff1"> </span></div></div><div class="c xa y7f wd h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">14 639 </div></div><div class="c xc y7f we h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">86 672 </div></div><div class="c xd y7f wd h9"><div class="t m0 x14 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">3 401<span class="ls0"> </span></div></div><div class="c xf y7f we h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">19 140 </div></div><div class="c x8 y80 wa h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Przepływy pieniężn<span class="_ _0"></span>e netto z<span class="ff1"> </span>działa<span class="_ _0"></span>lności inw<span class="_ _0"></span>estycyjnej<span class="ff1"> </span></div></div><div class="c xa y80 wd h9"><div class="t m0 x14 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">7 675<span class="ls0"> </span></div></div><div class="c xc y80 we h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">24 193 </div></div><div class="c xd y80 wd h9"><div class="t m0 x14 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 783<span class="ls0"> </span></div></div><div class="c xf y80 we h9"><div class="t m0 x14 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">5 343<span class="ls0"> </span></div></div><div class="c x8 y81 wa h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Przepływy pienię<span class="_ _0"></span>żne netto z<span class="ff1"> </span>działa<span class="_ _0"></span>lności finansow<span class="_ _0"></span>ej<span class="ff1"> </span></div></div><div class="c xa y81 wd h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-67 090 </div></div><div class="c xc y81 we h9"><div class="t m0 x17 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-124 265 </div></div><div class="c xd y81 wd h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-15 587 </div></div><div class="c xf y81 we h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-27 441 </div></div><div class="c x8 y82 wa h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Przepływy pienię<span class="_ _0"></span>żne netto, razem<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xa y82 wd h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-44 776 </div></div><div class="c xc y82 we h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-13 400 </div></div><div class="c xd y82 wd h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-10 403 </div></div><div class="c xf y82 we h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">2 958</span> </div></div><div class="c x8 y83 wa h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zysk (strata) na jedn<span class="_ _0"></span>ą akcję zwykłą <span class="_ _0"></span>(w zł/EUR)<span class="ff1"> </span></div></div><div class="c xa y83 wd h9"><div class="t m0 x18 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,03 </div></div><div class="c xc y83 we h9"><div class="t m0 x18 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,12 </div></div><div class="c xd y83 wd h9"><div class="t m0 x18 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,01 </div></div><div class="c xf y83 we h9"><div class="t m0 x18 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,03 </div></div><div class="c x8 y84 wa hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Rozwodnion<span class="_ _0"></span>y zysk (strat) na jedną <span class="_ _0"></span>akcję <span class="ff1"> </span></div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">(w zł/EUR)<span class="ff1"> </span></div></div><div class="c xa y84 wd hd"><div class="t m0 x18 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0,03 </div></div><div class="c xc y84 we hd"><div class="t m0 x18 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0,12 </div></div><div class="c xd y84 wd hd"><div class="t m0 x18 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0,01 </div></div><div class="c xf y84 we hd"><div class="t m0 x18 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0,03 </div></div><div class="c x8 y85 wa h9"><div class="t m0 x9 ha y72 ff5 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xa y85 wd h9"><div class="t m0 x19 hc y72 ff1 fs3 fc4 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xc y85 we h9"><div class="t m0 x19 hc y72 ff1 fs3 fc4 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd y85 wd h9"><div class="t m0 x19 hc y72 ff1 fs3 fc4 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xf y85 we h9"><div class="t m0 x19 hc y72 ff1 fs3 fc4 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x8 y86 wa h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Aktywa, razem<span class="_ _0"></span> </div></div><div class="c xa y86 wd h9"><div class="t m0 x12 hc y87 ff1 fs3 fc0 sc0 ls0 ws0">952 240 </div></div><div class="c xc y86 we h9"><div class="t m0 x12 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">936 134 </div></div><div class="c xd y86 wd h9"><div class="t m0 x12 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">222 850 </div></div><div class="c xf y86 we h9"><div class="t m0 x12 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">215 302 </div></div><div class="c x8 y88 wa h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania i<span class="ff1"> </span>rezerwy<span class="_ _0"></span> na zobow<span class="_ _0"></span>iązania<span class="ff1 fc5"> </span></div></div><div class="c xa y88 wd h9"><div class="t m0 x12 hc y87 ff1 fs3 fc0 sc0 ls0 ws0">283 877 </div></div><div class="c xc y88 we h9"><div class="t m0 x12 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">254 741 </div></div><div class="c xd y88 wd h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">66 43<span class="ls0">5 </span></div></div><div class="c xf y88 we h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">58 588 </div></div><div class="c x8 y89 wa he"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania długo<span class="_ _0"></span>terminowe<span class="ff1"> </span></div></div><div class="c xa y89 wd he"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">93 328 </div></div><div class="c xc y89 we he"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">87 444 </div></div><div class="c xd y89 wd he"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">21 841 </div></div><div class="c xf y89 we he"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">20 111 </div></div><div class="c x8 y8a wa h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania krótko<span class="_ _0"></span>terminowe<span class="ff1"> </span></div></div><div class="c xa y8a wd h9"><div class="t m0 x12 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">177 740 </div></div><div class="c xc y8a we h9"><div class="t m0 x12 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">152 289 </div></div><div class="c xd y8a wd h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">41 596 </div></div><div class="c xf y8a we h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">35 025 </div></div><div class="c x8 y8b wa h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Kapitał własny<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xa y8b wd h9"><div class="t m0 x12 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">668 363 </div></div><div class="c xc y8b we h9"><div class="t m0 x12 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">681 393 </div></div><div class="c xd y8b wd h9"><div class="t m0 x12 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">156 415 </div></div><div class="c xf y8b we h9"><div class="t m0 x12 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">156 714 </div></div><div class="c x8 y8c wa h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Kapitał zakładowy<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xa y8c wd h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">49 122 </div></div><div class="c xc y8c we h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">49 122 </div></div><div class="c xd y8c wd h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">11 496 </div></div><div class="c xf y8c we h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">11 298 </div></div><div class="c x8 y8d wa h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Liczba akcji (w<span class="_ _0"></span> szt.) </div></div><div class="c xa y8d wd h9"><div class="t m0 x1a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c xc y8d we h9"><div class="t m0 x1a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c xd y8d wd h9"><div class="t m0 x1a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c xf y8d we h9"><div class="t m0 x1a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c x8 y8f wa h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Rozwodnion<span class="_ _0"></span>a liczba akcji (w szt.) </div></div><div class="c xa y8f wd h9"><div class="t m0 x1a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c xc y8f we h9"><div class="t m0 x1a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">235 630 831 </div></div><div class="c xd y8f wd h9"><div class="t m0 x1a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c xf y8f we h9"><div class="t m0 x1a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">235 630 831 </div></div><div class="c x8 y90 wa hf"><div class="t m0 x9 hc y7d ff7 fs3 fc0 sc0 ls0 ws0">Wartość księgowa na jed<span class="_ _0"></span>ną akcję<span class="_ _0"></span> (w zł/EUR)<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xa y90 wd hf"><div class="t m0 x18 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">2,85 </div></div><div class="c xc y90 we hf"><div class="t m0 x18 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">2,91 </div></div><div class="c xd y90 wd hf"><div class="t m0 x18 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">0,67 </div></div><div class="c xf y90 we hf"><div class="t m0 x18 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">0,67 </div></div><div class="c x8 y91 wa h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Rozwodnion<span class="_ _0"></span>a wartość księgow<span class="_ _0"></span>a na jedną akc<span class="_ _0"></span>ję (w zł/EUR)<span class="ff1"> </span></div></div><div class="c xa y91 wd h9"><div class="t m0 x18 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">2,85 </div></div><div class="c xc y91 we h9"><div class="t m0 x18 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">2,89 </div></div><div class="c xd y91 wd h9"><div class="t m0 x18 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,67 </div></div><div class="c xf y91 we h9"><div class="t m0 x18 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,67 </div></div><div class="c x8 y92 wa hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Zadeklarowana lub<span class="_ _0"></span> wypłacona d<span class="_ _0"></span>ywidend<span class="_ _0"></span>a na jedną akcję <span class="ff1"> </span></div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">(w zł/EUR)<span class="ff1"> </span></div></div><div class="c xa y92 wd hd"><div class="t m0 x18 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0,09 </div></div><div class="c xc y92 we hd"><div class="t m0 x18 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0,20 </div></div><div class="c xd y92 wd hd"><div class="t m0 x18 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c xf y92 we hd"><div class="t m0 x18 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0,05 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y93 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y94 ff8 fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </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 x7 y95 w5 h10" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y5 wf h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls0 ws0">5 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h5 y7 ff4 fs1 fc1 sc0 ls0 ws0">JEDNOSTKOWY <span class="ff3">RACHUNEK ZYSKÓW</span> I STRAT  </div><div class="t m0 x1 h2 y96 ff1 fs0 fc0 sc0 ls0 ws0">ZA OKRES <span class="ls6">12</span> <span class="_ _6"></span><span class="ff7">MIESIĘCY ZAKOŃCZONY DNIA </span>31 GRUDNIA 2024 ROKU </div><div class="t m0 x1 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y97 w10 hb"><div class="t m0 x9 ha y74 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x1b y97 w11 hb"><div class="t m0 x1c ha y74 ff5 fs3 fc4 sc0 ls0 ws0">Nota<span class="ff1"> </span></div></div><div class="c x1d y97 w12 hb"><div class="t m0 x17 ha y98 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x1e hc y99 ff1 fs3 fc4 sc0 ls0 ws0">od <span class="ls7">01</span>-<span class="ls7">01</span>-2024<span class="_ _0"></span> </div><div class="t m0 x1e ha y9a ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x1f y97 w13 hb"><div class="t m0 x20 ha y98 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x21 hc y99 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x21 hc y9a ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x22 y97 w14 hb"><div class="t m0 x23 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x21 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 xe ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x24 y97 w15 hb"><div class="t m0 x8 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x10 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x25 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y9b w10 hf"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">DZIAŁALNOŚĆ <span class="_ _0"></span>KONTYN<span class="_ _0"></span>UOWANA<span class="ff5"> </span></div></div><div class="c x1b y9b w16 hf"><div class="t m0 x26 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1d y9b w17 hf"><div class="t m0 x27 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f y9b w18 hf"><div class="t m0 x28 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x22 y9b w19 hf"><div class="t m0 x28 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x24 y9b w1a hf"><div class="t m0 x29 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y9c w10 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Przychody ze s<span class="_ _0"></span>przedaży<span class="ff1 fc4"> </span></div></div><div class="c x1b y9c w16 h9"><div class="t m0 x2a hc y8e ff1 fs3 fc0 sc0 ls0 ws0">1,2 </div></div><div class="c x1d y9c w17 h9"><div class="t m0 x16 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">555 690 </div></div><div class="c x1f y9c w18 h9"><div class="t m0 x2b ha y8e ff5 fs3 fc0 sc0 ls0 ws0">534 506 </div></div><div class="c x22 y9c w19 h9"><div class="t m0 x2b ha y8e ff5 fs3 fc0 sc0 ls0 ws0">173 012 </div></div><div class="c x24 y9c w1a h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">157 340 </div></div><div class="c x8 y9d w10 h9"><div class="t m0 x9 ha y8e ff7 fs3 fc0 sc0 ls0 ws0">Koszt własny sprzeda<span class="_ _0"></span>ży<span class="ff5"> </span></div></div><div class="c x1b y9d w16 h9"><div class="t m0 xb hc y8e ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x1d y9d w17 h9"><div class="t m0 x16 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">228 683 </div></div><div class="c x1f y9d w18 h9"><div class="t m0 x2b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">231 120 </div></div><div class="c x22 y9d w19 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">65 869 </div></div><div class="c x24 y9d w1a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls0 ws0">68 850 </div></div><div class="c x8 y9e w10 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Zysk (strata) brutto z<span class="_ _0"></span>e sprz<span class="_ _0"></span>edaży<span class="ff5"> </span></div></div><div class="c x1b y9e w16 h9"><div class="t m0 x26 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1d y9e w17 h9"><div class="t m0 x16 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">327 007 </div></div><div class="c x1f y9e w18 h9"><div class="t m0 x2b ha y8e ff5 fs3 fc0 sc0 ls0 ws0">303 386 </div></div><div class="c x22 y9e w19 h9"><div class="t m0 x2b ha y8e ff5 fs3 fc0 sc0 ls0 ws0">107 143 </div></div><div class="c x24 y9e w1a h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls0 ws0">88 490 </div></div><div class="c x8 y9f w10 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Koszty sprzedaży<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x1b y9f w16 h9"><div class="t m0 xb hc y8e ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x1d y9f w17 h9"><div class="t m0 x16 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">278 846 </div></div><div class="c x1f y9f w18 h9"><div class="t m0 x2b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">262 353 </div></div><div class="c x22 y9f w19 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">74 635 </div></div><div class="c x24 y9f w1a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls0 ws0">69 419 </div></div><div class="c x8 ya0 w10 he"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Koszty ogólnego zarz<span class="_ _0"></span>ądu<span class="ff1"> </span></div></div><div class="c x1b ya0 w16 he"><div class="t m0 xb hc y8e ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x1d ya0 w17 he"><div class="t m0 x2f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">56 663 </div></div><div class="c x1f ya0 w18 he"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">57 800 </div></div><div class="c x22 ya0 w19 he"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">14 810 </div></div><div class="c x24 ya0 w1a he"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls0 ws0">15 778 </div></div><div class="c x8 ya1 w10 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe przycho<span class="_ _0"></span>dy operacyjne<span class="_ _0"></span><span class="ff1 fc1"> </span></div></div><div class="c x1b ya1 w16 h9"><div class="t m0 xb hc y8e ff1 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x1d ya1 w17 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">9 011<span class="ls0"> </span></div></div><div class="c x1f ya1 w18 h9"><div class="t m0 x30 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">7 <span class="ls7">050</span> </div></div><div class="c x22 ya1 w19 h9"><div class="t m0 x30 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">5 182<span class="ls0"> </span></div></div><div class="c x24 ya1 w1a h9"><div class="t m0 x31 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 601<span class="ls0"> </span></div></div><div class="c x8 ya2 w10 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe koszty operac<span class="_ _0"></span>yjne<span class="ff1 fc1"> </span></div></div><div class="c x1b ya2 w16 h9"><div class="t m0 x21 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">5a<span class="ls0"> </span></div></div><div class="c x1d ya2 w17 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">6 850<span class="ls0"> </span></div></div><div class="c x1f ya2 w18 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">13 312 </div></div><div class="c x22 ya2 w19 h9"><div class="t m0 x30 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 654<span class="ls0"> </span></div></div><div class="c x24 ya2 w1a h9"><div class="t m0 x31 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">9 057<span class="ls0"> </span></div></div><div class="c x8 ya3 w10 h11"><div class="t m0 x9 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">Strata ze zbycia niefin<span class="_ _0"></span>ansowych ak<span class="_ _0"></span>tywów </div><div class="t m0 x9 ha ya5 ff7 fs3 fc0 sc0 ls0 ws0">trwałych<span class="ff5"> </span></div></div><div class="c x1b ya3 w16 h11"><div class="t m0 x21 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">5a<span class="ls0"> </span></div></div><div class="c x1d ya3 w17 h11"><div class="t m0 x32 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">428<span class="ls0"> </span></div></div><div class="c x1f ya3 w18 h11"><div class="t m0 x33 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">260<span class="ls0"> </span></div></div><div class="c x22 ya3 w19 h11"><div class="t m0 x33 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">210<span class="ls0"> </span></div></div><div class="c x24 ya3 w1a h11"><div class="t m0 x28 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">159<span class="ls0"> </span></div></div><div class="c x8 ya7 w10 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Zysk (strata) na dzia<span class="_ _0"></span>łalności oper<span class="_ _0"></span>acyjnej<span class="ff5"> </span></div></div><div class="c x1b ya7 w16 h9"><div class="t m0 x26 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1d ya7 w17 h9"><div class="t m0 x14 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-6 769 </div></div><div class="c x1f ya7 w18 h9"><div class="t m0 x1 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-23 289 </div></div><div class="c x22 ya7 w19 h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls0 ws0">19 016 </div></div><div class="c x24 ya7 w1a h9"><div class="t m0 x34 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-1 322 </div></div><div class="c x8 ya8 w10 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Przychody finanso<span class="_ _0"></span>we<span class="ff9"> </span></div></div><div class="c x1b ya8 w16 h9"><div class="t m0 xb hc y8e ff1 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x1d ya8 w17 h9"><div class="t m0 x2f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">23 519 </div></div><div class="c x1f ya8 w18 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">57 868 </div></div><div class="c x22 ya8 w19 h9"><div class="t m0 x33 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">426<span class="ls0"> </span></div></div><div class="c x24 ya8 w1a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls0 ws0">54 959 </div></div><div class="c x8 ya9 w10 h11"><div class="t m0 x9 h12 ya4 ff9 fs3 fc0 sc0 ls0 ws0">w tym: z tyt. leasingu<span class="_ _0"></span> finansoweg<span class="_ _0"></span>o lokali han-</div><div class="t m0 x9 h12 ya5 ff9 fs3 fc0 sc0 ls0 ws0">dlowych oraz po<span class="_ _0"></span>wierzchni bi<span class="_ _0"></span>urowych </div></div><div class="c x1b ya9 w16 h11"><div class="t m0 xb h12 ya6 ff9 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x1d ya9 w17 h11"><div class="t m0 x7 h12 ya6 ff9 fs3 fc0 sc0 ls7 ws0">2 279<span class="ls0"> </span></div></div><div class="c x1f ya9 w18 h11"><div class="t m0 x2d h12 ya6 ff9 fs3 fc0 sc0 ls0 ws0">11 544 </div></div><div class="c x22 ya9 w19 h11"><div class="t m0 x34 h12 ya6 ff9 fs3 fc0 sc0 ls7 ws0">99<span class="ls0"> </span></div></div><div class="c x24 ya9 w1a h11"><div class="t m0 x31 h12 ya6 ff9 fs3 fc0 sc0 ls7 ws0">9 522<span class="ls0"> </span></div></div><div class="c x8 yaa w10 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Koszty finansow<span class="_ _0"></span>e </div></div><div class="c x1b yaa w16 h9"><div class="t m0 x21 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">6a<span class="ls0"> </span></div></div><div class="c x1d yaa w17 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">9 266<span class="ls0"> </span></div></div><div class="c x1f yaa w18 h9"><div class="t m0 x30 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">6 331<span class="ls0"> </span></div></div><div class="c x22 yaa w19 h9"><div class="t m0 x30 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">5 053<span class="ls0"> </span></div></div><div class="c x24 yaa w1a h9"><div class="t m0 x31 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 593<span class="ls0"> </span></div></div><div class="c x8 yab w10 h11"><div class="t m0 x9 h12 ya4 ff9 fs3 fc0 sc0 ls0 ws0">w tym: z tyt. leasingu<span class="_ _0"></span> lokali <span class="_ _0"></span>handlowych oraz </div><div class="t m0 x9 h12 ya5 ff9 fs3 fc0 sc0 ls0 ws0">powierzchni biu<span class="_ _0"></span>rowych </div></div><div class="c x1b yab w16 h11"><div class="t m0 x21 h12 ya6 ff9 fs3 fc0 sc0 ls7 ws0">6a<span class="ls0"> </span></div></div><div class="c x1d yab w17 h11"><div class="t m0 x7 h12 ya6 ff9 fs3 fc0 sc0 ls7 ws0">4 947<span class="ls0"> </span></div></div><div class="c x1f yab w18 h11"><div class="t m0 x30 h12 ya6 ff9 fs3 fc0 sc0 ls7 ws0">3 092<span class="ls0"> </span></div></div><div class="c x22 yab w19 h11"><div class="t m0 x30 h12 ya6 ff9 fs3 fc0 sc0 ls7 ws0">1 405<span class="ls0"> </span></div></div><div class="c x24 yab w1a h11"><div class="t m0 x31 h12 ya6 ff9 fs3 fc0 sc0 ls7 ws0">1 073<span class="ls0"> </span></div></div><div class="c x8 yac w10 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Zysk (strata) brutto<span class="_ _0"></span> </div></div><div class="c x1b yac w16 h9"><div class="t m0 x26 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1d yac w17 h9"><div class="t m0 x7 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">7 484<span class="ls0"> </span></div></div><div class="c x1f yac w18 h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls0 ws0">28 248 </div></div><div class="c x22 yac w19 h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls0 ws0">14 389 </div></div><div class="c x24 yac w1a h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls0 ws0">52 044 </div></div><div class="c x8 yad w10 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Podatek docho<span class="_ _0"></span>dowy<span class="fc1"> </span></div></div><div class="c x1b yad w16 h9"><div class="t m0 x2a hc y8e ff1 fs3 fc0 sc0 ls0 ws0">7,8 </div></div><div class="c x1d yad w17 h9"><div class="t m0 x30 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">587</span> </div></div><div class="c x1f yad w18 h9"><div class="t m0 x34 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">55<span class="fc1 ls0"> </span></div></div><div class="c x22 yad w19 h9"><div class="t m0 x30 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 195<span class="fc1 ls0"> </span></div></div><div class="c x24 yad w1a h9"><div class="t m0 x31 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 473<span class="fc1 ls0"> </span></div></div><div class="c x8 yae w10 h13"><div class="t m0 x9 ha yaf ff5 fs3 fc0 sc0 ls0 ws0">Zysk (strata) roku z<span class="_ _0"></span> <span class="ff6">działalności<span class="_ _0"></span> konty-</span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc0 sc0 ls0 ws0">nuowanej<span class="ff1"> </span></div></div><div class="c x1b yae w16 h13"><div class="t m0 x26 hc yb0 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1d yae w17 h13"><div class="t m0 x7 ha yb0 ff5 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x1f yae w18 h13"><div class="t m0 x2d ha yb0 ff5 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c x22 yae w19 h13"><div class="t m0 x2d ha yb0 ff5 fs3 fc0 sc0 ls0 ws0">10 194 </div></div><div class="c x24 yae w1a h13"><div class="t m0 x2e ha yb0 ff5 fs3 fc0 sc0 ls0 ws0">48 571 </div></div><div class="c x8 yb1 w10 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">DZIAŁALNOŚC Z<span class="_ _0"></span>ANIECH<span class="_ _0"></span>ANA<span class="ff1"> </span></div></div><div class="c x1b yb1 w16 h9"><div class="t m0 x26 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1d yb1 w17 h9"><div class="t m0 x27 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1f yb1 w18 h9"><div class="t m0 x28 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x22 yb1 w19 h9"><div class="t m0 x28 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x24 yb1 w1a h9"><div class="t m0 x29 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 yb2 w10 h11"><div class="t m0 x9 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">Zysk (strata) roku z <span class="ff7">d<span class="_ _0"></span>ziałalności<span class="_ _0"></span><span class="ff1"> </span></span></div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">zaniechanej<span class="fc1"> </span></div></div><div class="c x1b yb2 w16 h11"><div class="t m0 x26 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1d yb2 w17 h11"><div class="t m0 x35 hc ya6 ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x1f yb2 w18 h11"><div class="t m0 x36 hc ya6 ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x22 yb2 w19 h11"><div class="t m0 x36 hc ya6 ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x24 yb2 w1a h11"><div class="t m0 x37 hc ya6 ff1 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x8 yb3 w10 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Zysk (strata) roku ob<span class="_ _0"></span>rotowe<span class="_ _0"></span>go<span class="ff1"> </span></div></div><div class="c x1b yb3 w16 h9"><div class="t m0 x26 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1d yb3 w17 h9"><div class="t m0 x7 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x1f yb3 w18 h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c x22 yb3 w19 h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls0 ws0">10 194 </div></div><div class="c x24 yb3 w1a h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls0 ws0">48 571 </div></div><div class="c x8 yb4 w1b h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Zysk (strata) na jedn<span class="_ _0"></span>ą akcję zwyk<span class="_ _0"></span>łą z<span class="ff1 ls8">                 <span class="_ _0"></span>   <span class="ls0">      9  </span></span></div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">działalności konty<span class="_ _0"></span>nuowanej i zanie<span class="_ _0"></span>chanej<span class="ff1"> </span></div></div><div class="c x1d yb4 w1c h11"><div class="t m0 x9 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yb5 w10 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- podstawowy </div></div><div class="c x1b yb5 w16 h9"><div class="t m0 x26 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1d yb5 w17 h9"><div class="t m0 x38 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> 0,03  </div></div><div class="c x1f yb5 w18 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> 0,12  </div></div><div class="c x22 yb5 w19 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> 0,04  </div></div><div class="c x24 yb5 w1a h9"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> 0,21  </div></div><div class="c x8 yb6 w10 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- rozwodnio<span class="_ _0"></span>ny </div></div><div class="c x1b yb6 w16 h9"><div class="t m0 x26 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1d yb6 w17 h9"><div class="t m0 x38 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> 0,03  </div></div><div class="c x1f yb6 w18 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> 0,12  </div></div><div class="c x22 yb6 w19 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> 0,04  </div></div><div class="c x24 yb6 w1a h9"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> 0,21  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 yb7 ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h5 yb8 ff4 fs1 fc1 sc0 ls0 ws0">JEDNOSTKOWE <span class="ff3">SPRAWOZDANIE Z CAŁKOWITYCH </span> </div><div class="t m0 x1 h5 yb9 ff3 fs1 fc1 sc0 ls0 ws0">DOCHODÓW<span class="ff4"> </span></div><div class="t m0 x1 h2 yba ff7 fs0 fc0 sc0 ls0 ws0">ZA OKRES 12 MIESIĘCY ZAKOŃCZONY DNIA <span class="ff1">31 GRUDNIA 2024 ROKU </span></div><div class="t m0 x2 h2 ybb ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 ybc w1d hb"><div class="t m0 x9 ha y74 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x39 ybc w1e hb"><div class="t m0 x1c ha y74 ff5 fs3 fc4 sc0 ls0 ws0">Nota<span class="ff1"> </span></div></div><div class="c x3a ybc w1f hb"><div class="t m0 x3b ha y98 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x3c hc y99 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2024<span class="_ _0"></span> </div><div class="t m0 x3c ha y9a ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x3d ybc w18 hb"><div class="t m0 x20 ha y98 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x21 hc y99 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x21 hc y9a ff1 fs3 fc4 sc0 ls0 ws0">do <span class="ls7">31</span>-<span class="ls7">12</span>-<span class="ls9">20<span class="ls7">23</span></span> </div></div><div class="c x3e ybc w20 hb"><div class="t m0 x12 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x3f hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 xe ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x40 ybc w21 hb"><div class="t m0 x8 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x41 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x3b ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 ybd w1d h15"><div class="t m0 x9 ha ybe ff5 fs3 fc0 sc0 ls0 ws0">Wynik netto za okr<span class="_ _0"></span>es sprawoz<span class="_ _0"></span>dawczy<span class="ff1 fc4"> </span></div></div><div class="c x39 ybd w22 h15"><div class="t m0 x26 ha ybe ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a ybd w9 h15"><div class="t m0 x14 ha ybe ff5 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x3d ybd w23 h15"><div class="t m0 x42 ha ybe ff5 fs3 fc0 sc0 ls0 ws0">28 193<span class="fc4"> </span></div></div><div class="c x3e ybd w24 h15"><div class="t m0 x42 ha ybe ff5 fs3 fc0 sc0 ls0 ws0">10 194 </div></div><div class="c x40 ybd w25 h15"><div class="t m0 x43 ha ybe ff5 fs3 fc0 sc0 ls0 ws0">48 571 </div></div><div class="c x8 ybf w1d h15"><div class="t m0 x9 ha ybe ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe całkowite d<span class="_ _0"></span>ochody,<span class="_ _0"></span> w<span class="ff1"> tym:<span class="ff5"> </span></span></div></div><div class="c x39 ybf w22 h15"><div class="t m0 x26 ha ybe ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a ybf w9 h15"><div class="t m0 x2e hc ybe ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3d ybf w23 h15"><div class="t m0 x44 hc ybe ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3e ybf w24 h15"><div class="t m0 x44 hc ybe ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x40 ybf w25 h15"><div class="t m0 x45 hc ybe ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 yc0 w1d h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Podlegające przeklasy<span class="_ _0"></span>fikowaniu<span class="_ _0"></span> do wy-</div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">niku </div></div><div class="c x39 yc0 w22 h11"><div class="t m0 x26 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a yc0 w9 h11"><div class="t m0 x2e hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3d yc0 w23 h11"><div class="t m0 x44 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3e yc0 w24 h11"><div class="t m0 x44 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x40 yc0 w25 h11"><div class="t m0 x45 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x7 yc1 w5 h16" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y5 w26 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls0 ws0">6 </div></div><div class="c x8 yc2 w1d hb"><div class="t m0 x9 ha y74 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x39 yc2 w1e hb"><div class="t m0 x1c ha y74 ff5 fs3 fc4 sc0 ls0 ws0">Nota<span class="ff1"> </span></div></div><div class="c x3a yc2 w1f hb"><div class="t m0 x3b ha y98 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x3c hc y99 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2024<span class="_ _0"></span> </div><div class="t m0 x3c ha y9a ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x3d yc2 w18 hb"><div class="t m0 x20 ha y98 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x21 hc y99 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x21 hc y9a ff1 fs3 fc4 sc0 ls0 ws0">do <span class="ls7">31</span>-<span class="ls7">12</span>-<span class="ls9">20<span class="ls7">23</span></span> </div></div><div class="c x3e yc2 w20 hb"><div class="t m0 x12 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x3f hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 xe ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x40 yc2 w21 hb"><div class="t m0 x8 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x41 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x3b ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 yc3 w1d h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Niepodlegające prz<span class="_ _0"></span>eklasyfikowani<span class="_ _0"></span>u do </div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">wyniku </div></div><div class="c x39 yc3 w22 h11"><div class="t m0 x26 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a yc3 w9 h11"><div class="t m0 x2e hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3d yc3 w23 h11"><div class="t m0 x44 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3e yc3 w24 h11"><div class="t m0 x44 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x40 yc3 w25 h11"><div class="t m0 x45 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 yc4 w1d h17"><div class="t m0 x9 ha ybe ff6 fs3 fc0 sc0 ls0 ws0">Całkowity doch<span class="_ _0"></span>ód za okres<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x39 yc4 w22 h17"><div class="t m0 x26 ha ybe ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3a yc4 w9 h17"><div class="t m0 x14 ha ybe ff5 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x3d yc4 w23 h17"><div class="t m0 x42 ha ybe ff5 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c x3e yc4 w24 h17"><div class="t m0 x42 ha ybe ff5 fs3 fc0 sc0 ls0 ws0">10 194 </div></div><div class="c x40 yc4 w25 h17"><div class="t m0 x43 ha ybe ff5 fs3 fc0 sc0 ls0 ws0">48 571 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 yb ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h5 yc5 ff4 fs1 fc1 sc0 ls0 ws0">JEDNOSTKOWE SPRAWOZDANIE Z SYTUACJI FINANSO-</div><div class="t m0 x1 h5 yc6 ff4 fs1 fc1 sc0 ls0 ws0">WEJ </div><div class="t m0 x1 h2 yc7 ff1 fs0 fc0 sc0 lsa ws0">NA<span class="ls0"> D<span class="ff7">ZIEŃ</span> 31 GRUDNIA 2024 ROKU </span></div><div class="t m0 x1 h2 yc8 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yc9 w27 hf"><div class="t m0 x9 ha y7d ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x46 yc9 w28 hf"><div class="t m0 x3c ha y7d ff5 fs3 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x47 yc9 w29 hf"><div class="t m0 x48 ha y7d ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c x49 yc9 w2a hf"><div class="t m0 x48 ha y7d ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 yca w27 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls0 ws0">AKTYWA </div></div><div class="c x46 yca w2b h9"><div class="t m0 x1a ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x47 yca w2c h9"><div class="t m0 x4a ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x49 yca w2c h9"><div class="t m0 x4a ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 ycb w27 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Aktywa trwałe<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x46 ycb w2b h9"><div class="t m0 x1a ha y72 ff5 fs3 fc4 sc0 ls0 ws0"> </div></div><div class="c x47 ycb w2c h9"><div class="t m0 x4b ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> 706 701  </div></div><div class="c x49 ycb w2c h9"><div class="t m0 x4b ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> 702 959 <span class="fc4"> </span></div></div><div class="c x8 ycc w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Wartość firmy<span class="ff1"> </span></div></div><div class="c x46 ycc w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">10 </span><span class="fc4"> </span></div></div><div class="c x47 ycc w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">120 855  </div></div><div class="c x49 ycc w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">120 855  </div></div><div class="c x8 ycd w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Inne wartości niemate<span class="_ _0"></span>rialne<span class="ff1"> </span></div></div><div class="c x46 ycd w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">11 </span> </div></div><div class="c x47 ycd w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">115 713  </div></div><div class="c x49 ycd w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">116 373  </div></div><div class="c x8 yce w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Rzeczowe aktywa trwa<span class="_ _0"></span>łe<span class="ff1"> </span></div></div><div class="c x46 yce w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">12 </span> </div></div><div class="c x47 yce w2c h9"><div class="t m0 x4d hc y72 ff1 fs3 fc0 sc0 ls0 ws0">31 053  </div></div><div class="c x49 yce w2c h9"><div class="t m0 x4d hc y72 ff1 fs3 fc0 sc0 ls0 ws0">29 615  </div></div><div class="c x8 ycf w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Nieruchomości in<span class="_ _0"></span>westycyjne<span class="ff1"> </span></div></div><div class="c x46 ycf w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">13 </span> </div></div><div class="c x47 ycf w2c h9"><div class="t m0 x6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">874 <span class="ls0"> </span></div></div><div class="c x49 ycf w2c h9"><div class="t m0 x6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">874 <span class="ls0"> </span></div></div><div class="c x8 yd0 w27 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Aktywa z <span class="ff7">tytułu pr<span class="_ _0"></span>aw do użytkowa<span class="_ _0"></span>nia<span class="ff1"> </span></span></div></div><div class="c x46 yd0 w2b h9"><div class="t m0 x1e hc y72 ff1 fs3 fc0 sc0 ls0 ws0">12a  </div></div><div class="c x47 yd0 w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">138 767  </div></div><div class="c x49 yd0 w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">134 962  </div></div><div class="c x8 yd1 w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Należności długoter<span class="_ _0"></span>minowe <span class="ff1"> </span></div></div><div class="c x46 yd1 w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">16<span class="ls0"> </span></div></div><div class="c x47 yd1 w2c h9"><div class="t m0 x6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">136 <span class="ls0"> </span></div></div><div class="c x49 yd1 w2c h9"><div class="t m0 x4e hc y72 ff1 fs3 fc0 sc0 ls7 ws0">147<span class="ls0"> </span></div></div><div class="c x8 yd2 w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Udzielone pożyczki<span class="_ _0"></span> długotermino<span class="_ _0"></span>we<span class="ff1"> </span></div></div><div class="c x46 yd2 w2b h9"><div class="t m0 x1e hc y72 ff1 fs3 fc0 sc0 ls0 ws0">1<span class="ls7">7a</span> </div></div><div class="c x47 yd2 w2c h9"><div class="t m0 x4f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">2 016  </div></div><div class="c x49 yd2 w2c h9"><div class="t m0 x4f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">3 416  </div></div><div class="c x8 yd3 w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Udziały i akcje<span class="ff1"> </span></div></div><div class="c x46 yd3 w2b h9"><div class="t m0 x50 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> 14, 14a </div></div><div class="c x47 yd3 w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">283 812  </div></div><div class="c x49 yd3 w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">283 829  </div></div><div class="c x8 yd4 w27 h18"><div class="t m0 x9 hc y74 ff1 fs3 fc0 sc0 ls0 ws0">Aktywa z <span class="ff7">tytułu odro<span class="_ _0"></span>czonego poda<span class="_ _0"></span>tku <span class="ff1"> </span></span></div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">dochodo<span class="_ _0"></span>wego </div></div><div class="c x46 yd4 w2b h18"><div class="t m0 x21 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">8 </span> </div></div><div class="c x47 yd4 w2c h18"><div class="t m0 x4d hc y78 ff1 fs3 fc0 sc0 ls0 ws0">13 475  </div></div><div class="c x49 yd4 w2c h18"><div class="t m0 x4d hc y78 ff1 fs3 fc0 sc0 ls0 ws0">12 888  </div></div><div class="c x8 yd5 w27 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Aktywa obrotowe<span class="_ _0"></span> </div></div><div class="c x46 yd5 w2b h9"><div class="t m0 x1a ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yd5 w2c h9"><div class="t m0 x4c ha y72 ff5 fs3 fc0 sc0 ls0 ws0">245 539  </div></div><div class="c x49 yd5 w2c h9"><div class="t m0 x4c ha y72 ff5 fs3 fc0 sc0 ls0 ws0">233 175 </div></div><div class="c x8 yd6 w27 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zapasy </div></div><div class="c x46 yd6 w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">15 </div></div><div class="c x47 yd6 w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">228 819  </div></div><div class="c x49 yd6 w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">170 096  </div></div><div class="c x8 yd7 w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Należności  z tytu<span class="_ _0"></span>łu kaucji krótko<span class="_ _0"></span>terminowe<span class="ff1"> </span></div></div><div class="c x46 yd7 w2b h9"><div class="t m0 x1e hc y72 ff1 fs3 fc0 sc0 ls0 ws0">16a </div></div><div class="c x47 yd7 w2c h9"><div class="t m0 x51 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">36 <span class="ls0"> </span></div></div><div class="c x49 yd7 w2c h9"><div class="t m0 x6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">102 <span class="ls0"> </span></div></div><div class="c x8 yd8 w27 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff1"> </span>tytułu d<span class="_ _0"></span>ostaw i<span class="ff1"> </span>usług<span class="_ _0"></span> oraz pozosta<span class="_ _0"></span>łe </div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">należności i<span class="ff1"> aktywa ob<span class="_ _0"></span>rotowe<span class="_ _0"></span> </span></div></div><div class="c x46 yd8 w2b hd"><div class="t m0 x2a hc y78 ff1 fs3 fc0 sc0 ls0 ws0">17 </div></div><div class="c x47 yd8 w2c hd"><div class="t m0 x4f hc y78 ff1 fs3 fc0 sc0 ls0 ws0">8 608  </div></div><div class="c x49 yd8 w2c hd"><div class="t m0 x4f hc y78 ff1 fs3 fc0 sc0 ls0 ws0">9 268  </div></div><div class="c x8 yd9 w27 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Udzielone pożyczki<span class="_ _0"></span> <span class="ff1">krótkotermino<span class="_ _0"></span>we oraz krótko-</span></div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">terminowa część poży<span class="_ _0"></span>czek długo<span class="_ _0"></span>terminowy<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c x46 yd9 w2b hd"><div class="t m0 x1e hc y78 ff1 fs3 fc0 sc0 ls7 ws0">17a<span class="ls0"> </span></div></div><div class="c x47 yd9 w2c hd"><div class="t m0 x6 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">200 <span class="ls0"> </span></div></div><div class="c x49 yd9 w2c hd"><div class="t m0 x4f hc y78 ff1 fs3 fc0 sc0 ls0 ws0">1 000  </div></div><div class="c x8 yda w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Środki pieniężne i<span class="ff1"> ich<span class="_ _0"></span> ekwiwalenty<span class="_ _0"></span> </span></div></div><div class="c x46 yda w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">20 </div></div><div class="c x47 yda w2c h9"><div class="t m0 x4f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">7 876  </div></div><div class="c x49 yda w2c h9"><div class="t m0 x4d hc y72 ff1 fs3 fc0 sc0 ls0 ws0">52 652  </div></div><div class="c x8 ydb w27 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Inne  aktywa kró<span class="_ _0"></span>tkoterminowe<span class="_ _0"></span> </div></div><div class="c x46 ydb w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">28<span class="ls0"> </span></div></div><div class="c x47 ydb w2c h9"><div class="t m0 x52 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">0 <span class="ls0"> </span></div></div><div class="c x49 ydb w2c h9"><div class="t m0 x51 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">57 <span class="ls0"> </span></div></div><div class="c x8 ydc w27 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Aktywa razem<span class="_ _0"></span> </div></div><div class="c x46 ydc w2b h9"><div class="t m0 x1a ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 ydc w2c h9"><div class="t m0 x4c ha y72 ff5 fs3 fc0 sc0 ls0 ws0">952 240  </div></div><div class="c x49 ydc w2c h9"><div class="t m0 x4c ha y72 ff5 fs3 fc0 sc0 ls0 ws0">936 134  </div></div><div class="c x8 ydd w27 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls0 ws0">PASYWA </div></div><div class="c x46 ydd w2b h9"><div class="t m0 x1a ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x47 ydd w2c h9"><div class="t m0 x4a ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x49 ydd w2c h9"><div class="t m0 x4a ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 yde w27 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Kapitał własny <span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x46 yde w2b h9"><div class="t m0 x1a ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yde w2c h9"><div class="t m0 x4c ha y72 ff5 fs3 fc0 sc0 ls0 ws0">668 363 </div></div><div class="c x49 yde w2c h9"><div class="t m0 x4c ha y72 ff5 fs3 fc0 sc0 ls7 ws0">681 <span class="ls0">393 </span></div></div><div class="c x8 ydf w27 he"><div class="t m0 x9 hc y7a ff7 fs3 fc0 sc0 ls0 ws0">Kapitał podstawowy<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x46 ydf w2b he"><div class="t m0 x2a hc y7a ff1 fs3 fc0 sc0 ls0 ws0">25 </div></div><div class="c x47 ydf w2c he"><div class="t m0 x4d hc y7a ff1 fs3 fc0 sc0 ls0 ws0">49 122 </div></div><div class="c x49 ydf w2c he"><div class="t m0 x4d hc y7a ff1 fs3 fc0 sc0 ls0 ws0">49 122 </div></div><div class="c x8 ye0 w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Kapitał zapasowy<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x46 ye0 w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">26 </div></div><div class="c x47 ye0 w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">588 588 </div></div><div class="c x49 ye0 w2c h9"><div class="t m0 x4c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">581 496 </div></div><div class="c x8 ye1 w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe kapita<span class="_ _0"></span>ły<span class="ff1"> </span></div></div><div class="c x46 ye1 w2b h9"><div class="t m0 x1e hc y72 ff1 fs3 fc0 sc0 ls0 ws0">26a </div></div><div class="c x47 ye1 w2c h9"><div class="t m0 x4d hc y72 ff1 fs3 fc0 sc0 ls0 ws0">17 390 </div></div><div class="c x49 ye1 w2c h9"><div class="t m0 x4d hc y72 ff1 fs3 fc0 sc0 ls0 ws0">17 390 </div></div><div class="c x8 ye2 w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Niepodzielony w<span class="_ _0"></span>ynik finansowy<span class="_ _0"></span> lat ubieg<span class="_ _0"></span>łych<span class="ff1"> </span></div></div><div class="c x46 ye2 w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">27 </div></div><div class="c x47 ye2 w2c h9"><div class="t m0 x4f hc y72 ff1 fs3 fc0 sc0 ls7 ws0">5 192<span class="ls0"> </span></div></div><div class="c x49 ye2 w2c h9"><div class="t m0 x4f hc y72 ff1 fs3 fc0 sc0 ls7 ws0">5 192<span class="ls0"> </span></div></div><div class="c x8 ye3 w27 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zyski zatrzymane<span class="_ _0"></span> </div></div><div class="c x46 ye3 w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">27 </div></div><div class="c x47 ye3 w2c h9"><div class="t m0 x4f hc y72 ff1 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x49 ye3 w2c h9"><div class="t m0 x4d hc y72 ff1 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c x8 ye4 w27 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Zobowiązania i<span class="ff5"> </span>r<span class="_ _0"></span>ezerwy długo<span class="_ _0"></span>termin<span class="_ _0"></span>owe <span class="ff5"> </span></div></div><div class="c x46 ye4 w2b h9"><div class="t m0 x1a ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 ye4 w2c h9"><div class="t m0 x4d ha y72 ff5 fs3 fc0 sc0 ls0 ws0">93 844 </div></div><div class="c x49 ye4 w2c h9"><div class="t m0 x4d ha y72 ff5 fs3 fc0 sc0 ls0 ws0">87 893 </div></div><div class="c x8 ye5 w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytu<span class="_ _0"></span>łu kaucji długo<span class="_ _0"></span>terminowe<span class="ff1"> </span></div></div><div class="c x46 ye5 w2b h9"><div class="t m0 x1a hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 ye5 w2c h9"><div class="t m0 x52 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x49 ye5 w2c h9"><div class="t m0 x52 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x8 ye6 w27 h19"><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu leasingu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x46 ye6 w2b h19"><div class="t m0 x2a hc y76 ff1 fs3 fc0 sc0 ls0 ws0">22 </div></div><div class="c x47 ye6 w2c h19"><div class="t m0 x4d hc y76 ff1 fs3 fc0 sc0 ls0 ws0">90 193 </div></div><div class="c x49 ye6 w2c h19"><div class="t m0 x4d hc y76 ff1 fs3 fc0 sc0 ls0 ws0">87 439 </div></div><div class="c x8 ye7 w27 hd"><div class="t m0 x9 h12 y74 ff9 fs3 fc0 sc0 ls0 ws0">w tym: z <span class="ffa">tytułu leasin<span class="_ _0"></span>gu lokali <span class="_ _0"></span>handlowyc<span class="_ _0"></span>h oraz po-</span></div><div class="t m0 x9 h12 y76 ff9 fs3 fc0 sc0 ls0 ws0">wierzchni biuro<span class="_ _0"></span>wych </div></div><div class="c x46 ye7 w2b hd"><div class="t m0 x2a h12 y78 ff9 fs3 fc0 sc0 ls7 ws0">22<span class="ls0"> </span></div></div><div class="c x47 ye7 w2c hd"><div class="t m0 x4d h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">89 637 </div></div><div class="c x49 ye7 w2c hd"><div class="t m0 x4d h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">86 449 </div></div><div class="c x8 ye8 w27 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Kredyty i <span class="ff7">pożyczki dług<span class="_ _0"></span>oterminow<span class="_ _0"></span>e<span class="ff9"> </span></span></div></div><div class="c x46 ye8 w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">21<span class="ff9"> </span></div></div><div class="c x47 ye8 w2c h9"><div class="t m0 x4f hc y72 ff1 fs3 fc0 sc0 ls7 ws0">3 135<span class="ff9 ls0"> </span></div></div><div class="c x49 ye8 w2c h9"><div class="t m0 x52 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0<span class="ff9"> </span></div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x7 ye9 w5 h1a" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y5 wf h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls0 ws0">7 </div></div><div class="c x8 yea w27 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x46 yea w28 h9"><div class="t m0 x3c ha y72 ff5 fs3 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x47 yea w29 h9"><div class="t m0 x48 ha y72 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c x49 yea w2a h9"><div class="t m0 x48 ha y72 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 yeb w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Rezerwy długotermin<span class="_ _0"></span>owe<span class="ff1"> </span></div></div><div class="c x46 yeb w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">24 </div></div><div class="c x47 yeb w2c h9"><div class="t m0 x4e hc y72 ff1 fs3 fc0 sc0 ls7 ws0">516<span class="ls0"> </span></div></div><div class="c x49 yeb w2c h9"><div class="t m0 x4e hc y72 ff1 fs3 fc0 sc0 ls7 ws0">449<span class="ls0"> </span></div></div><div class="c x8 yec w27 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Zobowiązania i r<span class="_ _0"></span>ezerwy kró<span class="_ _0"></span>tkoterminowe<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x46 yec w2b h9"><div class="t m0 x1a ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yec w2c h9"><div class="t m0 x4c ha y72 ff5 fs3 fc0 sc0 ls0 ws0">190 033 </div></div><div class="c x49 yec w2c h9"><div class="t m0 x4c ha y72 ff5 fs3 fc0 sc0 ls0 ws0">166 848 </div></div><div class="c x8 yed w27 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu leasingu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x46 yed w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">22 </div></div><div class="c x47 yed w2c h9"><div class="t m0 x4d hc y72 ff1 fs3 fc0 sc0 ls0 ws0">51 081 </div></div><div class="c x49 yed w2c h9"><div class="t m0 x4d hc y72 ff1 fs3 fc0 sc0 ls0 ws0">52 498 </div></div><div class="c x8 yee w27 hd"><div class="t m0 x9 h12 y74 ff9 fs3 fc0 sc0 ls0 ws0">w tym: z <span class="ffa">tytułu leasin<span class="_ _0"></span>gu lokali <span class="_ _0"></span>handlowyc<span class="_ _0"></span>h oraz po-</span></div><div class="t m0 x9 h12 y76 ff9 fs3 fc0 sc0 ls0 ws0">wierzchni biurowyc<span class="_ _0"></span>h </div></div><div class="c x46 yee w2b hd"><div class="t m0 x2a h12 y78 ff9 fs3 fc0 sc0 ls7 ws0">22<span class="ls0"> </span></div></div><div class="c x47 yee w2c hd"><div class="t m0 x4d h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">50 648 </div></div><div class="c x49 yee w2c hd"><div class="t m0 x4d h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">52 042 </div></div><div class="c x8 yef w27 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu dostaw i<span class="ff1"> </span>usł<span class="_ _0"></span>ug oraz pozostałe </div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">zobowiązania<span class="ff9"> </span></div></div><div class="c x46 yef w2b hd"><div class="t m0 x2a hc y78 ff1 fs3 fc0 sc0 ls0 ws0">23<span class="ff9"> </span></div></div><div class="c x47 yef w2c hd"><div class="t m0 x4d hc y78 ff1 fs3 fc0 sc0 ls7 ws0">99 82<span class="ls0">2<span class="ff9"> </span></span></div></div><div class="c x49 yef w2c hd"><div class="t m0 x4d hc y78 ff1 fs3 fc0 sc0 ls0 ws0">91 548<span class="ff9"> </span></div></div><div class="c x8 yf0 w27 hb"><div class="t m0 x9 hc y75 ff1 fs3 fc0 sc0 ls0 ws0">Kredyty i <span class="ff7">pożyczki krótko<span class="_ _0"></span>termino<span class="_ _0"></span>we oraz krótkoter-</span></div><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">minowa część kred<span class="_ _0"></span>ytów i<span class="ff1"> </span>pożyczek <span class="_ _0"></span>długotermino<span class="_ _0"></span>-</div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 lsb ws0">wych<span class="ls0"> </span></div></div><div class="c x46 yf0 w2b hb"><div class="t m0 x2a hc y74 ff1 fs3 fc0 sc0 ls0 ws0">21 </div></div><div class="c x47 yf0 w2c hb"><div class="t m0 x4d hc y74 ff1 fs3 fc0 sc0 ls0 ws0">26 837 </div></div><div class="c x49 yf0 w2c hb"><div class="t m0 x4f hc y74 ff1 fs3 fc0 sc0 ls7 ws0">8 243<span class="ls0"> </span></div></div><div class="c x8 yf1 w27 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Rezerwy krótkotermino<span class="_ _0"></span>we </div></div><div class="c x46 yf1 w2b h9"><div class="t m0 x2a hc y72 ff1 fs3 fc0 sc0 ls0 ws0">24 </div></div><div class="c x47 yf1 w2c h9"><div class="t m0 x4d hc y72 ff1 fs3 fc0 sc0 ls0 ws0">12 293 </div></div><div class="c x49 yf1 w2c h9"><div class="t m0 x4d hc y72 ff1 fs3 fc0 sc0 ls0 ws0">14 559 </div></div><div class="c x8 yf2 w27 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Zobowiązania i<span class="ff5"> r<span class="_ _0"></span>ezerwy razem<span class="_ _0"></span> </span></div></div><div class="c x46 yf2 w2b h9"><div class="t m0 x1a ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yf2 w2c h9"><div class="t m0 x4c ha y72 ff5 fs3 fc0 sc0 ls0 ws0">283 877 </div></div><div class="c x49 yf2 w2c h9"><div class="t m0 x4c ha y72 ff5 fs3 fc0 sc0 ls0 ws0">254 741 </div></div><div class="c x8 yf3 w27 h1b"><div class="t m0 x9 ha yf4 ff5 fs3 fc0 sc0 ls0 ws0">Pasywa razem<span class="_ _0"></span> </div></div><div class="c x46 yf3 w2b h1b"><div class="t m0 x1a ha yf4 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yf3 w2c h1b"><div class="t m0 x4c ha yf4 ff5 fs3 fc0 sc0 ls0 ws0">952 240 </div></div><div class="c x49 yf3 w2c h1b"><div class="t m0 x4c ha yf4 ff5 fs3 fc0 sc0 ls0 ws0">936 134 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h5 yf5 ff4 fs1 fc1 sc0 ls0 ws0">JEDNOSTKOWE SPRAWOZDANIE ZE ZMIAN W KAPITALE </div><div class="t m0 x1 h5 yf6 ff3 fs1 fc1 sc0 ls0 ws0">WŁASNYM<span class="ff4"> </span></div><div class="t m0 x1 h2 yf7 ff7 fs0 fc0 sc0 ls0 ws0">ZA OKRES 12 MIESIĘCY ZAKOŃCZONY DNIA <span class="ff1">31 GRUDNIA 2024 ROKU </span></div><div class="t m0 x2 h2 yf8 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 yf9 w2d hd"><div class="t m0 x9 ha y78 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x46 yf9 w2e hd"><div class="t m0 x21 ha y74 ff6 fs3 fc4 sc0 ls0 ws0">Kapitał<span class="ff1"> </span></div><div class="t m0 x1c ha y76 ff5 fs3 fc4 sc0 ls0 ws0">podstawowy<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x53 yf9 w2f hd"><div class="t m0 x21 ha y74 ff6 fs3 fc4 sc0 ls0 ws0">Kapitał<span class="ff1"> </span></div><div class="t m0 x54 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">zapasowy<span class="ff1"> </span></div></div><div class="c x55 yf9 w2e hd"><div class="t m0 x21 ha y74 ff6 fs3 fc4 sc0 ls0 ws0">Kapitał<span class="ff1"> </span></div><div class="t m0 x3c ha y76 ff5 fs3 fc4 sc0 ls0 ws0">rezerwowy<span class="ff1"> </span></div></div><div class="c x56 yf9 w2f hd"><div class="t m0 xb ha y74 ff5 fs3 fc4 sc0 ls0 ws0">Zyski<span class="ff1"> </span></div><div class="t m0 x57 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">zatrzymane<span class="ff1"> </span></div></div><div class="c x58 yf9 w30 hd"><div class="t m0 x21 ha y74 ff6 fs3 fc4 sc0 ls0 ws0">Kapitał<span class="ff1"> </span></div><div class="t m0 x9 ha y76 ff6 fs3 fc4 sc0 ls0 ws0">własny razem<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x8 yfa w2d h1c"><div class="t m0 x9 ha ybe ff5 fs3 fc2 sc0 ls0 ws0">Saldo na 01.01.2023<span class="_ _0"></span> </div></div><div class="c x59 yfa w31 h1c"><div class="t m0 x41 ha ybe ff5 fs3 fc2 sc0 ls0 ws0">49 122 </div></div><div class="c x53 yfa w32 h1c"><div class="t m0 x5a ha ybe ff5 fs3 fc2 sc0 ls0 ws0">580 028 </div></div><div class="c x55 yfa w33 h1c"><div class="t m0 x41 ha ybe ff5 fs3 fc2 sc0 ls0 ws0">17 390 </div></div><div class="c x56 yfa w34 h1c"><div class="t m0 x41 ha ybe ff5 fs3 fc2 sc0 ls0 ws0">53 551 </div></div><div class="c x58 yfa w35 h1c"><div class="t m0 x5a ha ybe ff5 fs3 fc2 sc0 ls0 ws0">700 091 </div></div><div class="c x8 yfb w2d h1d"><div class="t m0 x9 ha yfc ff6 fs3 fc0 sc0 ls0 ws0">Zmiany w kapitale w<span class="_ _0"></span>łasnym <span class="_ _0"></span>w 2023 roku<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x59 yfb w31 h1d"><div class="t m0 x5b ha yfc ff5 fs3 fc0 sc0 ls7 ws0">0 <span class="ls0"> </span></div></div><div class="c x53 yfb w32 h1d"><div class="t m0 x20 ha yfc ff5 fs3 fc0 sc0 ls0 ws0">1 468  </div></div><div class="c x55 yfb w33 h1d"><div class="t m0 x5b ha yfc ff5 fs3 fc0 sc0 ls7 ws0">0 <span class="ls0"> </span></div></div><div class="c x56 yfb w34 h1d"><div class="t m0 x25 ha yfc ff5 fs3 fc0 sc0 ls0 ws0">-20 166  </div></div><div class="c x58 yfb w35 h1d"><div class="t m0 x5c ha yfc ff5 fs3 fc0 sc0 ls0 ws0">-18 698  </div></div><div class="c x8 yfd w2d h1d"><div class="t m0 x9 hc yfc ff7 fs3 fc0 sc0 ls0 ws0">Podział zysku net<span class="_ _0"></span>to<span class="ff1"> </span></div></div><div class="c x59 yfd w31 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x53 yfd w32 h1d"><div class="t m0 x41 hc yfc ff1 fs3 fc0 sc0 ls0 ws0">48 359 </div></div><div class="c x55 yfd w33 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 yfd w34 h1d"><div class="t m0 x5c hc yfc ff1 fs3 fc0 sc0 ls0 ws0">-48 359 </div></div><div class="c x58 yfd w35 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 yfe w2d h1e"><div class="t m0 x9 hc yff ff1 fs3 fc0 sc0 ls0 ws0">Zysk (Strata) netto <span class="_ _0"></span>za rok obrotow<span class="_ _0"></span>y  </div></div><div class="c x59 yfe w31 h1e"><div class="t m0 x5b hc yff ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x53 yfe w32 h1e"><div class="t m0 x5b hc yff ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x55 yfe w33 h1e"><div class="t m0 x5b hc yff ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 yfe w34 h1e"><div class="t m0 x41 hc yff ff1 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c x58 yfe w35 h1e"><div class="t m0 x41 hc yff ff1 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c x8 y100 w2d h1d"><div class="t m0 x9 hc yfc ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe całkowite d<span class="_ _0"></span>ochody<span class="ff1"> </span></div></div><div class="c x59 y100 w31 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x53 y100 w32 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x55 y100 w33 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 y100 w34 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y100 w35 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y101 w2d h1c"><div class="t m0 x9 ha yfc ff6 fs3 fc0 sc0 ls0 ws0">Całkowite doch<span class="_ _0"></span>ody<span class="ff1"> </span></div></div><div class="c x59 y101 w31 h1c"><div class="t m0 x5b ha yfc ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x53 y101 w32 h1c"><div class="t m0 x5b ha yfc ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x55 y101 w33 h1c"><div class="t m0 x5b ha yfc ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x56 y101 w34 h1c"><div class="t m0 x41 ha yfc ff5 fs3 fc0 sc0 ls0 ws0">28 193<span class="ff1"> </span></div></div><div class="c x58 y101 w35 h1c"><div class="t m0 x41 ha yfc ff5 fs3 fc0 sc0 ls0 ws0">28 193<span class="ff1"> </span></div></div><div class="c x8 y102 w2d h1d"><div class="t m0 x9 hc yfc ff1 fs3 fc0 sc0 ls0 ws0">Dywidend<span class="_ _0"></span>y </div></div><div class="c x59 y102 w31 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x53 y102 w32 h1d"><div class="t m0 x5c hc yfc ff1 fs3 fc0 sc0 ls0 ws0">-46 891 </div></div><div class="c x55 y102 w33 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 y102 w34 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y102 w35 h1d"><div class="t m0 x5c hc yfc ff1 fs3 fc0 sc0 ls0 ws0">-46 891 </div></div><div class="c x8 y103 w2d h1c"><div class="t m0 x9 ha yfc ff5 fs3 fc2 sc0 ls0 ws0">Saldo na 31.12.2023<span class="_ _0"></span> </div></div><div class="c x59 y103 w31 h1c"><div class="t m0 x41 ha yfc ff5 fs3 fc2 sc0 ls0 ws0">49 122 </div></div><div class="c x53 y103 w32 h1c"><div class="t m0 x5a ha yfc ff5 fs3 fc2 sc0 ls0 ws0">581 496 </div></div><div class="c x55 y103 w33 h1c"><div class="t m0 x41 ha yfc ff5 fs3 fc2 sc0 ls0 ws0">17 390 </div></div><div class="c x56 y103 w34 h1c"><div class="t m0 x41 ha yfc ff5 fs3 fc2 sc0 ls0 ws0">33 385 </div></div><div class="c x58 y103 w35 h1c"><div class="t m0 x5a ha yfc ff5 fs3 fc2 sc0 ls0 ws0">681 393 </div></div><div class="c x8 y104 w2d h1c"><div class="t m0 x9 ha ybe ff5 fs3 fc2 sc0 ls0 ws0">Saldo na 01.01.2<span class="_ _0"></span>024 </div></div><div class="c x59 y104 w31 h1c"><div class="t m0 x41 ha ybe ff5 fs3 fc2 sc0 ls0 ws0">49 122 </div></div><div class="c x53 y104 w32 h1c"><div class="t m0 x5a ha ybe ff5 fs3 fc2 sc0 ls0 ws0">581 496 </div></div><div class="c x55 y104 w33 h1c"><div class="t m0 x41 ha ybe ff5 fs3 fc2 sc0 ls0 ws0">17 390 </div></div><div class="c x56 y104 w34 h1c"><div class="t m0 x41 ha ybe ff5 fs3 fc2 sc0 ls0 ws0">33 385 </div></div><div class="c x58 y104 w35 h1c"><div class="t m0 x5a ha ybe ff5 fs3 fc2 sc0 ls0 ws0">681 393 </div></div><div class="c x8 y105 w2d h1d"><div class="t m0 x9 ha yfc ff6 fs3 fc0 sc0 ls0 ws0">Zmiany w kapitale w<span class="_ _0"></span>łasnym <span class="_ _0"></span>w 2024 roku<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x59 y105 w31 h1d"><div class="t m0 x5b ha ybe ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x53 y105 w32 h1d"><div class="t m0 x20 ha ybe ff5 fs3 fc0 sc0 ls7 ws0">7 092<span class="ls0"> </span></div></div><div class="c x55 y105 w33 h1d"><div class="t m0 x5b ha ybe ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 y105 w34 h1d"><div class="t m0 x5c ha ybe ff5 fs3 fc0 sc0 ls0 ws0">-20 122 </div></div><div class="c x58 y105 w35 h1d"><div class="t m0 x5c ha ybe ff5 fs3 fc0 sc0 ls0 ws0">-13 030 </div></div><div class="c x8 y106 w2d h1d"><div class="t m0 x9 hc yfc ff7 fs3 fc0 sc0 ls0 ws0">Podział zysku net<span class="_ _0"></span>to<span class="ff1"> </span></div></div><div class="c x59 y106 w31 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x53 y106 w32 h1d"><div class="t m0 x41 hc yfc ff1 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c x55 y106 w33 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 y106 w34 h1d"><div class="t m0 x5c hc yfc ff1 fs3 fc0 sc0 ls0 ws0">-28 193 </div></div><div class="c x58 y106 w35 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y107 w2d h1c"><div class="t m0 x9 hc ybe ff1 fs3 fc0 sc0 ls0 ws0">Zysk (Strata) netto <span class="_ _0"></span>za rok obrotow<span class="_ _0"></span>y  </div></div><div class="c x59 y107 w31 h1c"><div class="t m0 x5b hc ybe ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x53 y107 w32 h1c"><div class="t m0 x5b hc ybe ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x55 y107 w33 h1c"><div class="t m0 x5b hc ybe ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 y107 w34 h1c"><div class="t m0 x20 hc ybe ff1 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x58 y107 w35 h1c"><div class="t m0 x20 hc ybe ff1 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x8 y108 w2d h1d"><div class="t m0 x9 hc yfc ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe całkowite d<span class="_ _0"></span>ochody<span class="ff1"> </span></div></div><div class="c x59 y108 w31 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x53 y108 w32 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x55 y108 w33 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 y108 w34 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y108 w35 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y109 w2d h1c"><div class="t m0 x9 ha yfc ff6 fs3 fc0 sc0 ls0 ws0">Całkowite <span class="ff5">dochod<span class="_ _0"></span>y </span></div></div><div class="c x59 y109 w31 h1c"><div class="t m0 x5b ha yfc ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x53 y109 w32 h1c"><div class="t m0 x41 ha yfc ff5 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c x55 y109 w33 h1c"><div class="t m0 x5b ha yfc ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 y109 w34 h1c"><div class="t m0 x5c ha yfc ff5 fs3 fc0 sc0 ls0 ws0">-20 122 </div></div><div class="c x58 y109 w35 h1c"><div class="t m0 x20 ha yfc ff5 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x8 y10a w2d h1d"><div class="t m0 x9 hc yfc ff1 fs3 fc0 sc0 ls0 ws0">Dywidend<span class="_ _0"></span>y </div></div><div class="c x59 y10a w31 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x53 y10a w32 h1d"><div class="t m0 x5c hc yfc ff1 fs3 fc0 sc0 ls0 ws0">-21 101 </div></div><div class="c x55 y10a w33 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 y10a w34 h1d"><div class="t m0 x5b hc yfc ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y10a w35 h1d"><div class="t m0 x5c hc yfc ff1 fs3 fc0 sc0 ls0 ws0">-21 101 </div></div><div class="c x8 y10b w2d h1c"><div class="t m0 x9 ha yfc ff5 fs3 fc2 sc0 ls0 ws0">Saldo na 31.12.2<span class="_ _0"></span>024 </div></div><div class="c x59 y10b w31 h1c"><div class="t m0 x41 ha yfc ff5 fs3 fc2 sc0 ls0 ws0">49 122 </div></div><div class="c x53 y10b w32 h1c"><div class="t m0 x5a ha yfc ff5 fs3 fc2 sc0 ls0 ws0">588 588 </div></div><div class="c x55 y10b w33 h1c"><div class="t m0 x41 ha yfc ff5 fs3 fc2 sc0 ls0 ws0">17 390 </div></div><div class="c x56 y10b w34 h1c"><div class="t m0 x41 ha yfc ff5 fs3 fc2 sc0 ls0 ws0">13 263 </div></div><div class="c x58 y10b w35 h1c"><div class="t m0 x5a ha yfc ff5 fs3 fc2 sc0 ls0 ws0">668 363 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h5 y10c ff4 fs1 fc1 sc0 ls0 ws0">JEDNOSTKOWE SPRAWOZDANIE Z <span class="ff3">PRZEPŁYWÓW </span> </div><div class="t m0 x1 h5 y10d ff3 fs1 fc1 sc0 ls0 ws0">PIENIĘŻNYCH<span class="ff4"> </span></div><div class="t m0 x1 h2 y10e ff7 fs0 fc0 sc0 ls0 ws0">ZA OKRES 12 MIESIĘCY ZAKOŃCZONY DNIA <span class="ff1">31 GRUDNIA 2024 ROKU </span></div><div class="t m0 x2 h2 y10f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y110 w36 h1f"><div class="t m0 x9 ha y111 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x5d y110 w37 h1f"><div class="t m0 x9 ha y111 ff5 fs3 fc4 sc0 ls0 ws0">Nota<span class="ff1"> </span></div></div><div class="c x5e y110 w38 h1f"><div class="t m0 x5f ha y112 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x60 hc y113 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2024 </div><div class="t m0 x60 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x61 y110 w39 h1f"><div class="t m0 x5f ha y112 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x60 hc y113 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x60 hc ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x8 y114 w36 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">Przepływy środków<span class="_ _0"></span> pienięż<span class="_ _0"></span>nych z<span class="ff5"> </span>działal<span class="_ _0"></span>ności operacyjnej<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5d y114 w3a h9"><div class="t m0 x19 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x5e y114 w3b h9"><div class="t m0 x62 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x61 y114 w3c h9"><div class="t m0 x62 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y115 w36 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Zysk przed opodatkow<span class="_ _0"></span>aniem </div></div><div class="c x5d y115 w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y115 w3b h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">7 484<span class="ls0"> </span></div></div><div class="c x61 y115 w3c h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">28 248 </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x7 y116 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y5 w26 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls0 ws0">8 </div></div><div class="c x8 y117 w36 h1f"><div class="t m0 x9 ha y99 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x5d y117 w37 h1f"><div class="t m0 x9 ha y99 ff5 fs3 fc4 sc0 ls0 ws0">Nota<span class="ff1"> </span></div></div><div class="c x5e y117 w38 h1f"><div class="t m0 x5f ha y118 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x60 hc y119 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2024 </div><div class="t m0 x60 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x61 y117 w39 h1f"><div class="t m0 x5f ha y118 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x60 hc y119 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x60 hc ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x8 y11a w36 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Korekty </div></div><div class="c x5d y11a w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y11a w3b h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x61 y11a w3c h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y11b w36 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Amortyzacja<span class="_ _0"></span> </div></div><div class="c x5d y11b w3a h9"><div class="t m0 x64 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x5e y11b w3b h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">65 773 </div></div><div class="c x61 y11b w3c h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">67 181 </div></div><div class="c x8 y11c w36 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Zysk (strata) na inw<span class="_ _0"></span>estycjach <span class="_ _0"></span> </div></div><div class="c x5d y11c w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y11c w3b h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">428<span class="ls0"> </span></div></div><div class="c x61 y11c w3c h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">260<span class="ls0"> </span></div></div><div class="c x8 y11d w36 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Koszty z <span class="ff7">tytułu odsete<span class="_ _0"></span>k<span class="ff1 fc1"> </span></span></div></div><div class="c x5d y11d w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y11d w3b h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">7 798<span class="ls0"> </span></div></div><div class="c x61 y11d w3c h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 649<span class="ls0"> </span></div></div><div class="c x8 y11e w36 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Zmiana stanu rezerw<span class="_ _0"></span><span class="fc1"> </span></div></div><div class="c x5d y11e w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y11e w3b h9"><div class="t m0 x66 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">2 199</span> </div></div><div class="c x61 y11e w3c h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 361<span class="ls0"> </span></div></div><div class="c x8 ye w36 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Zmiana stanu zapasów<span class="_ _0"></span> </div></div><div class="c x5d ye w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e ye w3b h9"><div class="t m0 x67 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-58 723 </div></div><div class="c x61 ye w3c h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">35 518 </div></div><div class="c x8 y11f w36 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zmiana stanu należn<span class="_ _0"></span>ości<span class="ff1"> </span></div></div><div class="c x5d y11f w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y11f w3b h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">737<span class="ls0"> </span></div></div><div class="c x61 y11f w3c h9"><div class="t m0 x66 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">3 160</span> </div></div><div class="c x8 y120 w36 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zmiana stanu zob<span class="_ _0"></span>owiązań krótkote<span class="_ _0"></span>rminowych<span class="_ _0"></span>, z<span class="ff1"> </span>wyjątkiem pożyczek i<span class="_ _0"></span><span class="ff1"> kredytów </span></div></div><div class="c x5d y120 w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y120 w3b h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">15 546 </div></div><div class="c x61 y120 w3c h9"><div class="t m0 x67 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-10 347 </div></div><div class="c x8 y121 w36 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Inne korekty  </div></div><div class="c x5d y121 w3a h9"><div class="t m0 x3c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">20a </div></div><div class="c x5e y121 w3b h9"><div class="t m0 x67 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-22 205 </div></div><div class="c x61 y121 w3c h9"><div class="t m0 x67 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-40 038 </div></div><div class="c x8 y122 w36 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Przepływy pienięż<span class="_ _0"></span>ne netto z<span class="ff5"> </span>dział<span class="_ _0"></span>alności operac<span class="_ _0"></span>yjnej <span class="ff1"> </span></div></div><div class="c x5d y122 w3a h9"><div class="t m0 x19 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y122 w3b h9"><div class="t m0 x32 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">14 639 </div></div><div class="c x61 y122 w3c h9"><div class="t m0 x32 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">86 672 </div></div><div class="c x8 y123 w36 he"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">Otrzymane odsetki <span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x5d y123 w3a he"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y123 w3b he"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">350<span class="ls0"> </span></div></div><div class="c x61 y123 w3c he"><div class="t m0 x63 ha y8e ff1 fs3 fc0 sc0 ls7 ws0">1 827<span class="ff5 ls0"> </span></div></div><div class="c x8 y124 w36 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Wpływy ze sprzed<span class="_ _0"></span>aży rzeczowych <span class="_ _0"></span>aktywów<span class="_ _0"></span> trwałych <span class="ff1"> </span></div></div><div class="c x5d y124 w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y124 w3b h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 047<span class="ls0"> </span></div></div><div class="c x61 y124 w3c h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 012<span class="ls0"> </span></div></div><div class="c x8 y125 w36 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Wpływ z tytułu sp<span class="_ _0"></span>łaty udzielony<span class="_ _0"></span>ch pożyczek<span class="ff1"> </span></div></div><div class="c x5d y125 w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y125 w3b h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 291<span class="ls0"> </span></div></div><div class="c x61 y125 w3c h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y126 w36 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Nabycie wartości n<span class="_ _0"></span>iematerialny<span class="_ _0"></span>ch i<span class="ff1"> prawnych  </span></div></div><div class="c x5d y126 w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y126 w3b h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">294</span> </div></div><div class="c x61 y126 w3c h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">353</span> </div></div><div class="c x8 y127 w36 hf"><div class="t m0 x9 hc y128 ff7 fs3 fc0 sc0 ls0 ws0">Nabycie rzeczowy<span class="_ _0"></span>ch aktywów trw<span class="_ _0"></span>ałych<span class="ff1"> </span></div></div><div class="c x5d y127 w3a hf"><div class="t m0 x19 hc y128 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y127 w3b hf"><div class="t m0 x67 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">-17 745 </div></div><div class="c x61 y127 w3c hf"><div class="t m0 x67 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">-17 442 </div></div><div class="c x8 y129 w36 h9"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">Wydatki z <span class="ff7">tytułu udzielo<span class="_ _0"></span>nej pożycz<span class="_ _0"></span>ki spółkom zależny<span class="_ _0"></span>m<span class="ff5"> </span></span></div></div><div class="c x5d y129 w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y129 w3b h9"><div class="t m0 x44 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">75</span> </div></div><div class="c x61 y129 w3c h9"><div class="t m0 x66 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">2 710</span><span class="ff5"> </span></div></div><div class="c x8 y12a w36 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Otrzymana dywid<span class="_ _0"></span>enda </div></div><div class="c x5d y12a w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y12a w3b h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">21 101 </div></div><div class="c x61 y12a w3c h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">41 859 </div></div><div class="c x8 y12b w36 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Przepływy pienięż<span class="_ _0"></span>ne netto z<span class="ff5"> </span>dział<span class="_ _0"></span>alności inwest<span class="_ _0"></span>ycyjnej<span class="ff1"> </span></div></div><div class="c x5d y12b w3a h9"><div class="t m0 x19 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y12b w3b h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">7 675<span class="ls0"> </span></div></div><div class="c x61 y12b w3c h9"><div class="t m0 x32 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">24 193 </div></div><div class="c x8 y12c w36 hf"><div class="t m0 x9 hc y128 ff7 fs3 fc0 sc0 ls0 ws0">Wpływy z tytu<span class="_ _0"></span>łu zaciągnięcia kred<span class="_ _0"></span>ytów i poży<span class="_ _0"></span>czek<span class="ff1"> </span></div></div><div class="c x5d y12c w3a hf"><div class="t m0 x19 hc y128 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y12c w3b hf"><div class="t m0 x32 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">29 837 </div></div><div class="c x61 y12c w3c hf"><div class="t m0 x68 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y55 w36 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Spłaty kredytów i<span class="ff1"> </span>poży<span class="_ _0"></span>czek<span class="ff1"> </span></div></div><div class="c x5d y55 w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y55 w3b h9"><div class="t m0 x66 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">8 280</span> </div></div><div class="c x61 y55 w3c h9"><div class="t m0 x66 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">5 520</span> </div></div><div class="c x8 y12d w36 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Płatności zobowiązań <span class="_ _0"></span>z<span class="ff1"> </span>tytułu pozo<span class="_ _0"></span>stałych umów<span class="_ _0"></span> leasingu<span class="ff1"> </span></div></div><div class="c x5d y12d w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y12d w3b h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">456</span> </div></div><div class="c x61 y12d w3c h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">349</span> </div></div><div class="c x8 y12e w36 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Odsetki zapłacone po<span class="_ _0"></span>zostałe<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5d y12e w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y12e w3b h9"><div class="t m0 x66 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">2 621</span> </div></div><div class="c x61 y12e w3c h9"><div class="t m0 x66 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 473</span> </div></div><div class="c x8 y12f w36 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Odsetki zapłacone z<span class="_ _0"></span> tytułu umów l<span class="_ _0"></span>easingu<span class="ff1"> </span></div></div><div class="c x5d y12f w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y12f w3b h9"><div class="t m0 x66 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">5 042</span> </div></div><div class="c x61 y12f w3c h9"><div class="t m0 x66 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">3 176</span> </div></div><div class="c x8 y130 w36 h13"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Płatności zobowiązań <span class="_ _0"></span>z<span class="ff1"> </span>tytułu umó<span class="_ _0"></span>w leasing<span class="_ _0"></span>u dotyczących<span class="_ _0"></span> lokali handlow<span class="_ _0"></span>ych oraz </div><div class="t m0 x9 ha ya5 ff1 fs3 fc0 sc0 ls0 ws0">powierzchni b<span class="_ _0"></span>iurowych<span class="ff5"> </span></div></div><div class="c x5d y130 w3a h13"><div class="t m0 x19 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y130 w3b h13"><div class="t m0 x67 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">-59 427 </div></div><div class="c x61 y130 w3c h13"><div class="t m0 x67 ha ya6 ff1 fs3 fc0 sc0 ls0 ws0">-66 856<span class="ff5"> </span></div></div><div class="c x8 y5b w36 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Dywidend<span class="_ _0"></span>y i inne wypłaty na rzec<span class="_ _0"></span>z właścicieli<span class="ff1"> </span></div></div><div class="c x5d y5b w3a h9"><div class="t m0 x19 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y5b w3b h9"><div class="t m0 x67 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-21 101 </div></div><div class="c x61 y5b w3c h9"><div class="t m0 x67 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-46 891 </div></div><div class="c x8 y131 w36 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Przepływy pienięż<span class="_ _0"></span>ne netto z<span class="ff5"> </span>dział<span class="_ _0"></span>alności finansow<span class="_ _0"></span>ej<span class="ff5"> </span></div></div><div class="c x5d y131 w3a h9"><div class="t m0 x19 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y131 w3b h9"><div class="t m0 x30 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-67 090 </div></div><div class="c x61 y131 w3c h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-124 265 </div></div><div class="c x8 y132 w36 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc0 sc0 ls0 ws0">Zwiększenie (zmni<span class="_ _0"></span>ejszenie) nett<span class="_ _0"></span>o stanu ś<span class="_ _0"></span>rodków pienięż<span class="_ _0"></span>nych i<span class="ff5"> ekwiwalentów </span></div><div class="t m0 x9 ha ya5 ff6 fs3 fc0 sc0 ls0 ws0">środków pieniężn<span class="_ _0"></span>ych<span class="ff5"> </span></div></div><div class="c x5d y132 w3a h11"><div class="t m0 x19 ha ya6 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y132 w3b h11"><div class="t m0 x30 ha ya6 ff5 fs3 fc0 sc0 ls0 ws0">-44 776 </div></div><div class="c x61 y132 w3c h11"><div class="t m0 x30 ha ya6 ff5 fs3 fc0 sc0 ls0 ws0">-13 400 </div></div><div class="c x8 y133 w36 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _0"></span> i<span class="ff5"> </span>ich ekwiwale<span class="_ _0"></span>nty na począt<span class="_ _0"></span>ek okresu<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x5d y133 w3a h9"><div class="t m0 x19 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y133 w3b h9"><div class="t m0 x32 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">52 652 </div></div><div class="c x61 y133 w3c h9"><div class="t m0 x32 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">66 052 </div></div><div class="c x8 y29 w36 hf"><div class="t m0 x9 ha y128 ff7 fs3 fc0 sc0 ls0 ws0">Zmiana stanu środ<span class="_ _0"></span>ków pieniężny<span class="_ _0"></span>ch z<span class="ff1"> </span>tytułu różnic kur<span class="_ _0"></span>sowych <span class="ff5"> </span></div></div><div class="c x5d y29 w3a hf"><div class="t m0 x19 ha y128 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y29 w3b hf"><div class="t m0 x68 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x61 y29 w3c hf"><div class="t m0 x68 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y134 w36 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _0"></span> i<span class="ff5"> ich ekwiwale<span class="_ _0"></span>nty na koni<span class="_ _0"></span>ec okresu<span class="_ _0"></span> <span class="ff1"> </span></span></div></div><div class="c x5d y134 w3a h9"><div class="t m0 x2a ha y8e ff5 fs3 fc0 sc0 ls0 ws0">20 </div></div><div class="c x5e y134 w3b h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">7 876<span class="ls0"> </span></div></div><div class="c x61 y134 w3c h9"><div class="t m0 x32 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">52 652 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y135 ff7 fs0 fc0 sc0 ls0 ws0">W pozycji inne korekty została<span class="ff1"> </span>ujęta<span class="ff1"> dywidenda w kwocie 21 101 </span>tys. zł.<span class="ff1"> </span></div><div class="t m0 x1 h2 y136 ff8 fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x7 y137 w3d h21" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y5 w26 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls0 ws0">9 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h5 y7 ff4 fs1 fc1 sc0 ls0 ws0">WYBRANE INFORMACJE I <span class="ff3">OBJAŚNIENIA</span> </div><div class="t m0 x1 h5 y6e ff4 fs1 fc1 sc0 ls0 ws0">DO JEDNOSTKOWEGO SPRAWOZDANIA FINANSOWEGO </div><div class="t m0 x1 h22 y138 ff4 fs5 fc1 sc0 lsc ws0">1.<span class="ffb ls0"> <span class="_ _9"> </span><span class="ff3">INFORMACJE OGÓLNE<span class="_ _6"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h23 y139 ff4 fs6 fc1 sc0 ls0 ws0">1.1.<span class="ffb"> <span class="_ _f"> </span></span>NAZWA, SIEDZIB<span class="_ _0"></span>A, PRZEDMI<span class="_ _0"></span>OT <span class="ff3">DZIAŁALN<span class="_ _0"></span>OŚCI<span class="ff4"> </span></span></div><div class="t m0 x1 h7 y13a ff5 fs0 fc0 sc0 ls0 ws0">VRG S.A<span class="ff7">. (dalej również jako „<span class="ff6">Spółka</span>” lub „</span>Emitent<span class="ff7 lsd">”)</span><span class="ff1"> z <span class="ff7">siedzibą</span> w Krakowie, ul. Pilotów 10, kod: 31<span class="_ _6"></span>-462,Polska. </span></div><div class="t m0 x1 h2 y13b ff7 fs0 fc0 sc0 ls0 ws0">Spółka została <span class="_ _6"></span>zarejestrowana<span class="ff1"> w </span>Sądzie <span class="_ _6"></span>Rejonowym dla Krakowa <span class="_ _6"></span>Śródmieścia, XI <span class="_ _6"></span>Wydział Gospodarczy <span class="_ _6"></span>Krajowego Rejestru Sądo-</div><div class="t m0 x1 h2 y13c ff1 fs0 fc0 sc0 ls0 ws0">wego (KRS) pod numerem KRS 0000047082.<span class="ff7">Państwo rejestracji: Polska.</span> </div><div class="t m0 x1 h2 y13d ff7 fs0 fc0 sc0 ls0 ws0">Przedmiotem przeważającej <span class="_ _6"></span>działalności Spółki wg Pols<span class="_ _6"></span>kiej Klasyfikacji Działalności (PKD) jest sprzedaż <span class="_ _6"></span>detaliczna odzieży pr<span class="_ _6"></span><span class="ff1">owa-</span></div><div class="t m0 x1 h2 y13e ff1 fs0 fc0 sc0 ls0 ws0">dzona w wyspecjalizowanych sklepach (PKD 47.71.Z). </div><div class="t m0 x1 h2 y13f ff7 fs0 fc0 sc0 ls0 ws0">Za datę powstania samodzielnego przedsiębiorstwa, któreg<span class="_ _0"></span>o następcą prawnym jest Spółka VRG S.A.<span class="_ _0"></span> można uznać 10 październik<span class="_ _0"></span>a </div><div class="t m0 x1 h2 y140 ff1 fs0 fc0 sc0 ls0 ws0">1948 <span class="_ _6"></span>roku <span class="_ _6"></span>- <span class="_ _6"></span><span class="ff7">data <span class="_ _6"></span>wydania <span class="_ _6"></span>zarządzenia <span class="_ _6"></span>Ministra <span class="_ _6"></span>Przemysłu</span> <span class="_ _6"></span>i Handlu <span class="_ _6"></span>w <span class="ff7">sprawie <span class="_ _6"></span>utworzenia <span class="_ _6"></span>przedsiębiorstwa <span class="_ _6"></span>państwowego <span class="_ _6"></span>pod <span class="_ _6"></span>na-</span></div><div class="t m0 x1 h2 y141 ff7 fs0 fc0 sc0 ls0 ws0">zwą<span class="ff1"> </span>„Krak<span class="_ _0"></span>owskie <span class="_ _0"></span>Zakłady Przemysłu Odzież<span class="_ _0"></span>owego”.<span class="ff1"> W </span>dniu 3<span class="_ _0"></span>0 kw<span class="_ _0"></span>ietnia 1991 <span class="_ _0"></span>roku <span class="_ _0"></span>zostało <span class="_ _0"></span>zarejestrowane <span class="_ _0"></span>przez <span class="_ _0"></span>Sąd R<span class="_ _0"></span>ejonowy dla </div><div class="t m0 x1 h2 y142 ff7 fs0 fc0 sc0 ls0 ws0">Krakowa <span class="_ _10"> </span>Śródmieścia<span class="ff1"> <span class="_ _10"> </span>w </span>Krakowie, <span class="_ _10"> </span>V <span class="_ _10"> </span>Wydział <span class="_ _10"> </span>Gos<span class="_ _6"></span>podarczy <span class="_ _10"> </span>przekształcenie <span class="_ _10"> </span>przedsiębiorstwa <span class="_ _10"> </span>państwowego<span class="ff1"> <span class="_ _10"> </span>w </span>Jednoosobo<span class="_ _6"></span>wą </div><div class="t m0 x1 h2 y143 ff7 fs0 fc0 sc0 ls0 ws0">Spółkę Skarbu Państwa. <span class="ff1"> </span></div><div class="t m0 x1 h2 y144 ff7 fs0 fc0 sc0 ls0 ws0">Spółka jest <span class="_ _6"></span>jedną<span class="ff1"> <span class="_ _6"></span>z <span class="_ _6"></span></span>pierwszych firm, <span class="_ _6"></span>które <span class="_ _6"></span>zadebiutowały na <span class="_ _6"></span>Giełdzie <span class="_ _6"></span>Papierów Wartościowych<span class="_ _6"></span><span class="ff1"> <span class="_ _11"></span>w </span>Warszawie S.A. <span class="_ _6"></span>Debiut <span class="_ _6"></span>giełdowy </div><div class="t m0 x1 h2 y145 ff7 fs0 fc0 sc0 ls0 ws0">VRG S.A. miał miejsce 30 września 1993 roku.<span class="ff1"> </span></div><div class="t m0 x1 h24 y146 ff6 fs7 fc2 sc0 ls0 ws0">ZARYS HISTORI<span class="_ _0"></span>I KORPORACYJ<span class="_ _0"></span>NEJ SPÓŁKI<span class="ff5"> </span></div></div><div class="c x8 y147 w3e h25"><div class="t m0 x9 h7 y148 ff5 fs0 fc4 sc0 ls0 ws0">1948 </div></div><div class="c x6a y147 w3f h25"><div class="t m0 x6b h2 y149 ff7 fs0 fc0 sc0 ls0 ws0">Zarządzenie  Ministra <span class="_ _d"> </span>Przemys<span class="_ _0"></span>łu  i<span class="ff1"> Handlu <span class="_ _d"> </span>w </span>sprawie<span class="_ _0"></span>  utworzenia <span class="_ _d"> </span>przedsiębiorstwa <span class="_ _d"> </span>p<span class="_ _0"></span>aństwowego  pod <span class="_ _d"> </span>nazw<span class="_ _0"></span>ą </div><div class="t m0 x6b h2 y14a ff7 fs0 fc0 sc0 ls0 ws0">„Krakowskie Zakłady Przemysłu Odzieżowego”<span class="ff1"> </span></div></div><div class="c x8 y14b w3e h25"><div class="t m0 x9 h7 y14c ff5 fs0 fc4 sc0 ls0 ws0">1991 </div></div><div class="c x6a y14b w3f h25"><div class="t m0 x6b h2 y149 ff7 fs0 fc0 sc0 ls0 ws0">Przekształcenie w<span class="ff1"> </span>jednoosobową spółkę Skarbu Państwa pod firmą: Zakłady Przemysłu Odzieżowego „Vistula” </div><div class="t m0 x6b h2 y14d ff7 fs0 fc0 sc0 ls0 ws0">Spółka Akcyjna.<span class="ff1"> </span></div></div><div class="c x8 y14e w3e h26"><div class="t m0 x9 h7 y14f ff5 fs0 fc4 sc0 ls0 ws0">1993 </div></div><div class="c x6a y14e w3f h26"><div class="t m0 x6b h2 y14f ff7 fs0 fc0 sc0 ls0 ws0">Debiut Emitenta na Giełdzie Papierów War<span class="_ _0"></span>tościowych w<span class="ff1"> Wars<span class="_ _6"></span>zawie S.A. </span></div></div><div class="c x8 y150 w3e h26"><div class="t m0 x9 h7 y14f ff5 fs0 fc4 sc0 ls0 ws0">2001 </div></div><div class="c x6a y150 w3f h26"><div class="t m0 x6b h2 y14f ff7 fs0 fc0 sc0 ls0 ws0">Rejestracja nowej nazwy spółki: Vistula Spółka Akcyjna.<span class="ff1"> </span></div></div><div class="c x8 y151 w3e h25"><div class="t m0 x9 h7 y148 ff5 fs0 fc4 sc0 ls0 ws0">2005 </div></div><div class="c x6a y151 w3f h25"><div class="t m0 x6b h2 y149 ff7 fs0 fc0 sc0 ls0 ws0">Początek <span class="_ _11"></span>procesu <span class="_ _11"></span>intensywnej <span class="_ _6"></span>rozbudowy <span class="_ _11"></span>sieci <span class="_ _11"></span>sprzedaży <span class="_ _11"></span>oraz <span class="_ _6"></span>odnowienia <span class="_ _11"></span>pozytywnego <span class="_ _6"></span>wiz<span class="_ _6"></span>erunku <span class="_ _11"></span>marki <span class="_ _6"></span>Vi-</div><div class="t m0 x6b h2 y14a ff1 fs0 fc0 sc0 ls0 ws0">stula </div></div><div class="c x8 y152 w3e h27"><div class="t m0 x9 h7 y153 ff5 fs0 fc4 sc0 ls0 ws0">2006 </div></div><div class="c x6a y152 w3f h27"><div class="t m0 x6b h2 y153 ff7 fs0 fc0 sc0 ls0 ws0">Połączenie ze spółką Wólczanka S.A. (zmiana nazwy spółki na Vistula &amp;<span class="_ _0"></span> Wólczanka S.A.) <span class="ff1"> </span></div></div><div class="c x8 y154 w3e h28"><div class="t m0 x9 h7 y155 ff5 fs0 fc4 sc0 ls0 ws0">2008 </div></div><div class="c x6a y154 w3f h28"><div class="t m0 x6b h2 y155 ff7 fs0 fc0 sc0 ls0 ws0">Przejęcie kontroli i<span class="ff1"> </span>połączenie ze spółką W.KRUK S.A w<span class="ff1"> </span>Poznaniu (zmiana nazwy spółki na Vistula Group S.A.)<span class="ff1"> </span></div></div><div class="c x8 y156 w3e h26"><div class="t m0 x9 h7 y14f ff5 fs0 fc4 sc0 ls0 ws0">2015 </div></div><div class="c x6a y156 w3f h26"><div class="t m0 x6b h2 y14f ff7 fs0 fc0 sc0 ls0 ws0">Przeniesienie działalności jubilerskiej prowadzonej pod marką W.KRUK do spółki zależnej W.KR<span class="_ _0"></span>UK S.A.<span class="_ _6"></span><span class="ff1"> </span></div></div><div class="c x8 y157 w3e h26"><div class="t m0 x9 h7 y14f ff5 fs0 fc4 sc0 ls0 ws0">2018 </div></div><div class="c x6a y157 w3f h26"><div class="t m0 x6b h2 y14f ff7 fs0 fc0 sc0 ls0 ws0">Połączenie ze spółką Bytom S.A. (zmiana nazwy spółki na VRG S.A.)<span class="ff1"> </span></div></div><div class="c x8 y158 w3e h26"><div class="t m0 x9 h7 y14f ff5 fs0 fc4 sc0 ls0 ws0">2019 </div></div><div class="c x6a y158 w3f h26"><div class="t m0 x6b h2 y14f ff7 fs0 fc0 sc0 ls0 ws0">Połączenie ze spółką zależną BTM 2 <span class="ff1">sp. z o.o. </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y159 ff1 fs0 fc0 sc0 ls0 ws0">Czas trwania Emitenta jest nieoznaczony. </div><div class="t m0 x1 h2 y15a ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x1 y15b w40 h29" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w41 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 lse ws0">10<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">1.2.<span class="ffb"> <span class="_ _12"> </span><span class="ff3">SKŁAD ZARZĄD<span class="_ _0"></span>U<span class="ff4"> I </span>RADY NADZ<span class="_ _0"></span>ORCZ<span class="_ _0"></span>EJ SPÓŁKI<span class="ff4"> </span></span></span></div><div class="t m0 x1 h24 y15d ff6 fs7 fc2 sc0 ls0 ws0">ZARZĄD<span class="ff5"> </span></div><div class="t m0 x1 h2 y15e ff7 fs0 fc0 sc0 ls0 ws0">Na dzień <span class="ff1">31 grudnia 2024 </span>roku skład Zarządu <span class="ff1">VRG S.A. </span>był następujący:<span class="ff1"> </span></div></div><div class="c x5f y15f w42 h2a"><div class="t m0 x5a hc y160 ff7 fs3 fc4 sc0 ls0 ws0">Zarząd<span class="ff1"> </span></div></div><div class="c x6d y15f w43 h2a"><div class="t m0 x41 ha y161 ff6 fs3 fc0 sc0 ls0 ws0">Mateusz Kolański<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x20 ha y162 ff7 fs3 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x6e y15f w44 h2a"><div class="t m0 x27 hc y163 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6f ha y164 ff6 fs3 fc0 sc0 ls0 ws0">Łukasz Bernacki<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x41 ha y165 ff7 fs3 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _0"></span>u<span class="ff5"> </span></div></div><div class="c x70 y15f w45 h2a"><div class="t m0 x32 ha y161 ff6 fs3 fc0 sc0 ls0 ws0">Michał Zimnicki<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x2d ha y162 ff7 fs3 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _0"></span>u<span class="ff5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y166 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y167 ff1 fs0 fc0 sc0 lsf ws0">W <span class="ls0">okresie 2024 roku w <span class="ff7">skład</span>zie <span class="ff7">Zarządu<span class="_ _6"></span> Spółki zaszły następujące zmiany:</span> </span></div><div class="t m0 x1 h2 y168 ffc fs0 fc0 sc0 ls0 ws0">−<span class="ff8"> <span class="_ _13"> </span><span class="ff1">w dniu 4 <span class="_ _6"></span>listopada 2024 roku <span class="ff7">została z<span class="_ _6"></span>łożona rezygnacja przez</span> <span class="_ _6"></span><span class="ff7">Panią Martę <span class="_ _6"></span>Fryzowską z</span> <span class="ff7">pełnienia <span class="_ _6"></span>funkcji w</span> <span class="ff7">Zarz<span class="_ _6"></span>ądzie Spółki. </span></span></span></div><div class="t m0 x65 h2 y169 ff7 fs0 fc0 sc0 ls0 ws0">Rezygnacja odnosiła skutek z<span class="ff1"> dniem 4 listopada 2024 roku. </span></div><div class="t m0 x1 h2 y16a ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>o<span class="_ _6"></span>kresie <span class="_ _6"></span>od <span class="_ _11"></span>dnia <span class="_ _6"></span>bilansowego, <span class="_ _11"></span>tj. <span class="_ _11"></span>31 <span class="_ _11"></span>grudnia <span class="_ _6"></span>2024 <span class="_ _11"></span><span class="ff7">roku <span class="_ _11"></span>do <span class="_ _6"></span>dnia <span class="_ _11"></span>podpisania <span class="_ _6"></span>niniejszego <span class="_ _6"></span>s<span class="_ _6"></span>prawozdania <span class="_ _11"></span>w <span class="_ _6"></span>skład <span class="_ _11"></span>Zarządu <span class="_ _6"></span>Spółki <span class="_ _11"></span>nie </span></div><div class="t m0 x1 h2 y16b ff7 fs0 fc0 sc0 ls0 ws0">uległ zmianie.<span class="ff1"> </span></div><div class="t m0 x1 h24 y16c ff5 fs7 fc2 sc0 ls0 ws0">RADA NADZORC<span class="_ _0"></span>ZA </div><div class="t m0 x1 h2 y16d ff7 fs0 fc0 sc0 ls0 ws0">Na dzień <span class="ff1">31 grudnia 2024 </span>roku skład Rady Nadzorczej VRG S.A. był następujący:<span class="ff1"> </span></div><div class="t m0 x1 h2 y16e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y16f w46 h2b"><div class="t m0 x5c ha y170 ff5 fs3 fc4 sc0 ls0 ws0">Rada <span class="ff1"> </span></div><div class="t m0 x3f ha y171 ff5 fs3 fc4 sc0 ls0 ws0">Nadzorcza<span class="fc0"> </span></div></div><div class="c x71 y16f w47 h2b"><div class="t m0 x64 ha y172 ff6 fs3 fc0 sc0 ls0 ws0">Piotr Stępniak<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x9 hc y173 ff7 fs3 fc0 sc0 ls0 ws0">Przewodniczący<span class="_ _0"></span> Rady </div><div class="t m0 x19 ha y174 ff1 fs3 fc0 sc0 ls0 ws0">Nadzorczej<span class="ff5"> </span></div></div><div class="c x72 y175 w48 h2c"><div class="t m0 x73 hc y176 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 ha y177 ff5 fs3 fc0 sc0 ls0 ws0">Piotr Kaczmarek<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x3c hc y178 ff7 fs3 fc0 sc0 ls0 ws0">Zastępca Przewod<span class="_ _0"></span>niczącego </div><div class="t m0 x41 hc y179 ff1 fs3 fc0 sc0 ls0 ws0">Rady Nadzorczej<span class="_ _0"></span> </div></div><div class="c x74 y175 w49 h2c"><div class="t m0 x64 ha y177 ff6 fs3 fc0 sc0 ls0 ws0">Danuta Dąbrowska<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x50 hc y178 ff7 fs3 fc0 sc0 ls0 ws0">Członkini Rady <span class="_ _0"></span>Nadzorczej<span class="ff1"> </span></div></div><div class="c x75 y175 w4a h2c"><div class="t m0 x76 ha y177 ff5 fs3 fc0 sc0 ls0 ws0">Blanka Borkowska<span class="_ _0"></span> </div><div class="t m0 x77 hc y178 ff7 fs3 fc0 sc0 ls0 ws0">Członk<span class="ff1">ini Rady <span class="_ _0"></span>Nadzorczej </span></div></div><div class="c x72 y16f w48 h2d"><div class="t m0 x9 ha y17a ff5 fs3 fc0 sc0 ls8 ws0">             <span class="ff6 ls0">Marcin<span class="_ _0"></span> Gomoła<span class="ff5"> </span></span></div><div class="t m0 xe hc y17b ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady Nadzo<span class="_ _0"></span>rczej<span class="ff1"> </span></div></div><div class="c x74 y16f w49 h2d"><div class="t m0 x21 ha y17a ff5 fs3 fc0 sc0 ls0 ws0">Wojciech Olejni<span class="_ _0"></span>czak </div><div class="t m0 x77 hc y17b ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady Nadzo<span class="_ _0"></span>rczej<span class="ff1"> </span></div></div><div class="c x75 y16f w4a h2d"><div class="t m0 x78 ha y17a ff6 fs3 fc0 sc0 ls0 ws0">Andrzej Szumańs<span class="_ _0"></span>ki<span class="ff5"> </span></div><div class="t m0 x3c hc y17b ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady Nadzo<span class="_ _0"></span>rczej<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y17c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y17d ff1 fs0 fc0 sc0 ls0 ws0">W okresie 2024 <span class="ff7">roku w składzie Rady Nadzorczej Spółki zaszły następujące zmiany.</span> </div><div class="t m0 x1 h2 y17e ff7 fs0 fc0 sc0 ls0 ws0">–<span class="ff1"> <span class="_ _11"></span></span>w <span class="_ _11"></span>dniu <span class="_ _11"></span>19 <span class="_ _11"></span>marca <span class="_ _11"></span>2024 <span class="_ _11"></span>roku <span class="_ _11"></span>Rada <span class="_ _11"></span>Nadz<span class="_ _6"></span>orcza <span class="_ _6"></span>Spółki <span class="_ _14"></span>podjęła <span class="_ _11"></span>uchwałę <span class="_ _11"></span>o <span class="_ _11"></span>uzupełnieniu <span class="_ _11"></span>składu <span class="_ _11"></span>Rady <span class="_ _11"></span>Nadzorczej <span class="_ _11"></span>w <span class="_ _11"></span>trybie <span class="_ _11"></span>kooptacji </div><div class="t m0 x1 h2 y17f ff7 fs0 fc0 sc0 ls0 ws0">przewidzianym w <span class="_ _6"></span>paragrafie <span class="_ _6"></span>22 <span class="_ _6"></span>ust. <span class="_ _6"></span>3 statutu <span class="_ _6"></span>Spółki <span class="_ _6"></span>powołując <span class="_ _6"></span>do <span class="_ _6"></span>składu Rady <span class="_ _6"></span>Nadzorczej Spółki <span class="_ _6"></span>obecnej <span class="_ _6"></span>wspólnej <span class="_ _6"></span>kadencji <span class="_ _6"></span>Pani<span class="_ _6"></span><span class="ls10">ą </span></div><div class="t m0 x1 h2 y180 ff7 fs0 fc0 sc0 ls0 ws0">Blankę Borkowską.<span class="ff1"> </span></div><div class="t m0 x1 h7 y181 ff1 fs0 fc0 sc0 ls0 ws0">- zmiany  <span class="ff7">wynikające<span class="_ _0"></span> z uchwał <span class="_ _0"></span>Zwyczajnego Walneg<span class="_ _0"></span>o Zgromadzenia Spółki w<span class="ff1">  </span>dniu <span class="_ _0"></span>26 czerwca <span class="_ _0"></span>2024 roku <span class="_ _0"></span>(„<span class="ff5">Walne Zgromadzenie</span>”<span class="_ _0"></span>):<span class="ff1"> </span></span></div><div class="t m0 x1 h2 y182 ff7 fs0 fc0 sc0 ls0 ws0">a) <span class="_ _6"></span>na <span class="_ _11"></span>podstawie <span class="_ _6"></span>Uchwały <span class="_ _6"></span>nr <span class="_ _6"></span>24/06/2024 <span class="_ _6"></span>Walnego <span class="_ _11"></span>Zgromadzenia <span class="_ _6"></span>w<span class="_ _6"></span><span class="ff1"> </span>sprawie <span class="_ _6"></span>odwołania <span class="_ _11"></span>członka Rady <span class="_ _11"></span>Nadzorczej <span class="_ _6"></span>Spółki, <span class="_ _6"></span>z<span class="_ _6"></span>e <span class="_ _6"></span>składu </div><div class="t m0 x1 h2 y183 ff7 fs0 fc0 sc0 ls0 ws0">Rady Nadzorczej Spółki odwołany został Pan Wacław Szary;<span class="ff1"> </span></div><div class="t m0 x1 h2 y184 ff7 fs0 fc0 sc0 ls0 ws0">b) <span class="_ _14"></span>na <span class="_ _14"></span>podstawie <span class="_ _14"></span>Uchwały <span class="_ _14"></span>nr <span class="_ _14"></span>25/06/2024 <span class="_ _15"></span>Walnego <span class="_ _14"></span>Zgromadzenia <span class="_ _14"></span>w<span class="ff1"> <span class="_ _6"></span></span>sprawie <span class="_ _14"></span>powołania <span class="_ _14"></span>członka <span class="_ _14"></span>Rady <span class="_ _14"></span>N<span class="_ _6"></span>adzorczej <span class="_ _14"></span>Spółki, <span class="_ _11"></span>w<span class="_ _6"></span><span class="ff1"> </span>skład </div><div class="t m0 x1 h2 y185 ff7 fs0 fc0 sc0 ls0 ws0">Rady Nadzorczej Spółki powołany został Pan Wojciech Olejniczak<span class="ff1">. </span></div><div class="t m0 x1 h2 y186 ff1 fs0 fc0 sc0 ls0 ws0">W okresie od <span class="_ _6"></span>dnia <span class="_ _6"></span>bilansowego, tj. <span class="_ _6"></span>31.12.202<span class="_ _6"></span>4 <span class="_ _6"></span><span class="ff7">roku do <span class="_ _6"></span>dnia podpisania <span class="_ _6"></span>niniejszego sprawozdania powyższy <span class="_ _6"></span>skład <span class="_ _6"></span>Rady Nadzorczej </span></div><div class="t m0 x1 h2 y187 ff7 fs0 fc0 sc0 ls0 ws0">Spółki uległ zmianie: <span class="ff1"> </span></div><div class="t m0 x1 h2 y188 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _11"></span>w <span class="ff7">dn<span class="_ _6"></span>iu <span class="_ _11"></span>15 <span class="_ _14"></span>stycznia <span class="_ _11"></span>2025 <span class="_ _14"></span>roku <span class="_ _11"></span>Pan <span class="_ _14"></span>Wojciech <span class="_ _14"></span>Olejniczak <span class="_ _11"></span>złożył <span class="_ _14"></span>rezygnację <span class="_ _11"></span>z<span class="_ _6"></span></span> <span class="_ _6"></span><span class="ff7">funkcji <span class="_ _11"></span>Członka <span class="_ _14"></span>Rady <span class="_ _11"></span>N<span class="_ _6"></span>adzorczej <span class="_ _11"></span>Spółki. <span class="_ _14"></span>Rezygnacja </span></div><div class="t m0 x1 h2 y189 ff1 fs0 fc0 sc0 ls0 ws0">odnosi skutek z dniem 15 stycznia 2025 roku. </div><div class="t m0 x1 h2 y18a ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _6"></span>w <span class="_ _6"></span>dniu <span class="_ _6"></span>31 <span class="_ _6"></span>stycznia <span class="_ _6"></span>2025 <span class="_ _6"></span><span class="ff7">roku <span class="_ _6"></span>Rada <span class="_ _6"></span>Nadzorcza <span class="_ _6"></span>Spółki <span class="_ _6"></span>podjęła <span class="_ _6"></span>uchwałę <span class="_ _6"></span>o <span class="_ _6"></span>uzupełnieniu <span class="_ _6"></span>składu <span class="_ _6"></span>Rady N<span class="_ _6"></span>adzorczej <span class="_ _6"></span>w <span class="_ _6"></span>trybie <span class="_ _6"></span>kooptacji </span></div><div class="t m0 x1 h2 y18b ff7 fs0 fc0 sc0 ls0 ws0">przewidzianym <span class="_ _6"></span>w <span class="_ _6"></span>paragrafie <span class="_ _6"></span>2<span class="_ _6"></span>2 <span class="_ _6"></span>ust. <span class="_ _11"></span>3 <span class="_ _6"></span>statutu <span class="_ _6"></span>Spółki <span class="_ _6"></span>powołując <span class="_ _6"></span>do <span class="_ _11"></span>składu <span class="_ _6"></span>Rady <span class="_ _6"></span>Nadzorczej <span class="_ _6"></span>Spółki <span class="_ _6"></span>o<span class="_ _6"></span>becnej <span class="_ _6"></span>wspólnej <span class="_ _11"></span>kadencji <span class="_ _11"></span><span class="ff1">Pana </span></div><div class="t m0 x1 h2 y18c ff7 fs0 fc0 sc0 ls0 ws0">Pawła Kucharskiego<span class="ff1">. </span></div><div class="t m0 x1 h2 y18d ff7 fs0 fc0 sc0 ls0 ws0">Na dzień podpisania niniejszego sprawozdania skład Rady Nadzorczej Spółki był następujący:<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x7 y18e w3d h2e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+kAAAClCAIAAACvLSuiAAAACXBIWXMAABYlAAAWJQFJUiTwAAADGUlEQVR42u3asQ2AIBCGUTGM5TisQYNj6DYwmIWJpTVH3hvh8hdfcalfbQMAAKaXnSC6o1RH4DXu0x6wajA/Ft7k7goAABCCdgcAAO0OAABodwAA0O4AAIB2BwAAtDsAAGh3AABAuwMAANodAAC0OwAAoN0BAADtDgAA2h0AANDuAACAdgcAAO0OAABodwAA0O4AAIB2BwAAtDsAAGh3AABAuwMAANodAAC0OwAAoN0BAADtDgAA2h0AANDuAACAdgcAAO0OAABodwAA0O4AAIB2BwAAtDsAAGh3AABAuwMAANodAAC0OwAAoN0BAADtDgAA2h0AANDuAACAdgcAAO0OAABodwAA0O4AAIB2BwAAtDsAAGh3AABAuwMAANodAAC0OwAAoN0BAADtDgAA2h0AANDuAACAdgcAAO0OAABodwAA0O4AAIB2BwAAtDsAAGh3AABAuwMAANodAAC0OwAAoN0BAADtDgAA2h0AANDuAACAdgcAAO0OAABodwAA0O4AAIB2BwAAtDsAAGh3AABAuwMAANodAAC0OwAAoN0BAADtDgAA2h0AANDuAACAdgcAAO0OAABodwAA0O4AAIB2BwAAtDsAAGh3AABgLtkJYCXjPh0BqwbzQ7sDARylOgKLlZNVY37wbdLPDAAAxKDdAQBAuwMAANodAAC0OwAAoN0BAADtDgAA2h0AANDuAACAdgcAAO0OAABodwAAQLsDAIB2BwAAtDsAAKDdAQBAuwMAANodAAC0OwAAoN0BAADtDgAA2h0AANDuAACAdgcAAO0OAABodwAAQLsDAIB2BwAAtDsAAKDdAQBAuwMAANodAAC0OwAAoN0BAADtDgAA2h0AANDuAACAdgcAAO0OAABodwAAQLsDAIB2BwAAtDsAAKDdAQBAuwMAANodAAC0OwAAoN0BAADtDgAA2h0AANDuAACAdgcAAO0OAABodwAAQLsDAIB2BwAAtDsAAKDdAQBAuwMAANodAAC0OwAAoN0BAADtDgAA2h0AANDuAACAdgcAAO0OAABodwAA4E/qV3MFAACY3wOVYR+4NsdBaQAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y5 w4b h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 lse ws0">11<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y18f w46 h2f"><div class="t m0 x5c ha y190 ff5 fs3 fc4 sc0 ls0 ws0">Rada <span class="ff1"> </span></div><div class="t m0 x3f ha y191 ff5 fs3 fc4 sc0 ls0 ws0">Nadzorcza<span class="fc0"> </span></div></div><div class="c x71 y18f w47 h2f"><div class="t m0 x64 ha y192 ff6 fs3 fc0 sc0 ls0 ws0">Piotr Stępniak<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x9 hc y193 ff7 fs3 fc0 sc0 ls0 ws0">Przewodniczący<span class="_ _0"></span> Rady </div><div class="t m0 x19 ha y194 ff1 fs3 fc0 sc0 ls0 ws0">Nadzorczej<span class="ff5"> </span></div></div><div class="c x72 y195 w48 h2c"><div class="t m0 x73 hc y176 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 ha y177 ff5 fs3 fc0 sc0 ls0 ws0">Piotr Kaczmarek<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x3c hc y178 ff7 fs3 fc0 sc0 ls0 ws0">Zastępca Przewod<span class="_ _0"></span>niczącego </div><div class="t m0 x41 hc y179 ff1 fs3 fc0 sc0 ls0 ws0">Rady Nadzorczej<span class="_ _0"></span> </div></div><div class="c x74 y195 w49 h2c"><div class="t m0 x64 ha y177 ff6 fs3 fc0 sc0 ls0 ws0">Danuta Dąbrowska<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x50 hc y178 ff7 fs3 fc0 sc0 ls0 ws0">Członkini Rady <span class="_ _0"></span>Nadzorczej<span class="ff1"> </span></div></div><div class="c x75 y195 w4a h2c"><div class="t m0 x76 ha y177 ff5 fs3 fc0 sc0 ls0 ws0">Blanka Borkowska<span class="_ _0"></span> </div><div class="t m0 x77 hc y178 ff7 fs3 fc0 sc0 ls0 ws0">Członk<span class="ff1">ini Rady <span class="_ _0"></span>Nadzorczej </span></div></div><div class="c x72 y18f w48 h30"><div class="t m0 x9 ha y196 ff5 fs3 fc0 sc0 ls8 ws0">             <span class="ff6 ls0">Marcin<span class="_ _0"></span> Gomoła<span class="ff5"> </span></span></div><div class="t m0 xe hc y197 ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady Nadzo<span class="_ _0"></span>rczej<span class="ff1"> </span></div></div><div class="c x74 y18f w49 h30"><div class="t m0 x7a ha y196 ff6 fs3 fc0 sc0 ls0 ws0">Paweł Kuchar<span class="ff5">s<span class="_ _0"></span><span class="ls11">ki<span class="ls0"> </span></span></span></div><div class="t m0 x77 hc y197 ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady Nadzo<span class="_ _0"></span>rczej<span class="ff1"> </span></div></div><div class="c x75 y18f w4a h30"><div class="t m0 x78 ha y196 ff6 fs3 fc0 sc0 ls0 ws0">Andrzej Szumańs<span class="_ _0"></span>ki<span class="ff5"> </span></div><div class="t m0 x3c hc y197 ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady <span class="ff1">Nadzo<span class="_ _0"></span>rczej </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y198 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h23 y199 ff4 fs6 fc1 sc0 ls0 ws0">1.3.<span class="ffb"> <span class="_ _16"> </span></span>KONTYNUA<span class="_ _0"></span>CJA <span class="ff3">DZIAŁALNOŚ<span class="_ _0"></span>CI<span class="ff4"> </span></span></div><div class="t m0 x1 h2 y19a ff7 fs0 fc0 sc0 ls0 ws0">Jednostkowe s<span class="_ _6"></span>prawozdanie finans<span class="_ _6"></span>owe <span class="_ _6"></span>Spółki (<span class="_ _6"></span>dalej <span class="_ _6"></span>również <span class="_ _6"></span>jako <span class="_ _6"></span>„VRG <span class="_ _6"></span>S.A”) <span class="_ _6"></span>zostało <span class="_ _6"></span>sporządzone <span class="_ _6"></span>przy <span class="_ _6"></span>założeniu <span class="_ _6"></span>kontynuacji <span class="_ _6"></span>dzia-</div><div class="t m0 x1 h2 y19b ff7 fs0 fc0 sc0 ls0 ws0">łalności <span class="_ _6"></span>gospodarczej <span class="_ _6"></span>przez Spółkę <span class="_ _6"></span>w<span class="ff1"> niezmienionej <span class="_ _6"></span>formie <span class="_ _6"></span>i </span>zakresie przez <span class="_ _6"></span>okres <span class="_ _6"></span>co <span class="_ _6"></span>najmniej 12 <span class="_ _6"></span>miesięcy <span class="_ _6"></span>od <span class="_ _6"></span>dnia, na <span class="_ _6"></span>który <span class="_ _6"></span>sporzą-</div><div class="t m0 x1 h2 y19c ff1 fs0 fc0 sc0 ls0 ws0">dzono sprawozdanie f<span class="_ _0"></span>inansowe, tj.<span class="_ _0"></span> <span class="ls6">31 </span>grudnia 2024 roku.<span class="_ _0"></span> W <span class="ff7">opinii<span class="_ _0"></span> Zarządu na<span class="_ _0"></span> dzień zatwie<span class="_ _0"></span>rdzenia niniejszego<span class="_ _0"></span> jednostkowe<span class="_ _0"></span>go spra-</span></div><div class="t m0 x1 h2 y19d ff7 fs0 fc0 sc0 ls0 ws0">wozdania finansowego nie istnieją przesłanki i<span class="ff1"> </span>okoliczności wskazujące na zagrożenie kontynuacji działalności przez Spółkę w<span class="ff1"> </span>dają-</div><div class="t m0 x1 h2 y7f ff1 fs0 fc0 sc0 ls0 ws0">cej <span class="ff7">się przewidzieć przyszłości.</span> </div><div class="t m0 x1 h22 y19e ff4 fs5 fc1 sc0 ls12 ws0">2.<span class="ffb ls0"> <span class="_ _17"> </span><span class="ff3">PODSTAWA SPO<span class="_ _6"></span>RZĄDZENIA <span class="ff4">S<span class="_ _6"></span>PRAWOZDAN<span class="_ _6"></span>IA<span class="_ _6"></span> FINANSOWEG<span class="_ _6"></span>O </span></span></span></div><div class="t m0 x1 h2 y19f ff1 fs0 fc0 sc0 ls0 ws0">Niniejsze jednostkowe sprawozdanie f<span class="_ _0"></span>inansowe za 2024 <span class="ff7">rok zostało <span class="_ _0"></span>sporządzone zgodnie z<span class="_ _0"></span> Międzynarodowy<span class="_ _0"></span>mi Standardami Spra-</span></div><div class="t m0 x1 h2 y1a0 ff7 fs0 fc0 sc0 ls0 ws0">wozdawczości <span class="_ _14"></span>Finansowej <span class="_ _14"></span>(<span class="_ _6"></span>dalej <span class="_ _11"></span>„MSSF”) <span class="_ _14"></span>z<span class="_ _6"></span>atwierdzonym<span class="ff1">i <span class="_ _15"></span></span>przez <span class="_ _14"></span>Unię <span class="_ _15"></span>Europejską <span class="_ _14"></span>(UE). <span class="_ _14"></span>Roczne <span class="_ _14"></span>jednostkowe <span class="_ _14"></span>s<span class="_ _6"></span>prawozdanie <span class="_ _11"></span>finan-</div><div class="t m0 x1 h2 y1a1 ff7 fs0 fc0 sc0 ls0 ws0">sowe <span class="_ _11"></span>przedstawia <span class="_ _11"></span>sytuację <span class="_ _11"></span>finansową <span class="_ _11"></span>S<span class="_ _6"></span>półki <span class="_ _6"></span>na <span class="_ _14"></span>dzień <span class="_ _14"></span><span class="ff1">31 <span class="_ _11"></span>grudnia <span class="_ _11"></span>2024 <span class="_ _14"></span>roku <span class="_ _11"></span>oraz <span class="_ _11"></span>31 <span class="_ _11"></span>grudnia <span class="_ _11"></span>2023 <span class="_ _14"></span></span>roku, <span class="_ _11"></span>wyniki <span class="_ _11"></span>jej <span class="_ _11"></span>działalności <span class="_ _11"></span>za </div><div class="t m0 x1 h2 y1a2 ff7 fs0 fc0 sc0 ls0 ws0">okres <span class="_ _11"></span>12 <span class="_ _11"></span>miesięcy <span class="_ _11"></span>z<span class="_ _6"></span>akończony <span class="_ _6"></span>dn<span class="_ _6"></span>ia <span class="_ _14"></span><span class="ff1">31 <span class="_ _11"></span>grudnia <span class="_ _11"></span>2024 <span class="_ _14"></span>roku <span class="_ _11"></span>i 31 <span class="_ _11"></span>grudnia <span class="_ _11"></span>2<span class="_ _6"></span>023 <span class="_ _11"></span></span>roku <span class="_ _11"></span>oraz <span class="_ _11"></span>przepływy <span class="_ _11"></span>pieniężne <span class="_ _11"></span>za <span class="_ _14"></span>okres <span class="_ _11"></span>12 <span class="_ _14"></span>miesięcy </div><div class="t m0 x1 h2 y1a3 ff7 fs0 fc0 sc0 ls0 ws0">zakończony dnia <span class="ff1">31 grudnia 2024 roku i 31 grudnia 2023 roku. </span></div><div class="t m0 x1 h2 y1a4 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _6"></span>owe <span class="_ _6"></span>za 2<span class="_ _6"></span>024 <span class="_ _6"></span><span class="ff7">rok <span class="_ _6"></span>sporządzone <span class="_ _6"></span>zostało <span class="_ _6"></span>w zło<span class="_ _6"></span>tych <span class="_ _6"></span>polskich z <span class="_ _11"></span>zaokrągle<span class="_ _0"></span>niem <span class="_ _6"></span>do <span class="_ _6"></span>pełnych <span class="_ _6"></span>tysięcy <span class="_ _6"></span>(tys. <span class="_ _6"></span>zł.). Walutą </span></div><div class="t m0 x1 h2 y1a5 ff7 fs0 fc0 sc0 ls0 ws0">funkcjonalną Spółki jest polski złoty.<span class="ff1"> </span></div><div class="t m0 x1 h2 y1a6 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za okres 2024 <span class="ff7">roku <span class="_ _6"></span>obejmuje dane dotyczące wyłącznie Spółki jako jednostki sporządzającej samodzielne </span></div><div class="t m0 x1 h2 y1a7 ff7 fs0 fc0 sc0 ls0 ws0">sprawozdanie. <span class="_ _6"></span>W <span class="_ _6"></span>skład <span class="_ _11"></span>przedsiębiorstwa Spółki <span class="_ _11"></span>nie <span class="_ _6"></span>wchodzą <span class="_ _6"></span>jednostki <span class="_ _6"></span>organizacyjne <span class="_ _6"></span>sporządzające <span class="_ _6"></span>s<span class="_ _6"></span>amodzielne s<span class="_ _6"></span>prawozdania <span class="_ _6"></span>fi-</div><div class="t m0 x1 h2 y1a8 ff1 fs0 fc0 sc0 ls0 ws0">nansowe.  </div><div class="t m0 x1 h2 y1a9 ff7 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finansowe sporządzone jest za okres 202<span class="ff1">4 </span>roku, w którym nie miało miejsca połączenie spółek.<span class="ff1"> </span></div><div class="t m0 x1 h22 y1aa ff4 fs5 fc1 sc0 ls13 ws0">3.<span class="ffb ls0"> <span class="_ _18"> </span><span class="ff3">ZASADY RACH<span class="_ _6"></span>UNKOWOŚC<span class="_ _6"></span>I<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y10b ff1 fs0 fc0 sc0 ls0 ws0">W o<span class="_ _6"></span>kresie od <span class="_ _6"></span>1 <span class="_ _6"></span>stycznia 202<span class="_ _6"></span>4 <span class="_ _6"></span>roku <span class="_ _6"></span>do 3<span class="_ _6"></span>1 <span class="_ _6"></span>grudnia 2024 <span class="_ _6"></span>roku <span class="_ _6"></span>nie do<span class="_ _6"></span>konano <span class="_ _6"></span>w <span class="ff7">Spółce zmiany <span class="_ _6"></span>przyjętych zas<span class="_ _6"></span>ad rachun<span class="_ _6"></span>kowości i<span class="_ _6"></span></span> spo-</div><div class="t m0 x1 h2 y1ab ff7 fs0 fc0 sc0 ls0 ws0">sobów <span class="_ _0"></span>sporządzania<span class="_ _0"></span> <span class="_ _0"></span>sprawozdania <span class="_ _1"></span>finansowego. Przyję<span class="_ _0"></span>te <span class="_ _0"></span>prze<span class="_ _0"></span>z <span class="_ _1"></span>S<span class="_ _6"></span>półkę <span class="_ _0"></span>zasady <span class="_ _1"></span>rachunkowości <span class="_ _1"></span>sto<span class="_ _6"></span>sowane <span class="_ _0"></span>były <span class="_ _1"></span>w<span class="_ _6"></span><span class="ff1"> </span>sposób ci<span class="_ _0"></span>ągły <span class="_ _1"></span>w<span class="ff1"> od-</span></div><div class="t m0 x1 h2 y1ac ff1 fs0 fc0 sc0 ls0 ws0">niesieniu do wszystkich okresów prezentowanych w sprawozdaniu finansowym. </div><div class="t m0 x1 h2 y1ad ff7 fs0 fc0 sc0 ls0 ws0">Niniejsze jednostkowe sprawozdanie finansowe zostało sporządzone w opar<span class="_ _0"></span>ciu o koncepcję kosztu za wyjątkiem pozycji: <span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y1ae ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ff7">instrumenty kap<span class="_ _0"></span>itałowe wy<span class="_ _0"></span>ceniane w wartości <span class="_ _0"></span>godziwej <span class="_ _0"></span>(inne niż <span class="_ _0"></span>dotyczące inw<span class="_ _0"></span>estycji w sp<span class="_ _0"></span>ółki zależne<span class="_ _0"></span> i <span class="_ _0"></span>stowarzyszone), które <span class="ff1">nie </span></span></div><div class="t m0 x1 h2 y1af ff7 fs0 fc0 sc0 ls0 ws0">są przeznaczone do obrotu ora<span class="_ _0"></span>z nie są notowane na<span class="_ _0"></span> aktywnym rynku oraz <span class="_ _0"></span>dłużne aktywa finansowe <span class="_ _0"></span>spełniające kryteri<span class="_ _0"></span>a podstawo-</div><div class="t m0 x1 h2 y1b0 ff1 fs0 fc0 sc0 ls14 ws0">we<span class="ff7 ls0">j umowy pożyczki, <span class="ff1"> </span></span></div><div class="t m0 x1 h2 y1b1 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _6"></span><span class="ff7">zobowiązań finanso<span class="_ _6"></span>wych przeznaczonych <span class="_ _6"></span>do obrotu <span class="_ _6"></span>lub <span class="_ _6"></span>wyznaczonych <span class="_ _6"></span>jako wycenianych <span class="_ _6"></span>w <span class="_ _6"></span>wartości godz<span class="_ _6"></span>iwej przez <span class="_ _6"></span>wynik <span class="_ _6"></span>finan-</span></div><div class="t m0 x1 h2 y1b2 ff7 fs0 fc0 sc0 ls0 ws0">sowy. Do kategorii zobowiązań finansowych wycenianych w wartości godziwej przez wynik finans<span class="_ _6"></span>owy zaliczane są instrumenty po-</div><div class="t m0 x1 h2 y1b3 ff1 fs0 fc0 sc0 ls0 ws0">chodne inne <span class="ff7">niż instrumenty zabezpieczające.</span> </div><div class="t m0 x1 h2 y1b4 ff1 fs0 fc0 sc0 ls0 ws0">Zmiany do opublikowanych Standardów i <span class="ff7">Interpretacji zostały przedstawione w</span> pkt. 6. </div><div class="t m0 x1 h2 y1b5 ff8 fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w4c h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 lse ws0">12<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">3.1.<span class="ffb"> <span class="_ _16"> </span></span>TRANSAKCJE W <span class="_ _0"></span>WALUTACH O<span class="_ _0"></span>BCYCH </div><div class="t m0 x1 h2 y1b6 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _11"></span>ciągu <span class="_ _11"></span>roku <span class="_ _11"></span>transakcję <span class="_ _11"></span>w<span class="ff1"> </span>walucie <span class="_ _11"></span>obcej <span class="_ _11"></span>Spółka <span class="_ _11"></span>ujmuje <span class="_ _11"></span>początkowo <span class="_ _11"></span>w<span class="_ _6"></span><span class="ff1"> </span>walucie <span class="_ _11"></span>polskiej, <span class="_ _11"></span>stosując <span class="_ _11"></span>do <span class="_ _11"></span>przeliczenia <span class="_ _11"></span>kwoty <span class="_ _11"></span>wyrażonej </div><div class="t m0 x1 h2 y1b7 ff1 fs0 fc0 sc0 ls0 ws0">w <span class="ff7">walucie obcej średni kurs NBP obowiązujący na dzień zawarcia transakcji uznając go za natychmiastowy kurs wymiany.</span> </div><div class="t m0 x1 h2 y1b8 ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _11"></span>każdy <span class="_ _11"></span>dzień <span class="_ _6"></span>bilansowy <span class="_ _11"></span>pozycje <span class="_ _6"></span>pieniężne <span class="_ _11"></span>w<span class="ff1"> <span class="_ _6"></span></span>walucie <span class="_ _11"></span>obcej <span class="_ _11"></span>przelicza <span class="_ _6"></span>się <span class="_ _11"></span>przy <span class="_ _11"></span>zastosowaniu <span class="_ _11"></span>średniego <span class="_ _11"></span>kursu <span class="_ _11"></span>NBP <span class="_ _6"></span>na <span class="_ _11"></span>dzień <span class="_ _11"></span>bilan-</div><div class="t m0 x1 h2 y1b9 ff7 fs0 fc0 sc0 ls0 ws0">sowy <span class="_ _14"></span>uznając <span class="_ _15"></span>go <span class="_ _14"></span>za <span class="_ _15"></span>kurs <span class="_ _14"></span>zamknięcia. <span class="_ _15"></span>Pozycje <span class="_ _14"></span>n<span class="_ _6"></span>iepieniężne <span class="_ _14"></span>wyceniane <span class="_ _14"></span>według <span class="_ _15"></span>kosztu <span class="_ _14"></span>historycznego <span class="_ _15"></span>wyrażonego <span class="_ _14"></span>w<span class="_ _11"></span><span class="ff1"> walucie <span class="_ _14"></span>obcej </span></div><div class="t m0 x1 h2 y1ba ff1 fs0 fc0 sc0 ls0 ws0">przelicza <span class="ff7">się <span class="_ _6"></span>przy zastosowaniu kursu wymiany <span class="_ _6"></span>z</span> <span class="ff7">dnia trans<span class="_ _6"></span>akcji oraz pozycje niepieniężne wyceniane w<span class="_ _6"></span></span> <span class="ff7">wartości <span class="_ _6"></span>godziwej wyrażo-</span></div><div class="t m0 x1 h2 y1bb ff1 fs0 fc0 sc0 ls0 ws0">nej w <span class="ff7">walucie obcej <span class="_ _0"></span>przelicza się<span class="_ _0"></span> przy zastosowaniu<span class="_ _0"></span> kursów w<span class="_ _0"></span>ymiany, które <span class="_ _0"></span>obowiązywały w<span class="ff1"> </span>dniu, na który<span class="_ _0"></span> wartość g<span class="_ _0"></span>odziwa została </span></div><div class="t m0 x1 h2 y1bc ff1 fs0 fc0 sc0 ls0 ws0">ustalona. </div><div class="t m0 x1 h2 y1bd ff7 fs0 fc0 sc0 ls0 ws0">Różnice kursowe powstające <span class="_ _0"></span>z<span class="ff1"> </span>tytułu rozliczania pozycji <span class="_ _0"></span>pieniężnych lub z<span class="ff1"> </span>tytułu przelic<span class="_ _0"></span>zania pozycji pie<span class="_ _0"></span>niężnych po kursach inny<span class="_ _0"></span>ch </div><div class="t m0 x1 h2 y1be ff7 fs0 fc0 sc0 ls0 ws0">niż <span class="_ _0"></span>te, <span class="_ _0"></span>po <span class="_ _0"></span>których<span class="_ _0"></span> <span class="_ _0"></span>zostały <span class="_ _1"></span>o<span class="_ _6"></span>ne <span class="_ _0"></span>przeli<span class="_ _0"></span>czone w<span class="ff1"> </span>momencie <span class="_ _1"></span>ich poc<span class="_ _0"></span>zątkowego <span class="_ _1"></span>ujęcia w<span class="ff1"> danym <span class="_ _0"></span>okresie <span class="_ _1"></span>lub w poprzednich <span class="_ _1"></span>sprawozdaniach </span></div><div class="t m0 x1 h2 y1bf ff7 fs0 fc0 sc0 ls0 ws0">finansowych, ujmowane są w<span class="ff1"> wyniku finansowym okresu, w </span>którym powstają, jako przychody lub koszty finansowe. <span class="ff1"> </span></div><div class="t m0 x1 h2 y1c0 ff7 fs0 fc0 sc0 ls0 ws0">Jeżeli jednak <span class="_ _6"></span>transakcja <span class="_ _6"></span>jest <span class="_ _6"></span>rozliczana <span class="_ _6"></span>w<span class="ff1"> <span class="_ _6"></span></span>kolejnym okresie o<span class="_ _6"></span>brotowym, różnice <span class="_ _6"></span>kursowe <span class="_ _6"></span>ujęte w<span class="_ _6"></span><span class="ff1"> </span>każdym z<span class="_ _6"></span><span class="ff1"> </span>następujących okresów, </div><div class="t m0 x1 h2 y1c1 ff7 fs0 fc0 sc0 ls0 ws0">aż do czasu rozliczenia transakcji ustala się na podstawie zmian kursów wymiany, które miały<span class="_ _0"></span> miejsce w<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span></span>każdym kolejnym okresie. <span class="ff1"> </span></div><div class="t m0 x1 h2 y1c2 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>przypadku, <span class="_ _14"></span>gdy <span class="_ _14"></span>zyski <span class="_ _14"></span>lub <span class="_ _15"></span>straty <span class="_ _14"></span>z <span class="_ _6"></span><span class="ff7">tytułu <span class="_ _14"></span>pozycji <span class="_ _14"></span>niepieniężnych <span class="_ _14"></span>zostają <span class="_ _14"></span>u<span class="_ _6"></span>jęte <span class="_ _14"></span>bezpośrednio <span class="_ _14"></span>w</span> <span class="_ _6"></span><span class="ff7">kapitale <span class="_ _11"></span>własnym, <span class="_ _15"></span>wszystkie <span class="_ _14"></span>ele-</span></div><div class="t m0 x1 h2 y1c3 ff7 fs0 fc0 sc0 ls0 ws0">menty tych zysków lub strat, dotyczące różnic kursowych, ujmowane zostają bezpośrednio w<span class="ff1"> </span>kapitale własnym. <span class="ff1"> </span></div><div class="t m0 x1 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">W przypadku, <span class="_ _6"></span>gdy <span class="_ _6"></span>zyski <span class="_ _6"></span>lub <span class="_ _6"></span>s<span class="_ _6"></span>traty z<span class="_ _6"></span> <span class="ff7">tytułu <span class="_ _6"></span>pozycji <span class="_ _6"></span>niepieniężnych <span class="_ _6"></span>zostają <span class="_ _6"></span>ujęte <span class="_ _6"></span>w<span class="_ _6"></span></span> wyniku <span class="_ _6"></span>finansowym, <span class="_ _6"></span>wszystkie <span class="_ _6"></span>elementy <span class="_ _6"></span>tych zy-</div><div class="t m0 x1 h2 y1c5 ff7 fs0 fc0 sc0 ls0 ws0">sków lub strat, dotyczące różnic kursowych, ujmowane zostają w<span class="ff1"> wyniku finansowym. </span></div><div class="t m0 x1 h23 y1c6 ff4 fs6 fc1 sc0 ls0 ws0">3.2.<span class="ffb"> <span class="_ _13"> </span></span>INSTRUMENTY F<span class="_ _0"></span>INANSOWE<span class="_ _0"></span> </div><div class="t m0 x1 h24 y1c7 ff5 fs7 fc2 sc0 ls0 ws0">KLASYFIKACJA I<span class="_ _0"></span>NSTRUMENT<span class="_ _0"></span>ÓW FINA<span class="_ _0"></span>NSOWYCH </div><div class="t m0 x1 h2 y1c8 ff1 fs0 fc0 sc0 ls0 ws0">Klasyfikacja opar<span class="_ _0"></span>ta jest na<span class="_ _0"></span> podstawie<span class="_ _0"></span> modelu biznes<span class="_ _0"></span>owego zarzadzania<span class="_ _0"></span> grupami akty<span class="_ _0"></span>wów fina<span class="_ _0"></span>nsowych oraz<span class="_ _0"></span> charakterystyki <span class="_ _0"></span>umow-</div><div class="t m0 x1 h2 y1c9 ff7 fs0 fc0 sc0 ls0 ws0">nych przepływów pieniężnych dla danego składnika aktywów finansowych.<span class="ff1"> </span></div><div class="t m0 x1 h2 y1ca ff7 fs0 fc0 sc0 ls0 ws0">Klasyfikacja je<span class="_ _0"></span>st dokonywana na mo<span class="_ _0"></span>ment początkoweg<span class="_ _0"></span>o ujęcia. Klasyfik<span class="_ _0"></span>acja instrumentów po<span class="_ _0"></span>chodnych zależy od<span class="_ _0"></span> ich <span class="_ _0"></span>przeznaczenia </div><div class="t m0 x1 h2 yd6 ff7 fs0 fc0 sc0 ls0 ws0">oraz spełnienia wymogów zawartych w<span class="ff1"> MSSF 9. </span></div><div class="t m0 x1 h2 y1cb ff7 fs0 fc0 sc0 ls0 ws0">Aktywa oraz zobowiązania finansowe wyceniane są według zasad przedstawionych poniżej.<span class="ff1"> </span></div><div class="t m0 x1 h2 y1cc ff7 fs0 fc0 sc0 ls0 ws0">Instrumenty finansowe klasyfikowane są do następujących kat<span class="_ _0"></span>egorii:<span class="ff1"> </span></div><div class="t m0 x1 h2 y1cd ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Aktywa finansowe wyceniane w zamortyzowanym koszcie </span></span></div><div class="t m0 x1 h2 y1ce ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Aktywa finansowe wyceniane w <span class="ff7">wartości godziwej przez wynik finansowy</span> </span></span></div><div class="t m0 x1 h2 y1cf ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Aktywa finansowe wyceniane w <span class="ff7">wartości godziwej przez pozostałe całkowite dochody.</span> </span></span></div><div class="t m0 x1 h2 y1d0 ff7 fs0 fc0 sc0 ls0 ws0">Kategorie <span class="_ _6"></span>te <span class="_ _6"></span>określają <span class="_ _6"></span>z<span class="_ _6"></span>asady wyceny <span class="_ _6"></span>na <span class="_ _11"></span>dzień <span class="_ _6"></span>bilansowy <span class="_ _11"></span>oraz <span class="_ _6"></span>ujęcie <span class="_ _6"></span>zysków <span class="_ _6"></span>lub <span class="_ _11"></span>strat <span class="_ _6"></span>z<span class="_ _6"></span><span class="ff1"> wyceny <span class="_ _6"></span>w wyniku <span class="_ _6"></span>finansowym <span class="_ _6"></span>lub <span class="_ _6"></span>w <span class="_ _6"></span>pozo-</span></div><div class="t m0 x1 h2 y1d1 ff7 fs0 fc0 sc0 ls0 ws0">stałych całkowity<span class="_ _0"></span>ch dochodach. <span class="_ _0"></span>Spółka <span class="_ _0"></span>dokonuje kla<span class="_ _0"></span>syfikacji <span class="_ _0"></span>aktywów <span class="_ _1"></span>f<span class="_ _6"></span>inansowych do kate<span class="_ _0"></span>gorii <span class="_ _0"></span>na podstawie<span class="_ _0"></span> modelu <span class="_ _0"></span>biznesowego </div><div class="t m0 x1 h2 y1d2 ff1 fs0 fc0 sc0 ls0 ws0">funkcjo<span class="ff7">nującego w</span> <span class="ff7">Spółce w</span> <span class="ff7">zakresie zarządzania aktywami finansowymi.</span> </div><div class="t m0 x1 h2 y1d3 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Zobowiązania finansowe wyceniane w<span class="ff1"> zamortyzowanym koszcie (ZZK) </span></span></span></div><div class="t m0 x1 h2 y1d4 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Zobowiązania finansowe wyceniane w<span class="ff1"> </span>wartości godziwej przez wynik finansowy.<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y1d5 ff1 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _11"></span>z <span class="_ _14"></span>MSSF <span class="_ _11"></span>9<span class="_ _6"></span><span class="ff7">, <span class="_ _11"></span>z <span class="_ _11"></span>wyjątkiem <span class="_ _11"></span>n<span class="_ _6"></span>ależności <span class="_ _11"></span>z <span class="_ _14"></span>tytułu <span class="_ _11"></span>dostaw <span class="_ _11"></span>i <span class="_ _11"></span>us<span class="_ _6"></span>ług, <span class="_ _11"></span>w <span class="_ _11"></span>momencie <span class="_ _11"></span>początkowego <span class="_ _14"></span>ujęcia <span class="_ _11"></span>jednostka <span class="_ _11"></span>wycenia <span class="_ _11"></span>składnik<span class="_ _6"></span> </span></div><div class="t m0 x1 h2 y1d6 ff7 fs0 fc0 sc0 ls0 ws0">aktywów <span class="_ _11"></span>finanso<span class="_ _6"></span>wych <span class="_ _14"></span>w <span class="_ _14"></span>jego <span class="_ _14"></span>wartości <span class="_ _14"></span>godziwej, <span class="_ _14"></span>którą <span class="_ _15"></span>w <span class="_ _14"></span>przypadku <span class="_ _14"></span>aktywów <span class="_ _14"></span>finansowych <span class="_ _14"></span>niewycenianych <span class="_ _14"></span>w <span class="_ _14"></span>wartości <span class="_ _14"></span>godziwej </div><div class="t m0 x1 h2 y1d7 ff7 fs0 fc0 sc0 ls0 ws0">przez wynik <span class="_ _0"></span>finansowy powięk<span class="_ _0"></span>sza się o<span class="_ _0"></span> koszty transakcyjne, kt<span class="_ _0"></span>óre można <span class="_ _0"></span>bezpośrednio przy<span class="_ _0"></span>pisać do nabycia ty<span class="_ _0"></span>ch aktyw<span class="_ _0"></span>ów finanso-</div><div class="t m0 x1 h2 y1d8 ff1 fs0 fc0 sc0 ls0 ws0">wych.  </div><div class="t m0 x1 h2 y1d9 ff7 fs0 fc0 sc0 ls0 ws0">Po początkowym <span class="_ _6"></span>ujęciu jednostka wycenia <span class="_ _6"></span>składnik aktywów <span class="_ _6"></span>finansowych w <span class="_ _6"></span>zamortyzowanym koszcie, <span class="_ _6"></span>w wartości <span class="_ _6"></span>godziwej przez </div><div class="t m0 x1 h2 y1da ff7 fs0 fc0 sc0 ls0 ws0">inne <span class="_ _11"></span>całkowite <span class="_ _11"></span>dochody <span class="_ _11"></span>lub <span class="_ _11"></span>w <span class="_ _11"></span>wartości <span class="_ _11"></span>godziwej <span class="_ _11"></span>przez <span class="_ _11"></span>wynik <span class="_ _11"></span>finansowy. <span class="_ _11"></span>Jednostka <span class="_ _11"></span>klasyfikuje <span class="_ _11"></span>składnik <span class="_ _11"></span>aktywów <span class="_ _11"></span>finansowych <span class="_ _11"></span>na </div><div class="t m0 x1 h2 y1db ff1 fs0 fc0 sc0 ls0 ws0">podstawie  m<span class="ff7">odelu  biznesowego  jednostki  w  zakresie  zarzą<span class="_ _0"></span>dzania  aktywami  finansowymi  oraz  charakterystyk<span class="_ _0"></span>i  wynikających  z </span></div><div class="t m0 x1 h2 y1dc ff7 fs0 fc0 sc0 ls0 ws0">umowy przepływów pieniężnych dla składnika aktywów finansowych (tzw. „kryte<span class="_ _0"></span>rium SPPI”).<span class="_ _6"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y5 w4d h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 lse ws0">13<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h24 y1dd ff5 fs7 fc2 sc0 ls0 ws0">AKTYWA FINA<span class="_ _0"></span>NSOWE </div><div class="t m0 x1 h7 y1de ff5 fs0 fc3 sc0 ls0 ws0">AKTYWA FINANSOWE WYCENIANE W ZAMORTYZOWANYM KOSZCIE. </div><div class="t m0 x1 h2 y1df ff7 fs0 fc0 sc0 ls0 ws0">Składnik aktywów finansowych <span class="_ _6"></span>wycenia się w<span class="ff1"> <span class="_ _6"></span></span>zamortyzowanym koszcie, jeżeli spełnione są oba <span class="_ _6"></span>poniższe warunki (i nie <span class="_ _6"></span>zostały wy-</div><div class="t m0 x1 h2 y1e0 ff1 fs0 fc0 sc0 ls0 ws0">znaczone w <span class="ff7">momencie początkowego ujęcia do wyceny w</span> <span class="ff7">wartości godziwej przez wynik):</span> </div><div class="t m0 x1 h2 y1e1 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">składnik <span class="_ _6"></span>aktywów finansowych<span class="_ _6"></span> <span class="_ _6"></span>jest <span class="_ _6"></span>utrzymywany <span class="_ _6"></span>zgodnie <span class="_ _6"></span>z<span class="_ _6"></span><span class="ff1"> modelem <span class="_ _6"></span>biznesowym, <span class="_ _6"></span>którego <span class="_ _6"></span>celem jest <span class="_ _6"></span>u<span class="_ _6"></span>trzymywanie aktywów </span></span></span></div><div class="t m0 x7b h2 y1e2 ff7 fs0 fc0 sc0 ls0 ws0">finansowych dla uzyskania przepływów pie<span class="_ _0"></span>niężnych wynikających z<span class="_ _6"></span><span class="ff1"> umo<span class="_ _6"></span>wy, </span></div><div class="t m0 x1 h2 y1e3 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">warunki umowy dotyczącej <span class="_ _0"></span>składnika ak<span class="_ _0"></span>tywów finansowych p<span class="_ _0"></span>owodują powstawanie w<span class="ff1"> </span>określonych terminach p<span class="_ _0"></span>rzepływów pie-</span></span></div><div class="t m0 x7b h2 y1e4 ff7 fs0 fc0 sc0 ls0 ws0">niężnych, które są wyłącznie spłatą kwoty głównej i<span class="ff1"> </span>odsetek od wartości nominalnej pozostałej do spłaty.<span class="ff1"> </span></div><div class="t m0 x1 h2 y1e5 ff1 fs0 fc0 sc0 ls0 ws0">Do kategorii aktywów finansowych wyce<span class="_ _0"></span>nianych w <span class="ff7">z<span class="_ _6"></span>amortyzowanym koszcie Spółki zalicza:</span> </div><div class="t m0 x1 h2 y1e6 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">pożyczki,<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y1e7 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">należności z<span class="ff1"> </span>tytułu dostaw i<span class="ff1"> </span>usług oraz pozostałe należności (z wyłączeniem tych, dla których nie stosuje się zasad MSSF 9),<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y1e8 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">środki pieniężne i ich ekwiwalenty.<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y1e9 ff7 fs0 fc0 sc0 ls0 ws0">Wymienione klasy <span class="_ _0"></span>aktywów finansowych prezentowane są w<span class="_ _0"></span> spraw<span class="_ _0"></span>ozdaniu z sytuacji finansowe<span class="_ _0"></span>j w podziale <span class="_ _0"></span>na aktywa długotermi-</div><div class="t m0 x1 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">nowe i krótkoterminowe.  </div><div class="t m0 x1 h2 y1eb ff7 fs0 fc0 sc0 ls0 ws0">Pożyczki <span class="_ _11"></span>i <span class="_ _14"></span>należności <span class="_ _14"></span>długoterminowe <span class="_ _11"></span>są <span class="_ _14"></span>wyceniane <span class="_ _14"></span>według <span class="_ _11"></span>zamortyzowanego <span class="_ _14"></span>kosztu <span class="_ _11"></span>na <span class="_ _14"></span>dzień <span class="_ _14"></span>bilansowy. <span class="_ _14"></span>Należności <span class="_ _11"></span>o <span class="_ _14"></span>terminie </div><div class="t m0 x1 h2 y1ec ff7 fs0 fc0 sc0 ls0 ws0">wymagalności <span class="_ _11"></span>nie <span class="_ _11"></span>przekraczającym <span class="_ _11"></span>12 <span class="_ _11"></span>miesięcy <span class="_ _11"></span>od <span class="_ _11"></span>dnia <span class="_ _11"></span>bilansowego <span class="_ _11"></span>zaliczane <span class="_ _14"></span>do <span class="_ _11"></span>aktywów <span class="_ _11"></span>obrotowych <span class="_ _11"></span>są <span class="_ _11"></span>wyceniane <span class="_ _11"></span>w <span class="_ _11"></span>wartości </div><div class="t m0 x1 h2 y1ed ff1 fs0 fc0 sc0 ls0 ws0">nominalnej po <span class="ff7">pomniejszeniu o wartość oczekiwanych strat kredytowych z uwagi na nieznaczący<span class="_ _0"></span> efekt dyskonta.<span class="_ _6"></span><span class="ff1"> </span></span></div><div class="t m0 x1 h2 y1ee ff7 fs0 fc0 sc0 ls0 ws0">Z uwagi na<span class="_ _0"></span> nieistotne <span class="_ _0"></span>kwoty <span class="_ _0"></span>Spółka nie w<span class="_ _0"></span>yodrębnia przychodów<span class="_ _0"></span> z ty<span class="_ _0"></span>tułu odsetek jak<span class="_ _0"></span>o osobnej<span class="_ _0"></span> pozycji, lecz<span class="_ _0"></span> ujmuje je<span class="_ _0"></span> w <span class="_ _0"></span>przychod<span class="ff1">ach </span></div><div class="t m0 x1 h2 y1ef ff1 fs0 fc0 sc0 ls0 ws0">finansowych. </div><div class="t m0 x1 h2 y1f0 ff7 fs0 fc0 sc0 ls0 ws0">Zyski <span class="_ _6"></span>i <span class="_ _6"></span>straty <span class="_ _6"></span>z <span class="_ _6"></span>aktywów <span class="_ _6"></span>finansowych <span class="_ _11"></span>ujmowane <span class="_ _6"></span>w <span class="_ _6"></span>wyniku, <span class="_ _6"></span>w <span class="_ _6"></span>tym <span class="_ _11"></span>różnice <span class="_ _6"></span>kursowe, <span class="_ _6"></span>prezentowane <span class="_ _6"></span>są <span class="_ _6"></span>jako <span class="_ _6"></span>przychody <span class="_ _6"></span>lub <span class="_ _11"></span>koszty <span class="_ _6"></span>fi-</div><div class="t m0 x1 h2 y1f1 ff1 fs0 fc0 sc0 ls0 ws0">nansowe. </div><div class="t m0 x1 h2 y1f2 ff7 fs0 fc0 sc0 ls0 ws0">Pożyczki <span class="_ _6"></span>i <span class="_ _6"></span>należności <span class="_ _6"></span>handlowe <span class="_ _6"></span>oraz <span class="_ _11"></span>pozostałe n<span class="_ _6"></span>ależności s<span class="_ _6"></span>ą <span class="_ _6"></span>wyceniane <span class="_ _6"></span>w <span class="_ _6"></span>wysokości <span class="_ _6"></span>z<span class="_ _6"></span>amortyzowanego <span class="_ _6"></span>kosztu <span class="_ _6"></span>przy <span class="_ _6"></span>zastosowaniu </div><div class="t m0 x1 h2 y1f3 ff1 fs0 fc0 sc0 ls0 ws0">efektywnej stopy procentowej.  </div><div class="t m0 x1 h2 y1a3 ff7 fs0 fc0 sc0 ls0 ws0">Aktywa finansowe wyceniane w zamortyzowanym koszcie są wyceniane z uwzględnieniem oczek<span class="_ _0"></span>iwanych strat kredytowych.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h7 yd4 ff5 fs0 fc3 sc0 ls0 ws0">AKTYWA FINANSOWE WYCENIANE W <span class="ff6">WARTOŚCI GODZIWEJ PRZEZ WYNIK FINANS<span class="_ _0"></span>OWY<span class="ff5"> </span></span></div><div class="t m0 x1 h2 y1f4 ff7 fs0 fc0 sc0 ls0 ws0">Składnik aktywów <span class="_ _6"></span>finansowych <span class="_ _11"></span>wycenia się <span class="_ _6"></span>w <span class="_ _6"></span>wartości <span class="_ _6"></span>godziwej przez <span class="_ _6"></span>wynik, <span class="_ _6"></span>jeżeli <span class="_ _6"></span>nie <span class="_ _6"></span>spełnia <span class="_ _6"></span>kryteriów wyceny <span class="_ _6"></span>w <span class="_ _6"></span>zamortyzowa-</div><div class="t m0 x1 h2 y1f5 ff7 fs0 fc0 sc0 ls0 ws0">nym kosz<span class="_ _6"></span>cie lub <span class="_ _6"></span>w wartości <span class="_ _6"></span>godziwej przez pozo<span class="_ _6"></span>stałe całkowite doch<span class="_ _6"></span>ody oraz <span class="_ _6"></span>nie jest <span class="_ _6"></span>instrumentem kapitałowym wyznaczonym <span class="_ _6"></span>w </div><div class="t m0 x1 h2 y1f6 ff1 fs0 fc0 sc0 ls0 ws0">momencie <span class="_ _0"></span>p<span class="ff7">oczątkowego <span class="_ _0"></span>ujęcia <span class="_ _1"></span>do<span class="_ _6"></span> <span class="_ _0"></span>wyceny <span class="_ _1"></span>w wartości <span class="_ _0"></span>godziwej <span class="_ _1"></span>przez pozostałe <span class="_ _1"></span>całkowite dochody. <span class="_ _1"></span>Pon<span class="_ _6"></span>adto <span class="_ _0"></span>do <span class="_ _0"></span>tej <span class="_ _1"></span>kategorii Spółka<span class="ff1"> </span></span></div><div class="t m0 x1 h2 y1f7 ff7 fs0 fc0 sc0 ls0 ws0">zalicza aktywa f<span class="_ _0"></span>inansowe wyznaczone p<span class="_ _0"></span>rzy początkow<span class="_ _0"></span>ym ujęciu do<span class="_ _0"></span> wyceny<span class="_ _0"></span> w wartości g<span class="_ _0"></span>odziwej p<span class="_ _0"></span>rzez wynik <span class="_ _0"></span>ze względu na<span class="_ _0"></span> spełnie<span class="_ _0"></span>-</div><div class="t m0 x1 h2 y1f8 ff1 fs0 fc0 sc0 ls0 ws0">nie kryteriów okr<span class="ff7">eślonych w MSSF 9.</span> </div><div class="t m0 x1 h2 y1f9 ff7 fs0 fc0 sc0 ls0 ws0">Do tej kategorii zaliczane są:<span class="ff1"> </span></div><div class="t m0 x1 h2 y1fa ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">wszystkie <span class="_ _0"></span>instrumenty pochod<span class="_ _0"></span>ne w<span class="_ _0"></span>ykazywane <span class="_ _0"></span>w <span class="_ _0"></span>sprawozdaniu z <span class="_ _0"></span>sytuacji <span class="_ _0"></span>finansowej <span class="_ _0"></span>w <span class="_ _0"></span>odrębnej <span class="_ _0"></span>pozycji <span class="_ _0"></span>„Pochodne instru<span class="_ _0"></span>menty </span></span></div><div class="t m0 x7b h2 y1fb ff7 fs0 fc0 sc0 ls0 ws0">finansowe”, za wyjątkiem pochodnych instrumentów zabezpieczających ujmowanych zgodnie<span class="_ _0"></span> z rachunkowością zabezpieczeń,<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y1fc ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">akcje i udziały spółek innych niż spółki zależne i stowarzyszon<span class="_ _0"></span>e<span class="ff1">. </span></span></span></div><div class="t m0 x1 h2 y1fd ff7 fs0 fc0 sc0 ls0 ws0">Instrumenty <span class="_ _11"></span>należące <span class="_ _11"></span>do <span class="_ _11"></span>tej <span class="_ _14"></span>kategorii <span class="_ _6"></span>wyc<span class="_ _6"></span>eniane <span class="_ _11"></span>są <span class="_ _11"></span>w <span class="_ _14"></span>wartości <span class="_ _11"></span>godziwej, <span class="_ _11"></span>a <span class="_ _11"></span>skutki <span class="_ _11"></span>wyceny <span class="_ _11"></span>ujmowane <span class="_ _11"></span>s<span class="_ _6"></span>ą <span class="_ _11"></span>w <span class="_ _11"></span>wyniku <span class="_ _11"></span>odpowiednio <span class="_ _11"></span>w </div><div class="t m0 x1 h2 y1fe ff7 fs0 fc0 sc0 ls0 ws0">pozycji <span class="_ _14"></span>„Przychody <span class="_ _14"></span>finansowe” <span class="_ _14"></span>lub <span class="_ _15"></span>„Koszty <span class="_ _14"></span>finansowe”. <span class="_ _14"></span>Zyski <span class="_ _14"></span>i <span class="_ _14"></span>s<span class="_ _6"></span>traty <span class="_ _14"></span>z <span class="_ _14"></span>wyceny <span class="_ _14"></span>aktywów <span class="_ _14"></span>finanso<span class="_ _6"></span>wych <span class="_ _14"></span>określone <span class="_ _14"></span>są <span class="_ _14"></span>przez <span class="_ _14"></span>zmianę </div><div class="t m0 x1 h2 y1ff ff7 fs0 fc0 sc0 ls0 ws0">wartości <span class="_ _14"></span>godz<span class="_ _6"></span>iwej <span class="_ _14"></span>ustalonej <span class="_ _14"></span>na <span class="_ _15"></span>podstawie <span class="_ _14"></span>bieżących <span class="_ _14"></span>n<span class="_ _6"></span>a <span class="_ _14"></span>dzień <span class="_ _15"></span>bilansowy <span class="_ _14"></span>cen <span class="_ _15"></span>pochodzących <span class="_ _11"></span>z <span class="_ _15"></span>aktywnego <span class="_ _14"></span>rynku <span class="_ _15"></span>lub <span class="_ _14"></span>n<span class="_ _6"></span>a <span class="_ _14"></span>podstawie </div><div class="t m0 x1 h2 y200 ff7 fs0 fc0 sc0 ls0 ws0">technik wyceny, jeżeli aktywny rynek nie istnieje.<span class="ff1"> </span></div><div class="t m0 x1 h7 y201 ff5 fs0 fc3 sc0 ls0 ws0">AKTYWA FINANSOWE WYCENIANE W <span class="ff6">WARTOŚCI GODZIWEJ PRZEZ POZOSTAŁE CAŁKOWITE DOCHODY </span> </div><div class="t m0 x1 h2 y202 ff7 fs0 fc0 sc0 ls0 ws0">Składnik aktywów <span class="_ _6"></span>finansowych wycenia s<span class="_ _6"></span>ię w wartości <span class="_ _6"></span>godziwej <span class="_ _6"></span>przez pozo<span class="_ _6"></span>stałe całkowite <span class="_ _6"></span>dochody, <span class="_ _6"></span>jeżeli spełnione <span class="_ _6"></span>są <span class="_ _6"></span>oba poniż-</div><div class="t m0 x1 h2 y203 ff1 fs0 fc0 sc0 ls0 ws0">sze warunki: </div><div class="t m0 x1 h2 y204 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">składnik <span class="_ _6"></span>aktywów <span class="_ _6"></span>finansowych <span class="_ _11"></span>jest <span class="_ _11"></span>utrzymywany <span class="_ _6"></span>zgodnie <span class="_ _6"></span>z <span class="_ _6"></span>m<span class="_ _6"></span>odelem <span class="_ _6"></span>biznesowym, <span class="_ _11"></span>którego <span class="_ _6"></span>celem <span class="_ _6"></span>jest <span class="_ _11"></span>zarówno <span class="_ _6"></span>otrzymywanie </span></span></div><div class="t m0 x7b h2 y205 ff7 fs0 fc0 sc0 ls0 ws0">przepływów pieniężnych wynikających z umowy, jak i sprzedaż składników aktywów finansowych,<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w4e h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 lse ws0">14<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">warunki umowy dotyczącej <span class="_ _0"></span>składnika aktyw<span class="_ _0"></span>ów finansowych powodują powstawanie <span class="_ _0"></span>w określonych terminach p<span class="_ _0"></span>rzepływów <span class="_ _0"></span>pie-</span></span></div><div class="t m0 x7b h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">niężnych, które są wyłącznie spłatą kwoty głównej i odsetek od wartości nominalnej pozostał<span class="_ _0"></span>ej do spłaty.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y206 ff7 fs0 fc0 sc0 ls0 ws0">Przychody <span class="_ _11"></span>z<span class="_ _6"></span> <span class="_ _14"></span>tytułu <span class="_ _11"></span>odsetek, <span class="_ _14"></span>zyski <span class="_ _11"></span>i <span class="_ _14"></span>straty <span class="_ _14"></span>z <span class="_ _14"></span>tytułu <span class="_ _11"></span>u<span class="_ _6"></span>traty <span class="_ _11"></span>wartości <span class="_ _14"></span>oraz <span class="_ _14"></span>różnice <span class="_ _14"></span>kursowe <span class="_ _11"></span>związane <span class="_ _14"></span>z <span class="_ _14"></span>tymi <span class="_ _14"></span>aktywami <span class="_ _11"></span>obliczane <span class="_ _11"></span>s<span class="_ _14"></span>ą <span class="_ _14"></span>i </div><div class="t m0 x1 h2 y207 ff1 fs0 fc0 sc0 ls0 ws0">ujmowane w wynik<span class="_ _0"></span>u finansowym w taki <span class="_ _0"></span>sam sposób, jak <span class="_ _0"></span>ma to <span class="_ _1"></span>m<span class="_ _6"></span>iejsce w przy<span class="_ _0"></span>padku aktywów finansowych <span class="_ _0"></span>wycenianych w <span class="_ _0"></span>zamorty-</div><div class="t m0 x1 h2 y208 ff1 fs0 fc0 sc0 ls0 ws0">zowanym <span class="ff7">koszcie. Pozostałe zmiany wartości godziwej tych aktywów ujmowane są przez poz<span class="_ _6"></span>ostałe całkowite dochody. W momen-</span></div><div class="t m0 x1 h2 y209 ff7 fs0 fc0 sc0 ls0 ws0">cie zaprzestania ujmowania składnika aktywów finansowych wycenianych w wartości godziwej przez pozos<span class="_ _6"></span>tałe całkowite dochody </div><div class="t m0 x1 h2 y20a ff1 fs0 fc0 sc0 ls0 ws0">skumulowane zy<span class="_ _0"></span>ski lub <span class="_ _0"></span><span class="ff7">straty <span class="_ _0"></span>rozpoznane <span class="_ _0"></span>wcześniej <span class="_ _0"></span>w p<span class="_ _0"></span>ozostałych <span class="_ _0"></span>całkowitych <span class="_ _0"></span>dochodach p<span class="_ _0"></span>odlegają <span class="_ _0"></span>przeklasyfikowaniu <span class="_ _0"></span>z <span class="_ _0"></span>kapitału </span></div><div class="t m0 x1 h2 y20b ff1 fs0 fc0 sc0 ls0 ws0">do wyniku. </div><div class="t m0 x1 h2 y20c ff7 fs0 fc0 sc0 ls0 ws0">W okresie sprawozdawczym Spółka nie posiadała aktywów finansowych kwalif<span class="_ _0"></span>ikujących się do tej kategorii wyceny.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y20d ff7 fs0 fc0 sc0 ls0 ws0">Instrumenty <span class="_ _14"></span>kapitałowe <span class="_ _14"></span>wyceniane <span class="_ _14"></span>w <span class="_ _14"></span>wartości <span class="_ _15"></span>godziwej <span class="_ _14"></span>przez <span class="_ _14"></span>pozostałe <span class="_ _14"></span>całkowite <span class="_ _14"></span>dochody <span class="_ _14"></span>obejmują <span class="_ _15"></span>inwestycje <span class="_ _11"></span>w <span class="_ _15"></span>instrumenty </div><div class="t m0 x1 h2 y20e ff7 fs0 fc0 sc0 ls0 ws0">kapitałowe <span class="_ _11"></span>ni<span class="_ _6"></span>ebędące <span class="_ _14"></span>aktywami <span class="_ _14"></span>finans<span class="_ _6"></span>owymi <span class="_ _14"></span>przeznaczonymi <span class="_ _14"></span>do <span class="_ _15"></span>obrotu <span class="_ _14"></span>ani <span class="_ _14"></span>warunkową <span class="_ _14"></span>zapłatą <span class="_ _14"></span>w <span class="_ _15"></span>ramach <span class="_ _14"></span>połączenia <span class="_ _14"></span>pr<span class="_ _6"></span>zedsię-</div><div class="t m0 x1 h2 y167 ff7 fs0 fc0 sc0 ls0 ws0">wzięć, <span class="_ _0"></span>w odniesieniu <span class="_ _0"></span>do który<span class="_ _0"></span>ch w <span class="_ _0"></span>momencie <span class="_ _0"></span>początkowego <span class="_ _0"></span>ujęcia <span class="_ _0"></span>Spółka <span class="_ _0"></span>dokonała nieodwołal<span class="_ _0"></span>nego wy<span class="_ _0"></span>boru dotyczącego <span class="_ _0"></span>przedsta-</div><div class="t m0 x1 h2 y20f ff7 fs0 fc0 sc0 ls0 ws0">wiania w p<span class="_ _0"></span>ozostałych całkowit<span class="_ _0"></span>ych dochodach <span class="_ _0"></span>późniejszych <span class="_ _0"></span>zmian wartości<span class="_ _0"></span> godziwej tych<span class="_ _0"></span> ins<span class="_ _0"></span>trumentów. Wyboru <span class="_ _0"></span>tego Sp<span class="_ _0"></span>ółka doko-</div><div class="t m0 x1 h2 y210 ff7 fs0 fc0 sc0 ls0 ws0">nuje indywidualnie i odrębnie w<span class="ff1"> </span>odniesieniu do poszczególnych instrumentów kapitałowych.<span class="ff1"> </span></div><div class="t m0 x1 h2 y211 ff7 fs0 fc0 sc0 ls0 ws0">Skumulowane zyski <span class="_ _6"></span>lub straty z <span class="_ _6"></span>wyceny w wartości <span class="_ _6"></span>godziwej, uprzednio <span class="_ _6"></span>rozpoznane przez <span class="_ _6"></span>pozostałe całkowite do<span class="_ _6"></span>chody, nie podle-</div><div class="t m0 x1 h2 y212 ff7 fs0 fc0 sc0 ls0 ws0">gają <span class="_ _6"></span>przeklasyfikowaniu <span class="_ _6"></span>do <span class="_ _11"></span>wyniku <span class="_ _6"></span>w <span class="_ _11"></span>żadnych <span class="_ _11"></span>okolicznościach, <span class="_ _6"></span>włączając <span class="_ _6"></span>zaprzestanie <span class="_ _11"></span>ujmowania tych <span class="_ _11"></span>aktywów. <span class="_ _6"></span>Dywidendy <span class="_ _11"></span>z <span class="_ _11"></span>in-</div><div class="t m0 x1 h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">strumentów <span class="ff7">kapitałowych <span class="_ _0"></span>wycenianych w<span class="_ _0"></span> wartości g<span class="_ _0"></span>odziwej p<span class="_ _0"></span>rzez pozostałe<span class="_ _0"></span> dochody całkow<span class="_ _0"></span>ite, ujmow<span class="_ _0"></span>ane są<span class="_ _0"></span> jako przychód<span class="_ _0"></span> w<span class="_ _0"></span> wy-</span></div><div class="t m0 x1 h2 y214 ff7 fs0 fc0 sc0 ls0 ws0">niku <span class="_ _11"></span>finansowym. <span class="_ _6"></span>Przychody <span class="_ _11"></span>z <span class="_ _6"></span>tytułu <span class="_ _11"></span>o<span class="_ _6"></span>dsetek <span class="_ _6"></span>z <span class="_ _11"></span>inwestycji <span class="_ _11"></span>w <span class="_ _6"></span>instrumenty <span class="_ _11"></span>dłużne <span class="_ _11"></span>ujmowane <span class="_ _6"></span>są <span class="_ _11"></span>w <span class="_ _11"></span>wyniku <span class="_ _6"></span>finansowym. <span class="_ _11"></span>Na <span class="_ _6"></span>mo<span class="_ _6"></span>ment </div><div class="t m0 x1 h2 y215 ff1 fs0 fc0 sc0 ls0 ws0">zbycia inwestycji w inst<span class="ff7">rumenty dłużne skumulowane zyski/straty ujmowane są w wyniku finansowym.</span> </div><div class="t m0 x1 h24 y216 ff6 fs7 fc2 sc0 ls0 ws0">ZOBOWIĄZAN<span class="_ _0"></span>IA FINANSOW<span class="_ _0"></span>E <span class="ff5"> </span></div><div class="t m0 x1 h2 y217 ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania finansowe wyceniane w<span class="ff1"> zamortyzowanym koszcie </span></div><div class="t m0 x1 h2 y218 ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania finansowe wykazywane są w<span class="ff1"> </span>następujących pozycjach sprawozdania z<span class="ff1"> sytuacji finansowej: </span></div><div class="t m0 x1 h2 yfd ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Kredyty bankowe i <span class="ff7">pożyczki,</span> </span></span></div><div class="t m0 x1 h2 y219 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Inne zobowiązania finansowe,<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 yd4 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Zobowiązania z<span class="ff1"> </span>tytułu dostaw i<span class="ff1"> </span>usług oraz pozostałe zobowiązania,<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y21a ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Pochodne instrumenty finansowe. </span></span></div><div class="t m0 x1 h2 y21b ff7 fs0 fc0 sc0 ls0 ws0">Na dzień <span class="_ _1"></span>nabycia Spółka w<span class="_ _0"></span>ycenia <span class="_ _0"></span>zobowiązania fina<span class="_ _0"></span>nsowe w<span class="ff1"> </span>wartości <span class="_ _0"></span>godziwej, <span class="_ _0"></span>czyli <span class="_ _0"></span>najczęściej <span class="_ _0"></span>według <span class="_ _0"></span>wartości <span class="_ _0"></span>godziwej <span class="_ _0"></span>otrzyma-</div><div class="t m0 x1 h2 y104 ff7 fs0 fc0 sc0 ls0 ws0">nej <span class="_ _11"></span>kwoty. <span class="_ _6"></span>Koszty <span class="_ _11"></span>transakcji <span class="_ _6"></span>S<span class="_ _6"></span>półka <span class="_ _6"></span>włącza <span class="_ _11"></span>do <span class="_ _11"></span>wartości <span class="_ _6"></span>początkowej <span class="_ _11"></span>wyceny <span class="_ _6"></span>wszystkich <span class="_ _11"></span>zobowiązań <span class="_ _11"></span>finansowych, <span class="_ _11"></span>poza <span class="_ _6"></span>kategorią </div><div class="t m0 x1 h2 y21c ff1 fs0 fc0 sc0 ls0 ws0">zobowi<span class="ff7">ązań wycenianych w</span> <span class="ff7">wartości godziwej poprzez wynik.</span> </div><div class="t m0 x1 h2 y1f8 ff7 fs0 fc0 sc0 ls0 ws0">Po <span class="_ _14"></span>początkowym <span class="_ _14"></span>ujęciu <span class="_ _14"></span>zobowiązania <span class="_ _14"></span>finansowe <span class="_ _15"></span>wyceniane <span class="_ _11"></span>są <span class="_ _14"></span>w<span class="ff1"> <span class="_ _6"></span>zamortyzowanym <span class="_ _14"></span>koszcie <span class="_ _11"></span>z<span class="_ _6"></span> zastosowaniem <span class="_ _14"></span>metody <span class="_ _14"></span>efektywnej </span></div><div class="t m0 x1 h2 y21d ff7 fs0 fc0 sc0 ls0 ws0">stopy procentowej, z wyjątkiem zobowiązań finansowych przeznaczonych do<span class="_ _0"></span> obrotu lub wyznaczonych jako wycenianych w<span class="_ _6"></span><span class="ff1"> warto-</span></div><div class="t m0 x1 h2 y21e ff7 fs0 fc0 sc0 ls0 ws0">ści god<span class="_ _0"></span>ziwej <span class="_ _0"></span>przez w<span class="_ _0"></span>ynik <span class="_ _0"></span>finansowy<span class="_ _0"></span>. Do <span class="_ _0"></span>kategorii <span class="_ _1"></span>zobowiązań f<span class="_ _0"></span>ina<span class="ff1">nsowych wyce<span class="_ _0"></span>nianych w <span class="ff7">wartości <span class="_ _0"></span>godziwe<span class="_ _0"></span>j przez <span class="_ _0"></span>wynik<span class="_ _0"></span> fin<span class="_ _0"></span>ansowy </span></span></div><div class="t m0 x1 h7 y21f ff7 fs0 fc0 sc0 ls0 ws0">Spółka zalicza instrumenty pochodne inne niż instrumenty zabezpieczające<span class="_ _0"></span>.<span class="_ _6"></span><span class="ff5 fc3"> </span></div><div class="t m0 x1 h7 y220 ff6 fs0 fc3 sc0 ls0 ws0">UTRATA WARTOŚCI AKTYWÓW FINANSOWYCH<span class="ff5"> </span></div><div class="t m0 x1 h2 y221 ff7 fs0 fc0 sc0 ls0 ws0">Spółka ustala o<span class="_ _6"></span>dpisy aktualizujące zgodnie z<span class="_ _6"></span><span class="ff1"> </span>modelem oczekiwanych <span class="_ _6"></span>strat kredytowych dla poz<span class="_ _6"></span>ycji podlegających MSSF <span class="_ _6"></span>9 w<span class="ff1"> <span class="_ _6"></span>zakre-</span></div><div class="t m0 x1 h2 y222 ff7 fs0 fc0 sc0 ls0 ws0">sie odpisów aktualizujących.<span class="ff1"> </span></div><div class="t m0 x1 h2 y223 ff7 fs0 fc0 sc0 ls0 ws0">W przypadku należnoś<span class="_ _6"></span>ci z<span class="ff1"> </span>tytułu dostaw <span class="_ _6"></span>i<span class="ff1"> </span>usług, Spółka stosuje uproszczone podejście <span class="_ _6"></span>i<span class="_ _6"></span><span class="ff1"> wycenia odpis na <span class="_ _6"></span>oczekiwane straty kredy-</span></div><div class="t m0 x1 h2 y224 ff1 fs0 fc0 sc0 ls0 ws0">towe w<span class="_ _0"></span> kwocie rów<span class="_ _0"></span>nej <span class="_ _0"></span>oczekiwanym <span class="_ _1"></span>stratom kredytowym <span class="_ _0"></span>w <span class="ff7">całym <span class="_ _0"></span>okresie <span class="_ _1"></span>ż<span class="_ _6"></span>ycia nale<span class="_ _0"></span>żności. <span class="_ _0"></span>Spółka <span class="_ _0"></span>do <span class="_ _0"></span>oszacowania <span class="_ _1"></span>wartości odpisu </span></div><div class="t m0 x1 h2 y201 ff1 fs0 fc0 sc0 ls0 ws0">z tyt<span class="ff7">ułu <span class="_ _6"></span>utraty <span class="_ _6"></span>wartości należności <span class="_ _6"></span>z</span> <span class="_ _6"></span><span class="ff7">tytułu dostaw <span class="_ _6"></span>i</span> <span class="ff7">usług <span class="_ _6"></span>stosuje macierz <span class="_ _6"></span>rezerw <span class="_ _6"></span>opracowaną <span class="_ _6"></span>na <span class="_ _6"></span>podstawie danych <span class="_ _6"></span>historycznych </span></div><div class="t m0 x1 h2 y225 ff7 fs0 fc0 sc0 ls0 ws0">dotyczących <span class="_ _6"></span>spłat <span class="_ _6"></span>należności <span class="_ _6"></span>przez kontrahentó<span class="_ _6"></span>w skorygowane <span class="_ _6"></span>w<span class="_ _6"></span><span class="ff1"> stosownych <span class="_ _6"></span>przypadkach o<span class="_ _6"></span> </span>wpływ informacji <span class="_ _6"></span>dotyczących <span class="_ _6"></span>przy-</div><div class="t m0 x1 h2 y226 ff7 fs0 fc0 sc0 ls0 ws0">szłości. Odpi<span class="ff1">s z </span>tytułu utraty w<span class="_ _0"></span>artości jest analizowany na każ<span class="_ _0"></span>dy dzień spraw<span class="_ _0"></span>ozdawczy. Odpis aktualizujący z<span class="ff1"> </span>tytułu utraty wartości </div><div class="t m0 x1 h2 y227 ff7 fs0 fc0 sc0 ls0 ws0">ujmuje się w<span class="ff1"> rachunku zysków i strat. </span></div><div class="t m0 x1 h2 y228 ff7 fs0 fc0 sc0 ls0 ws0">W przypadku <span class="_ _6"></span>pozostałych <span class="_ _6"></span>aktywów finansowych, Spółka <span class="_ _6"></span>wycenia odpis <span class="_ _6"></span>na <span class="_ _6"></span>oczekiwane straty <span class="_ _6"></span>kredytowe w<span class="_ _11"></span><span class="ff1"> kwocie równej <span class="_ _6"></span>12<span class="_ _6"></span>-mie-</span></div><div class="t m0 x1 h2 y229 ff7 fs0 fc0 sc0 ls0 ws0">sięcznym <span class="_ _0"></span>oczekiwanym <span class="_ _1"></span>stratom kre<span class="_ _0"></span>dytowym. <span class="_ _0"></span>Jeżeli <span class="_ _1"></span>ryzyko k<span class="_ _0"></span>redytowe <span class="_ _0"></span>związane <span class="_ _1"></span>z<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>danym <span class="_ _0"></span>instrumentem <span class="_ _0"></span>finansowym <span class="_ _1"></span>znacznie <span class="_ _0"></span>wzro-</span></div><div class="t m0 x1 h2 y22a ff7 fs0 fc0 sc0 ls0 ws0">sło <span class="_ _14"></span>od <span class="_ _15"></span>momentu <span class="_ _14"></span>pocz<span class="_ _6"></span>ątkowego <span class="_ _14"></span>ujęcia, <span class="_ _14"></span>Spółka <span class="_ _15"></span>wycenia <span class="_ _14"></span>odpis <span class="_ _15"></span>na <span class="_ _14"></span>oczekiwane <span class="_ _14"></span>straty <span class="_ _15"></span>kredytowe <span class="_ _14"></span>z<span class="_ _6"></span><span class="ff1"> </span>tytułu <span class="_ _15"></span>instrumentu <span class="_ _14"></span>finansowego </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x7 y22b w3d h31" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y5 w4f h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 lse ws0">15<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff1 fs0 fc0 sc0 ls0 ws0">w kwocie <span class="_ _11"></span>równej <span class="_ _14"></span>oczekiwanym <span class="_ _11"></span>stratom <span class="_ _14"></span>kredytowym <span class="_ _11"></span>w <span class="_ _6"></span><span class="ff7">całym <span class="_ _11"></span>okresie <span class="_ _11"></span>życia. <span class="_ _14"></span>Na <span class="_ _11"></span>każdy <span class="_ _14"></span>dzień <span class="_ _11"></span>sprawozdawczy <span class="_ _11"></span>Spółka <span class="_ _14"></span>analizuje, <span class="_ _11"></span>czy </span></div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">wystąpiły przesłanki wskazujące na znaczny wzrost ryzyka kredytowego posiadanych aktywów finansowych.<span class="ff1"> </span></div><div class="t m0 x1 h24 y22c ff6 fs7 fc2 sc0 ls0 ws0">WARTOŚĆ G<span class="_ _0"></span>ODZIWA INSTRU<span class="_ _0"></span>MENTÓW<span class="_ _0"></span> POCHODNYC<span class="_ _0"></span>H I<span class="ff5"> INNYCH INS<span class="_ _0"></span>TRUMENTÓW <span class="_ _0"></span>FINANSO-</span></div><div class="t m0 x1 h24 y22d ff5 fs7 fc2 sc0 ls0 ws0">WYCH </div><div class="t m0 x1 h2 y22e ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _11"></span>dokonuje <span class="_ _11"></span>osądu <span class="_ _11"></span>wybierając <span class="_ _6"></span>odpowiednią <span class="_ _11"></span>metodę <span class="_ _11"></span>wyceny <span class="_ _11"></span>instrumentów <span class="_ _11"></span>finansowych <span class="_ _6"></span>nienoto<span class="_ _6"></span>wanych <span class="_ _6"></span>n<span class="_ _6"></span>a <span class="_ _11"></span>aktywnym <span class="_ _6"></span>rynku. </div><div class="t m0 x1 h2 y22f ff7 fs0 fc0 sc0 ls0 ws0">Stosuje się <span class="_ _1"></span>metody wy<span class="_ _0"></span>ceny <span class="_ _0"></span>stosowane <span class="_ _1"></span>powszechnie przez <span class="_ _1"></span>praktyków ry<span class="_ _0"></span>nkowych. W<span class="ff1"> przypadku finansowych <span class="_ _1"></span>instrumentów pochod-</span></div><div class="t m0 x1 h2 y230 ff7 fs0 fc0 sc0 ls0 ws0">nych, założenia <span class="_ _6"></span>opierają się <span class="_ _6"></span>o<span class="ff1"> notowane sto<span class="_ _6"></span>py rynkowe skorygowane o<span class="_ _6"></span> </span>określone <span class="_ _6"></span>cechy instrumentu. <span class="_ _6"></span>Pozostałe instrumenty finan-</div><div class="t m0 x1 h2 y231 ff7 fs0 fc0 sc0 ls0 ws0">sowe <span class="_ _14"></span>wycenia <span class="_ _14"></span>się <span class="_ _14"></span>przy <span class="_ _14"></span>użyciu <span class="_ _14"></span>zdyskontowanych <span class="_ _15"></span>przepływów <span class="_ _11"></span>pieniężnych <span class="_ _14"></span>w<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>oparciu <span class="_ _14"></span>o </span>założenia <span class="_ _14"></span>potwierdzone, <span class="_ _14"></span>na <span class="_ _14"></span>ile <span class="_ _14"></span>to <span class="_ _14"></span>możliwe, </div><div class="t m0 x1 h2 y232 ff7 fs0 fc0 sc0 ls0 ws0">dającymi się zaobserwować cena<span class="ff1">mi czy stopami rynkowymi. </span></div><div class="t m0 x1 h23 y233 ff4 fs6 fc1 sc0 ls0 ws0">3.3.<span class="ffb"> <span class="_ _8"> </span><span class="ff3">AKTYWA TRWA<span class="_ _0"></span>ŁE PRZ<span class="_ _0"></span>EZNACZO<span class="_ _0"></span>NE DO SPRZEDAŻ<span class="_ _0"></span>Y <span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y234 ff7 fs0 fc0 sc0 ls0 ws0">Aktywa trwałe dostępne do sprzedaży stanowią zakwalif<span class="_ _0"></span>ikowane do tej kategorii aktywa lub ich grupy<span class="_ _0"></span> i<span class="_ _6"></span><span class="ff1"> </span>ujmowane są w<span class="ff1"> sprawozda-</span></div><div class="t m0 x1 h2 y235 ff1 fs0 fc0 sc0 ls0 ws0">niu finansowym w <span class="ff7">kwocie niższej od ich wartości bilansowej lub wartości godziwej pomniejsz<span class="_ _0"></span>onej o<span class="ff1"> <span class="_ _6"></span></span>koszty sprzedaży.<span class="ff1"> </span></span></div><div class="t m0 x1 h2 y236 ff7 fs0 fc0 sc0 ls0 ws0">Warunkiem <span class="_ _11"></span>zaliczenia <span class="_ _14"></span>aktywów <span class="_ _14"></span>do <span class="_ _14"></span>tej <span class="_ _14"></span>grupy <span class="_ _11"></span>stanowi <span class="_ _14"></span>aktywne <span class="_ _11"></span>posz<span class="_ _6"></span>ukiwanie <span class="_ _11"></span>nabywcy <span class="_ _11"></span>o<span class="_ _6"></span>raz <span class="_ _14"></span>wysokie <span class="_ _11"></span>prawdopodobieństwo <span class="_ _14"></span>zbycia </div><div class="t m0 x1 h2 y237 ff1 fs0 fc0 sc0 ls0 ws0">tych aktywów w <span class="ff7">ciągu jednego roku od daty ich zakwalifikowania a</span> <span class="_ _6"></span><span class="ff7">także dostępność tych aktyw<span class="_ _0"></span>ów do natychmiastowej sprzedaży.<span class="ff1"> </span></span></div><div class="t m0 x1 h23 y238 ff4 fs6 fc1 sc0 ls0 ws0">3.4.<span class="ffb"> <span class="_ _13"> </span><span class="ff3">NIERUCH<span class="_ _0"></span>OMOŚCI INWES<span class="_ _0"></span>TYCYJ<span class="_ _0"></span>NE<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y239 ff7 fs0 fc0 sc0 ls0 ws0">Utrzymywane przez <span class="_ _6"></span>S<span class="_ _6"></span>półkę nie<span class="_ _6"></span>ruchomości <span class="_ _6"></span>w<span class="ff1"> <span class="_ _6"></span></span>celu <span class="_ _6"></span>osiągnięcia przychodów <span class="_ _6"></span>z<span class="_ _6"></span><span class="ff1"> </span>dzierżawy, <span class="_ _6"></span>czynszów <span class="_ _6"></span>lub <span class="_ _6"></span>przyrostu <span class="_ _6"></span>ich <span class="_ _6"></span>wartości <span class="_ _6"></span>wyce-</div><div class="t m0 x1 h2 y23a ff7 fs0 fc0 sc0 ls0 ws0">niane <span class="_ _d"> </span>są<span class="_ _0"></span> <span class="_ _1a"> </span>na <span class="_ _15"> </span>m<span class="_ _6"></span>oment <span class="_ _15"></span>nabycia <span class="_ _1a"> </span>według <span class="_ _1a"> </span>ceny <span class="_ _1a"> </span>nabycia <span class="_ _1a"> </span>(kosztu <span class="_ _1a"> </span>wytworzenia), <span class="_ _1a"> </span>na <span class="_ _1a"> </span>dzień <span class="_ _1a"> </span>bilansowy <span class="_ _1a"> </span>wyceniane <span class="_ _15"> </span>są  w<span class="ff1"> <span class="_ _6"></span>cenie <span class="_ _1a"> </span>nabycia <span class="_ _15"> </span>lub </span></div><div class="t m0 x1 h2 y23b ff1 fs0 fc0 sc0 ls0 ws0">w koszcie wy<span class="_ _0"></span>tworzenia, pomniejszonych o dotychc<span class="_ _0"></span>zasowe umorzenie <span class="_ _1"></span>i<span class="_ _6"></span> <span class="ff7">zakumulowane odpisy <span class="_ _0"></span>aktualizujące <span class="_ _0"></span>z<span class="ff1"> </span>tytułu utraty <span class="_ _0"></span>wartości. <span class="ff1"> </span></span></div><div class="t m0 x1 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">Zasady <span class="_ _6"></span>amortyzacji o<span class="_ _6"></span>raz tworzenia <span class="_ _6"></span>odpisów <span class="_ _6"></span>z <span class="_ _6"></span><span class="ff7">tytułu utraty <span class="_ _6"></span>wartości <span class="_ _6"></span>nieruchomości <span class="_ _6"></span>inwestycyjnych s<span class="_ _6"></span>ą <span class="_ _6"></span>analogiczne do <span class="_ _6"></span>zasad <span class="_ _6"></span>stoso-</span></div><div class="t m0 x1 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">wanych w <span class="ff7">odniesieniu do rzeczowych aktywów trwałych. </span> </div><div class="t m0 x1 h23 y23e ff4 fs6 fc1 sc0 ls0 ws0">3.5.<span class="ffb"> <span class="_ _1b"> </span><span class="ff3">RZECZOWE AKTY<span class="_ _0"></span>WA TRWAŁE<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y23f ff7 fs0 fc0 sc0 ls0 ws0">Rzeczowe <span class="_ _0"></span>aktywa <span class="_ _1"></span>trwałe stanowiące <span class="_ _1"></span>budynki, maszyny <span class="_ _1"></span>i<span class="_ _6"></span><span class="ff1"> </span>urządzenia w<span class="_ _0"></span>ykorzystywane <span class="_ _1"></span>do produkcji, <span class="_ _1"></span>do<span class="_ _6"></span>starczania p<span class="_ _0"></span>roduktów <span class="_ _0"></span>i<span class="ff1"> </span>świad-</div><div class="t m0 x1 h2 y240 ff7 fs0 fc0 sc0 ls0 ws0">czenia usług lub w<span class="ff1"> </span>celach zarządzania, wycenione zostały na dzień początkowego ujęcia w<span class="ff1"> cenie nabycia lub koszcie wytworzenia.  </span></div><div class="t m0 x1 h2 y241 ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _11"></span>dzień <span class="_ _14"></span>bilansowy <span class="_ _11"></span>rzeczowe <span class="_ _11"></span>aktywa <span class="_ _11"></span>trwałe <span class="_ _11"></span>wycenia <span class="_ _11"></span>s<span class="_ _6"></span>ię <span class="_ _11"></span>według <span class="_ _11"></span>ceny <span class="_ _14"></span>nabycia <span class="_ _11"></span>lub <span class="_ _11"></span>kosz<span class="_ _6"></span>tu <span class="_ _6"></span>wytworzenia, <span class="_ _11"></span>pomn<span class="_ _6"></span>iejszone <span class="_ _11"></span>o<span class="_ _6"></span><span class="ff1"> skum<span class="_ _6"></span>ulo-</span></div><div class="t m0 x1 h2 y242 ff1 fs0 fc0 sc0 ls0 ws0">wane odpisy amortyzacyjne oraz odpisy z <span class="ff7">tytułu utraty wartości.</span> </div><div class="t m0 x1 h2 y243 ff7 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _11"></span>trwałe <span class="_ _14"></span>amortyzowane <span class="_ _11"></span>są <span class="_ _14"></span>metodą <span class="_ _11"></span>liniową, <span class="_ _14"></span>według <span class="_ _11"></span>przewidywanego <span class="_ _11"></span>o<span class="_ _6"></span>kresu <span class="_ _11"></span>użytkowania <span class="_ _14"></span>dla <span class="_ _11"></span>poszczególnych <span class="_ _14"></span>grup <span class="_ _11"></span>środków </div><div class="t m0 x1 h2 y244 ff7 fs0 fc0 sc0 ls0 ws0">trwałych. Metoda amortyzacji oraz stawka podlegają weryfikacji na każdy dzień bilansowy<span class="_ _0"></span>. Grunty nie są amortyzowane. <span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y245 ff7 fs0 fc0 sc0 ls0 ws0">Dla poszczególnych grup rzeczowych aktywów trwałych przyjęto okresy użytkowania w<span class="ff1"> <span class="_ _6"></span></span>następ<span class="_ _0"></span>ujących przedziałach<span class="ff1"> </span></div><div class="t m0 x1 h2 y246 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y247 w50 h32"><div class="t m0 x42 h7 y248 ff5 fs0 fc4 sc0 ls0 ws0">Budynki i budowle </div><div class="t m0 x7c h7 y249 ff1 fs0 fc4 sc0 ls0 ws0">3-40 lat<span class="ff5"> </span></div></div><div class="c x7d y247 w51 h32"><div class="t m0 x7e h7 y248 ff5 fs0 fc4 sc0 ls0 ws0">Maszyny i <span class="ff6">urządzenia</span> </div><div class="t m0 x44 h7 y249 ff1 fs0 fc4 sc0 ls0 ws0">3-<span class="ls2">10</span> lat<span class="ff5"> </span></div></div><div class="c x3e y247 w52 h32"><div class="t m0 x7a h7 y248 ff6 fs0 fc4 sc0 ls0 ws0">Inne rzeczowe aktywa trwałe<span class="ff5"> </span></div><div class="t m0 x68 h7 y249 ff1 fs0 fc4 sc0 ls0 ws0">5 lat<span class="ff5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y24a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y24b ff7 fs0 fc0 sc0 ls0 ws0">W pozycji budynki i budowle ujęte są inwestycje w sklepach, których okres amortyzacji zależy<span class="_ _0"></span> od czasu trwania umowy wynajmu.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y24c ff7 fs0 fc0 sc0 ls0 ws0">Amortyzację <span class="_ _6"></span>rozpoczyna <span class="_ _6"></span>s<span class="_ _6"></span>ię <span class="_ _6"></span>w<span class="ff1"> </span>momencie, <span class="_ _11"></span>gdy <span class="_ _6"></span>środek <span class="_ _11"></span>trwały <span class="_ _6"></span>jest <span class="_ _6"></span>dos<span class="_ _6"></span>tępny <span class="_ _6"></span>do <span class="_ _6"></span>użytkowania. <span class="_ _6"></span>Pods<span class="_ _6"></span>tawę <span class="_ _6"></span>naliczenia <span class="_ _6"></span>o<span class="_ _6"></span>dpisów <span class="_ _6"></span>amorty-</div><div class="t m0 x1 h2 y24d ff1 fs0 fc0 sc0 ls0 ws0">zacyjnych <span class="_ _1a"> </span>stano<span class="_ _6"></span>wi <span class="_ _1a"> </span>cena <span class="_ _1a"> </span>nabycia <span class="_ _1a"> </span>pomniejszona  o <span class="ff7">jego  war<span class="_ _0"></span>tość <span class="_ _1a"> </span>końcową.  Amortyzacji <span class="_ _15"> </span>zaprzestaje  się, <span class="_ _15"> </span>gdy  środek <span class="_ _1a"> </span>trwały <span class="_ _1a"> </span>zostaje </span></div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w53 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 lse ws0">16<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff7 fs0 fc0 sc0 ls0 ws0">zaklasyfikowany jako dostępny <span class="_ _6"></span>do <span class="_ _6"></span>sprzedaży <span class="_ _6"></span>lub gdy zos<span class="_ _6"></span>tanie usunięty z<span class="_ _11"></span><span class="ff1"> </span>ewidencji bilansowej na <span class="_ _6"></span>skutek <span class="_ _6"></span>likwidacji, sprzedaży, bądź </div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">wycofania (w zależności które ze zdarzeń wystąpi najpierw).<span class="ff1"> </span></div><div class="t m0 x1 h2 y206 ff7 fs0 fc0 sc0 ls0 ws0">Wartość bilansowa<span class="_ _0"></span> środka<span class="_ _0"></span> trw<span class="_ _0"></span>ałego <span class="_ _0"></span>podlega <span class="_ _0"></span>odpisowi <span class="_ _0"></span>z<span class="ff1"> </span>tytułu utraty <span class="_ _0"></span>wartości <span class="_ _0"></span>do <span class="_ _0"></span>wysokości <span class="_ _1"></span>jego wartości <span class="_ _0"></span>odzyskiwalnej, <span class="_ _1"></span>jeżeli war-</div><div class="t m0 x1 h2 y207 ff7 fs0 fc0 sc0 ls0 ws0">tość bilansowa danego środka jest wyższa od jego oszacowanej wartości odzyskiwalnej.<span class="ff1"> </span></div><div class="t m0 x1 h2 y24e ff7 fs0 fc0 sc0 ls0 ws0">Nakłady <span class="_ _11"></span>na <span class="_ _11"></span>rzeczowe <span class="_ _14"></span>aktywa <span class="_ _11"></span>trwałe <span class="_ _11"></span>w<span class="ff1"> </span>terminie <span class="_ _14"></span>późniejszym <span class="_ _11"></span>uwzględnia <span class="_ _11"></span>s<span class="_ _6"></span>ię <span class="_ _11"></span>w<span class="ff1"> </span>wartości <span class="_ _14"></span>bilansowej <span class="_ _11"></span>danego <span class="_ _11"></span>ś<span class="_ _6"></span>rodka <span class="_ _11"></span>trwałego <span class="_ _11"></span>tylko </div><div class="t m0 x1 h2 y24f ff7 fs0 fc0 sc0 ls0 ws0">wówczas, jeśli jest prawdopodobne, ż<span class="_ _6"></span>e z<span class="_ _6"></span><span class="ff1"> </span>tytułu tej pozycji nastąpi wpływ korzyści <span class="_ _6"></span>ekonomicznych, a<span class="_ _6"></span><span class="ff1"> </span>koszt danej <span class="_ _6"></span>pozycji można oce-</div><div class="t m0 x1 h2 y250 ff7 fs0 fc0 sc0 ls0 ws0">nić w<span class="ff1"> sposób wiarygodny. </span></div><div class="t m0 x1 h2 y251 ff7 fs0 fc0 sc0 ls0 ws0">Koszty <span class="_ _11"></span>poniesione <span class="_ _6"></span>po <span class="_ _11"></span>dacie <span class="_ _11"></span>oddania <span class="_ _6"></span>środka <span class="_ _11"></span>trwałego <span class="_ _6"></span>do<span class="_ _6"></span> <span class="_ _6"></span>używania, <span class="_ _11"></span>takie <span class="_ _6"></span>jak <span class="_ _11"></span>koszty <span class="_ _11"></span>konserwacji <span class="_ _6"></span>i<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span></span>napraw, <span class="_ _6"></span>o<span class="_ _6"></span>bciążają <span class="_ _11"></span>koszty <span class="_ _6"></span>okresu, </div><div class="t m0 x1 h2 y252 ff1 fs0 fc0 sc0 ls0 ws0">w <span class="ff7">którym zostały one poniesione.</span> </div><div class="t m0 x1 h2 y253 ff7 fs0 fc0 sc0 ls0 ws0">Prawa do <span class="_ _0"></span>użytkowania <span class="_ _0"></span>będące <span class="_ _0"></span>przedmiotem <span class="_ _0"></span>leasingu zostały <span class="_ _1"></span>wykazane w<span class="ff1"> </span>bilansie w <span class="_ _1"></span>tej samej pozycji <span class="_ _0"></span>co <span class="_ _0"></span>bazowe składniki <span class="_ _1"></span>aktywów, </div><div class="t m0 x1 h2 y254 ff1 fs0 fc0 sc0 ls0 ws0">a <span class="ff7">więc <span class="_ _1"></span>w<span class="ff1"> </span>aktywach trw<span class="_ _0"></span>ałych <span class="_ _1"></span>i<span class="ff1"> </span>p<span class="_ _6"></span>odlegają <span class="_ _1"></span>um<span class="_ _6"></span>orzeniu <span class="_ _0"></span>według <span class="_ _1"></span>takich <span class="_ _1"></span>s<span class="_ _6"></span>amych <span class="_ _0"></span>zasad. <span class="_ _1"></span>Za <span class="_ _0"></span>okres <span class="_ _1"></span>użytkowania <span class="_ _0"></span>przyjęto <span class="_ _1"></span>przewidywany <span class="_ _0"></span>okres </span></div><div class="t m0 x1 h2 y255 ff1 fs0 fc0 sc0 ls0 ws0">ekon<span class="ff7">omicznej użyteczności lub okres zawartej umowy najmu. </span> </div><div class="t m0 x1 h2 y256 ff7 fs0 fc0 sc0 ls0 ws0">Prawo do <span class="_ _6"></span>użytkowania jest <span class="_ _6"></span>pierwotnie wyceniane <span class="_ _6"></span>w ceni<span class="_ _6"></span>e nabycia <span class="_ _6"></span>składającej się <span class="_ _6"></span>z <span class="_ _6"></span>wartości <span class="_ _6"></span>początkowej zobowiązania <span class="_ _6"></span>z <span class="_ _6"></span>tytułu l<span class="_ _11"></span><span class="ff1 lsd">e-</span></div><div class="t m0 x1 h2 y257 ff7 fs0 fc0 sc0 ls0 ws0">asingu, początkowych kosztów <span class="_ _0"></span>bezpośrednich i opłat le<span class="_ _0"></span>asingowych zapłaconych w dacie<span class="_ _0"></span> rozpoczęcia lub przed nią, <span class="_ _0"></span>pomniejszonych<span class="ff1"> </span></div><div class="t m0 x1 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">o za<span class="ff7">chęty leasingowe.</span> </div><div class="t m0 x1 h2 y259 ff7 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _15"></span>początkowa <span class="_ _15"></span>prawa <span class="_ _15"></span>do <span class="_ _15"></span>użytkowania <span class="_ _14"></span>będących <span class="_ _15"> </span>przedmiotem <span class="_ _15"></span>leasingu <span class="_ _15"></span>oraz <span class="_ _14"></span>korespondu<span class="_ _6"></span>jących <span class="_ _14"></span>z <span class="_ _15"> </span>nimi <span class="_ _15"> </span>zobowiązań <span class="_ _15"></span>zostały </div><div class="t m0 x1 h2 y25a ff7 fs0 fc0 sc0 ls0 ws0">ustalone <span class="_ _0"></span>w <span class="_ _1"></span>kwocie rów<span class="_ _0"></span>nej <span class="_ _1"></span>wartości opłat <span class="_ _1"></span>leasingowych <span class="_ _0"></span>(opłaty<span class="_ _0"></span> <span class="_ _1"></span>wstępne też <span class="_ _1"></span>stanowią <span class="_ _0"></span>wycenę). <span class="_ _1"></span>Poniesione <span class="_ _0"></span>opłaty <span class="_ _0"></span>leasingowe <span class="_ _1"></span>w <span class="_ _0"></span>okr<span class="ff1 lsd">e-</span></div><div class="t m0 x1 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">sie <span class="_ _11"></span>sprawozd<span class="ff7">awczym <span class="_ _11"></span>zmniejszyły <span class="_ _11"></span>zobowiązania <span class="_ _14"></span>z <span class="_ _11"></span>tytułu <span class="_ _11"></span>leasingu <span class="_ _11"></span>w <span class="_ _11"></span>wielkości <span class="_ _11"></span>równej <span class="_ _11"></span>ratom <span class="_ _11"></span>kapitałowym, <span class="_ _11"></span>nadwyżka <span class="_ _11"></span>będąca <span class="_ _11"></span>kosz<span class="_ _6"></span>-</span></div><div class="t m0 x1 h2 y25c ff7 fs0 fc0 sc0 ls0 ws0">tami finansowymi obciążyła w całości koszty finansowe okresu.<span class="ff1"> </span></div><div class="t m0 x1 h2 y25d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y25e ff7 fs0 fc0 sc0 ls0 ws0">Spółka amortyzuje <span class="_ _0"></span>prawa do<span class="_ _0"></span> użytkowania <span class="_ _0"></span>metodą liniową <span class="_ _0"></span>od d<span class="_ _0"></span>aty rozpoczęcia d<span class="_ _0"></span>o końca<span class="_ _0"></span> okresu użytkow<span class="_ _0"></span>ania prawa do<span class="_ _0"></span> użytkow<span class="_ _0"></span>ania </div><div class="t m0 x1 h2 y25f ff7 fs0 fc0 sc0 ls0 ws0">lub do końca okresu leasingu, w zależności od tego, która z tych dat jest wcześniejsza. <span class="ff1"> </span></div><div class="t m0 x1 h2 y238 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y260 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _6"></span>stosuje <span class="_ _6"></span>zwolnienie <span class="_ _6"></span>z <span class="_ _11"></span>ujmowania <span class="_ _6"></span>leasingu <span class="_ _6"></span>krótkoterminowego <span class="_ _6"></span>do <span class="_ _11"></span>swoich <span class="_ _6"></span>krótkoterminowych <span class="_ _6"></span>umów <span class="_ _11"></span>leasingu <span class="_ _6"></span>(tj. <span class="_ _6"></span>umów, <span class="_ _6"></span>któ-</div><div class="t m0 x1 h2 y261 ff7 fs0 fc0 sc0 ls0 ws0">rych okres leasingu <span class="_ _0"></span>wynosi 12 <span class="_ _0"></span>miesięcy lub krócej <span class="_ _0"></span>od daty rozp<span class="_ _0"></span>oczęcia i nie <span class="_ _0"></span>zawiera opcji <span class="_ _0"></span>kupna).  Spółka stosuje <span class="_ _0"></span>również <span class="ff1">zwolnienie </span></div><div class="t m0 x1 h2 y262 ff7 fs0 fc0 sc0 ls0 ws0">w zakresie ujmowania leasingu aktyw<span class="_ _0"></span>ów o niskiej wartości w odniesieniu do leasingu o niskiej wartości. Opłaty te ujmowane są <span class="_ _6"></span><span class="ff1">jako </span></div><div class="t m0 x1 h2 y263 ff1 fs0 fc0 sc0 ls0 ws0">koszty w dacie ich poniesienia. </div><div class="t m0 x1 h2 y264 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y265 ff7 fs0 fc0 sc0 ls0 ws0">Stopa <span class="_ _6"></span>procentowa <span class="_ _6"></span>wykorzystywana przy <span class="_ _6"></span>wycenie <span class="_ _6"></span>prawa <span class="_ _6"></span>do <span class="_ _11"></span>użytkowania u<span class="_ _6"></span>stalona <span class="_ _6"></span>jest <span class="_ _6"></span>w <span class="_ _6"></span>oparciu <span class="_ _6"></span>o <span class="_ _6"></span>stopę <span class="_ _6"></span>procentową <span class="_ _6"></span>wynikającą <span class="_ _6"></span>z </div><div class="t m0 x1 h2 y266 ff7 fs0 fc0 sc0 ls0 ws0">podpisanych przez Spółką umów kredytowych.<span class="ff1"> </span></div><div class="t m0 x1 h23 y267 ff4 fs6 fc1 sc0 ls0 ws0">3.6.<span class="ffb"> <span class="_ _9"> </span><span class="ff3">WARTOŚ<span class="_ _0"></span>Ć FIRMY<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y268 ff7 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _0"></span>firmy <span class="_ _1"></span>oz<span class="_ _6"></span>nacza składni<span class="_ _0"></span>k <span class="_ _0"></span>aktyw<span class="_ _0"></span>ów re<span class="_ _0"></span>prezentujący <span class="_ _0"></span>przyszłe <span class="_ _0"></span>korzyści <span class="_ _0"></span>ekonomiczne <span class="_ _1"></span>powstające z <span class="_ _1"></span>aktywów naby<span class="_ _0"></span>tych <span class="_ _0"></span>w <span class="_ _0"></span>ramach </div><div class="t m0 x1 h2 y269 ff7 fs0 fc0 sc0 ls0 ws0">połączenia przedsięwzięć, których nie można pojedynczo zidentyfik<span class="_ _0"></span>ować ani osobno ująć.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y26a ff7 fs0 fc0 sc0 ls0 ws0">Wartość firmy (zysk) kalkulowana jest jako różnica dwóch wartości:<span class="ff1"> </span></div><div class="t m0 x1 h2 y26b ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">suma <span class="_ _11"></span>zapłaty <span class="_ _6"></span>przekazanej <span class="_ _11"></span>za <span class="_ _11"></span>kontrolę, <span class="_ _11"></span>udziałów <span class="_ _11"></span>niedających <span class="_ _6"></span>kontroli <span class="_ _11"></span>(wycenionych <span class="_ _11"></span>w <span class="_ _11"></span>proporcji <span class="_ _11"></span>do <span class="_ _11"></span>przejętych <span class="_ _6"></span>aktywów <span class="_ _11"></span>netto)<span class="_ _6"></span> </span></span></div><div class="t m0 x7b h2 y26c ff7 fs0 fc0 sc0 ls0 ws0">oraz wartości godziwej pakietów udziałów (akcji) posiadanych w jednostce przejmowanej prze<span class="_ _0"></span>d datą przejęcia oraz<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y26d ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">wartość godziwa możliwych do zidentyfikowania przeję<span class="_ _0"></span>tych aktywów netto jednostki.<span class="_ _6"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y26e ff7 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _6"></span>firmy podlega <span class="_ _6"></span>corocznie <span class="_ _6"></span>testom <span class="_ _6"></span>na <span class="_ _6"></span>utratę <span class="_ _6"></span>wartości <span class="_ _6"></span>i <span class="_ _6"></span>jest <span class="_ _6"></span>wykazywana w <span class="_ _6"></span>bilansie <span class="_ _6"></span>w <span class="_ _6"></span>wartości <span class="_ _6"></span>początkowej <span class="_ _6"></span>pomniejszonej <span class="_ _6"></span>o<span class="_ _11"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y26f ff7 fs0 fc0 sc0 ls0 ws0">skumulowane odpisy z <span class="_ _6"></span>tytułu utraty wartości. <span class="_ _6"></span>Stwierdzona w wyniku przeprowadzonych tes<span class="_ _6"></span>tów utrata <span class="_ _6"></span>wartości ujmowana jest <span class="_ _6"></span>na-</div><div class="t m0 x1 h2 y270 ff1 fs0 fc0 sc0 ls0 ws0">tychmias<span class="ff7">t w rachunku zysków i strat i nie podlega późniejszej <span class="_ _0"></span>korekcie.<span class="ff1"> </span></span></div><div class="t m0 x1 h23 y271 ff4 fs6 fc1 sc0 ls0 ws0">3.7.<span class="ffb"> <span class="_ _1b"> </span><span class="ff3">INNE WARTOŚCI <span class="_ _0"></span>NIEMATERIAL<span class="_ _0"></span>NE<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y272 ff7 fs0 fc0 sc0 ls0 ws0">Inne <span class="_ _11"></span>wartości <span class="_ _11"></span>niematerialne <span class="_ _6"></span>nabyte <span class="_ _11"></span>w<span class="ff1"> </span>ram<span class="_ _6"></span>ach <span class="_ _11"></span>oddzielnej <span class="_ _11"></span>transakcji <span class="_ _11"></span>są <span class="_ _11"></span>aktywowane <span class="_ _6"></span>według <span class="_ _11"></span>ceny <span class="_ _11"></span>nabycia <span class="_ _11"></span>lub <span class="_ _11"></span>kosztu <span class="_ _11"></span>wytworzenia. </div><div class="t m0 x1 h2 y273 ff7 fs0 fc0 sc0 ls0 ws0">Wartości niematerialne nabyte w<span class="ff1"> </span>ramach <span class="_ _6"></span>transakcji przejęcia jednostki gospodarczej ujmuje się w<span class="ff1"> </span>aktywach <span class="_ _6"></span>oddzielnie od wartości </div><div class="t m0 x1 h2 y274 ff1 fs0 fc0 sc0 ls15 ws0">firm<span class="ff7 ls0">y, jeśli przy początkowym ujęciu można wiarygodnie ustalić ich wartość godziwą. <span class="ff1"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y5 w4f h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 lse ws0">17<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff7 fs0 fc0 sc0 ls0 ws0">Na dzień<span class="_ _0"></span> bilansowy <span class="_ _0"></span>wartości <span class="_ _1"></span>niematerialne w<span class="_ _0"></span>ycenia <span class="_ _0"></span>się w<span class="ff1"> cenie <span class="_ _0"></span>nabycia <span class="_ _0"></span>pomniejszonej o <span class="ff7">skumulowaną <span class="_ _0"></span>kwotę <span class="_ _0"></span>odpisów <span class="_ _1"></span>am<span class="_ _6"></span>ortyzacyj-</span></span></div><div class="t m0 x1 h2 y3d ff1 fs0 fc0 sc0 ls0 ws0">nych i <span class="ff7">skumulowaną kwotę odpisów aktualizujących z</span> <span class="ff7">tytułu utraty wartości.</span> </div><div class="t m0 x1 h2 y206 ff7 fs0 fc0 sc0 ls0 ws0">Składniki wartości n<span class="_ _6"></span>iematerialnych o<span class="ff1"> </span>określonym o<span class="_ _6"></span>kresie użytkowania są <span class="_ _6"></span>amortyzowane metodą liniową. <span class="_ _6"></span>Metoda amortyzacji oraz </div><div class="t m0 x1 h2 y207 ff7 fs0 fc0 sc0 ls0 ws0">stawka podlegają weryfikacji na każdy dzień bilansowy. <span class="ff1"> </span></div><div class="t m0 x1 h2 y24e ff7 fs0 fc0 sc0 ls0 ws0">Składniki <span class="_ _15"> </span>wartości  niematerialnych <span class="_ _15"></span>o<span class="_ _6"></span><span class="ff1"> </span>nieokreślonym <span class="_ _1a"> </span>okresie <span class="_ _1a"> </span>użytkowania <span class="_ _1a"> </span>(znaki <span class="_ _1a"> </span>towarowe) <span class="_ _1a"> </span>nie  p<span class="_ _0"></span>odlegają <span class="_ _15"> </span>amo<span class="_ _6"></span>rtyzacji. <span class="_ _1a"> </span>Wartość </div><div class="t m0 x1 h2 y24f ff7 fs0 fc0 sc0 ls0 ws0">składników o<span class="ff1"> </span>nieokreślonym okresie użytkowania podlega testom na trwałą utratę wartości na każdy dzień bilansowy.<span class="ff1"> </span></div><div class="t m0 x1 h2 y97 ff7 fs0 fc0 sc0 ls0 ws0">Wartości niematerialne o<span class="ff1"> </span>określonym okresie użytkowania umarzane są <span class="_ _6"></span>metodą liniową przez okres ich szacunkowej użyteczności, </div><div class="t m0 x1 h2 y251 ff7 fs0 fc0 sc0 ls0 ws0">który wynosi przeciętnie 5 lat. <span class="ff1"> </span></div><div class="t m0 x1 h23 y275 ff4 fs6 fc1 sc0 ls0 ws0">3.8.<span class="ffb"> <span class="_ _9"> </span><span class="ff3">UDZIA<span class="_ _0"></span>ŁY I<span class="ff4"> AKCJE </span></span></span></div><div class="t m0 x1 h2 y276 ff7 fs0 fc0 sc0 ls0 ws0">Udziały i <span class="_ _6"></span>akcje w jednostkach zależnych s<span class="_ _6"></span>ą wycenione <span class="_ _6"></span>według ich ceny nabycia, <span class="_ _6"></span>pomniejszonej <span class="_ _6"></span>o odpisy z tytułu <span class="_ _6"></span>trwałej utraty war-</div><div class="t m0 x1 h2 y277 ff7 fs0 fc0 sc0 ls0 ws0">tości.<span class="ff1"> </span></div><div class="t m0 x1 h2 y278 ff7 fs0 fc0 sc0 ls0 ws0">Udziały i akcje w innych spółkach są wycenione według <span class="ff1">ich </span>ceny nabycia, pom<span class="_ _6"></span>niejszonej o odp<span class="_ _0"></span>isy z tytułu trwałej utraty wartości.<span class="ff1"> </span></div><div class="t m0 x1 h23 y50 ff4 fs6 fc1 sc0 ls0 ws0">3.9.<span class="ffb"> <span class="_ _9"> </span><span class="ff3">UTRATA WA<span class="_ _0"></span>RTOŚCI A<span class="_ _0"></span>KTYWÓW NIE<span class="_ _0"></span>FINANSOWYC<span class="_ _0"></span>H<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y279 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>przypadku <span class="_ _15"></span>wystąpienia <span class="_ _14"></span>przes<span class="_ _6"></span>łanek <span class="_ _14"></span>wskazujących <span class="_ _15"></span>na <span class="_ _14"></span>m<span class="_ _6"></span>ożliwość <span class="_ _14"></span>utraty <span class="_ _15"></span>wartości <span class="_ _15"></span>posiadanych <span class="_ _14"></span>składników <span class="_ _15"></span>rzeczowego <span class="_ _14"></span>majątku </div><div class="t m0 x1 h2 y27a ff7 fs0 fc0 sc0 ls0 ws0">trwałego, <span class="_ _0"></span>udziałów/akcji <span class="_ _0"></span>jednostek zależnych/st<span class="_ _0"></span>owarzyszonych, w<span class="_ _0"></span>artości <span class="_ _0"></span>niematerialnych <span class="_ _0"></span>oraz <span class="_ _0"></span>wartości <span class="_ _0"></span>firmy <span class="_ _0"></span>przeprowadzany <span class="_ _0"></span>jes<span class="_ _6"></span><span class="ff1 ls16">t </span></div><div class="t m0 x1 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">test na <span class="_ _6"></span>ut<span class="ff7">ratę <span class="_ _6"></span>wartości a <span class="_ _6"></span>ustalone kwoty odpisów <span class="_ _6"></span>aktualizujących <span class="_ _6"></span>obniżają wartość <span class="_ _6"></span>bilansową składnika aktywów, <span class="_ _6"></span>którego do<span class="_ _6"></span>tyczą </span></div><div class="t m0 x1 h2 y27c ff7 fs0 fc0 sc0 ls0 ws0">i odnoszone są w rachunek zysków i strat.<span class="ff1"> </span></div><div class="t m0 x1 h2 y27d ff7 fs0 fc0 sc0 ls0 ws0">Wysokość <span class="_ _6"></span>odpisów aktualizujących <span class="_ _6"></span>ustala <span class="_ _6"></span>się <span class="_ _6"></span>jako nadwyżkę <span class="_ _6"></span>wartości <span class="_ _6"></span>bilansowej <span class="_ _6"></span>tych <span class="_ _6"></span>składników nad <span class="_ _6"></span>ich <span class="_ _6"></span>wartością <span class="_ _6"></span>odzyskiwal<span class="_ _0"></span>ną.<span class="_ _11"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y27e ff7 fs0 fc0 sc0 ls0 ws0">Wartość odzyskiwalna odpowiada wyższej z<span class="ff1"> </span>następujących wartości: wartości godziwej lub wartości użytkowej. <span class="ff1"> </span></div><div class="t m0 x1 h2 y27f ff7 fs0 fc0 sc0 ls0 ws0">Niefinansowe ak<span class="_ _0"></span>tywa <span class="_ _0"></span>(oprócz <span class="_ _0"></span>wartości fir<span class="_ _0"></span>my), od <span class="_ _1"></span>których dokonano <span class="_ _0"></span>wcześniej <span class="_ _0"></span>odpisów <span class="_ _0"></span>aktualizujących <span class="_ _0"></span>testowane <span class="_ _1"></span>s<span class="_ _6"></span>ą <span class="_ _0"></span>na każd<span class="_ _0"></span>y <span class="_ _0"></span>dzie<span class="_ _6"></span><span class="ls17">ń </span></div><div class="t m0 x1 h2 y280 ff7 fs0 fc0 sc0 ls0 ws0">bilansowy pod kątem<span class="_ _0"></span> wystąpienia przesłanek<span class="_ _0"></span> wskazujących n<span class="_ _0"></span>a możliwość <span class="_ _0"></span>odwrócenia wcześ<span class="_ _0"></span>niej dokonanego <span class="_ _0"></span>odpisu. Skutki<span class="_ _0"></span> odwró-</div><div class="t m0 x1 h2 y1a6 ff1 fs0 fc0 sc0 ls0 ws0">cenia od<span class="ff7">pisów aktualizujących odnoszone są w</span> rachunek zysków i s<span class="_ _6"></span>trat. </div><div class="t m0 x1 h23 y281 ff4 fs6 fc1 sc0 ls0 ws0">3.10.<span class="ffb"> <span class="_ _1c"> </span></span>ZAPASY </div><div class="t m0 x1 h2 y282 ff7 fs0 fc0 sc0 ls0 ws0">Zapasy obejmują surowce, materiały<span class="_ _0"></span>, produkcję w<span class="ff1"> toku, <span class="_ _6"></span>wyroby gotowe i towary. </span></div><div class="t m0 x1 h2 y283 ff7 fs0 fc0 sc0 ls0 ws0">Koszty poniesione na doprowadzenie każdego ze składników <span class="_ _0"></span>zapasów do jego aktualnego miejsca wy<span class="_ _0"></span>ceniane są w<span class="_ _6"></span><span class="ff1"> </span>następujący spo-</div><div class="t m0 x1 h2 y284 ff1 fs0 fc0 sc0 ls0 ws0">sób: </div><div class="t m0 x1 h2 y285 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">surowce, materiały i<span class="ff1"> towary </span>–<span class="ff1"> cena nabycia </span></span></span></div><div class="t m0 x1 h2 y286 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">półprodukty, produkty w<span class="ff1"> toku i wyroby gotowe </span>–<span class="ff1"> rzeczywisty koszt wytworzenia </span></span></span></div><div class="t m0 x1 h2 y287 ff7 fs0 fc0 sc0 ls0 ws0">Rozchód zapasów wyceniany jest następująco:<span class="ff1"> </span></div><div class="t m0 x1 h2 y288 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">surowce, materiały <span class="ff1">i towary </span>–<span class="ff1"> </span>„pierwsze weszło <span class="ff1">- </span>pierwsze wyszło”<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y289 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">półprodukty, produkty w<span class="ff1"> toku i wyroby gotowe - </span>„pierwsze weszło <span class="ff1">- </span>pierwsze wyszło”<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y28a ff7 fs0 fc0 sc0 ls0 ws0">Zapasy są wycenione <span class="_ _6"></span>na dzień bilanso<span class="_ _6"></span>wy według ceny <span class="_ _6"></span>nabycia lub <span class="_ _6"></span>kosztu wytworzenia, jednakże na <span class="_ _6"></span>poziomie nie wyższym od <span class="_ _6"></span>moż-</div><div class="t m0 x1 h2 y28b ff7 fs0 fc0 sc0 ls0 ws0">liwej do uzyskania ceny sprzedaży. <span class="ff1"> </span></div><div class="t m0 x1 h2 y36 ff7 fs0 fc0 sc0 ls0 ws0">Jeżeli cena <span class="_ _6"></span>nabycia <span class="_ _6"></span>towarów <span class="_ _6"></span>lub <span class="_ _6"></span>techniczny <span class="_ _6"></span>koszt <span class="_ _6"></span>wytworzenia wyrobów <span class="_ _6"></span>gotowych <span class="_ _6"></span>jest <span class="_ _6"></span>wyższy <span class="_ _6"></span>niż <span class="_ _6"></span>przewidywana cena <span class="_ _6"></span>sprzedaży, </div><div class="t m0 x1 h2 y37 ff7 fs0 fc0 sc0 ls0 ws0">jednostka d<span class="_ _0"></span>okonuje <span class="_ _0"></span>odpisów ak<span class="_ _0"></span>tualizacyjnych, <span class="_ _0"></span>które <span class="_ _0"></span>korygują <span class="_ _1"></span>pozo<span class="_ _6"></span>stałe ko<span class="_ _0"></span>szty <span class="_ _0"></span>operacyjne. <span class="_ _0"></span>Cena <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>stanowi <span class="_ _0"></span>cenę <span class="_ _0"></span>sprzedaż<span class="ff1 ls18">y </span></div><div class="t m0 x1 h2 y38 ff1 fs0 fc0 sc0 ls0 ws0">dokonywanej <span class="_ _1"></span>w <span class="ff7">to<span class="_ _6"></span>ku <span class="_ _1"></span>z<span class="_ _6"></span>wykłej <span class="_ _1"></span>działalnoś<span class="_ _6"></span>ci <span class="_ _1"></span>gospodarczej, pom<span class="_ _0"></span>niejszoną <span class="_ _0"></span>o<span class="ff1"> </span>szacowane <span class="_ _1"></span>kos<span class="_ _6"></span>zty <span class="_ _0"></span>zak<span class="_ _0"></span>ończenia <span class="_ _0"></span>produkcji <span class="_ _1"></span>i<span class="ff1"> </span>kosz<span class="_ _6"></span>ty <span class="_ _1"></span>n<span class="_ _6"></span>iezbędne<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y39 ff7 fs0 fc0 sc0 ls0 ws0">do doprowadzenia sprzedaży do skutku.<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 x7 y28c w3d h33" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w53 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 lse ws0">18<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">3.11.<span class="ffb"> <span class="_ _1d"> </span><span class="ff3">NALEŻNOŚCI<span class="_ _0"></span> <span class="_ _6"></span>Z<span class="ff4"> </span>TYTUŁU <span class="_ _11"></span>DOSTAW I<span class="ff4"> </span>USŁUG <span class="_ _6"></span>ORAZ <span class="_ _11"></span>POZOSTAŁE NALEŻ-</span></span></div><div class="t m0 x7f h23 y28d ff3 fs6 fc1 sc0 ls0 ws0">NOŚCI<span class="ff4"> </span></div><div class="t m0 x1 h2 y28e ff7 fs0 fc0 sc0 ls0 ws0">Na moment początkowego uję<span class="_ _0"></span>cia należności z<span class="ff1"> </span>tytułu dostaw i<span class="ff1"> </span>usług, których <span class="_ _0"></span>termin zapadalności wy<span class="_ _0"></span>nosi zazwyczaj od 7 do <span class="_ _0"></span>120 dni, </div><div class="t m0 x1 h2 y28f ff7 fs0 fc0 sc0 ls0 ws0">są <span class="_ _6"></span>ujmowane <span class="_ _6"></span>według ceny <span class="_ _6"></span>transakcyjnej (<span class="_ _6"></span>kwoty wymagającej <span class="_ _6"></span>zapłaty). <span class="_ _6"></span>Na <span class="_ _6"></span>dzień <span class="_ _6"></span>bilansowy należności <span class="_ _6"></span>są <span class="_ _6"></span>wyceniane w<span class="_ _11"></span><span class="ff1"> </span>wartości <span class="_ _6"></span>po-</div><div class="t m0 x1 h2 y290 ff7 fs0 fc0 sc0 ls0 ws0">czątk<span class="ff1">owej, <span class="_ _15"> </span>z <span class="_ _6"></span></span>uwzględnieniem <span class="_ _15"></span>odpisów <span class="_ _15"> </span>z<span class="_ _6"></span><span class="ff1"> </span>tytułu <span class="_ _15"> </span>utraty <span class="_ _1a"> </span>wartości. <span class="_ _15"></span>Odpisy <span class="_ _1a"> </span>aktualizujące <span class="_ _15"> </span>dokonywane <span class="_ _15"> </span>są  na <span class="_ _14"></span>poz<span class="_ _6"></span>iomie <span class="_ _15"></span>oczekiwanych </div><div class="t m0 x1 h2 y291 ff1 fs0 fc0 sc0 ls0 ws0">strat kredytowych. </div><div class="t m0 x1 h2 y292 ff7 fs0 fc0 sc0 ls0 ws0">Kwoty <span class="_ _14"></span>utworzonych <span class="_ _14"></span>odpisów <span class="_ _14"></span>aktualizujących <span class="_ _14"></span>wartość <span class="_ _15"></span>należności <span class="_ _14"></span>odnoszone <span class="_ _14"></span>są <span class="_ _15"></span>w<span class="_ _6"></span><span class="ff1"> </span>ciężar <span class="_ _14"></span>rachunku <span class="_ _15"></span>zysków <span class="_ _14"></span>i<span class="ff1"> strat <span class="_ _15"></span>w koszty <span class="_ _11"></span>sprze-</span></div><div class="t m0 x1 h2 y293 ff7 fs0 fc0 sc0 ls0 ws0">daży. Kwoty rozwiązanych odpisów na należności korygują koszty sprzedaży.<span class="ff1"> </span></div><div class="t m0 x1 h2 y294 ff7 fs0 fc0 sc0 ls0 ws0">Należności z tytułu dostaw i u<span class="_ _0"></span>sług kwalifik<span class="_ _0"></span>uje się do aktywów obrotowych bez względu na<span class="_ _0"></span> termin płatności (ponieważ real<span class="_ _0"></span>izuje <span class="_ _6"></span><span class="ff1">je <span class="_ _6"></span>w </span></div><div class="t m0 x1 h2 y295 ff7 fs0 fc0 sc0 ls0 ws0">trakcie normalnego <span class="_ _6"></span>cyklu operacyjnego, nawet jeśli <span class="_ _11"></span>nie oczekuje się ich <span class="_ _6"></span>realizacji w okresie dwunastu miesięcy <span class="_ _6"></span>po okresie sprawoz-</div><div class="t m0 x1 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">dawczym). </div><div class="t m0 x1 h23 y297 ff4 fs6 fc1 sc0 ls0 ws0">3.12.<span class="ffb"> <span class="_ _b"> </span><span class="ff3">ŚRODKI PIENIĘŻNE I</span></span> ICH E<span class="_ _0"></span>KWIWALE<span class="_ _0"></span>NTY </div><div class="t m0 x1 h2 y298 ff7 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _0"></span>pieniężne <span class="_ _0"></span>i<span class="ff1"> </span>ekwiwalenty <span class="_ _0"></span>środków <span class="_ _1"></span>pieniężnych obejmują <span class="_ _1"></span>ś<span class="_ _6"></span>rodki <span class="_ _0"></span>pieniężne <span class="_ _1"></span>w<span class="_ _6"></span><span class="ff1"> banku i kasie <span class="_ _1"></span>oraz lokaty <span class="_ _1"></span>krótkoterminowe o pier-</span></div><div class="t m0 x1 h2 y299 ff7 fs0 fc0 sc0 ls0 ws0">wotnym okresie zapadalności nieprzekraczającym trzech miesięcy.<span class="ff1"> </span></div><div class="t m0 x1 h2 y29a ff7 fs0 fc0 sc0 ls0 ws0">Saldo środków <span class="_ _6"></span>pieniężnych w<span class="_ _6"></span><span class="ff1"> </span>rachunku przepływów pieniężnych <span class="_ _6"></span>składa się z<span class="_ _6"></span><span class="ff1"> </span>określonych <span class="_ _6"></span>powyżej środków pieniężnych <span class="_ _6"></span>i<span class="ff1"> ich <span class="_ _6"></span>ekwi-</span></div><div class="t m0 x1 h2 y29b ff1 fs0 fc0 sc0 ls0 ws0">walentów, pomniejszonych o <span class="ff7">niespłacone kredyty w</span> <span class="ff7">rachunkach bieżących.</span> </div><div class="t m0 x1 h23 y29c ff4 fs6 fc1 sc0 ls0 ws0">3.13.<span class="ffb"> <span class="_ _a"> </span><span class="ff3">KAPITAŁY</span></span> </div></div><div class="c x8 y29d w54 h34"><div class="t m0 x80 h7 y29e ff6 fs0 fc4 sc0 ls0 ws0">Kapitał podstawowy<span class="ff5"> </span></div></div><div class="c x81 y29d w55 h34"><div class="t m0 x50 h2 y29f ff7 fs0 fc0 sc0 ls0 ws0">Kapitał podstawowy wykazywany jest w<span class="ff1"> </span>wysokości określonej w<span class="ff1"> statucie i wpisanej w reje-</span></div><div class="t m0 x50 h2 y249 ff7 fs0 fc0 sc0 ls0 ws0">strze sądowym.<span class="ff1"> </span></div></div><div class="c x8 y2a0 w54 h35"><div class="t m0 x80 h7 y2a1 ff6 fs0 fc4 sc0 ls0 ws0">Kapitał zapasowy<span class="ff5"> </span></div></div><div class="c x81 y2a0 w55 h35"><div class="t m0 x50 h2 y2a2 ff7 fs0 fc0 sc0 ls0 ws0">Na wartość prezentowaną w<span class="ff1"> </span>pozycji kapitał zapasowy składają się:<span class="ff1"> </span></div><div class="t m0 x50 h2 y2a3 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">premia z <span class="ff7">tytułu emisji akcji po cenie przewyższającej ich wartość nominalną, pomniejszona </span></span></span></div><div class="t m0 xb h2 y2a4 ff1 fs0 fc0 sc0 ls0 ws0">o koszty emisji, </div><div class="t m0 x50 h2 y29f ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">kwoty zysków z <span class="ff7">lat ubiegłych, zakwalifikowane na podstawie decyzji Walnych Zgromadzeń </span></span></span></div><div class="t m0 xb h2 y17b ff1 fs0 fc0 sc0 ls0 ws0">Akcjonariuszy. </div></div><div class="c x8 y2a5 w54 h36"><div class="t m0 x80 h7 y2a6 ff6 fs0 fc4 sc0 ls0 ws0">Kapitał rezerwowy<span class="ff5"> </span></div></div><div class="c x81 y2a5 w55 h36"><div class="t m0 x50 h2 y29f ff7 fs0 fc0 sc0 ls0 ws0">Kapitał rezerwowy jest tworzony z<span class="ff1"> wyceny programu motywacyjnego opcji na akcje propor-</span></div><div class="t m0 x50 h2 y249 ff1 fs0 fc0 sc0 ls0 ws0">cjonalnie do czasu trwania programu. </div></div><div class="c x8 y2a7 w54 h37"><div class="t m0 x80 h7 y2a8 ff5 fs0 fc4 sc0 ls0 ws0">Zyski/straty z lat ubie-</div><div class="t m0 x80 h7 y29f ff6 fs0 fc4 sc0 ls0 ws0">głych<span class="ff5"> </span></div></div><div class="c x81 y2a7 w55 h37"><div class="t m0 x50 h2 y2a3 ff7 fs0 fc0 sc0 ls0 ws0">W pozycji tej prezentowany jest wynik finansowy netto poprzednich lat obrotowych, aż do m<span class="_ _0"></span>o-</div><div class="t m0 x50 h2 y2a8 ff7 fs0 fc0 sc0 ls0 ws0">mentu podjęcia decyzji o<span class="ff1"> jego podziale (lub pokryciu) jak </span>również korekty wyniku finansowego </div><div class="t m0 x50 h2 y29f ff7 fs0 fc0 sc0 ls0 ws0">dotyczące lat ubiegłych, a<span class="ff1"> </span>wynikające z<span class="ff1"> </span>błędów lat poprzednich lub zmian zasad rachunkowo-</div><div class="t m0 x50 h2 y249 ff7 fs0 fc0 sc0 ls0 ws0">ści.<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x7f h23 y2a9 ff4 fs6 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w56 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 lse ws0">19<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">3.14.<span class="ffb"> <span class="_ _b"> </span><span class="ff3">ZOBOWIĄZANIA</span></span> </div><div class="t m0 x1 h2 y1b6 ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _0"></span>obejmują: z<span class="_ _0"></span>obowiązania z<span class="ff1"> </span>tytułu <span class="_ _0"></span>kredytów<span class="_ _0"></span>, pożyczek <span class="_ _1"></span>i<span class="ff1"> <span class="_ _6"></span></span>leasingu, zob<span class="_ _0"></span>owiązania <span class="_ _0"></span>z<span class="ff1"> </span>tytułu do<span class="_ _0"></span>staw i<span class="ff1"> </span>usług,<span class="_ _0"></span> pozo<span class="_ _0"></span>stałe <span class="_ _0"></span>zobo-</div><div class="t m0 x1 h2 y1b7 ff7 fs0 fc0 sc0 ls0 ws0">wiązania finansowe oraz pozostałe zobowiązania niefinansowe<span class="_ _0"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h2 y1b8 ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania finansowe podlegające <span class="_ _0"></span>MSSF 9 (m.in. zobowiązania <span class="_ _0"></span>z<span class="ff1"> <span class="_ _6"></span></span>tyt. kredytów, <span class="_ _0"></span>pożyczek, zob. z<span class="ff1"> tyt. dostaw i </span>usług) <span class="_ _0"></span>i<span class="ff1"> zaliczone do<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y1b9 ff1 fs0 fc0 sc0 ls0 ws0">wyceny <span class="_ _1"></span>w <span class="ff7">z<span class="_ _6"></span>amortyzowanym <span class="_ _0"></span>koszcie <span class="_ _0"></span>ujmowane <span class="_ _1"></span>s<span class="_ _6"></span>ą <span class="_ _0"></span>początkowo <span class="_ _1"></span>w<span class="_ _6"></span><span class="ff1"> </span>wartości godziwe<span class="_ _0"></span>j <span class="_ _0"></span>z<span class="ff1"> </span>uwzględnieniem <span class="_ _0"></span>ewentualnych <span class="_ _1"></span>kos<span class="_ _6"></span>ztów <span class="_ _0"></span>trans-</span></div><div class="t m0 x1 h2 y1ba ff1 fs0 fc0 sc0 ls0 ws0">akcyjn<span class="ff7">ych. Na dzień sprawozdawczy zobowiązania takie wyceniane są w</span> zamortyzowanym koszcie.  </div><div class="t m0 x1 h2 y2aa ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _0"></span>finansowe <span class="_ _1"></span>z<span class="_ _6"></span>aliczone <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z<span class="ff1"> MSSF 9 <span class="_ _1"></span>do w<span class="_ _0"></span>ycenianych <span class="_ _0"></span>w <span class="ff7">wartości <span class="_ _0"></span>godziwej <span class="_ _1"></span>przez wynik <span class="_ _1"></span>finansowy (m.in. <span class="_ _0"></span>instrumenty<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h2 y2ab ff7 fs0 fc0 sc0 ls0 ws0">pochodne) ujmowane są początkowo w<span class="ff1"> </span>wartości godz<span class="_ _6"></span>iwej, a<span class="ff1"> </span>na dzień sprawozdawczy podlegają przeszacowaniu do <span class="_ _6"></span>wartości godzi-</div><div class="t m0 x1 h2 y1bd ff1 fs0 fc0 sc0 ls0 ws0">wej. </div><div class="t m0 x1 h2 y2ac ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania niefinansowe (m.in. zobowiązania z tytułu podatków, przedp<span class="_ _0"></span>łaty, zaliczki) wycenia się w kwocie wymaganej zapłaty<span class="_ _6"></span><span class="ff1">.<span class="ls19">  </span> </span></div><div class="t m0 x1 h23 y2ad ff4 fs6 fc1 sc0 ls0 ws0">3.15.<span class="ffb"> <span class="_ _1e"> </span></span>REZERWY </div><div class="t m0 x1 h2 y2ae ff7 fs0 fc0 sc0 ls0 ws0">Rezerwy <span class="_ _6"></span>tworzone <span class="_ _11"></span>są <span class="_ _11"></span>wówczas, <span class="_ _11"></span>gdy <span class="_ _6"></span>na <span class="_ _6"></span>S<span class="_ _6"></span>półce <span class="_ _6"></span>ciąży <span class="_ _11"></span>istniejący <span class="_ _6"></span>obecny <span class="_ _11"></span>obowiązek <span class="_ _6"></span>(<span class="_ _6"></span>prawny <span class="_ _6"></span>lub <span class="_ _6"></span>zwyczajowy) <span class="_ _11"></span>wynikający <span class="_ _6"></span>z<span class="_ _6"></span>e <span class="_ _6"></span>zdarzeń </div><div class="t m0 x1 h2 y2af ff7 fs0 fc0 sc0 ls0 ws0">przeszłych <span class="_ _11"></span>i<span class="ff1"> </span>gdy <span class="_ _11"></span>prawdopodobne <span class="_ _11"></span>jest, <span class="_ _11"></span>że <span class="_ _14"></span>wypełnienie <span class="_ _6"></span>tego <span class="_ _14"></span>obowiązku <span class="_ _11"></span>spowoduje <span class="_ _11"></span>konieczność <span class="_ _11"></span>wypływu <span class="_ _11"></span>środków <span class="_ _11"></span>o<span class="_ _6"></span>raz <span class="_ _11"></span>gdy <span class="_ _6"></span>m<span class="_ _6"></span>ożna </div><div class="t m0 x1 h2 y2b0 ff7 fs0 fc0 sc0 ls0 ws0">dokonać wiarygodnego oszacowania kwoty tego zobowiązania. <span class="ff1"> </span></div><div class="t m0 x1 h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Rezerwy <span class="_ _6"></span>odz<span class="_ _6"></span>wierciedlają <span class="_ _6"></span>najbardziej <span class="_ _11"></span>właściwy <span class="_ _11"></span>szacunek <span class="_ _11"></span>nakładów <span class="_ _11"></span>niezbędnych <span class="_ _11"></span>do <span class="_ _11"></span>wypełnienia <span class="_ _6"></span>obecnego <span class="_ _11"></span>obowiązku <span class="_ _11"></span>na <span class="_ _11"></span>dzień <span class="_ _6"></span>bi-</div><div class="t m0 x1 h2 y2b2 ff1 fs0 fc0 sc0 ls0 ws0">lansowy. W <span class="ff7">przypadku <span class="_ _6"></span>istotnej wartości pieniądza w<span class="_ _6"></span></span> <span class="ff7">czasie, kwota <span class="_ _6"></span>rezerwy odpowiada wartoś<span class="_ _6"></span>ci bieżącej nakładów <span class="_ _6"></span>koniecznych do </span></div><div class="t m0 x1 h2 y2b3 ff7 fs0 fc0 sc0 ls0 ws0">wypełnienia<span class="ff1"> </span>obowiązku.<span class="ff1"> </span></div><div class="t m0 x1 h2 y2b4 ff7 fs0 fc0 sc0 ls0 ws0">Aktualizacji wielkości rezerw dokonuje się na dzień bilansowy.<span class="ff1"> </span></div><div class="t m0 x1 h23 y2b5 ff4 fs6 fc1 sc0 ls0 ws0">3.16.<span class="ffb"> <span class="_ _1f"> </span></span>LEASING </div><div class="t m0 x1 h2 y2b6 ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _6"></span>moment <span class="_ _6"></span>z<span class="_ _6"></span>awarcia <span class="_ _6"></span>każdej <span class="_ _6"></span>nowej um<span class="_ _6"></span>owy <span class="_ _6"></span>Spółka <span class="_ _6"></span>ocenia, <span class="_ _6"></span>czy <span class="_ _6"></span>um<span class="_ _6"></span>owa <span class="_ _6"></span>jest <span class="_ _11"></span>leasingiem, <span class="_ _6"></span>lub <span class="_ _11"></span>czy zawiera <span class="_ _6"></span>leasing. <span class="_ _11"></span>Leasing <span class="_ _6"></span>został <span class="_ _6"></span>zdefi-</div><div class="t m0 x1 h2 y2b7 ff7 fs0 fc0 sc0 ls0 ws0">niowany jako umowa, na mocy <span class="_ _0"></span>której przekazuje się prawo do <span class="_ _0"></span>kontroli użytkowania zidentyfikow<span class="_ _0"></span>anego składnika aktywów na dany </div><div class="t m0 x1 h2 y2b8 ff1 fs0 fc0 sc0 ls0 ws0">okres w zamian za wynagrodzenie. W <span class="ff7">celu identyfikacji leasingu umowy są oceniane pod kątem 3 kryteriów:</span> </div><div class="t m0 x1 h2 y2b9 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">czy <span class="_ _6"></span>umowa <span class="_ _6"></span>dotyczy <span class="_ _6"></span>zidentyfikowanego s<span class="_ _6"></span>kładnika <span class="_ _6"></span>aktywów, <span class="_ _6"></span>który <span class="_ _6"></span>jest <span class="_ _6"></span>wyraźnie <span class="_ _6"></span>określony <span class="_ _6"></span>w<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span></span>umowie <span class="_ _6"></span>lub <span class="_ _6"></span>którego <span class="_ _6"></span>można <span class="_ _6"></span>ziden-</span></span></div><div class="t m0 x7b h2 y2ba ff7 fs0 fc0 sc0 ls0 ws0">tyfikować w<span class="ff1"> sposób dorozumiany w momencie, w </span>którym składnik aktywów udostępnia się do użytkowania,<span class="ff1"> </span></div><div class="t m0 x1 h2 y2bb ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">czy <span class="_ _6"></span>jednostka m<span class="_ _6"></span>a prawo <span class="_ _6"></span>do <span class="_ _6"></span>uzyskania <span class="_ _6"></span>zasadniczo <span class="_ _6"></span>wszystkich korzyści <span class="_ _6"></span>ekonomicznych <span class="_ _6"></span>z<span class="_ _6"></span><span class="ff1"> </span>użytkowania <span class="_ _6"></span>zidentyfikowanego skład-</span></span></div><div class="t m0 x7b h2 y2bc ff7 fs0 fc0 sc0 ls0 ws0">nika aktywów przez cały okres użytkowania aktywów zgodnie z<span class="ff1"> </span>o<span class="_ _6"></span>bowiązującą umową,<span class="ff1"> </span></div><div class="t m0 x1 h2 yb7 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">czy jednostka ma prawo do kierowania użytkowaniem zidentyfikowanego składnika aktyw<span class="_ _0"></span>ów przez cały okres użytkowania.<span class="_ _6"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y2bd ff7 fs0 fc0 sc0 ls0 ws0">W dacie<span class="_ _0"></span> rozpoczęcia <span class="_ _0"></span>Spółka <span class="_ _0"></span>ujmuje składnik<span class="_ _0"></span> akty<span class="_ _0"></span>wów <span class="_ _0"></span>z<span class="ff1"> <span class="_ _6"></span></span>tytułu praw<span class="_ _0"></span>a do <span class="_ _0"></span>użytkowania <span class="_ _0"></span>oraz z<span class="_ _0"></span>obowiązanie z<span class="ff1"> </span>tytułu le<span class="_ _0"></span>asingu. <span class="_ _0"></span>Prawo do<span class="_ _0"></span> </div><div class="t m0 x1 h2 y2be ff7 fs0 fc0 sc0 ls0 ws0">użytkowania <span class="_ _11"></span>jest <span class="_ _14"></span>wyceniane <span class="_ _11"></span>w<span class="ff1"> <span class="_ _6"></span></span>dacie <span class="_ _11"></span>rozpoczęcia <span class="_ _14"></span>według <span class="_ _14"></span>kosztu <span class="_ _11"></span>obejmującego <span class="_ _14"></span>kwotę <span class="_ _11"></span>początkowej <span class="_ _11"></span>wyceny <span class="_ _11"></span>zobo<span class="_ _6"></span>wiązania <span class="_ _11"></span>z<span class="_ _6"></span><span class="ff1"> </span>tytułu </div><div class="t m0 x1 h2 y2bf ff1 fs0 fc0 sc0 ls0 ws0">leasingu<span class="ff7">, początkowych ko<span class="_ _0"></span>sztów bezpośrednich, <span class="_ _0"></span>szacowanych kosztów p<span class="_ _0"></span>rzewidywanych <span class="_ _0"></span>w<span class="ff1"> </span>związku z<span class="ff1"> </span>demontażem i<span class="ff1"> </span>usunięciem ba-</span></div><div class="t m0 x1 h2 y2c0 ff7 fs0 fc0 sc0 ls0 ws0">zowego składnika aktywów i<span class="ff1"> </span>opłat leasingowych zapłaconych w<span class="ff1"> </span>dacie rozpoczęcia lub przed nią.<span class="ff1"> </span></div><div class="t m0 x1 h2 y2c1 ff7 fs0 fc0 sc0 ls0 ws0">Prawa do uż<span class="_ _6"></span>ytkowania są amortyzowane metodą liniową od <span class="_ _6"></span>daty rozpoczęcia do końca o<span class="_ _6"></span>kresu użytkowania prawa do uż<span class="_ _6"></span>ytkowania </div><div class="t m0 x1 h2 y2c2 ff7 fs0 fc0 sc0 ls0 ws0">lub do <span class="_ _6"></span>końca okresu leasingu, w<span class="ff1"> </span>z<span class="_ _6"></span>ależności od tego, która <span class="_ _6"></span>z<span class="ff1"> </span>tych <span class="_ _6"></span>dat jest wcześniejsza. Prawa do <span class="_ _6"></span>użytkowania są poddawane <span class="_ _6"></span>testom </div><div class="t m0 x1 h2 y2c3 ff1 fs0 fc0 sc0 ls0 ws0">na utr<span class="ff7">atę wartości zgodnie z</span> MSR 36, w <span class="ff7">przypadku stwierdzenia przesłanek do utraty wartości.</span> </div><div class="t m0 x1 h2 y2c4 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>dacie <span class="_ _11"></span>rozpoczęcia <span class="_ _11"></span>Spółka <span class="_ _6"></span>wycenia <span class="_ _11"></span>zobowiązanie <span class="_ _6"></span>z<span class="_ _6"></span><span class="ff1"> </span>tytułu <span class="_ _11"></span>leasingu <span class="_ _11"></span>w<span class="ff1"> </span>wysokości <span class="_ _6"></span>wartości <span class="_ _6"></span>bieżącej <span class="_ _11"></span>opłat <span class="_ _11"></span>leasingowych <span class="_ _6"></span>pozostają-</div><div class="t m0 x1 h2 y2c5 ff7 fs0 fc0 sc0 ls0 ws0">cych <span class="_ _6"></span>do <span class="_ _11"></span>zapłaty <span class="_ _6"></span>w<span class="ff1"> </span>tej <span class="_ _11"></span>dacie. <span class="_ _6"></span>Opłaty <span class="_ _6"></span>leasingowe <span class="_ _6"></span>dyskontuje <span class="_ _11"></span>się <span class="_ _6"></span>z<span class="_ _6"></span><span class="ff1"> </span>zastosowaniem <span class="_ _6"></span>stopy <span class="_ _6"></span>procentowej <span class="_ _6"></span>leasingu <span class="_ _11"></span>, <span class="_ _11"></span>jeżeli <span class="_ _6"></span>stopę <span class="_ _6"></span>tę <span class="_ _6"></span>m<span class="_ _6"></span>ożna </div><div class="t m0 x1 h2 y2c6 ff1 fs0 fc0 sc0 ls0 ws0">z <span class="ff7">łatwością ustalić. W</span> <span class="ff7">przeciwnym razie leasingobiorca stosuje krańcową stopę procentową leasingobiorcy.</span> </div><div class="t m0 x1 h2 y2c7 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dacie <span class="_ _14"></span>rozpoczęcia <span class="_ _14"></span>opłaty <span class="_ _14"></span>le<span class="_ _6"></span>asingowe <span class="_ _14"></span>zawarte <span class="_ _14"></span>w<span class="ff1"> <span class="_ _6"></span></span>wycenie <span class="_ _14"></span>zobowiązania <span class="_ _14"></span>z<span class="_ _6"></span><span class="ff1"> </span>tytułu <span class="_ _14"></span>leasingu <span class="_ _14"></span>obejmują <span class="_ _15"></span>stałe <span class="_ _14"></span>opłaty <span class="_ _14"></span>leasingowe <span class="_ _11"></span>po-</div><div class="t m0 x1 h2 y2c8 ff1 fs0 fc0 sc0 ls0 ws0">mniejszone o <span class="ff7">wszelkie należne zachęty leasingowe, zmienne <span class="_ _6"></span>opłaty leasingowe zależne od indeksów lub <span class="_ _6"></span>stawek, kwoty oczekiwane </span></div><div class="t m0 x1 h2 y2c9 ff7 fs0 fc0 sc0 ls0 ws0">do <span class="_ _6"></span>zapłat<span class="ff1">y <span class="_ _11"></span>w </span>ramach <span class="_ _11"></span>gwarantowanej <span class="_ _6"></span>wartości <span class="_ _11"></span>końcowej <span class="_ _6"></span>o<span class="_ _6"></span>raz płatnoś<span class="_ _6"></span>ci <span class="_ _6"></span>z<span class="_ _6"></span><span class="ff1"> </span>tytułu <span class="_ _11"></span>wykonania <span class="_ _6"></span>opcji <span class="_ _6"></span>kupna, <span class="_ _11"></span>jeżeli <span class="_ _11"></span>można <span class="_ _6"></span>założyć <span class="_ _11"></span>z<span class="ff1"> <span class="_ _6"></span><span class="ls14">wy-</span></span></div><div class="t m0 x1 h2 y2ca ff7 fs0 fc0 sc0 ls0 ws0">starczającą pewnością założyć, że leasingobiorca skorzysta z<span class="ff1"> tej opcji. </span></div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x7 y2cb w3d h38" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w57 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls1a ws0">20<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff7 fs0 fc0 sc0 ls0 ws0">W kolejnych okresach zobo<span class="_ _6"></span>wiązanie z tytułu leasingu jest powiększane o naliczone o<span class="_ _6"></span>dsetki od zobowiązania leasingowego oraz po-</div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">mniejszane o dokonane spłaty opłat leasingowych<span class="ff1">. </span></div><div class="t m0 x1 h2 y206 ff7 fs0 fc0 sc0 ls0 ws0">Wycena <span class="_ _6"></span>zobo<span class="_ _6"></span>wiązania <span class="_ _11"></span>leasingowe<span class="_ _0"></span>go <span class="_ _11"></span>jest <span class="_ _11"></span>aktualizowana <span class="_ _11"></span>w<span class="ff1"> sytuacji <span class="_ _11"></span>zaistnienia <span class="_ _6"></span>zm<span class="_ _6"></span>ian <span class="_ _6"></span>w<span class="_ _6"></span> </span>umowach <span class="_ _6"></span>leasingowych <span class="_ _11"></span>dotyczących <span class="_ _11"></span>okres </div><div class="t m0 x1 h2 y207 ff7 fs0 fc0 sc0 ls0 ws0">leasingu, <span class="_ _14"></span>z<span class="_ _6"></span>aistnienia <span class="_ _11"></span>o<span class="_ _6"></span>pcji <span class="_ _14"></span>kupna <span class="_ _14"></span>bazowego <span class="_ _14"></span>składnika <span class="_ _15"></span>aktywów, <span class="_ _14"></span>gwarantowanej <span class="_ _14"></span>wartości <span class="_ _15"></span>końcowej, <span class="_ _11"></span>z<span class="_ _6"></span>aistnienia <span class="_ _14"></span>zmian <span class="_ _15"></span>w<span class="_ _6"></span><span class="ff1"> </span>opłatach </div><div class="t m0 x1 h2 y208 ff7 fs0 fc0 sc0 ls0 ws0">wynikający<span class="ff1">ch ze zmian w indeksach lub stawkach. </span></div><div class="t m0 x1 h2 y24f ff7 fs0 fc0 sc0 ls0 ws0">Aktualizacja wartości zobowiązania jest ujmowana jako korekta wartości składnika aktywów z<span class="ff1"> <span class="_ _6"></span></span>tytułu praw do użytkowania.<span class="ff1"> </span></div><div class="t m0 x1 h2 y97 ff7 fs0 fc0 sc0 ls0 ws0">Spółka stosu<span class="_ _6"></span>je dopuszczalne standardem <span class="_ _6"></span>praktyczne rozwiązania <span class="_ _6"></span>dotyczące leasingów krótkoterminowych <span class="_ _6"></span>oraz <span class="_ _6"></span>leasingów o m<span class="_ _6"></span>ałej </div><div class="t m0 x1 h2 y2cc ff7 fs0 fc0 sc0 ls0 ws0">wartości. Dla takich umów, opłaty leasingowe ujmowane są w w<span class="_ _0"></span>yniku metodą liniową w trackie trwania leasingu.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2cd ff7 fs0 fc0 sc0 ls0 ws0">Dla takich umów, opłaty leasingowe ujmowane są w<span class="ff1"> </span>wyniku metodą liniową w<span class="ff1"> trakcie trwania leasingu.  </span></div><div class="t m0 x1 h23 y2ce ff4 fs6 fc1 sc0 ls0 ws0">3.17.<span class="ffb"> <span class="_ _1e"> </span></span>PRZYCHODY </div><div class="t m0 x1 h24 y258 ff5 fs7 fc2 sc0 ls0 ws0">PRZYCHODY <span class="_ _0"></span>OPERACYJNE </div><div class="t m0 x1 h2 y2cf ff1 fs0 fc0 sc0 ls0 ws0">Zasady ujmowania przychodów z <span class="ff7">działalności operacyjnej określone zostały w</span> <span class="ff7">MSSF 15 „Przychody”.</span> </div><div class="t m0 x1 h2 y215 ff7 fs0 fc0 sc0 ls0 ws0">Przychód <span class="_ _6"></span>wycenia <span class="_ _6"></span>się <span class="_ _6"></span>w<span class="ff1"> cenie <span class="_ _6"></span>transakcyjnej, czyli <span class="_ _6"></span>kwocie <span class="_ _6"></span>wynagrodzenia, <span class="_ _6"></span>które <span class="_ _6"></span>zgodnie <span class="_ _6"></span>z<span class="_ _6"></span> </span>oczekiwaniem będz<span class="_ _6"></span>ie przysługiwać <span class="_ _11"></span>w<span class="ff1"> za-</span></div><div class="t m0 x1 h2 y2d0 ff7 fs0 fc0 sc0 ls0 ws0">mian <span class="_ _14"></span>za <span class="_ _14"></span>przekazanie <span class="_ _14"></span>przyrzeczonych <span class="_ _14"></span>dó<span class="_ _6"></span>br <span class="_ _11"></span>lub <span class="_ _14"></span>us<span class="_ _6"></span>ług <span class="_ _14"></span>na <span class="_ _14"></span>rzecz <span class="_ _11"></span>klienta, <span class="_ _15"></span>z<span class="_ _6"></span><span class="ff1"> </span>wyłączeniem <span class="_ _14"></span>kwot <span class="_ _14"></span>pobranych <span class="_ _15"></span>w<span class="ff1"> imieniu <span class="_ _14"></span>osób <span class="_ _14"></span>trzecich <span class="_ _14"></span>(na </span></div><div class="t m0 x1 h2 y2d1 ff7 fs0 fc0 sc0 ls0 ws0">przykład niektóry<span class="_ _0"></span>ch podatków <span class="_ _0"></span>od sprzedaży).<span class="_ _0"></span> Wynagrodzenie <span class="_ _0"></span>określone w<span class="ff1"> umowie z </span>kli<span class="_ _0"></span>entem może <span class="_ _0"></span>obejmować kw<span class="_ _0"></span>oty stałe, <span class="_ _0"></span>kwoty </div><div class="t m0 x1 h2 y2d2 ff7 fs0 fc0 sc0 ls0 ws0">zmienne lub oba wskazane rodzaje. Kwota wynagrodzenia odzw<span class="_ _0"></span>ierciedlona jest zazwyczaj przez kwotę otrzymaną bądź nale<span class="_ _0"></span>żną, po </div><div class="t m0 x1 h2 y2d3 ff1 fs0 fc0 sc0 ls0 ws0">pomniejszeniu o<span class="_ _6"></span> przewidywane <span class="_ _6"></span>rabaty, <span class="_ _6"></span>zwroty <span class="_ _6"></span>klientów <span class="_ _6"></span>i podobne <span class="_ _6"></span>pomniejszenia, <span class="_ _6"></span>w <span class="_ _6"></span>tym <span class="_ _6"></span>podatek od <span class="_ _6"></span>to<span class="_ _6"></span>warów i<span class="_ _6"></span> <span class="ff7">usług <span class="_ _6"></span>oraz <span class="_ _6"></span>inne <span class="_ _6"></span>po-</span></div><div class="t m0 x1 h2 y2d4 ff7 fs0 fc0 sc0 ls0 ws0">datki związane ze sprzedażą z wyjątkiem podatku akcyzowego a<span class="ff1"> </span>także kary umowne.<span class="ff1"> </span></div><div class="t m0 x1 h2 y2d5 ff7 fs0 fc0 sc0 ls0 ws0">Spółka u<span class="_ _6"></span>jmuje <span class="_ _6"></span>umowę <span class="_ _6"></span>z<span class="ff1"> </span>klientem <span class="_ _6"></span>tylko <span class="_ _6"></span>wtedy, <span class="_ _6"></span>gdy <span class="_ _6"></span>spełnione <span class="_ _6"></span>są <span class="_ _6"></span>wszystkie <span class="_ _6"></span>następujące <span class="_ _6"></span>kryteria: <span class="_ _6"></span>strony <span class="_ _6"></span>umowy <span class="_ _6"></span>zawarły <span class="_ _6"></span>umowę <span class="_ _6"></span>(pi-</div><div class="t m0 x1 h2 y2d6 ff1 fs0 fc0 sc0 ls0 ws0">semna, <span class="_ _6"></span>ustna <span class="_ _6"></span>lub <span class="_ _6"></span>w innej <span class="_ _6"></span>formie) <span class="_ _6"></span>i <span class="ff7">są <span class="_ _6"></span>zobowiązane <span class="_ _6"></span>do <span class="_ _6"></span>wykonania <span class="_ _6"></span>swoich <span class="_ _6"></span>obowiązków, Spółka <span class="_ _6"></span>jest <span class="_ _6"></span>w<span class="_ _6"></span></span> <span class="_ _6"></span><span class="ff7">stanie roz<span class="_ _6"></span>poznać prawa <span class="_ _6"></span>każdej </span></div><div class="t m0 x1 h2 y146 ff1 fs0 fc0 sc0 ls0 ws0">ze <span class="_ _6"></span>stro<span class="ff7">n <span class="_ _6"></span>do<span class="_ _6"></span>tyczące <span class="_ _6"></span>towarów <span class="_ _6"></span>lub <span class="_ _6"></span>usług, <span class="_ _11"></span>które mają <span class="_ _11"></span>zostać <span class="_ _6"></span>przekazane, <span class="_ _6"></span>Spółka <span class="_ _6"></span>jest <span class="_ _11"></span>w</span> <span class="ff7">stanie <span class="_ _6"></span>zidentyfikować <span class="_ _6"></span>warunki <span class="_ _6"></span>płatności <span class="_ _11"></span>za <span class="_ _6"></span>to-</span></div><div class="t m0 x1 h2 y2d7 ff7 fs0 fc0 sc0 ls0 ws0">wary <span class="_ _6"></span>lub <span class="_ _11"></span>usługi, <span class="_ _11"></span>które <span class="_ _6"></span>mają <span class="_ _11"></span>zostać <span class="_ _11"></span>przekazane, <span class="_ _11"></span>umowa <span class="_ _6"></span>ma <span class="_ _11"></span>treść <span class="_ _11"></span>ekonomiczną <span class="_ _6"></span>oraz <span class="_ _11"></span>jest <span class="_ _6"></span>prawdopodobne, <span class="_ _11"></span>że <span class="_ _6"></span>spółka <span class="_ _11"></span>otrzyma <span class="_ _6"></span>wyna-</div><div class="t m0 x1 h2 y2d8 ff1 fs0 fc0 sc0 ls0 ws0">grodzenie, któr<span class="ff7">e będzie jej przysługiwało w</span> <span class="ff7">zamian za towary lub usługi, które zostaną przekazane klientowi.</span> </div><div class="t m0 x1 h2 y2d9 ff7 fs0 fc0 sc0 ls0 ws0">Na moment zawarcia u<span class="_ _6"></span>mowy Spółka dokonuje oceny towarów lub us<span class="_ _6"></span>ług przyrzeczonych w<span class="_ _6"></span><span class="ff1"> umowie z <span class="_ _6"></span>klientem i rozpoznaje jako zo<span class="_ _6"></span>-</span></div><div class="t m0 x1 h2 yb3 ff7 fs0 fc0 sc0 ls0 ws0">bowiązanie do wykonania świadczenia każde przyrzeczenie przekazania klientowi towaru lub<span class="_ _0"></span> usługi, które można wyodrębnić.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2da ff7 fs0 fc0 sc0 ls0 ws0">W celu ustalenia ceny transakcyjnej Spółka uwzględnia warunki umowy oraz stosowane przez nią zwy<span class="_ _0"></span>czajowe praktyki handlowe. <span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2db ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _11"></span>ujmuje <span class="_ _11"></span>przychody <span class="_ _11"></span>zgodnie <span class="_ _11"></span>z<span class="_ _6"></span><span class="ff1"> MSSF <span class="_ _11"></span>15, <span class="_ _14"></span>czyli <span class="_ _6"></span>w <span class="_ _6"></span></span>momencie, <span class="_ _11"></span>kiedy <span class="_ _11"></span>spełnione <span class="_ _11"></span>zostaje <span class="_ _11"></span>zobowiązanie <span class="_ _11"></span>do <span class="_ _14"></span>wykonania <span class="_ _11"></span>świadczenia </div><div class="t m0 x1 h2 y2dc ff7 fs0 fc0 sc0 ls0 ws0">poprzez p<span class="_ _0"></span>rzekazanie p<span class="_ _0"></span>rzyrzeczonego t<span class="_ _0"></span>owaru <span class="_ _0"></span>lub <span class="_ _1"></span>u<span class="_ _6"></span>sługi <span class="_ _0"></span>klientowi, w <span class="_ _1"></span>przypadku sprzedaży <span class="_ _0"></span>inte<span class="_ _0"></span>rnetowej <span class="_ _0"></span>poprzez p<span class="_ _0"></span>rzekazanie <span class="_ _0"></span>towaru </div><div class="t m0 x1 h2 y2dd ff1 fs0 fc0 sc0 ls0 ws0">firmie kurierskiej.<span class="ls19">  </span> </div><div class="t m0 x1 h24 y1fc ff5 fs7 fc2 sc0 ls0 ws0">INNE PRZYC<span class="_ _0"></span>HODY, W TYM PRZY<span class="_ _0"></span>CHODY FINA<span class="_ _0"></span>NSOWE </div><div class="t m0 x1 h2 y1ad ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2de w58 h39"><div class="t m0 x31 h7 y2df ff5 fs0 fc1 sc0 ls0 ws0">ODSETKI </div><div class="t m0 x77 h2 y2e0 ff1 fs0 fc1 sc0 ls0 ws0">Przychody z <span class="ff7">odsetek ujmowane są we-</span></div><div class="t m0 x82 h2 y2e1 ff7 fs0 fc1 sc0 ls0 ws0">dług zasady memoriałowej metodą </div><div class="t m0 x7a h2 y2e2 ff1 fs0 fc1 sc0 ls0 ws0">efektywnej stopy procentowej. </div></div><div class="c x7d y2de w59 h39"><div class="t m0 x2c h7 y2df ff5 fs0 fc4 sc0 ls0 ws0">DYWIDENDY </div><div class="t m0 x1c h2 y2e0 ff7 fs0 fc4 sc0 ls0 ws0">Dywidendy są ujmowane w<span class="ff1"> momencie </span></div><div class="t m0 x54 h2 y2e1 ff1 fs0 fc4 sc0 ls0 ws0">przyznania praw do ich otrzymania. </div></div><div class="c x3e y2de w5a h39"><div class="t m0 x82 h7 y2df ff5 fs0 fc4 sc0 ls0 ws0">PRZYCHODY Z <span class="ff6">TYTUŁU NAJMU</span> </div><div class="t m0 x50 h2 y2e0 ff1 fs0 fc4 sc0 ls0 ws0">Przychody z <span class="ff7">tytułu najmu nieruchomo-</span></div><div class="t m0 x3c h2 y2e1 ff7 fs0 fc4 sc0 ls0 ws0">ści inwestycyjnych ujmowane są me-</div><div class="t m0 xe h2 y2e2 ff7 fs0 fc4 sc0 ls0 ws0">todą liniową przez okres wynajmu </div><div class="t m0 x3f h2 y2e3 ff1 fs0 fc4 sc0 ls0 ws0">w <span class="ff7">stosunku do trwających umów.</span> </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x7 y2e4 w3d h3a" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+kAAACuCAIAAADF6tthAAAACXBIWXMAABYlAAAWJQFJUiTwAAADCklEQVR42u3WoQEAMAjAsLH/n8Xh4AkEIjmhqtGVDwAAOO9LAAAA3h0AAPDuAADg3QEAAO8OAAB4dwAA8O4AAIB3BwAAvDsAAHh3AADAuwMAAN4dAAC8OwAA4N0BAADvDgAA3h0AAPDuAADg3QEAAO8OAAB4dwAA8O4AAIB3BwAAvDsAAHh3AADAuwMAAN4dAAC8OwAA4N0BAADvDgAA3h0AAPDuAADg3QEAAO8OAAB4dwAA8O4AAIB3BwAAvDsAAHh3AADAuwMAAN4dAAC8OwAA4N0BAADvDgAA3h0AAPDuAADg3QEAAO8OAAB4dwAA8O4AAIB3BwAAvDsAAHh3AADAuwMAAN4dAAC8OwAA4N0BAADvDgAA3h0AAPDuAADg3QEAAO8OAAB4dwAA8O4AAIB3BwAAvDsAAHh3AADAuwMAAN4dAAC8OwAA4N0BAADvDgAA3h0AAPDuAADg3QEAAO8OAAB4dwAA8O4AAIB3BwAAvDsAAHh3AADAuwMAAN4dAAC8OwAA4N0BAADvDgAA3h0AAPDuAADg3QEAAO8OAAB4dwAA8O4AAIB3BwAAvDsAAHh3AADAuwMAAN4dAAC8OwAA4N0BAADvDgAA3h0AAPDuAADg3QEAAO8OAAB4dwAA8O4AAIB3BwAAvDsAAHh3AADAuwMAAN4dAAC8OwAA4N0BAADvDgAA3h0AAPDuAADg3QEAAO8OAAB4dwAA8O4AAIB3BwAAvDsAAHh3AADAuwMAAN4dAAC8OwAA4N0BAADvDgAA3h0AAPDuAADg3SUAAADvDgAAeHcAAPDuAACAdwcAALw7AAB4dwAAwLsDAADeHQAAvDsAAODdAQAA7w4AAN4dAADw7gAAgHcHAADvDgAAeHcAAPDuAACAdwcAALw7AAB4dwAAwLsDAADeHQAAvDsAAODdAQAA7w4AAN4dAADw7gAAgHcHAADvDgAAeHcAAPDuAACAdwcAALw7AAB4dwAAwLsDAADeHQAAvDsAAODdAQAA7w4AAN4dAADw7gAAgHcHAADvDgAALBtUwwREJmOjUgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w4c h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls1a ws0">21<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h24 y1dd ff5 fs7 fc2 sc0 ls0 ws0">PROGRAM <span class="ff6">LOJA<span class="_ _0"></span>LNOŚCIOWY<span class="ff5"> <span class="_ _0"></span> </span></span></div><div class="t m0 x1 h2 y2e5 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>Spółce <span class="_ _11"></span>funkcjonuje <span class="_ _6"></span>program <span class="_ _11"></span>lojalnościowy <span class="_ _11"></span>oferujący <span class="_ _6"></span>liczne <span class="_ _6"></span>korzyści <span class="_ _11"></span>i <span class="_ _11"></span>przywileje <span class="_ _6"></span>dla <span class="_ _11"></span>stałych <span class="_ _11"></span>Klientów <span class="_ _6"></span>marki: <span class="_ _11"></span>VISTULA, <span class="_ _6"></span>BYTOM,<span class="_ _11"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2e6 ff7 fs0 fc0 sc0 ls0 ws0">WÓLCZANKA. <span class="_ _0"></span> <span class="_ _1"></span>Wszyscy uczes<span class="_ _0"></span>tnicy <span class="_ _0"></span>programów <span class="_ _1"></span>lojalnościowych <span class="_ _0"></span> <span class="_ _0"></span>zgodnie <span class="_ _1"></span>z re<span class="_ _0"></span>gulaminem <span class="_ _1"></span>m<span class="_ _6"></span>ogą <span class="_ _1"></span>liczyć na <span class="_ _1"></span>specjalne <span class="_ _0"></span>rabaty, <span class="_ _1"></span>informacje </div><div class="t m0 x1 h2 y2e7 ff1 fs0 fc0 sc0 ls0 ws0">o prom<span class="ff7">ocjach, kolekcjach specjalnych i dodatkowych usługach dostępnych wyłącznie dla posi<span class="_ _0"></span>adaczy Kart.<span class="_ _6"></span><span class="ff1"> </span></span></div><div class="t m0 x1 h2 y2e8 ff1 fs0 fc0 sc0 ls0 ws0">Prawo  <span class="_ _6"></span>klientów  <span class="_ _11"></span><span class="ls1a">do</span>  <span class="_ _6"></span>dodatkowego  <span class="_ _11"></span>rabatu  <span class="_ _6"></span>traktuje  <span class="_ _6"></span><span class="ff7">s<span class="_ _6"></span>ię</span>  <span class="_ _6"></span>jako  <span class="_ _6"></span><span class="ff7">zobo<span class="_ _6"></span>wiązanie</span>  <span class="_ _6"></span><span class="ls1b">do<span class="_ _6"></span></span>  <span class="_ _6"></span>wykonania <span class="_ _6"></span> <span class="_ _6"></span><span class="ff7">świadczenia</span>  <span class="_ _6"></span><span class="ff7">odrębne <span class="_ _11"></span>od <span class="_ _6"></span>zobowiązania </span></div><div class="t m0 x1 h2 y2e9 ff7 fs0 fc0 sc0 ls0 ws0">do dostarczenia towaru. W<span class="_ _0"></span> konsekwe<span class="_ _0"></span>ncji dokonuje się przyp<span class="_ _0"></span>isania ceny transakcyjnej w <span class="_ _0"></span>drodze oszacowania.<span class="ff1"> <span class="_ _6"></span> </span>Wartość<span class="ff1">  praw<span class="_ _0"></span>  klien-</span></div><div class="t m0 x1 h2 y2ea ff1 fs0 fc0 sc0 ls0 ws0">t<span class="lsa">ów</span>  <span class="ls1a">do</span>  <span class="_ _0"></span>dodatkowego  rabatu  <span class="_ _0"></span>wynik<span class="_ _0"></span>a  z  <span class="ff7">wartości</span>  jednego  pr<span class="_ _0"></span>awa,  liczby  pra<span class="_ _0"></span>w na <span class="_ _0"></span>koniec okre<span class="_ _0"></span>su sprawozdawczego <span class="_ _0"></span>zaewidencjono-</div><div class="t m0 x1 h2 y2eb ff7 fs0 fc0 sc0 ls0 ws0">wanych na kontach klientów oraz prawdopodobieństwa jego re<span class="_ _0"></span>alizacji oszacowanego na podstawie historycznych realizacji.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h23 y2ec ff4 fs6 fc1 sc0 ls0 ws0">3.18.<span class="ffb"> <span class="_ _1f"> </span></span>KOSZTY </div><div class="t m0 x1 h2 y2ed ff7 fs0 fc0 sc0 ls0 ws0">Koszty ujmuje się w<span class="ff1"> rachunku z<span class="_ _0"></span>ysków i <span class="ff7">strat, jeżeli nastąpił<span class="_ _0"></span>o uprawdopodobnione zmniejszen<span class="_ _0"></span>ie przyszłych k<span class="_ _0"></span>orzyści ekonomicznych </span></span></div><div class="t m0 x1 h2 y2ee ff7 fs0 fc0 sc0 ls0 ws0">związane ze zmniejszeniem stanu aktywów lub zwiększeniem stanu zobowiązań, których wielkość <span class="_ _6"></span>można wiarygodnie ustalić.<span class="ff1"> </span></div><div class="t m0 x1 h2 y2ef ff7 fs0 fc0 sc0 ls0 ws0">Koszty ujmuje<span class="_ _0"></span> się<span class="_ _0"></span> w<span class="ff1"> rachunku<span class="_ _0"></span> z<span class="_ _0"></span>ysków i <span class="ff7">strat <span class="_ _1"></span>n<span class="_ _6"></span>a pod<span class="_ _0"></span>stawie <span class="_ _0"></span>bezpośredniego <span class="_ _0"></span>związku <span class="_ _0"></span>pomiędzy <span class="_ _0"></span>poniesionymi<span class="_ _0"></span> kosztami <span class="_ _0"></span>a<span class="ff1"> </span>osiągnięciem </span></span></div><div class="t m0 x1 h2 y2f0 ff7 fs0 fc0 sc0 ls0 ws0">konkretnych przychodów, tzn. stosując zasadę współmierności.<span class="ff1"> </span></div><div class="t m0 x1 h2 y2f1 ff7 fs0 fc0 sc0 ls0 ws0">Na koszty operacyjne składają się koszty skle<span class="_ _0"></span>pów (własnych, oraz sklepów franczyzowych<span class="_ _0"></span> w Polsce), koszty dystrybucji<span class="_ _0"></span> oraz koszty </div><div class="t m0 x1 h2 ycc ff1 fs0 fc0 sc0 ls0 ws0">ogólne. </div><div class="t m0 x1 h2 y2f2 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>razie, <span class="_ _1"></span>gdy przewiduje <span class="_ _1"></span>się osiąganie <span class="_ _1"></span>korzyści ekonomicznych <span class="_ _1"></span>przez kilk<span class="_ _0"></span>a <span class="_ _0"></span>okresów <span class="_ _0"></span>obrotowych, <span class="_ _0"></span>zaś <span class="_ _0"></span>ich <span class="_ _1"></span>z<span class="_ _6"></span>wiązek <span class="_ _1"></span>z<span class="_ _11"></span><span class="ff1"> </span>przychodami <span class="_ _1"></span>m<span class="_ _6"></span>oże </div><div class="t m0 x1 h2 y2f3 ff7 fs0 fc0 sc0 ls0 ws0">być określony tylk<span class="_ _0"></span>o ogólnie i<span class="ff1"> </span>pośrednio, koszty ujmuje się<span class="_ _0"></span> w<span class="ff1"> rachunku zysków i </span>strat drogą <span class="_ _0"></span>systematycznego i<span class="ff1"> </span>racjonalnego rozłoż<span class="ff1 lsd">e-</span></div><div class="t m0 x1 h2 y2f4 ff1 fs0 fc0 sc0 ls0 ws0">nia w czasie. </div><div class="t m0 x1 h2 y2f5 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2f6 w5b h3b"><div class="t m0 x83 h7 y2f7 ff6 fs0 fc1 sc0 ls0 ws0">KOSZTY FINANSOWANIA ZEWNĘTRZNEGO<span class="ff5"> </span></div><div class="t m0 x80 h2 y2f8 ff7 fs0 fc1 sc0 ls0 ws0">Koszty finansowania zewnętrznego (odsetki oraz inne koszty związane z<span class="ff1"> </span>uzyskanym finansowaniem) są odnoszone w<span class="_ _6"></span><span class="ff1"> koszty </span></div><div class="t m0 x84 h2 y2f9 ff7 fs0 fc1 sc0 ls0 ws0">okresu, którego dotyczą<span class="ff1 fc0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y2fa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2fb ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>koszty <span class="_ _0"></span>finansowania <span class="_ _1"></span>zewnętrznego składają <span class="_ _1"></span>się <span class="_ _0"></span>odsetki <span class="_ _1"></span>wyliczone przy <span class="_ _1"></span>zastosowaniu <span class="_ _0"></span>metody <span class="_ _1"></span>efektywnej <span class="_ _0"></span>stopy <span class="_ _0"></span>procentowej <span class="_ _1"></span>oraz<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2fc ff7 fs0 fc0 sc0 ls0 ws0">różnice kursowe powstałe w<span class="ff1"> </span>związku z<span class="ff1"> </span>finansowaniem zewnętrznym.<span class="ff1"> </span></div><div class="t m0 x1 h23 y2fd ff4 fs6 fc1 sc0 ls0 ws0">3.18A.  <span class="_ _20"> </span><span class="ff3">KOSZTY ŚWIA<span class="_ _0"></span>DCZEŃ PRACOW<span class="_ _0"></span>NICZYCH<span class="ff4"> </span></span></div><div class="t m0 x1 h2 y2fe ff7 fs0 fc0 sc0 ls0 ws0">Rezerwa na odprawy <span class="_ _6"></span>emerytalne <span class="_ _6"></span>aktualizowana jest na <span class="_ _6"></span>koniec każdego <span class="_ _6"></span>okresu sprawozdawczego na <span class="_ _6"></span>podstawie wyceny dokonanej </div><div class="t m0 x1 h2 y2ff ff1 fs0 fc0 sc0 ls0 ws0">przez aktuariusza, natom<span class="_ _6"></span>iast rezerwa z <span class="ff7">tytułu niewykorzystanych urlopów <span class="_ _6"></span>tworzona jest w</span> <span class="_ _6"></span>oparciu o <span class="ff7">liczbę</span> n<span class="_ _6"></span>iewykorzystanych dni </div><div class="t m0 x1 h2 y300 ff1 fs0 fc0 sc0 ls0 ws0">i <span class="ff7">średniej płacy. Koszty ujmuje się w</span> rachunku zysków i strat w okresie sprawozdawczym. </div><div class="t m0 x1 h23 y301 ff4 fs6 fc1 sc0 ls0 ws0">3.19.<span class="ffb"> <span class="_ _1f"> </span></span>PODATEK </div><div class="t m0 x1 h2 y302 ff1 fs0 fc0 sc0 ls0 ws0">Podatek dochodowy wykazany w rachunku zysków i <span class="ff7">strat obejmuje podatek dochodowy bieżący i</span> odrocz<span class="_ _6"></span>ony.  </div><div class="t m0 x1 h2 y303 ff7 fs0 fc0 sc0 ls0 ws0">Podatek <span class="_ _6"></span>dochodowy bieżący <span class="_ _6"></span>s<span class="_ _6"></span>tanowi oczekiwane <span class="_ _6"></span>zobowiązanie <span class="_ _6"></span>podatkowe z<span class="_ _11"></span><span class="ff1"> </span>tytułu o<span class="_ _6"></span>podatkowania do<span class="_ _6"></span>chodu za <span class="_ _6"></span>dan<span class="_ _6"></span>y <span class="_ _6"></span>rok podlega-</div><div class="t m0 x1 h2 ybf ff7 fs0 fc0 sc0 ls0 ws0">jącego o<span class="_ _6"></span>podatkowaniu, <span class="_ _6"></span>wyliczane przy <span class="_ _6"></span>zas<span class="_ _6"></span>tosowaniu stawek <span class="_ _6"></span>podatkowych <span class="_ _6"></span>obowiązujących <span class="_ _6"></span>na <span class="_ _6"></span>dany <span class="_ _6"></span>dzień <span class="_ _6"></span>bilansowy, <span class="_ _6"></span>oraz <span class="_ _6"></span>ewentu-</div><div class="t m0 x1 h2 y304 ff1 fs0 fc0 sc0 ls0 ws0">alne korekty <span class="_ _0"></span>podat<span class="ff7">ku dochodowego dotycząceg<span class="_ _0"></span>o lat ubiegłych. Bieżące z<span class="_ _0"></span>obowiązanie z<span class="ff1"> </span>tytułu podatku doc<span class="_ _0"></span>hodowego jest <span class="_ _0"></span>naliczane </span></div><div class="t m0 x1 h2 y305 ff1 fs0 fc0 sc0 ls0 ws0">zgodnie z przepisami podatkowymi. </div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w5c h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls1a ws0">22<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff1 fs0 fc0 sc0 ls0 ws0">Podatek odroczony ujmowany jest w rachunku zysków i <span class="ff7">strat danego okresu, z wyjątkiem pozycji rozliczanych bezpośrednio z</span> kapi-</div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">tałem własnym. W<span class="ff1"> takiej sytuacji </span>podatek odroczony ujmuje się również w<span class="ff1"> odpowiedniej pozycji w </span>kapitale własnym.<span class="ff1"> </span></div><div class="t m0 x1 h2 y206 ff7 fs0 fc0 sc0 ls0 ws0">Podatek dochodowy odroczony ustala się metodą bilansową, na podstawie róż<span class="_ _0"></span>nic przejściowych pomiędzy wartością aktywów i<span class="_ _6"></span><span class="ff1"> <span class="ls1c">zo-</span></span></div><div class="t m0 x1 h2 y207 ff7 fs0 fc0 sc0 ls0 ws0">bowiązań wy<span class="_ _0"></span>kazanych w<span class="ff1"> </span>księgach <span class="_ _0"></span>rachunkowych <span class="_ _0"></span>a<span class="ff1"> </span>ich war<span class="_ _0"></span>tością <span class="_ _0"></span>dla celów<span class="_ _0"></span> p<span class="_ _0"></span>odatkowych. W<span class="_ _0"></span>ysokość wykazaneg<span class="_ _0"></span>o podatku <span class="_ _0"></span>do<span class="_ _0"></span>chodo-</div><div class="t m0 x1 h2 y208 ff1 fs0 fc0 sc0 ls0 ws0">wego <span class="_ _0"></span>odroczonego <span class="_ _1"></span><span class="ff7">u<span class="_ _6"></span>względnia <span class="_ _1"></span>planowany sposób <span class="_ _1"></span>realizacji <span class="_ _0"></span>różnic <span class="_ _1"></span>przejściowych, <span class="_ _0"></span>przy <span class="_ _1"></span>zastosowaniu stawek<span class="_ _0"></span> <span class="_ _0"></span>podatku <span class="_ _1"></span>dochodowego, </span></div><div class="t m0 x1 h2 y209 ff7 fs0 fc0 sc0 ls0 ws0">która <span class="_ _11"></span>będzie <span class="_ _11"></span>obowiązywać <span class="_ _11"></span>w<span class="ff1"> <span class="_ _6"></span></span>momencie <span class="_ _11"></span>realizacji <span class="_ _11"></span>różn<span class="_ _6"></span>ic, <span class="_ _11"></span>biorąc <span class="_ _11"></span>za <span class="_ _11"></span>pods<span class="_ _6"></span>tawę <span class="_ _11"></span>stawki <span class="_ _11"></span>podatkowe, <span class="_ _11"></span>które <span class="_ _11"></span>obowiązywały <span class="_ _11"></span>pra<span class="_ _6"></span>wnie <span class="_ _11"></span>lub </div><div class="t m0 x1 h2 y20a ff7 fs0 fc0 sc0 ls0 ws0">były zasadniczo uchwalone<span class="ff1"> </span>na dzień bilansowy.<span class="ff1"> </span></div><div class="t m0 x1 h2 y306 ff1 fs0 fc0 sc0 ls0 ws0">Aktywa <span class="_ _6"></span>z <span class="_ _6"></span><span class="ff7">tytułu <span class="_ _11"></span>podatku <span class="_ _6"></span>odroczonego <span class="_ _11"></span>ustala <span class="_ _6"></span>s<span class="_ _6"></span>ię <span class="_ _6"></span>w<span class="_ _6"></span></span> <span class="ff7">wysokości <span class="_ _6"></span>kwoty <span class="_ _11"></span>przewidzianej <span class="_ _6"></span>w<span class="_ _6"></span></span> <span class="ff7">przyszłości <span class="_ _11"></span>do <span class="_ _6"></span>odliczenia <span class="_ _11"></span>od <span class="_ _11"></span>podatku <span class="_ _6"></span>docho-</span></div><div class="t m0 x1 h2 y20c ff1 fs0 fc0 sc0 ls0 ws0">dowego, w <span class="ff7">związku <span class="_ _0"></span>z<span class="ff1"> </span>ujemnymi różnicami <span class="_ _0"></span>przejściowymi, któr<span class="_ _0"></span>e spowodują <span class="_ _0"></span>w<span class="ff1"> </span>przyszłości zmniejszenie p<span class="_ _0"></span>odstawy obliczenia p<span class="_ _0"></span>odatku </span></div><div class="t m0 x1 h2 y307 ff1 fs0 fc0 sc0 ls0 ws0">dochodow<span class="ff7">ego. <span class="_ _15"></span>Wartość <span class="_ _15"></span>bilansowa <span class="_ _14"></span>s<span class="_ _6"></span>kładnika <span class="_ _14"></span>aktywów <span class="_ _15"></span>z</span> <span class="_ _6"></span><span class="ff7">tytułu <span class="_ _15"></span>odroczonego <span class="_ _14"></span>podatku <span class="_ _15"> </span>dochodowego <span class="_ _15"></span>jest <span class="_ _14"></span>weryfikowana <span class="_ _15"> </span>na <span class="_ _15"></span>każdy </span></div><div class="t m0 x1 h2 y166 ff7 fs0 fc0 sc0 ls0 ws0">dzień bilansow<span class="_ _0"></span>y i<span class="ff1"> podleg<span class="_ _0"></span>a odpis<span class="_ _0"></span>owi w <span class="ff7">przy<span class="_ _0"></span>padku, kie<span class="_ _0"></span>dy <span class="_ _0"></span>zachodzi wątpliw<span class="_ _0"></span>ość osiągnięcia <span class="_ _0"></span>przez <span class="_ _1"></span>S<span class="_ _6"></span>półkę <span class="_ _0"></span>korzyści e<span class="_ _0"></span>konomicznych zwią-</span></span></div><div class="t m0 x1 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">zanych z wykorzystaniem aktywów z <span class="ff7">tytułu odroczonego podatku dochodowego.</span> </div><div class="t m0 x1 h2 y20f ff1 fs0 fc0 sc0 ls0 ws0">Rezerwa z <span class="ff7">tytułu odroczonego podatku doc<span class="_ _0"></span>hodowego tworzona jest <span class="_ _0"></span>od dodatnich różnic prz<span class="_ _0"></span>ejściowych pomiędzy wartością podat-</span></div><div class="t m0 x1 h2 y210 ff7 fs0 fc0 sc0 ls0 ws0">kową aktywów i<span class="ff1"> </span>zobowiązań, a<span class="ff1"> </span>ich wartością bilansową w<span class="ff1"> sprawozdaniu finansowym. </span></div><div class="t m0 x1 h23 y309 ff4 fs6 fc1 sc0 ls0 ws0">3.20.<span class="ffb"> <span class="_ _21"> </span><span class="ff3">PŁATNOŚCI W</span></span> FO<span class="_ _0"></span>RMIE AKCJI (<span class="_ _0"></span>OPCJE NA AK<span class="_ _0"></span>CJE) </div><div class="t m0 x1 h2 y30a ff7 fs0 fc0 sc0 ls0 ws0">Przyznane członkom <span class="_ _6"></span>Zarządu i<span class="ff1"> </span>kluczowym <span class="_ _6"></span>menedżerom opcje na <span class="_ _6"></span>akcje (<span class="_ _6"></span>warranty) stanowią transakcje roz<span class="_ _6"></span>liczane w<span class="_ _6"></span><span class="ff1"> instrumentach </span></div><div class="t m0 x1 h2 y30b ff7 fs0 fc0 sc0 ls0 ws0">kapitałowych. Ko<span class="_ _6"></span>szt <span class="_ _6"></span>transakcji <span class="_ _6"></span>rozliczanych <span class="_ _6"></span>w<span class="ff1"> <span class="_ _6"></span></span>instrumentach kapitałowych <span class="_ _6"></span>jest <span class="_ _11"></span>wyceniany przez <span class="_ _6"></span>o<span class="_ _6"></span>dniesienie do<span class="_ _6"></span> <span class="_ _6"></span>wartości <span class="_ _6"></span>godziwej </div><div class="t m0 x1 h2 y30c ff1 fs0 fc0 sc0 ls0 ws0">na <span class="_ _14"></span>dzi<span class="ff7">eń <span class="_ _15"></span>przyznania <span class="_ _14"></span>praw. <span class="_ _14"></span>Przy <span class="_ _14"></span>wycenie <span class="_ _14"></span>nie <span class="_ _15"></span>są <span class="_ _14"></span>uwzględniane <span class="_ _15"></span>żadne <span class="_ _14"></span>warunki <span class="_ _14"></span>dotyczące <span class="_ _14"></span>efektywności <span class="_ _14"></span>wyników, <span class="_ _15"></span>poza <span class="_ _14"></span>związanymi </span></div><div class="t m0 x1 h2 y30d ff1 fs0 fc0 sc0 ls0 ws0">z <span class="ff7">ceną akcji.</span> </div><div class="t m0 x1 h2 y84 ff1 fs0 fc0 sc0 ls0 ws0">Koszt <span class="_ _0"></span>transakcji <span class="_ _0"></span>rozliczanych <span class="_ _1"></span>w <span class="ff7">ins<span class="_ _6"></span>trumentach <span class="_ _0"></span>kapitałowych <span class="_ _1"></span>jest ujmowany <span class="_ _1"></span>wraz z<span class="ff1"> </span>odpowiadającym <span class="_ _1"></span>mu wzrostem <span class="_ _1"></span>wartości k<span class="_ _0"></span>apitału </span></div><div class="t m0 x1 h2 y30e ff7 fs0 fc0 sc0 ls0 ws0">własnego <span class="_ _0"></span>w<span class="ff1"> </span>okresie, <span class="_ _0"></span>którego<span class="_ _0"></span> <span class="_ _0"></span>dotyczą <span class="_ _1"></span>warunki nabyw<span class="_ _0"></span>ania <span class="_ _1"></span>uprawnień dotyczące <span class="_ _1"></span>efektywności <span class="_ _1"></span>wyników, <span class="_ _0"></span>kończącym <span class="_ _0"></span>się <span class="_ _1"></span>w<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>dniu, <span class="_ _1"></span>w któ-</span></div><div class="t m0 x1 h2 y30f ff7 fs0 fc0 sc0 ls0 ws0">rym <span class="_ _11"></span>członkowie <span class="_ _11"></span>Zarządu <span class="_ _14"></span>i<span class="ff1"> </span>kluczowi <span class="_ _11"></span>menedżerowie <span class="_ _11"></span>zdobędą <span class="_ _11"></span>pełne <span class="_ _11"></span>uprawnienia <span class="_ _11"></span>do <span class="_ _14"></span>świadczeń <span class="_ _11"></span>(dzień <span class="_ _11"></span>nabycia <span class="_ _11"></span>praw). <span class="_ _14"></span>Skumulowany </div><div class="t m0 x1 h2 y310 ff7 fs0 fc0 sc0 ls0 ws0">koszt ujęty z<span class="ff1"> </span>tytułu transakcji <span class="_ _0"></span>rozliczanych w<span class="ff1"> </span>instrumentach kapitał<span class="_ _0"></span>owych na każdy dzie<span class="_ _0"></span>ń bilansowy do dnia <span class="_ _0"></span>nabycia praw<span class="_ _0"></span>, odzwier-</div><div class="t m0 x1 h2 y311 ff7 fs0 fc0 sc0 ls0 ws0">ciedla stopień upływu czasu nabywania praw oraz liczbę opcji, do których prawa zostaną ostatecznie nabyte.<span class="ff1"> </span></div><div class="t m0 x1 h2 y312 ff7 fs0 fc0 sc0 ls0 ws0">Wartość godziwa przyznanych opcji jest ujmowana<span class="_ _0"></span> w<span class="ff1"> <span class="_ _6"></span>rachunku zysków i strat w korespondencji z </span>kapitałem rezerwowym. Wartość<span class="_ _0"></span> </div><div class="t m0 x1 h2 y313 ff7 fs0 fc0 sc0 ls0 ws0">godziwa <span class="_ _11"></span>opcji <span class="_ _14"></span>jest <span class="_ _14"></span>mierzona <span class="_ _14"></span>na <span class="_ _11"></span>dzień <span class="_ _14"></span>przyznania <span class="_ _11"></span>u<span class="_ _6"></span>prawnień <span class="_ _11"></span>oraz <span class="_ _14"></span>jest <span class="_ _14"></span>ujmowana <span class="_ _14"></span>w<span class="_ _6"></span><span class="ff1"> </span>okresie <span class="_ _11"></span>nabywania <span class="_ _14"></span>uprawnień. <span class="_ _11"></span>Wartość <span class="_ _14"></span>ta <span class="_ _14"></span>jest </div><div class="t m0 x1 h2 y314 ff1 fs0 fc0 sc0 ls0 ws0">mierzona w oparci<span class="_ _0"></span>u o <span class="ff7">model<span class="_ _0"></span> wy<span class="_ _0"></span>ceny <span class="_ _0"></span>Monte Carlo,<span class="_ _0"></span> k<span class="_ _0"></span>tóry je<span class="_ _0"></span>st r<span class="_ _0"></span>ozwinięciem <span class="_ _0"></span>modelu w<span class="_ _0"></span>yceny <span class="_ _0"></span>Blacka –<span class="ff1"> <span class="_ _1"></span><span class="ff7">Scholesa, uwzględniając <span class="_ _0"></span>terminy </span></span></span></div><div class="t m0 x1 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">i warunki przyznania opcji na akcje. </div><div class="t m0 x1 h2 y316 ff7 fs0 fc0 sc0 ls0 ws0">Rozwadniający <span class="_ _6"></span>wpływ <span class="_ _6"></span>wyemitowanych <span class="_ _11"></span>opcji <span class="_ _6"></span>jest <span class="_ _6"></span>uwzględniany <span class="_ _6"></span>przy <span class="_ _11"></span>ustalaniu <span class="_ _6"></span>wielkości <span class="_ _6"></span>zysku <span class="_ _11"></span>przypadającego na <span class="_ _11"></span>jedną <span class="_ _11"></span>akcję, jako </div><div class="t m0 x1 h2 y317 ff1 fs0 fc0 sc0 ls0 ws0">dodatkowe rozwodnienie akcji. </div><div class="t m0 x1 h22 y318 ff4 fs5 fc1 sc0 ls1d ws0">4.<span class="ffb ls0"> <span class="_ _17"> </span><span class="ff4">KURSY STOSO<span class="_ _6"></span>WANE DO WYC<span class="_ _6"></span>ENY <span class="ff3">AKTYWÓ<span class="_ _6"></span>W I<span class="_ _6"></span></span> <span class="ff3">PASYWÓW <span class="_ _6"></span></span> </span></span></div><div class="t m0 x1 h2 y319 ff1 fs0 fc0 sc0 ls0 ws0">Poszczególne <span class="_ _11"></span>pozycje <span class="_ _6"></span>aktywów <span class="_ _11"></span>i <span class="_ _6"></span><span class="ff7">pasywów <span class="_ _6"></span>przeliczone <span class="_ _11"></span>na <span class="_ _11"></span>EURO <span class="_ _11"></span>zostały <span class="_ _11"></span>według <span class="_ _11"></span>średniego <span class="_ _6"></span>kursu<span class="_ _6"></span></span> <span class="_ _14"></span>z dnia <span class="_ _6"></span>3<span class="_ _6"></span>1.<span class="ls6">12</span>.2024 <span class="_ _11"></span><span class="ff7">roku <span class="_ _11"></span>ogłoszo-</span></div><div class="t m0 x1 h2 y31a ff1 fs0 fc0 sc0 ls0 ws0">nego przez <span class="_ _6"></span><span class="ff7">NBP, <span class="_ _6"></span>który wynosił 4,<span class="_ _6"></span></span>2730 <span class="ff7">z<span class="_ _6"></span>ł/EUR. Poszczególne pozycje <span class="_ _6"></span>rachunku zysków i<span class="_ _6"></span></span> <span class="ff7">strat zos<span class="_ _6"></span>tały przeliczone na <span class="_ _6"></span>EURO według </span></div><div class="t m0 x1 h2 y221 ff1 fs0 fc0 sc0 ls0 ws0">kursu <span class="_ _6"></span>4,3042 <span class="_ _11"></span><span class="ff7">zł/EUR, <span class="_ _6"></span>który <span class="_ _6"></span>stanowi <span class="_ _6"></span>średnią <span class="_ _6"></span>arytmetyczną <span class="_ _6"></span>średnich <span class="_ _11"></span>kursów EURO <span class="_ _11"></span>ustalonych <span class="_ _6"></span>przez <span class="_ _6"></span>NBP <span class="_ _6"></span>na <span class="_ _6"></span>o<span class="_ _6"></span>statni dz<span class="_ _6"></span>ień <span class="_ _6"></span>każdego </span></div><div class="t m0 x1 h2 y31b ff7 fs0 fc0 sc0 ls0 ws0">zakończonego miesiąca objętego raportem.<span class="ff1"> </span></div><div class="t m0 x1 h2 y223 ff7 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _1a"> </span>wyliczenia <span class="_ _15"></span>kursu <span class="_ _15"></span>średniego <span class="_ _1a"> </span>przyjęto <span class="_ _15"></span>następujące <span class="_ _1a"> </span>kursy <span class="_ _15"></span>EURO <span class="_ _1a"> </span>z <span class="_ _15"></span>dnia: <span class="_ _15"> </span>3<span class="_ _6"></span>1.01.24  –<span class="ff1"> <span class="_ _15"></span></span>4,3434 <span class="_ _15"></span>zł/EUR, <span class="_ _15"> </span>29.02.24  –<span class="ff1"> <span class="_ _15"></span></span>4,3190 <span class="_ _15"></span>zł/EUR, </div><div class="t m0 x1 h2 y31c ff1 fs0 fc0 sc0 ls0 ws0">31.03.24 <span class="_ _15"></span><span class="ff7">–</span> <span class="_ _15"></span><span class="ff7">4,3009 <span class="_ _15"></span>zł/EUR</span><span class="ls1e">, <span class="_ _15"> </span><span class="ls6">30<span class="_ _6"></span></span></span>.04.24 <span class="_ _15"></span><span class="ff7">–</span> <span class="_ _14"></span><span class="ls2">4,</span>3213 <span class="_ _15"></span><span class="ff7">zł/EUR, <span class="_ _15"></span>31.05.2</span>4 <span class="_ _15"></span><span class="ff7">–</span> <span class="_ _14"></span>4,2678 <span class="_ _15"> </span><span class="ff7">zł/EUR, <span class="_ _15"></span></span><span class="ls2">28</span>.06.24 <span class="_ _15"></span><span class="ff7">–</span> <span class="_ _15"></span><span class="ls2">4,</span>3130 <span class="_ _14"></span><span class="ff7">zł/EUR</span>, <span class="_ _15"></span>31.07.24 <span class="_ _15"></span><span class="ff7">–</span> <span class="_ _15"></span>4,2953 </div><div class="t m0 x1 h2 y201 ff7 fs0 fc0 sc0 ls0 ws0">zł/EUR, <span class="_ _0"></span>30.08.24 <span class="_ _1"></span>–<span class="ff1"> <span class="_ _0"></span><span class="ff7">4,2798 <span class="_ _0"></span>zł/EUR, <span class="_ _1"></span>30.09.24 –<span class="ff1"> <span class="_ _1"></span><span class="ff7">4,2791 <span class="_ _0"></span>zł/EUR,<span class="_ _0"></span> <span class="_ _0"></span><span class="ff1">31.10.<span class="ls2">24</span> <span class="_ _1"></span><span class="ff7">–<span class="ff1"> <span class="_ _0"></span><span class="ls2">4,<span class="_ _0"></span><span class="ff7 ls0">353 <span class="_ _0"></span>zł/EUR<span class="ff1">, <span class="_ _1"></span>30.11.24 <span class="ff7">–</span> <span class="_ _1"></span>4,3<span class="ff7">043 <span class="_ _0"></span>zł/EUR<span class="ff1 ls1e">, <span class="_ _0"></span><span class="ls0">31.12.24 <span class="_ _1"></span><span class="ff7">–<span class="ff1"> <span class="ls6">4,</span>2730 </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x1 h2 y31d ff7 fs0 fc0 sc0 ls0 ws0">zł/EUR.<span class="ff1">  </span></div><div class="t m0 x1 h2 y31e ff1 fs0 fc0 sc0 ls0 ws0">Dane porównyw<span class="_ _0"></span>alne dla<span class="_ _0"></span> p<span class="_ _0"></span>oszczególnych <span class="_ _0"></span>pozycji <span class="_ _0"></span>aktywów <span class="_ _0"></span>i <span class="ff7">pasywów <span class="_ _1"></span>przeliczone na <span class="_ _0"></span>EURO <span class="_ _0"></span>zostały <span class="_ _0"></span>według <span class="_ _0"></span>kursu <span class="_ _0"></span>średniego <span class="_ _1"></span>ogłosz<span class="_ _6"></span>o-</span></div><div class="t m0 x1 h2 y31f ff7 fs0 fc0 sc0 ls0 ws0">nego <span class="_ _10"> </span>przez <span class="_ _10"> </span>NBP, <span class="_ _10"> </span>obowiązujące<span class="_ _0"></span>go <span class="_ _10"> </span>na <span class="_ _10"> </span>ostatni <span class="_ _10"> </span>dzień <span class="_ _10"> </span>okresów<span class="_ _0"></span> <span class="_ _10"> </span>sprawozdawczych, <span class="_ _10"> </span>tj. <span class="_ _10"> </span>na  31<span class="_ _6"></span>.12.202<span class="_ _6"></span><span class="ff1">3 <span class="_ _10"> </span></span>roku, <span class="_ _10"> </span>który <span class="_ _10"> </span>wyniósł <span class="_ _10"> </span>4,<span class="ff1">3480 </span></div><div class="t m0 x1 h2 y228 ff7 fs0 fc0 sc0 ls0 ws0">zł/EURO. Da<span class="_ _0"></span>ne p<span class="_ _0"></span>orównywalne <span class="_ _1"></span>dla poszczególnych p<span class="_ _0"></span>ozycji <span class="_ _0"></span>rachunku<span class="_ _0"></span> zysków<span class="ff1"> i<span class="_ _0"></span> <span class="ff7">strat <span class="_ _0"></span>zostały <span class="_ _0"></span>przeliczone <span class="_ _0"></span>na <span class="_ _1"></span>EU<span class="_ _6"></span>RO <span class="_ _0"></span>według <span class="_ _0"></span>kursów <span class="_ _1"></span>sta-</span></span></div><div class="t m0 x1 h2 y320 ff7 fs0 fc0 sc0 ls0 ws0">nowiących <span class="_ _11"></span>średnią <span class="_ _11"></span>arytmetyczną <span class="_ _14"></span>średnich <span class="_ _11"></span>kursó<span class="_ _6"></span>w <span class="_ _11"></span>EURO <span class="_ _11"></span>ustalonych <span class="_ _11"></span>przez <span class="_ _14"></span>NBP <span class="_ _11"></span>n<span class="_ _6"></span>a <span class="_ _11"></span>ostatni <span class="_ _11"></span>dzień <span class="_ _11"></span>każdego <span class="_ _14"></span>zakończonego <span class="_ _11"></span>miesiąca </div><div class="t m0 x1 h2 y22a ff1 fs0 fc0 sc0 ls0 ws0">okresu porównawczego tj. od 01.01.2023 roku do 31.12.2023 <span class="ff7">roku, który wyniósł 4,</span>5284 <span class="ff7">zł/EURO.</span> </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w5d h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls1a ws0">23<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h22 y321 ff4 fs5 fc1 sc0 ls1f ws0">5.<span class="ffb ls0"> <span class="_ _22"> </span><span class="ff3">WAŻNIEJSZE<span class="ff4"> SZ<span class="_ _6"></span>ACUNKI I </span>O<span class="_ _6"></span>SĄDY<span class="_ _6"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y322 ff7 fs0 fc0 sc0 ls0 ws0">Sporządzenie <span class="_ _11"></span>sprawozdania <span class="_ _6"></span>zgodnie<span class="_ _6"></span><span class="ff1"> <span class="_ _11"></span>z </span>MSSF <span class="_ _11"></span>wymaga <span class="_ _6"></span>od <span class="_ _11"></span>Zarządu <span class="_ _11"></span>Spółki <span class="_ _6"></span>do<span class="_ _6"></span>konania <span class="_ _6"></span>szacunków, <span class="_ _11"></span>ocen <span class="_ _11"></span>oraz <span class="_ _11"></span>przyjęcia <span class="_ _6"></span>założeń, <span class="_ _11"></span>które </div><div class="t m0 x1 h2 y323 ff7 fs0 fc0 sc0 ls0 ws0">mają <span class="_ _15"></span>wpływ <span class="_ _11"></span>n<span class="_ _6"></span>a <span class="_ _14"></span>stosowane <span class="_ _14"></span>zasady <span class="_ _14"></span>rachu<span class="_ _6"></span>nkowości <span class="_ _14"></span>oraz <span class="_ _14"></span>na <span class="_ _15"></span>prezentowane <span class="_ _14"></span>kwoty <span class="_ _14"></span>aktywów<span class="_ _6"></span><span class="ff1"> <span class="_ _15"></span>i pasywów <span class="_ _14"></span>oraz <span class="_ _15"></span>kosztów <span class="_ _14"></span>i <span class="_ _6"></span>przychodów. </span></div><div class="t m0 x1 h2 y324 ff1 fs0 fc0 sc0 ls0 ws0">Szacunki i <span class="ff7">założenia <span class="_ _0"></span>są <span class="_ _0"></span>dokonywane <span class="_ _0"></span>na <span class="_ _0"></span>bazie dostępnych <span class="_ _0"></span>dany<span class="_ _0"></span>ch historycznych<span class="ff1"> a </span>także<span class="ff1"> <span class="_ _0"></span>w oparciu <span class="_ _0"></span>o <span class="ff7">inne c<span class="_ _0"></span>zynniki <span class="_ _0"></span>uważane<span class="ff1"> w danych </span></span></span></span></div><div class="t m0 x1 h2 y325 ff7 fs0 fc0 sc0 ls0 ws0">warunkach <span class="_ _6"></span>za właściwe. <span class="_ _6"></span>Wyniki <span class="_ _6"></span>tych działań <span class="_ _6"></span>tworzą <span class="_ _6"></span>podstawę <span class="_ _6"></span>do <span class="_ _6"></span>dokonywania szacunków<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>w </span>odniesieniu do <span class="_ _6"></span>wartości <span class="_ _6"></span>bilansowych </div><div class="t m0 x1 h2 y326 ff1 fs0 fc0 sc0 ls0 ws0">aktywów i pasywów, który<span class="_ _0"></span><span class="ff7">ch nie można jednoznacznie określić <span class="_ _0"></span>na podstawie innych źródeł. Za<span class="_ _0"></span>sadność powyższych szacunkó<span class="_ _0"></span>w<span class="ff1"> i za-</span></span></div><div class="t m0 x1 h2 y327 ff7 fs0 fc0 sc0 ls0 ws0">łożeń jest weryfikowana na bieżąco. <span class="ff1"> </span></div><div class="t m0 x1 h2 y328 ff7 fs0 fc0 sc0 ls0 ws0">Korekty dotyczące sz<span class="_ _6"></span>acunków są ujmowane<span class="_ _6"></span><span class="ff1"> w okresie, w którym do<span class="_ _6"></span>konano zmian <span class="_ _6"></span>w </span>przyjętych szacunkach, pod warunkiem, <span class="_ _6"></span>że ko-</div><div class="t m0 x1 h2 y329 ff1 fs0 fc0 sc0 ls0 ws0">rekta <span class="_ _6"></span>dotyczy <span class="_ _6"></span>tylko <span class="_ _11"></span>tego <span class="_ _6"></span>o<span class="_ _6"></span>kresu <span class="_ _6"></span>lub<span class="_ _6"></span> <span class="_ _6"></span>w <span class="_ _6"></span>okresie, <span class="_ _6"></span>w którym <span class="_ _11"></span>dokonano <span class="_ _6"></span>zmian <span class="_ _11"></span>i <span class="ff7">w <span class="_ _6"></span>o<span class="_ _6"></span>kresach <span class="_ _6"></span>następnych</span> <span class="_ _6"></span><span class="ff7">(ujęcie <span class="_ _11"></span>prospektywne), <span class="_ _6"></span>jeśli <span class="_ _6"></span>ko-</span></div><div class="t m0 x1 h2 y32a ff7 fs0 fc0 sc0 ls0 ws0">rekta dotyczy zarówno okresu bieżącego jak<span class="ff1"> i okresów </span>następnych.<span class="ff1"> Informacja o szacunkach prezentowana jest w nocie nr 30. </span></div><div class="t m0 x1 h22 y32b ff4 fs5 fc1 sc0 ls20 ws0">6.<span class="ffb ls0"> <span class="_ _1d"> </span><span class="ff4">ZMIANY W STANDARDAC<span class="_ _6"></span>H <span class="ff3">RA<span class="_ _6"></span>CHUNKOWOŚCI<span class="_ _6"></span></span> </span></span></div><div class="t m0 x1 h24 y32c ff5 fs7 fc2 sc0 ls0 ws0">STANDARDY I <span class="ff6">IN<span class="_ _0"></span>TERPRETACJ<span class="_ _0"></span>E, JAKIE Z<span class="_ _0"></span>OSTAŁY JUŻ O<span class="_ _0"></span>PUBLIKOWAN<span class="_ _0"></span>E I<span class="ff5"> ZATWIERDZO<span class="_ _0"></span>NE PRZ<span class="_ _0"></span>EZ UE </span></span></div><div class="t m0 x1 h24 y32d ff5 fs7 fc2 sc0 ls0 ws0">I <span class="ff6">WESZŁY W</span> <span class="ff6">ŻY<span class="_ _0"></span>CIE OD LUB P<span class="_ _0"></span>O 1 STYC<span class="_ _0"></span>ZNIA 202<span class="ff5">4 </span></span></div><div class="t m0 x1 h7 y32e ff6 fs0 fc3 sc0 ls0 ws0">ZMIANA DO MSR 1 „PREZENTACJA SPRAWOZDAŃ FINANSOWYCH”<span class="ff5"> </span></div><div class="t m0 x1 h2 y32f ff7 fs0 fc0 sc0 ls0 ws0">Rada MSR doprecyzowała zasady klasyf<span class="_ _0"></span>ikacji zobowiązań do długo<span class="ff1">- lub krótkoterminowych przede wszystkim w dwóch<span class="_ _0"></span> aspektach: </span></div><div class="t m0 x1 h2 y330 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">doprecyzowano, że klasyfikacja jest zależna od praw jakie posiada jednostka na dzień bilanso<span class="_ _0"></span>wy,<span class="_ _6"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y331 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">intencje kierownictwa w odniesieniu do przyspieszenia lub opóźnienia płatności zobowiązania nie są brane pod uwagę<span class="_ _0"></span>.<span class="_ _6"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y332 ff7 fs0 fc0 sc0 ls0 ws0">Zmiany obowiązują dla okresów rocznych rozpoczynających się 1 stycznia 2024 roku lub później.<span class="ff1"> </span></div><div class="t m0 x1 h7 y333 ff6 fs0 fc3 sc0 ls0 ws0">ZMIANA DO MSSF 16 „LEASING”<span class="ff5"> </span></div><div class="t m0 x1 h2 y21b ff7 fs0 fc0 sc0 ls0 ws0">Zmiana doprecyzowuje wymogi w odniesieniu do wy<span class="_ _0"></span>ceny zobowiązania leasingowego powstającego wskutek transakcji sprze<span class="_ _0"></span>daży i </div><div class="t m0 x1 h2 y104 ff7 fs0 fc0 sc0 ls0 ws0">leasingu <span class="_ _11"></span>zwrotnego. <span class="_ _11"></span>Ma <span class="_ _14"></span>zapobiec <span class="_ _11"></span>nieprawidłowemu <span class="_ _11"></span>ujmo<span class="_ _6"></span>waniu <span class="_ _11"></span>wyniku <span class="_ _11"></span>na <span class="_ _14"></span>transakcji <span class="_ _11"></span>w <span class="_ _11"></span>części <span class="_ _14"></span>dotyczącej <span class="_ _11"></span>zachowanego <span class="_ _11"></span>prawa <span class="_ _11"></span>do<span class="_ _6"></span> </div><div class="t m0 x1 h2 y21c ff7 fs0 fc0 sc0 ls0 ws0">użytkowania w przypadku, gdy płatności leasingowe są zmienne i nie zależą od indeksu lub stawki. <span class="ff1"> </span></div><div class="t m0 x1 h2 y1f8 ff7 fs0 fc0 sc0 ls0 ws0">Zmiana obowiązuje dla okresów rocznych rozpoczynających się 1 stycznia 2024 roku. <span class="ff1"> </span></div><div class="t m0 x1 h7 y334 ff6 fs0 fc3 sc0 ls0 ws0">ZMIANA DO MSR 1 „PREZENTACJA SPRAWOZDAŃ FINANSOWYCH”<span class="ff5"> </span></div><div class="t m0 x1 h2 y335 ff7 fs0 fc0 sc0 ls0 ws0">Zmiana <span class="_ _11"></span>doprecyzowuje, <span class="_ _11"></span>że <span class="_ _11"></span>na <span class="_ _11"></span>dzień <span class="_ _14"></span>bilansowy <span class="_ _11"></span>jednostka <span class="_ _11"></span>nie <span class="_ _11"></span>bierze <span class="_ _11"></span>pod <span class="_ _14"></span>uwagę <span class="_ _11"></span>kowenantów, <span class="_ _11"></span>które <span class="_ _11"></span>będą <span class="_ _11"></span>m<span class="_ _6"></span>usiały <span class="_ _11"></span>być <span class="_ _11"></span>spełnione <span class="_ _11"></span>w </div><div class="t m0 x1 h2 y319 ff7 fs0 fc0 sc0 ls0 ws0">przyszłości, rozważając klasyfikację zobowiązań <span class="_ _6"></span>do długo<span class="ff1">- <span class="_ _6"></span></span>lub krótkoterminowych. Jednostka powinna natomiast u<span class="_ _6"></span>jawnić informa-</div><div class="t m0 x1 h2 y336 ff1 fs0 fc0 sc0 ls0 ws0">cje o tych <span class="ff7">kowenantach w notach objaśniających do sprawozdania finansowego. </span> </div><div class="t m0 x1 h2 y337 ff7 fs0 fc0 sc0 ls0 ws0">Zmiana obowiązuje dla okresów rocznych rozpoczynających się 1 stycznia 2024 roku.<span class="ff1"> </span></div><div class="t m0 x1 h7 y338 ff6 fs0 fc3 sc0 ls0 ws0">ZMIANY DO MSR 7 „SPRAWOZDANIE Z PRZEPŁYWÓW PIENIĘŻNYCH” I MSSF 7 „INST<span class="_ _0"></span>RUMENTY FINANSOWE”<span class="_ _6"></span><span class="ff5"> </span></div><div class="t m0 x1 h2 y2c5 ff7 fs0 fc0 sc0 ls0 ws0">Zmiany doprecyzowują cechy umów finansowania zobowiązań wobec dostawców (tzw. <span class="_ _6"></span>umowy faktori<span class="_ _0"></span>ngu odwrotnego) oraz wpro-</div><div class="t m0 x1 h2 y339 ff7 fs0 fc0 sc0 ls0 ws0">wadzają obowiązek ujawniania informacji na temat<span class="_ _0"></span> umów zawartych z dostawcami, w tym<span class="_ _0"></span> ich warunki, kwoty<span class="_ _0"></span> tych zobowiązań, ter-</div><div class="t m0 x1 h2 y33a ff7 fs0 fc0 sc0 ls0 ws0">miny płatności<span class="_ _0"></span> i <span class="_ _0"></span>informacje <span class="_ _1"></span>o ryzyku <span class="_ _0"></span>płynności. <span class="_ _0"></span>Zmiany <span class="_ _0"></span>obowiązują dla<span class="_ _0"></span> <span class="_ _0"></span>okresów rocz<span class="_ _0"></span>nych ro<span class="_ _0"></span>zpoczynających <span class="_ _0"></span>się <span class="_ _0"></span>1 <span class="_ _0"></span>stycznia <span class="_ _0"></span>2024 rok<span class="_ _0"></span>u </div><div class="t m0 x1 h2 y33b ff7 fs0 fc0 sc0 ls0 ws0">lub później.<span class="ff1 ls21">  <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y2c9 ff7 fs0 fc0 sc0 ls0 ws0">Powyższe zmiany nie miały wpływu na niniejsze sprawozdanie finansowe.<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w41 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls1a ws0">24<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h24 y1dd ff5 fs7 fc2 sc0 ls0 ws0">STANDARDY I<span class="_ _0"></span> INTERPRETACJ<span class="_ _0"></span>E ORAZ<span class="_ _0"></span> ZMIANY <span class="_ _0"></span>DO NICH, KTÓR<span class="_ _0"></span>E NIE <span class="ff6">SĄ OBOWIĄ<span class="_ _0"></span>ZUJĄCE OD<span class="_ _0"></span> 1 </span></div><div class="t m0 x1 h24 y33c ff5 fs7 fc2 sc0 ls0 ws0">STYCZNIA 2024 <span class="_ _0"></span> </div><div class="t m0 x1 h7 y33d ff6 fs0 fc3 sc0 ls0 ws0">ZMIANY DO MSR 21 „SKUTKI ZMIAN KURSÓW WYMIANY WALUT OBCYCH”<span class="ff5"> </span></div><div class="t m0 x1 h2 y33e ff7 fs0 fc0 sc0 ls0 ws0">Zmiana wyjaśnia następujące kwestie:<span class="ff1"> </span></div><div class="t m0 x1 h2 y22e ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">sposób w jaki jednostka powinna oceniać, czy dana waluta jest wymienialna,<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y22f ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">zasady ustalenia kursu wymiany waluty w przypadku braku wymienialności,<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y230 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">ujawnienia informacji w sprawozdaniu finansowym w przypadku braku wymienialności walut.<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y33f ff7 fs0 fc0 sc0 ls0 ws0">Zmiany w <span class="_ _6"></span>MSR 21 mają z<span class="_ _6"></span>astosowanie do rocznych okresów <span class="_ _6"></span>sprawozdawczych rozpoczynających <span class="_ _6"></span>się w <span class="_ _6"></span>dn. 1 stycznia 2025 <span class="_ _6"></span>lub póź-</div><div class="t m0 x1 h2 y340 ff1 fs0 fc0 sc0 ls0 ws0">niej. </div><div class="t m0 x1 h7 y341 ff5 fs0 fc3 sc0 lse ws0">MS<span class="ls15">SF<span class="ls0"> <span class="ls2">18</span> <span class="ff6">„</span>PREZENTACJA I UJAWNIANIE INFORMACJI W SPRAWOZDANIACH FINANSOWYCH<span class="ff6">”</span> </span></span></div><div class="t m0 x1 h2 y342 ff7 fs0 fc0 sc0 ls0 ws0">Nowy standard zastąpi MSR 1 „Prezentacja sprawozdań finansowych”. MSSF 18 wprowadza m.in.:<span class="ff1"> </span></div><div class="t m0 x1 h2 y343 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">nową strukturę rachunku zysków i strat, <span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y344 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">zwiększone wymagania w zakresie agregacji i dezagregacji danych,<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y345 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">wymogi ujawniania mierników efektywności określonych przez kierownictwo (management<span class="_ _6"></span><span class="ff1">-defined perf<span class="_ _0"></span>ormance measures). </span></span></span></div><div class="t m0 x1 h2 y346 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="ff7">Standard ten zacznie obowiązywać dla rocznych okresów spraw<span class="_ _0"></span>ozdawczych rozpoczynających się 1 stycznia 2027 roku. <span class="_ _6"></span><span class="ff1"> </span></span></div><div class="t m0 x1 h7 y347 ff5 fs0 fc3 sc0 lse ws0">MS<span class="ls15">SF<span class="ls0"> <span class="ls2">19</span> <span class="ff6">„SPÓŁKI ZALEŻNE BEZ PUBLICZNEJ ODPOWIEDZ<span class="_ _0"></span>IALNOŚCI: UJAWNIANIE INFORMACJI”<span class="ff5"> </span></span></span></span></div><div class="t m0 x1 h2 y348 ff7 fs0 fc0 sc0 ls0 ws0">Standard <span class="_ _6"></span>ma <span class="_ _6"></span>zastosowanie <span class="_ _11"></span>dla jednostek <span class="_ _11"></span>zależnych <span class="_ _6"></span>bez <span class="_ _6"></span>odpowiedzialności <span class="_ _6"></span>publicznej, <span class="_ _11"></span>w <span class="_ _6"></span>przypadku <span class="_ _6"></span>których <span class="_ _6"></span>ich <span class="_ _11"></span>jednostka<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>dom<span class="_ _6"></span>inu-</span></div><div class="t m0 x1 h2 y349 ff7 fs0 fc0 sc0 ls22 ws0">jąca <span class="ff1 ls0"> <span class="_ _6"></span><span class="ff7">przygotowuje skonsolidowane sprawozdanie finansowe wg MSS<span class="_ _6"></span>F. Nowy MSSF 19 z<span class="_ _6"></span>walnia z ujawnień wymaganych <span class="_ _6"></span>przez inne </span></span></div><div class="t m0 x1 h2 y34a ff7 fs0 fc0 sc0 ls0 ws0">standardy, a w ich miejsce wprowadza nową listę. <span class="ff1"> </span></div><div class="t m0 x1 h2 y34b ff7 fs0 fc0 sc0 ls0 ws0">Standard będzie mieć zastosowanie <span class="ff1"> </span>dla okresów rocznych rozpoczynających się dnia 1 stycznia 2027 roku lub później;<span class="ff1"> </span></div><div class="t m0 x1 h7 y34c ff5 fs0 fc3 sc0 ls0 ws0">MSSF 9<span class="_ _6"></span> IN<span class="_ _6"></span>STRUMENTY FINANSOWE <span class="_ _6"></span>I <span class="_ _6"></span>MSSF 7 <span class="_ _11"></span><span class="ff6">„</span>INSTRUMENTY <span class="_ _6"></span>FINANSOWE: <span class="_ _6"></span>UJAWNIENIA <span class="_ _6"></span>- <span class="_ _6"></span>KLASYFIKACJA I <span class="_ _6"></span>W<span class="_ _6"></span>YCENA IN-</div><div class="t m0 x1 h7 y34d ff5 fs0 fc3 sc0 ls0 ws0">STRUMENTÓW FINANSOWYCH<span class="ff6">”</span> W ZAKRESIE KLASYFIKACJI I WYCENY INSTRUMENTÓW FINANSOWYCH </div><div class="t m0 x1 h2 y34e ff7 fs0 fc0 sc0 ls0 ws0">Zmiany do MSSF 9 wprowadzają możliwość wyboru zasady rachunkowości w zakresie momentu wygaśnięcia zobowiązania w przy-</div><div class="t m0 x1 h2 y34f ff7 fs0 fc0 sc0 ls0 ws0">padku, gdy płatność następuje przez system płatności elektronicznych (jeśli spełnione są określone warunki).<span class="ff1"> </span></div><div class="t m0 x1 h2 y350 ff7 fs0 fc0 sc0 ls0 ws0">Zmiany  do<span class="_ _0"></span> <span class="_ _1a"> </span>MSSF  9<span class="_ _0"></span> <span class="_ _1a"> </span>dotyczące  te<span class="_ _0"></span>stu <span class="_ _1a"> </span>SPPI  d<span class="_ _0"></span>ostarczają <span class="_ _1a"> </span>wskazówek, <span class="_ _1a"> </span>które <span class="_ _1a"> </span>pomogą  o<span class="_ _6"></span>cenić, <span class="_ _1a"> </span>czy <span class="_ _1a"> </span>przepływy <span class="_ _1a"> </span>pieniężne <span class="_ _1a"> </span>wynikające  z </div><div class="t m0 x1 h2 y351 ff7 fs0 fc0 sc0 ls0 ws0">umowy <span class="_ _6"></span>są <span class="_ _6"></span>z<span class="_ _6"></span>godne <span class="_ _6"></span>z <span class="_ _11"></span>basic <span class="_ _6"></span>lending <span class="_ _6"></span>arrangement. <span class="_ _11"></span>Ponadto <span class="_ _6"></span>zmiany <span class="_ _6"></span>wprowadzają <span class="_ _11"></span>jaśniejszą <span class="_ _6"></span>definicję <span class="_ _11"></span>cechy <span class="_ _6"></span>„bez <span class="_ _6"></span>prawa <span class="_ _11"></span>regresu” <span class="_ _6"></span>(non<span class="_ _11"></span><span class="ff1">-</span></div><div class="t m0 x1 h2 y352 ff1 fs0 fc0 sc0 ls0 ws0">recourse). </div><div class="t m0 x1 h2 y353 ff7 fs0 fc0 sc0 ls0 ws0">Zmiany do MSSF 9 dostarczają również dodatkowych wyty<span class="_ _0"></span>cznych w zakresie charakterystyki contractually linked instruments.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y354 ff7 fs0 fc0 sc0 ls0 ws0">Zmiany do MSSF 7 dodają nowe wymagania w zakresie ujawnień:<span class="ff1"> </span></div><div class="t m0 x1 h2 y355 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">dotyczących <span class="_ _14"></span>inwestycji <span class="_ _14"></span>w <span class="_ _14"></span>instrumenty <span class="_ _14"></span>kapitałowe <span class="_ _11"></span>wyznaczone <span class="_ _14"></span>jako <span class="_ _14"></span>wyceniane <span class="_ _14"></span>w <span class="_ _14"></span>wartości <span class="_ _14"></span>godziwej <span class="_ _11"></span>przez <span class="_ _14"></span>inne <span class="_ _14"></span>całkowite <span class="_ _14"></span>do-</span></span></div><div class="t m0 x7b h2 y356 ff1 fs0 fc0 sc0 ls0 ws0">chody, </div><div class="t m0 x1 h2 y357 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">dla <span class="_ _6"></span>każdej <span class="_ _6"></span>klasy <span class="_ _6"></span>aktywów <span class="_ _6"></span>finansowych <span class="_ _6"></span>wycenianych w <span class="_ _6"></span>z<span class="_ _6"></span>amortyzowanym <span class="_ _6"></span>koszcie <span class="_ _6"></span>lub <span class="_ _6"></span>w <span class="_ _6"></span>wartości <span class="_ _6"></span>godziwej <span class="_ _6"></span>przez <span class="_ _6"></span>inne <span class="_ _6"></span>całkowite </span></span></div><div class="t m0 x7b h2 y358 ff7 fs0 fc0 sc0 ls0 ws0">dochody, a także dla zobowiązań finansowych wycenianych w zamortyzowanym koszcie.<span class="ff1"> </span></div><div class="t m0 x1 h2 y359 ff1 fs0 fc0 sc0 ls0 ws0">Standardy <span class="ff7">będą</span> <span class="ff7">mieć zastosowanie </span> <span class="ff7">dla okresów rocznych rozpoczynających się dnia 1 stycznia 202</span>6 <span class="ff7">roku lub później.</span> </div><div class="t m0 x1 h7 y35a ff5 fs0 fc3 sc0 ls0 ws0">MSSF 9<span class="_ _6"></span> IN<span class="_ _6"></span>STRUMENTY FINANSOWE <span class="_ _6"></span>I <span class="_ _6"></span>MSSF 7 <span class="_ _11"></span><span class="ff6">„</span>INSTRUMENTY <span class="_ _6"></span>FINANSOWE: <span class="_ _6"></span>UJAWNIENIA <span class="_ _6"></span>- <span class="_ _6"></span>KLASYFIKACJA I <span class="_ _6"></span>W<span class="_ _6"></span>YCENA IN-</div><div class="t m0 x1 h7 y35b ff5 fs0 fc3 sc0 ls0 ws0">STRUMENTÓW <span class="_ _14"></span>FINANSOWYCH<span class="ff6 ls23">” <span class="_ _15"></span></span>W <span class="_ _14"></span>ZAKRESIE <span class="_ _15"></span>UMÓW <span class="_ _14"></span>PPA <span class="_ _15"></span>(CONTRACTS <span class="_ _14"></span>REFERENCING <span class="_ _14"></span>N<span class="_ _6"></span>ATURE-DEPENDENT <span class="_ _14"></span>ELECTRI-</div><div class="t m0 x1 h7 y35c ff5 fs0 fc3 sc0 ls0 ws0">CITY) </div><div class="t m0 x1 h2 y35d ff7 fs0 fc0 sc0 ls0 ws0">Zmiany <span class="_ _11"></span>do <span class="_ _6"></span>MSSF <span class="_ _11"></span>9 <span class="_ _11"></span>obejmują <span class="_ _6"></span>informacje <span class="_ _11"></span>na <span class="_ _11"></span>temat <span class="_ _11"></span>tego, <span class="_ _6"></span>które <span class="_ _6"></span>kontrakty <span class="_ _11"></span>PPA <span class="_ _11"></span>mogą <span class="_ _11"></span>być <span class="_ _6"></span>stosowane <span class="_ _11"></span>w <span class="_ _11"></span>rachunkowości <span class="_ _6"></span>zabezpieczeń </div><div class="t m0 x1 h2 y35e ff7 fs0 fc0 sc0 ls0 ws0">oraz jakie konkretne warunki są dozwolone w takich relacjach zabezpieczających.<span class="ff1"> </span></div><div class="t m0 x1 h2 y35f ff7 fs0 fc0 sc0 ls0 ws0">Zmiany do <span class="_ _1"></span>MS<span class="_ _6"></span>SF <span class="_ _0"></span>7 wp<span class="_ _0"></span>rowadzają nowe<span class="_ _0"></span> wy<span class="_ _0"></span>mogi dotyczące <span class="_ _0"></span>ujaw<span class="_ _0"></span>niania informacji <span class="_ _0"></span>w <span class="_ _0"></span>przypadk<span class="_ _0"></span>u <span class="_ _0"></span>umów PPA <span class="_ _1"></span>z<span class="_ _6"></span>godnie <span class="_ _0"></span>z <span class="_ _0"></span>definicją <span class="_ _0"></span>zawartą </div><div class="t m0 x1 h2 y360 ff1 fs0 fc0 sc0 ls0 ws0">w zmianach do MSSF 9. </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x7 y361 w5 h3c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w53 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls1a ws0">25<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h7 y3c ff7 fs0 fc0 sc0 ls0 ws0">Standardy będą mieć zastosowanie <span class="ff1"> </span>dla okresów rocznych rozpoczynających się dnia 1 stycznia 202<span class="ff1">6 </span>roku lub później.<span class="ff5 fc3"> </span></div><div class="t m0 x1 h7 y362 ff5 fs0 fc3 sc0 ls0 ws0">ZMIANY MSSF 1, MSSF7, MSSF 9, MSSF 10, MSR 7 </div><div class="t m0 x1 h2 yec ff1 fs0 fc0 sc0 ls0 ws0">Wprowadzone zmiany do MSSF1, <span class="ff7">MSSF 7, MSSF 9, MSSF10 i IAS 7 mają charakter redakcyjny.</span> </div><div class="t m0 x1 h2 y363 ff7 fs0 fc0 sc0 ls0 ws0">Ulepszenia mają zastosowanie dla okresów rocznych rozpoczynających się dnia 1 stycznia<span class="_ _0"></span> 2026 roku lub później<span class="_ _6"></span><span class="ff1">. </span></div><div class="t m0 x1 h2 y364 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y291 ff7 fs0 fc0 sc0 ls0 ws0">Spółka jest w trakcie analizy wpływu wyżej wymienionych standardów, interpretacji i zmian do standardów.<span class="ff1"> </span></div><div class="t m0 x1 h22 y365 ff4 fs5 fc1 sc0 ls24 ws0">7.<span class="ffb ls0"> <span class="_ _22"> </span><span class="ff4">NOTY <span class="ff3">UZUPEŁNIAJĄCE<span class="_ _6"></span></span> <span class="ff3">DO SPR<span class="_ _6"></span>AWOZDAŃ FIN<span class="_ _6"></span>ANSOWYCH<span class="_ _6"></span></span> </span></span></div><div class="t m0 x1 h23 y366 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 1 <span class="_ _23"> </span>PRZYCHODY  </div></div><div class="c x8 y367 w5e h3d"><div class="t m0 x9 ha y368 ff6 fs3 fc2 sc0 ls0 ws0">Analiza przychodó<span class="_ _0"></span>w Spółki<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x9 ha y369 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x85 y367 w5f h3d"><div class="t m0 x5c ha y36a ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x80 hc y36b ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2024<span class="_ _0"></span> </div><div class="t m0 x80 ha y36c ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x86 y367 w60 h3d"><div class="t m0 x5c ha y36a ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x57 hc y36b ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x57 hc y36c ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x87 y367 w61 h3d"><div class="t m0 x5a ha y36d ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x1c ha y36e ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">10</span>-2024 </span></div><div class="t m0 x1c ha y14a ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x88 y367 w62 h3d"><div class="t m0 x5a ha y36d ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x1c ha y36e ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od <span class="ls7">01</span>-<span class="ls7">10</span>-2023<span class="_ _0"></span> </span></div><div class="t m0 x1c ha y14a ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y36f w5e h17"><div class="t m0 x9 hc ybe ff7 fs3 fc0 sc0 ls0 ws0">Przychody ze sprzed<span class="_ _0"></span>aży produktó<span class="_ _0"></span>w, towarów i<span class="ff1"> </span>materia<span class="_ _0"></span>łów<span class="ff1 fc4"> </span></div></div><div class="c x85 y36f w63 h17"><div class="t m0 x89 ha ybe ff1 fs3 fc0 sc0 ls0 ws0">555 073<span class="ff5"> </span></div></div><div class="c x86 y36f w64 h17"><div class="t m0 x89 ha ybe ff1 fs3 fc0 sc0 ls0 ws0">534 082<span class="ff5 fc4"> </span></div></div><div class="c x87 y36f w65 h17"><div class="t m0 x89 hc ybe ff1 fs3 fc0 sc0 ls0 ws0">172 849 </div></div><div class="c x88 y36f w64 h17"><div class="t m0 x89 hc ybe ff1 fs3 fc0 sc0 ls0 ws0">157 208 </div></div><div class="c x8 y370 w5e h15"><div class="t m0 x9 ha ybe ff1 fs3 fc0 sc0 ls0 ws0">Przychody z <span class="ff7">tytułu najmu<span class="_ _0"></span> nieruch<span class="_ _0"></span>omości<span class="ff5"> </span></span></div></div><div class="c x85 y370 w63 h15"><div class="t m0 x18 hc ybe ff1 fs3 fc0 sc0 ls7 ws0">617<span class="ls0"> </span></div></div><div class="c x86 y370 w64 h15"><div class="t m0 x18 hc ybe ff1 fs3 fc0 sc0 ls7 ws0">424<span class="ls0"> </span></div></div><div class="c x87 y370 w65 h15"><div class="t m0 x18 hc ybe ff1 fs3 fc0 sc0 ls7 ws0">163<span class="ls0"> </span></div></div><div class="c x88 y370 w64 h15"><div class="t m0 x18 hc ybe ff1 fs3 fc0 sc0 ls7 ws0">132<span class="ls0"> </span></div></div><div class="c x8 y371 w5e h15"><div class="t m0 x9 ha ybe ff6 fs3 fc0 sc0 ls0 ws0">Razem przychod<span class="_ _0"></span>y ze sprzedaż<span class="_ _0"></span>y<span class="ff1"> </span></div></div><div class="c x85 y371 w63 h15"><div class="t m0 x89 ha ybe ff5 fs3 fc0 sc0 ls0 ws0">555 690 </div></div><div class="c x86 y371 w64 h15"><div class="t m0 x89 ha ybe ff5 fs3 fc0 sc0 ls0 ws0">534 506 </div></div><div class="c x87 y371 w65 h15"><div class="t m0 x89 ha ybe ff5 fs3 fc0 sc0 ls0 ws0">173 012 </div></div><div class="c x88 y371 w64 h15"><div class="t m0 x89 ha ybe ff5 fs3 fc0 sc0 ls0 ws0">157 340 </div></div><div class="c x8 y372 w5e h15"><div class="t m0 x9 hc y14d ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe <span class="ff1">przychod<span class="_ _0"></span>y operacyjne<span class="_ _0"></span><span class="fc1"> </span></span></div></div><div class="c x85 y372 w63 h15"><div class="t m0 x2f hc y14d ff1 fs3 fc0 sc0 ls7 ws0">9 011<span class="ls0"> </span></div></div><div class="c x86 y372 w64 h15"><div class="t m0 x2f hc y14d ff1 fs3 fc0 sc0 ls7 ws0">7 050<span class="ls0"> </span></div></div><div class="c x87 y372 w65 h15"><div class="t m0 x1 hc y14d ff1 fs3 fc0 sc0 ls7 ws0">5 182<span class="ls0"> </span></div></div><div class="c x88 y372 w64 h15"><div class="t m0 x2f hc y14d ff1 fs3 fc0 sc0 ls7 ws0">4 601<span class="ls0"> </span></div></div><div class="c x8 y373 w5e h15"><div class="t m0 x9 hc y14d ff1 fs3 fc0 sc0 ls0 ws0">Przychody finanso<span class="_ _0"></span>we </div></div><div class="c x85 y373 w63 h15"><div class="t m0 x6f hc y14d ff1 fs3 fc0 sc0 ls0 ws0">23 519 </div></div><div class="c x86 y373 w64 h15"><div class="t m0 x6f hc y14d ff1 fs3 fc0 sc0 ls0 ws0">57 868 </div></div><div class="c x87 y373 w65 h15"><div class="t m0 x18 hc y14d ff1 fs3 fc0 sc0 ls7 ws0">426<span class="ls0"> </span></div></div><div class="c x88 y373 w64 h15"><div class="t m0 x6f hc y14d ff1 fs3 fc0 sc0 ls0 ws0">54 959 </div></div><div class="c x8 y374 w5e h15"><div class="t m0 x9 ha y14d ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x85 y374 w63 h15"><div class="t m0 x89 ha y14d ff5 fs3 fc0 sc0 ls0 ws0">588 220 </div></div><div class="c x86 y374 w64 h15"><div class="t m0 x89 ha y14d ff5 fs3 fc0 sc0 ls0 ws0">599 424 </div></div><div class="c x87 y374 w65 h15"><div class="t m0 x89 ha y14d ff5 fs3 fc0 sc0 ls0 ws0">178 620 </div></div><div class="c x88 y374 w64 h15"><div class="t m0 x89 ha y14d ff5 fs3 fc0 sc0 ls0 ws0">216 900 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y375 ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h2 y376 ff7 fs0 fc0 sc0 ls0 ws0">Z uwagi <span class="_ _1"></span>n<span class="_ _6"></span>a charakter <span class="_ _1"></span>prowadzonego przez Sp<span class="_ _0"></span>ółkę g<span class="_ _0"></span>łównego ty<span class="_ _0"></span>pu działalności <span class="_ _1"></span>(h<span class="_ _6"></span>andel <span class="_ _0"></span>detaliczny) nie<span class="_ _0"></span> występuje k<span class="_ _0"></span>oncentracja <span class="_ _0"></span>sprze-</div><div class="t m0 x1 h2 y377 ff7 fs0 fc0 sc0 ls0 ws0">daży do klientów, których udział<span class="ff1"> w </span>ogólnej wartości przychodów ze sprzedaży przekraczałby 10%. <span class="ff1"> </span></div><div class="t m0 x1 h23 y378 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 2 <span class="_ _24"> </span><span class="ff3">SEGMENTY WE<span class="_ _0"></span>DŁUG RODZAJU DZ<span class="_ _0"></span>IAŁAL<span class="_ _0"></span>NOŚCI<span class="ff4"> I </span>PODZIAŁU </span></div><div class="t m0 x1 h23 y379 ff4 fs6 fc1 sc0 ls0 ws0">GEOGRAFICZ<span class="_ _0"></span>NEGO  </div><div class="t m0 x1 h2 y2bb ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _6"></span>VRG <span class="_ _6"></span>S<span class="_ _6"></span>.A<span class="ff1"> <span class="_ _6"></span></span>specjalizuje <span class="_ _6"></span>s<span class="_ _6"></span>ię <span class="_ _6"></span>w <span class="_ _6"></span>projektowaniu <span class="_ _6"></span>oraz <span class="_ _11"></span>s<span class="_ _6"></span>przedaży detalicznej <span class="_ _11"></span>markowej <span class="_ _6"></span>odzieży <span class="_ _6"></span>męskiej <span class="_ _11"></span>i <span class="_ _6"></span>damskiej <span class="_ _6"></span>pozycjonowanej </div><div class="t m0 x1 h2 y2bc ff7 fs0 fc0 sc0 ls0 ws0">w średnim i wyższym segmencie r. Spółka wyróżnia jeden segment operacyjny działalności: odzieżowy.<span class="ff1"> </span></div><div class="t m0 x1 h2 y37a ff7 fs0 fc0 sc0 ls0 ws0">Spółka VRG S.A. k<span class="_ _0"></span>oncentruje się p<span class="_ _0"></span>rzede wszystkim na proje<span class="_ _0"></span>ktowaniu, produkcji oraz sprzedaży <span class="_ _0"></span>detalicznej klasycznej odzieży takiej </div><div class="t m0 x1 h2 y2bd ff7 fs0 fc0 sc0 ls0 ws0">jak <span class="_ _14"></span>garnitury, <span class="_ _14"></span>marynarki, <span class="_ _14"></span>spodnie, <span class="_ _14"></span>koszule <span class="_ _14"></span>oraz <span class="_ _14"></span>akcesoria. <span class="_ _14"></span>Podstawową <span class="_ _11"></span>o<span class="_ _6"></span>fertę <span class="_ _11"></span>s<span class="_ _6"></span>tanowi <span class="_ _11"></span>formalna <span class="_ _14"></span>i<span class="_ _11"></span><span class="ff1"> nieformalna <span class="_ _14"></span>kolekcja <span class="_ _11"></span>mody <span class="_ _14"></span>pod </span></div><div class="t m0 x1 h2 y2be ff7 fs0 fc0 sc0 ls0 ws0">markami <span class="_ _0"></span>własnymi. <span class="_ _1"></span>Spółka VRG <span class="_ _1"></span>S.A. p<span class="_ _0"></span>osiada <span class="_ _0"></span>wykształcone <span class="_ _1"></span>kompetencje <span class="_ _0"></span>w<span class="ff1"> zakresie k<span class="_ _0"></span>reacji <span class="_ _0"></span>oraz <span class="_ _0"></span>dystrybucji <span class="_ _0"></span>kolekcji<span class="_ _0"></span> <span class="_ _0"></span>formalnych oraz<span class="_ _1"></span> </span></div><div class="t m0 x1 h2 y2bf ff7 fs0 fc0 sc0 ls0 ws0">smart <span class="_ _6"></span>casual. <span class="_ _6"></span>Spółka <span class="_ _6"></span>VRG S.A. <span class="_ _6"></span>poprzez <span class="_ _6"></span>swoje <span class="_ _6"></span>czołowe m<span class="_ _6"></span>arki pozycjono<span class="_ _6"></span>wana <span class="_ _6"></span>jest<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>w </span>segmencie odz<span class="_ _6"></span>ieży m<span class="_ _6"></span>arkowej średniej<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>i </span>wyższej </div><div class="t m0 x1 h2 y2c0 ff1 fs0 fc0 sc0 ls0 ws0">kla<span class="ff7">sy. <span class="_ _0"></span>Odzież <span class="_ _0"></span>ta <span class="_ _0"></span>wyk<span class="_ _0"></span>onana<span class="ff1"> <span class="_ _0"></span>z <span class="ff7">wysokiej <span class="_ _0"></span>jakości <span class="_ _0"></span>tkanin <span class="_ _1"></span>posiada wie<span class="_ _0"></span>le <span class="_ _0"></span>walorów <span class="_ _1"></span>użytkowych je<span class="_ _0"></span>st <span class="_ _0"></span>jednocześnie <span class="_ _0"></span>bardzo <span class="_ _0"></span>konkure<span class="_ _0"></span>ncyjna <span class="_ _0"></span>pod </span></span></span></div><div class="t m0 x1 h2 y37b ff7 fs0 fc0 sc0 ls0 ws0">względem cenowym wobec zachodnioeuropejskich producentów. <span class="ff1"> </span></div><div class="t m0 x1 h2 y2c2 ff8 fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff1"> </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 x1 y37c w40 h3e" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w66 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls1a ws0">26<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h24 y37d ff5 fs7 fc2 sc0 ls0 ws0">MAR<span class="ls25">KA</span> VISTULA:<span class="_ _0"></span> </div></div><div class="c x8 y37e w67 h3f"><div class="t m0 x8a hc y87 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y37e w68 h3f"><div class="t m0 x9 hc y37f ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y380 w69 h40"><div class="t m0 x9 hc y381 ff7 fs3 fc0 sc0 ls0 ws0">Vistula to marka z<span class="_ _0"></span> wieloletnią trad<span class="_ _0"></span>ycją, <span class="ff1">na polskim ry<span class="_ _0"></span>nku od 1967 rok<span class="_ _0"></span>u, <span class="ff7">która w swo<span class="_ _0"></span>ich projektach <span class="_ _0"></span>łączy ponad<span class="_ _0"></span>czasowe fasony, w<span class="_ _0"></span>zory i kroje </span></span></div><div class="t m0 x9 hc y382 ff7 fs3 fc0 sc0 ls0 ws0">z aktualnymi trendami <span class="_ _0"></span>modow<span class="_ _0"></span>ymi, nadając klasyc<span class="_ _0"></span>znym ubraniom no<span class="_ _0"></span>woc<span class="_ _0"></span>zesnego charakteru. Vis<span class="_ _0"></span>tula posi<span class="_ _0"></span>ada szeroką o<span class="_ _0"></span>fertę garnituró<span class="ff1">w, ma-</span></div><div class="t m0 x9 ha y383 ff1 fs3 fc0 sc0 ls0 ws0">rynarek, spodni i ko<span class="_ _0"></span>szul oraz innyc<span class="_ _0"></span>h akcesoriów<span class="_ _0"></span> komplementarnych.<span class="_ _0"></span> <span class="ff5"> </span></div><div class="t m0 x9 hc y384 ff7 fs3 fc0 sc0 ls0 ws0">Szeroki asortyment ma<span class="_ _0"></span>rki odpow<span class="_ _0"></span>iada na potrzeb<span class="_ _0"></span>y mężczyzn o<span class="_ _0"></span>ferując nie<span class="_ _0"></span>wychodzące z mod<span class="_ _0"></span>y elementy gard<span class="_ _0"></span>eroby, z któryc<span class="_ _0"></span>h można z ł<span class="ff1">atwo-</span></div><div class="t m0 x9 ha y174 ff7 fs3 fc0 sc0 ls0 ws0">ścią stworzyć styli<span class="_ _0"></span>zacje na różne<span class="_ _0"></span> okazje.<span class="ff5"> </span></div><div class="t m0 x9 hc y385 ff1 fs3 fc0 sc0 ls0 ws0">Marka damska wprowad<span class="_ _0"></span>zona w <span class="ff7">20<span class="_ _0"></span>21 roku. Kolekcje<span class="_ _0"></span> dedykow<span class="_ _0"></span>ane są kob<span class="_ _0"></span>ietom, które cenią jakość<span class="_ _0"></span>, komfort oraz pon<span class="_ _0"></span>adczasowy chara<span class="_ _0"></span>kter </span></div><div class="t m0 x9 ha y386 ff1 fs3 fc0 sc0 ls0 ws0">produktów. Ofe<span class="_ _0"></span>rta obejmuje zaró<span class="_ _0"></span>wno prod<span class="_ _0"></span>ukty formalne t<span class="_ _0"></span>akie jak garnitu<span class="_ _0"></span>ry, marynarki, koszule<span class="_ _0"></span> oraz cas<span class="_ _0"></span>ual jak jeansy, swetry<span class="_ _0"></span> czy T-shirty.<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h24 y387 ff5 fs7 fc2 sc0 ls0 ws0">MARK<span class="ls26">A </span>BYTOM:<span class="_ _0"></span> </div></div><div class="c x1 y235 w6a h41"><div class="t m0 x8b hc y14d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y235 w6b h41"><div class="t m0 x8d ha y37f ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y388 w6c h42"><div class="t m0 x9 hc y389 ff7 fs3 fc0 sc0 ls0 ws0">BYTOM to polska mar<span class="_ _0"></span>ka z historią<span class="_ _0"></span> rozpoczyn<span class="_ _0"></span>ającą się w 1945<span class="_ _0"></span> roku, w któ<span class="_ _0"></span>rej tradycja spotyka się<span class="_ _0"></span> ze wspó<span class="_ _0"></span>łczesną wizją kraw<span class="_ _0"></span>iectwa i mody </div><div class="t m0 x9 hc y38a ff7 fs3 fc0 sc0 ls0 ws0">męskiej. Bazując na ponad<span class="_ _0"></span> kilkudzi<span class="_ _0"></span>esięcioletnim d<span class="_ _0"></span>ziedzictwie<span class="_ _0"></span>, marka oferuje kolekc<span class="_ _0"></span>je mody męskiej, w<span class="_ _0"></span> k<span class="_ _0"></span>tórej szczególne miejsce z<span class="_ _0"></span>ajmują </div><div class="t m0 x9 hc y75 ff1 fs3 fc0 sc0 ls0 ws0">garnitury stworzon<span class="_ _0"></span>e <span class="ff7">ze szlachetny<span class="_ _0"></span>ch włoskich tkanin<span class="_ _0"></span>, uszyte w polski<span class="_ _0"></span>ch szwalniac<span class="_ _0"></span>h.<span class="ff1"> </span></span></div><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">BYTOM to nie tylk<span class="_ _0"></span>o sztuka krawie<span class="_ _0"></span>ctwa. Marka od<span class="_ _0"></span>wołuje się do polski<span class="_ _0"></span>ego d<span class="_ _0"></span>ziedzictwa kulturo<span class="_ _0"></span>wego tworząc limito<span class="_ _0"></span>wane kolekcje in<span class="_ _0"></span>s<span class="ff1">pirowane </span></div><div class="t m0 x9 ha y76 ff7 fs3 fc0 sc0 ls0 ws0">twórczością wy<span class="_ _0"></span>bitnych oso<span class="_ _0"></span>bowości, zapraszając<span class="_ _0"></span> do współprac<span class="_ _0"></span>y osoby mające isto<span class="_ _0"></span>tny wpływ<span class="_ _0"></span> na rozwój po<span class="_ _0"></span>lskiej kultury i sztuki<span class="ff1">.<span class="ff5"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h24 y38b ff5 fs7 fc2 sc0 ls0 ws0">MAR<span class="ls25">KA</span> WÓLCZA<span class="_ _0"></span>NKA: </div></div><div class="c x18 y38c w6d h43"><div class="t m0 x8e hc y38d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y38c w6a h43"><div class="t m0 x8d ha y38e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x18 y38f w6e h42"><div class="t m0 x9 hc y389 ff7 fs3 fc0 sc0 ls0 ws0">Jest marką istniejącą od<span class="_ _0"></span> 1948 rok<span class="_ _0"></span>u. Wólczanka szyje ko<span class="_ _0"></span>szule od pokol<span class="_ _0"></span>eń. Lata do<span class="_ _0"></span>świadczeń uc<span class="_ _0"></span>zyniły z niej eks<span class="_ _0"></span>perta i pozwoli<span class="_ _0"></span>ły<span class="ff1"> </span>zdobyć zaufa-</div><div class="t m0 x9 hc y38a ff1 fs3 fc0 sc0 ls0 ws0">nie milionów kli<span class="_ _0"></span>entów. <span class="ff7">Ofertę mar<span class="_ _0"></span>ki stanowią wyso<span class="_ _0"></span>kiej jakości koszul<span class="_ _0"></span>e męskie, a od<span class="_ _0"></span> sezonu Jesień<span class="ff1">-</span>Zima <span class="_ _0"></span>2014 równie<span class="_ _0"></span>ż damskie, zaró<span class="_ _0"></span>wno </span></div><div class="t m0 x9 hc y75 ff7 fs3 fc0 sc0 ls0 ws0">formalne jak i typu c<span class="_ _0"></span>asual. Jako eks<span class="_ _0"></span>pert w dzied<span class="_ _0"></span>zinie koszul, uzupe<span class="_ _0"></span>łnia ten aso<span class="_ _0"></span>rtyment odpowie<span class="_ _0"></span>dnią ofert<span class="_ _0"></span>ą dzianin, t<span class="ff1">-shirtów i ko<span class="_ _0"></span>szulek polo </span></div><div class="t m0 x9 hc y74 ff1 fs3 fc0 sc0 ls0 ws0">stawia<span class="ff7">jąc na kreowanie no<span class="_ _0"></span>woczesn<span class="_ _0"></span>ego wizerunku<span class="_ _0"></span> marki łączącej elega<span class="_ _0"></span>ncję z komforte<span class="_ _0"></span>m noszenia i style<span class="_ _0"></span>m  pod<span class="_ _0"></span>kreślającym radość życ<span class="_ _0"></span>ia i<span class="ff1"> </span></span></div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">możliwość do<span class="_ _0"></span>konywania mod<span class="_ _0"></span>owych wyboró<span class="_ _0"></span>w, blisko sw<span class="_ _0"></span>oich potrzeb.<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y268 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>VRG <span class="_ _1"></span>S.A. sy<span class="_ _0"></span>stematycznie <span class="_ _1"></span>posz<span class="_ _6"></span>erza <span class="_ _1"></span>as<span class="_ _6"></span>ortyment arty<span class="_ _0"></span>kułów <span class="_ _0"></span>komplementarnych<span class="ff1"> <span class="_ _0"></span>w <span class="ff7">swoich <span class="_ _1"></span>salonach <span class="_ _0"></span>firmowych <span class="_ _1"></span>o<span class="_ _6"></span>bejmujący <span class="_ _1"></span>mię-</span></span></div><div class="t m0 x1 h2 y390 ff7 fs0 fc0 sc0 ls0 ws0">dzy <span class="_ _6"></span>innymi o<span class="_ _6"></span>fertę produktów <span class="_ _6"></span>smart <span class="_ _6"></span>casual, <span class="_ _6"></span>ekskluzywną <span class="_ _6"></span>galanterię skórzaną <span class="_ _6"></span>oraz <span class="_ _6"></span>obuwie. <span class="_ _6"></span>Oferowane akcesoria <span class="_ _6"></span>są <span class="_ _6"></span>aktualnie <span class="_ _6"></span>jedną<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y26a ff1 fs0 fc0 sc0 ls0 ws0">z <span class="ff7">najszybciej rosnących kategorii towarowych</span> i zarazem <span class="ff7">cechują się wysoką marżą handlową.</span> </div><div class="t m0 x1 h24 y391 ff6 fs7 fc2 sc0 ls0 ws0">DZIAŁALNOŚĆ<span class="_ _0"></span> PRODU<span class="_ _0"></span>KCYJNA:<span class="ff5"> </span></div><div class="t m0 x1 h2 y392 ff7 fs0 fc0 sc0 ls0 ws0">Spółka VRG S.A. <span class="ff1"> </span>współpracuje ze sprawdzonymi producentam<span class="_ _0"></span>i niezależnymi, którzy gwarant<span class="_ _0"></span>ują zapewnienie usług szycia i k<span class="_ _0"></span>onfek-</div><div class="t m0 x1 h2 y393 ff7 fs0 fc0 sc0 ls0 ws0">cjonowania na najwyższym poziomie oraz oferują konkurencyjne warunki cenowe. <span class="ff1"> </span></div><div class="t m0 x1 h24 y394 ff6 fs7 fc2 sc0 ls0 ws0">SEZONOW<span class="_ _0"></span>OŚĆ I<span class="ff5"> </span>CYKLICZ<span class="_ _0"></span>NOŚĆ DZIAŁA<span class="_ _0"></span>LNOŚCI <span class="ff5"> </span></div><div class="t m0 x1 h2 y395 ff1 fs0 fc0 sc0 ls0 ws0">Handel <span class="_ _15"></span>detaliczny <span class="_ _15"></span>w <span class="ff7">sektorze <span class="_ _14"></span>fash<span class="_ _6"></span>ion <span class="_ _15"></span>cechuje <span class="_ _14"></span>s<span class="_ _6"></span>ię <span class="_ _14"></span>znacz<span class="_ _6"></span>ącą <span class="_ _14"></span>sezonowoś<span class="_ _6"></span>cią <span class="_ _14"></span>sprzedaży. <span class="_ _15"></span>Dla <span class="_ _15"></span>rynku <span class="_ _15"></span>odzieżowego <span class="_ _15"></span>najkorzystniejszym </span></div><div class="t m0 x1 h2 y396 ff1 fs0 fc0 sc0 ls0 ws0">okresem z punktu widzenia ge<span class="_ _0"></span>nerowanego wynik<span class="_ _0"></span>u finansowego to okres II <span class="_ _0"></span>i <span class="ff7">IV kwartału, natomiast w</span> <span class="ff7">zakresie<span class="_ _0"></span> branży jubile<span class="_ _0"></span>rskiej to </span></div><div class="t m0 x1 h2 y397 ff1 fs0 fc0 sc0 ls0 ws0">okre<span class="ff7">s IV kwartału (zwłaszcza miesiąc grudzień). </span> </div><div class="t m0 x1 h2 y2de ff7 fs0 fc0 sc0 ls0 ws0">W zakresie segmentów geograficznych całość działalności Spółki re<span class="_ _0"></span>alizowana jest w<span class="_ _6"></span><span class="ff1"> Rzeczpospolitej Polskiej. </span></div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x7 y398 w5 h44" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+oAAAUhCAIAAACTA+nIAAAACXBIWXMAABYlAAAWJQFJUiTwAAAW1klEQVR42u3asW0jMBBEUfLA4tSKEjXBDpQoYSEqgBU5czQO7OSAiw4SwIXfK2E2+SDYkzSAX+l5uxoBgFr+mAAAAOQ7AAAg3wFe5HJ/GMG9cCzcS74DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAPhfPcle0xAAAFAj360AAAAl+DwDAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADy3QQAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADUNFpre01DAADA+XoSKwAAQAk+zwAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AADgXUZrba9pCAAAOF9PYgUAACjB5xkAAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAJDvJgAAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAKCm0VrbaxoCAADO15O0zw9DAADA+XyeAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAKKcnsQIAAJQw9ppWAACAEry+AwBAGf6+AwCAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwCAfDcBAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAkO8mAAAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAPiXYQKAd3jerkY4zeX+cBd3wV2q60msAKDdASjB5xkAAJDvAL/Y5f4wgrvgLu6CfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAQL4DAADn60n2moYAAIAa+W4FAAAowecZAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AACQ7yYAAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAPwYrbW9piEAAOB8PUn7/DAEAACcz+cZAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AALzL2GtaAQAASuhJrAAAACX4PAMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAPLdBAAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA/jJMAPByz9vVCAC8g9d3AACQ7wAAgHwHON/l/jCCu+Au7oJ8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQBAvgMAAOfrSfaahgAAgBr5bgUAACjB5xkAAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAJDvJgAAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAODb2GtaAQAASvgC9mluVS+3+MYAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w53 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls1a ws0">27<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h24 y1dd ff6 fs7 fc2 sc0 ls0 ws0">SPRZEDAŻ D<span class="_ _0"></span>ETALICZNA I<span class="ff5"> </span>HURT<span class="_ _0"></span>OWA WYR<span class="_ _0"></span>OBÓW OD<span class="_ _0"></span>ZIEŻOWYC<span class="_ _0"></span>H<span class="ff5"> </span></div></div><div class="c x8 y399 w6f hb"><div class="t m0 x9 ha y74 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x8f y399 w70 hb"><div class="t m0 x17 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x11 hc y74 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2024 </div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x90 y399 w71 hb"><div class="t m0 x17 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x11 hc y74 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x91 y399 w72 hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x11 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x92 y399 w73 hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x11 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y39a w6f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Sprzedaż na rzecz klientó<span class="_ _0"></span>w zewnęt<span class="_ _0"></span>rznych<span class="ff1"> </span></div></div><div class="c x8f y39a w74 h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">555 690<span class="fc4"> </span></div></div><div class="c x90 y39a w12 h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">534 506<span class="fc4"> </span></div></div><div class="c x91 y39a w75 h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">173 012<span class="fc4"> </span></div></div><div class="c x92 y39a w76 h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">157 340<span class="fc4"> </span></div></div><div class="c x8 y39b w6f h9"><div class="t m0 x9 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0">wyroby gotow<span class="_ _0"></span>e </div></div><div class="c x8f y39b w74 h9"><div class="t m0 x14 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> 1 940  </div></div><div class="c x90 y39b w12 h9"><div class="t m0 x14 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> 3 053  </div></div><div class="c x91 y39b w75 h9"><div class="t m0 x67 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">726 </span> </div></div><div class="c x92 y39b w76 h9"><div class="t m0 x67 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">519 </span> </div></div><div class="c x8 y39c w6f h9"><div class="t m0 x9 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0">towary handlowe<span class="_ _0"></span> </div></div><div class="c x8f y39c w74 h9"><div class="t m0 x12 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> 545 608  </div></div><div class="c x90 y39c w12 h9"><div class="t m0 x12 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> 524 375  </div></div><div class="c x91 y39c w75 h9"><div class="t m0 x12 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> 170 110  </div></div><div class="c x92 y39c w76 h9"><div class="t m0 x12 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> 154 637  </div></div><div class="c x8 y20c w6f h9"><div class="t m0 x9 h12 y72 ffa fs3 fc0 sc0 ls0 ws0">materiały<span class="ff9"> </span></div></div><div class="c x8f y20c w74 h9"><div class="t m0 x66 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">10 </span> </div></div><div class="c x90 y20c w12 h9"><div class="t m0 x67 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">545 </span> </div></div><div class="c x91 y20c w75 h9"><div class="t m0 x73 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">4 </span> </div></div><div class="c x92 y20c w76 h9"><div class="t m0 x67 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">528 </span> </div></div><div class="c x8 y39d w6f h9"><div class="t m0 x9 h12 y72 ffa fs3 fc0 sc0 ls0 ws0">usługi<span class="ff9"> </span></div></div><div class="c x8f y39d w74 h9"><div class="t m0 x14 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> 8 132  </div></div><div class="c x90 y39d w12 h9"><div class="t m0 x14 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> 6 533  </div></div><div class="c x91 y39d w75 h9"><div class="t m0 x93 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> 2 172  </div></div><div class="c x92 y39d w76 h9"><div class="t m0 x14 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0"> 1 656  </div></div><div class="c x8 y39e w6f h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Zysk brutto na s<span class="_ _0"></span>przedaży<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8f y39e w74 h9"><div class="t m0 x16 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">327 007 </div></div><div class="c x90 y39e w12 h9"><div class="t m0 x16 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">303 386 </div></div><div class="c x91 y39e w75 h9"><div class="t m0 x16 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">107 143 </div></div><div class="c x92 y39e w76 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">88 490 </div></div><div class="c x8 y39f w6f h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Koszty operacyjne seg<span class="_ _0"></span>mentu </div></div><div class="c x8f y39f w74 h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">335 509 </div></div><div class="c x90 y39f w12 h9"><div class="t m0 x16 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">320 <span class="ls0">153 </span></div></div><div class="c x91 y39f w75 h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">89 445 </div></div><div class="c x92 y39f w76 h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">85 197 </div></div><div class="c x8 y3a0 w6f he"><div class="t m0 x9 hc y7a ff9 fs3 fc0 sc0 ls0 ws0">w tym amortyz<span class="_ _0"></span>acja<span class="ff1"> </span></div></div><div class="c x8f y3a0 w74 he"><div class="t m0 x15 h12 y7a ff9 fs3 fc0 sc0 ls0 ws0">65 773 </div></div><div class="c x90 y3a0 w12 he"><div class="t m0 x15 h12 y7a ff9 fs3 fc0 sc0 ls0 ws0">67 181 </div></div><div class="c x91 y3a0 w75 he"><div class="t m0 x15 h12 y7a ff9 fs3 fc0 sc0 ls0 ws0">16 464 </div></div><div class="c x92 y3a0 w76 he"><div class="t m0 x15 h12 y7a ff9 fs3 fc0 sc0 ls0 ws0">17 146 </div></div><div class="c x8 y3a1 w6f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe przycho<span class="_ _0"></span>dy i<span class="ff1"> koszty oper<span class="_ _0"></span>acyjne<span class="ff9"> </span></span></div></div><div class="c x8f y3a1 w74 h9"><div class="t m0 x42 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 733<span class="ff9 ls0"> </span></div></div><div class="c x90 y3a1 w12 h9"><div class="t m0 x5f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">6 522</span><span class="ff9"> </span></div></div><div class="c x91 y3a1 w75 h9"><div class="t m0 x42 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 318<span class="ff9 ls0"> </span></div></div><div class="c x92 y3a1 w76 h9"><div class="t m0 x5f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">4 615</span><span class="ff9"> </span></div></div><div class="c x8 y3a2 w6f h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Przychody i koszty<span class="_ _0"></span> finansowe </div></div><div class="c x8f y3a2 w74 h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">14 253 </div></div><div class="c x90 y3a2 w12 h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">51 537 </div></div><div class="c x91 y3a2 w75 h9"><div class="t m0 x5f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">4 627</span> </div></div><div class="c x92 y3a2 w76 h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">53 366 </div></div><div class="c x8 y3a3 w6f hf"><div class="t m0 x9 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">Podatek<span class="ff9"> </span></div></div><div class="c x8f y3a3 w74 hf"><div class="t m0 x38 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">587</span><span class="ff9"> </span></div></div><div class="c x90 y3a3 w12 hf"><div class="t m0 x7b hc y7d ff1 fs3 fc0 sc0 ls7 ws0">55<span class="ff9 ls0"> </span></div></div><div class="c x91 y3a3 w75 hf"><div class="t m0 x42 hc y7d ff1 fs3 fc0 sc0 ls7 ws0">4 195<span class="ff9 ls0"> </span></div></div><div class="c x92 y3a3 w76 hf"><div class="t m0 x42 hc y7d ff1 fs3 fc0 sc0 ls7 ws0">3 473<span class="ff9 ls0"> </span></div></div><div class="c x8 y3a4 w6f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Wynik netto </div></div><div class="c x8f y3a4 w74 h9"><div class="t m0 x42 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">8 071  </div></div><div class="c x90 y3a4 w12 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">28 193  </div></div><div class="c x91 y3a4 w75 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">10 194  </div></div><div class="c x92 y3a4 w76 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">48 571  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y3a5 ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h2 y3a6 ff7 fs0 fc0 sc0 ls0 ws0">Wartość pozostałych przychodów i kosztów została szczegółowo zaprezentowana w nocie 5 i 5a.<span class="ff1"> </span></div><div class="t m0 x1 h2 y279 ff7 fs0 fc0 sc0 ls0 ws0">Wartość przychodów i kosztów finansowych została szczegółowo zaprezentowana w nocie 6 i 6a.<span class="ff1"> </span></div><div class="t m0 x1 h2 y347 ff7 fs0 fc0 sc0 ls0 ws0">Transakcje pomiędzy segmentami opera<span class="_ _0"></span>cyjnymi są oparte <span class="_ _0"></span>o zasady rachunkowości stosowane <span class="_ _0"></span>przez Spółkę. W<span class="_ _0"></span> porównaniu z ostat-</div><div class="t m0 x1 h2 y3a7 ff7 fs0 fc0 sc0 ls0 ws0">nim <span class="_ _6"></span>rocznym s<span class="_ _6"></span>prawozdaniem <span class="_ _6"></span>finansowym nie <span class="_ _6"></span>wystąpiły <span class="_ _6"></span>różnice <span class="_ _6"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>podstawy <span class="_ _6"></span>wyodrębniania <span class="_ _6"></span>segmentów <span class="_ _6"></span>lub <span class="_ _6"></span>ustalania wy-</div><div class="t m0 x1 h2 y3a8 ff1 fs0 fc0 sc0 ls0 ws0">ników segmentów. </div><div class="t m0 x1 h2 y3a9 ff7 fs0 fc0 sc0 ls0 ws0">Szczegółowe <span class="_ _6"></span>informacje <span class="_ _6"></span>odnośnie <span class="_ _6"></span>podziału <span class="_ _11"></span>sprzedaży <span class="_ _6"></span>na <span class="_ _6"></span>kanały <span class="_ _6"></span>i <span class="_ _11"></span>marki <span class="_ _6"></span>oraz <span class="_ _6"></span>przyczynach <span class="_ _6"></span>zmian <span class="_ _6"></span>r/r <span class="_ _11"></span>zostały <span class="_ _6"></span>zaprezentowane <span class="_ _6"></span>Spra-</div><div class="t m0 x1 h2 y3aa ff7 fs0 fc0 sc0 ls0 ws0">wozdaniu Zarządu Spółki.<span class="ff1"> </span></div><div class="t m0 x1 h24 y24 ff6 fs7 fc2 sc0 ls0 ws0">GEOGRAFICZ<span class="_ _0"></span>NE SEGM<span class="_ _0"></span>ENTY DZIA<span class="_ _0"></span>ŁALNOŚCI K<span class="_ _0"></span>ONTYNU<span class="_ _0"></span>OWANEJ:<span class="ff5"> </span></div><div class="t m0 x1 h2 y3ab ff7 fs0 fc0 sc0 ls0 ws0">W zakresie seg<span class="_ _0"></span>mentów geog<span class="_ _0"></span>raficznych całość działalno<span class="_ _0"></span>ści Spółki realizowana <span class="_ _0"></span>jest w <span class="_ _0"></span>Rzeczpospolitej <span class="_ _0"></span>Polskiej, część <span class="_ _0"></span>sprzedaży doty<span class="_ _0"></span>-</div><div class="t m0 x1 h2 y3ac ff7 fs0 fc0 sc0 ls0 ws0">czy wysyłki towarów Spółki zagranicę.<span class="ff1"> </span></div><div class="t m0 x1 h2 y3ad ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y92 w5e h45"><div class="t m0 x9 ha y3ae ff6 fs3 fc2 sc0 ls0 ws0">Przychody ze s<span class="_ _0"></span>przedaży na róż<span class="_ _0"></span>nych rynkach <span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">pod względem lo<span class="_ _0"></span>kalizacji geogra<span class="_ _0"></span>ficz<span class="_ _0"></span>nej<span class="ff5"> </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x85 y92 w5f h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x1c hc ya4 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2024 </div><div class="t m0 x80 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x86 y92 w60 h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od <span class="ls7">01</span>-<span class="ls7">01</span>-2023<span class="_ _0"></span> </span></div><div class="t m0 x57 hc ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x87 y92 w61 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x88 y92 w62 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y3af w5e h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Polska<span class="fc4"> </span></div></div><div class="c x85 y3af w63 h9"><div class="t m0 x89 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">554 981 </div></div><div class="c x86 y3af w64 h9"><div class="t m0 x89 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">533 985 </div></div><div class="c x87 y3af w65 h9"><div class="t m0 x89 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">172 713 </div></div><div class="c x88 y3af w64 h9"><div class="t m0 x89 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">156 834 </div></div><div class="c x8 y3b0 w5e h9"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">Strefa EURO<span class="ff5"> </span></div></div><div class="c x85 y3b0 w63 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">709<span class="ls0"> </span></div></div><div class="c x86 y3b0 w64 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">521<span class="ls0"> </span></div></div><div class="c x87 y3b0 w65 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">299<span class="ls0"> </span></div></div><div class="c x88 y3b0 w64 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">506<span class="ls0"> </span></div></div><div class="c x8 y3b1 w5e h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x85 y3b1 w63 h9"><div class="t m0 x89 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">555 690 </div></div><div class="c x86 y3b1 w64 h9"><div class="t m0 x89 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">534 506 </div></div><div class="c x87 y3b1 w65 h9"><div class="t m0 x89 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">173 012 </div></div><div class="c x88 y3b1 w64 h9"><div class="t m0 x89 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">157 340 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y245 ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h23 y3b2 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 3 <span class="_ _f"> </span>KOSZTY <span class="ff3">DZIAŁALNOŚ<span class="_ _0"></span>CI OPERACY<span class="_ _0"></span>JNEJ <span class="ff4"> </span></span></div></div><div class="c x8 y3b3 w77 h45"><div class="t m0 x9 ha y3b4 ff6 fs3 fc2 sc0 ls0 ws0">Koszty działalności o<span class="_ _0"></span>perac<span class="_ _0"></span>yjnej<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya6 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x85 y3b3 w78 h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x1c hc ya4 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2024 </div><div class="t m0 x80 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x86 y3b3 w79 h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x77 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x57 hc ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x87 y3b3 w61 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x88 y3b3 w62 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y3b5 w77 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Amortyzacja<span class="_ _0"></span><span class="fc4"> </span></div></div><div class="c x85 y3b5 w63 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">65 773 </div></div><div class="c x86 y3b5 w7a h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">67 181 </div></div><div class="c x87 y3b5 w65 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls7 ws0">16 <span class="ls0">464 </span></div></div><div class="c x88 y3b5 w64 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">17 146 </div></div><div class="c x8 y3b6 w77 h9"><div class="t m0 x9 ha y8e ff7 fs3 fc0 sc0 ls0 ws0">Zużycie surowcó<span class="_ _0"></span>w i<span class="ff1"> </span>materiałów<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x85 y3b6 w63 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">53 860 </div></div><div class="c x86 y3b6 w7a h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">44 697 </div></div><div class="c x87 y3b6 w65 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">11 640 </div></div><div class="c x88 y3b6 w64 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">10 528 </div></div><div class="c x8 y3b7 w77 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Wartość sprzedanyc<span class="_ _0"></span>h towarów<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x85 y3b7 w63 h9"><div class="t m0 x89 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">224 236 </div></div><div class="c x86 y3b7 w7a h9"><div class="t m0 x89 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">227 948 </div></div><div class="c x87 y3b7 w65 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">63 882 </div></div><div class="c x88 y3b7 w64 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">68 206 </div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x7 y3b8 w5 h46" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 w66 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls1a ws0">28<span class="ls0"> </span></div></div><div class="c x8 y3b9 w77 h45"><div class="t m0 x9 ha y3b4 ff6 fs3 fc2 sc0 ls0 ws0">Koszty działalności o<span class="_ _0"></span>perac<span class="_ _0"></span>yjnej<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya6 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x85 y3b9 w78 h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x1c hc ya4 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2024 </div><div class="t m0 x80 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x86 y3b9 w79 h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x77 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x57 hc ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x87 y3b9 w61 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x88 y3b9 w62 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 yec w77 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Zmiana stanu prod<span class="_ _0"></span>uktów i produ<span class="_ _0"></span>kcji w toku </div></div><div class="c x85 yec w63 h9"><div class="t m0 x10 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-105 297 </div></div><div class="c x86 yec w7a h9"><div class="t m0 x12 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-72 681 </div></div><div class="c x87 yec w65 h9"><div class="t m0 x12 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-20 401 </div></div><div class="c x88 yec w64 h9"><div class="t m0 x12 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-16 470 </div></div><div class="c x8 y3ba w77 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Koszty wynagrodzeń<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x85 y3ba w63 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">84 203 </div></div><div class="c x86 y3ba w7a h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">80 322 </div></div><div class="c x87 y3ba w65 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">21 624 </div></div><div class="c x88 y3ba w64 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">19 435 </div></div><div class="c x8 y3bb w77 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe koszty rod<span class="_ _0"></span>zajowe<span class="ff1"> </span></div></div><div class="c x85 y3bb w63 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">36 667 </div></div><div class="c x86 y3bb w7a h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">34 063 </div></div><div class="c x87 y3bb w65 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">12 049 </div></div><div class="c x88 y3bb w64 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">11 687 </div></div><div class="c x8 y3bc w77 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Koszty usług ob<span class="_ _0"></span>cych<span class="ff1"> </span></div></div><div class="c x85 y3bc w63 h9"><div class="t m0 x89 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">204 750 </div></div><div class="c x86 y3bc w7a h9"><div class="t m0 x89 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">169 743 </div></div><div class="c x87 y3bc w65 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">50 056 </div></div><div class="c x88 y3bc w64 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">43 515 </div></div><div class="c x8 y3bd w77 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem <span class="ff1"> </span></div></div><div class="c x85 y3bd w63 h9"><div class="t m0 x89 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">564 192 </div></div><div class="c x86 y3bd w7a h9"><div class="t m0 x89 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">551 273 </div></div><div class="c x87 y3bd w65 h9"><div class="t m0 x89 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">155 314 </div></div><div class="c x88 y3bd w64 h9"><div class="t m0 x89 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">154 047 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y3be ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h23 y3bf ff4 fs6 fc1 sc0 ls0 ws0">NOTA 4 <span class="_ _24"> </span><span class="ff3">KOSZTY WY<span class="_ _0"></span>NAGRODZEŃ<span class="ff4"> </span></span></div></div><div class="c x8 y3c0 w6f h47"><div class="t m0 x9 ha y75 ff6 fs3 fc2 sc0 ls0 ws0">Średni stan zatr<span class="_ _0"></span>udnionych w<span class="ff5"> osob<span class="_ _0"></span>ach </span></div><div class="t m0 x9 ha y74 ff5 fs3 fc2 sc0 ls0 ws0">(wraz z <span class="ff6">kadrą z<span class="_ _0"></span>arządczą)<span class="_ _0"></span> <span class="ff1 fc6"> </span></span></div><div class="t m0 x9 ha y76 ff5 fs3 fc2 sc0 ls0 ws0">(w osobach) </div></div><div class="c x8f y3c0 w70 h47"><div class="t m0 x17 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x11 hc y74 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2024 </div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x90 y3c0 w71 h47"><div class="t m0 x17 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x11 ha y74 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </span></div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x91 y3c0 w72 h47"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x11 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x92 y3c0 w73 h47"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x11 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y3c1 w6f h19"><div class="t m0 x9 ha y76 ff5 fs3 fc0 sc0 ls0 ws0">Poszczególne kate<span class="_ _0"></span>gorie zatrud<span class="_ _0"></span>nionych w osob<span class="_ _0"></span>ach: </div></div><div class="c x8f y3c1 w74 h19"><div class="t m0 x32 ha y76 ff5 fs3 fc0 sc0 ls7 ws0">914<span class="ls0"> </span></div></div><div class="c x90 y3c1 w12 h19"><div class="t m0 x32 ha y76 ff5 fs3 fc0 sc0 ls7 ws0">991<span class="ls0"> </span></div></div><div class="c x91 y3c1 w75 h19"><div class="t m0 x32 ha y76 ff5 fs3 fc0 sc0 ls7 ws0">896<span class="ls0"> </span></div></div><div class="c x92 y3c1 w76 h19"><div class="t m0 x32 ha y76 ff5 fs3 fc0 sc0 ls7 ws0">955<span class="ls0"> </span></div></div><div class="c x8 y3c2 w6f h19"><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">stanowiska nierob<span class="_ _0"></span>otnicze </div></div><div class="c x8f y3c2 w74 h19"><div class="t m0 x32 hc y76 ff1 fs3 fc0 sc0 ls7 ws0">909<span class="ls0"> </span></div></div><div class="c x90 y3c2 w12 h19"><div class="t m0 x32 hc y76 ff1 fs3 fc0 sc0 ls7 ws0">984<span class="ls0"> </span></div></div><div class="c x91 y3c2 w75 h19"><div class="t m0 x67 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">891 </span> </div></div><div class="c x92 y3c2 w76 h19"><div class="t m0 x67 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">948 </span> </div></div><div class="c x8 y3c3 w6f h19"><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">stanowiska robotn<span class="_ _0"></span>icze </div></div><div class="c x8f y3c3 w74 h19"><div class="t m0 x69 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x90 y3c3 w12 h19"><div class="t m0 x69 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">7 </div></div><div class="c x91 y3c3 w75 h19"><div class="t m0 x73 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">5 </span> </div></div><div class="c x92 y3c3 w76 h19"><div class="t m0 x73 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">7 </span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y3c4 ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 hc y3c5 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y3c6 w6f hb"><div class="t m0 x9 ha y75 ff5 fs3 fc2 sc0 ls0 ws0">Ogólne wynagrod<span class="_ _0"></span>zenie w <span class="ff6">podziale<span class="_ _0"></span> na płace, ubezpi<span class="_ _0"></span>ecze-</span></div><div class="t m0 x9 ha y74 ff5 fs3 fc2 sc0 ls0 ws0">nia i inne (kwotowo)<span class="_ _0"></span><span class="ff1 fc6"> </span></div><div class="t m0 x9 ha y76 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x8f y3c6 w70 hb"><div class="t m0 x17 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x11 ha y74 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2024 </span></div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x90 y3c6 w71 hb"><div class="t m0 x17 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x11 hc y74 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x91 y3c6 w72 hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x11 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x92 y3c6 w73 hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x11 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y3c7 w6f h19"><div class="t m0 x9 ha y76 ff5 fs3 fc0 sc0 ls0 ws0">Razem wynagrod<span class="_ _0"></span>zenia, w tym:<span class="_ _0"></span> </div></div><div class="c x8f y3c7 w74 h19"><div class="t m0 x13 ha y76 ff5 fs3 fc0 sc0 ls0 ws0"> 84 203  </div></div><div class="c x90 y3c7 w12 h19"><div class="t m0 x13 ha y76 ff5 fs3 fc0 sc0 ls0 ws0"> 80 322  </div></div><div class="c x91 y3c7 w75 h19"><div class="t m0 x13 ha y76 ff5 fs3 fc0 sc0 ls0 ws0"> 21 624  </div></div><div class="c x92 y3c7 w76 h19"><div class="t m0 x13 ha y76 ff5 fs3 fc0 sc0 ls0 ws0"> 19 435  </div></div><div class="c x8 y3c8 w6f h19"><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">Płace<span class="ff1"> </span></div></div><div class="c x8f y3c8 w74 h19"><div class="t m0 x13 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> 69 474  </div></div><div class="c x90 y3c8 w12 h19"><div class="t m0 x13 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> 66 648  </div></div><div class="c x91 y3c8 w75 h19"><div class="t m0 x13 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> 17 873  </div></div><div class="c x92 y3c8 w76 h19"><div class="t m0 x13 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> 16 139  </div></div><div class="c x8 y3c9 w6f h19"><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">Ubezpieczenia spo<span class="_ _0"></span>łeczne i<span class="ff1"> inne </span>świ<span class="_ _0"></span>adczenia<span class="ff1"> </span></div></div><div class="c x8f y3c9 w74 h19"><div class="t m0 x13 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> 14 729  </div></div><div class="c x90 y3c9 w12 h19"><div class="t m0 x13 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> 13 674  </div></div><div class="c x91 y3c9 w75 h19"><div class="t m0 x93 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> 3 751  </div></div><div class="c x92 y3c9 w76 h19"><div class="t m0 x14 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> 3 296  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y3ca ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h2 y3cb ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>o<span class="_ _6"></span>kresie <span class="_ _6"></span>sprawozdawczym <span class="_ _11"></span><span class="ff7">wypłacono <span class="_ _11"></span>odprawy <span class="_ _6"></span>w <span class="_ _11"></span>wysokości <span class="_ _11"></span></span>334 <span class="_ _11"></span><span class="ff7">tys. <span class="_ _6"></span>PLN. <span class="_ _11"></span>Spółka <span class="_ _11"></span>prezentuje <span class="_ _6"></span>odprawy <span class="_ _11"></span> <span class="_ _11"></span>w <span class="_ _6"></span>pozostałych <span class="_ _11"></span>kosztach </span></div><div class="t m0 x1 h2 y3cc ff1 fs0 fc0 sc0 ls0 ws0">operacyjnych. </div><div class="t m0 x1 h23 y3cd ff4 fs6 fc1 sc0 ls0 ws0">NOTA 5 <span class="_ _25"> </span><span class="ff3">POZOSTAŁE</span> PRZ<span class="_ _0"></span>YCHODY OPE<span class="_ _0"></span>RACYJ<span class="_ _0"></span>NE </div></div><div class="c x8 y10a w7b h48"><div class="t m0 x9 ha y3ce ff6 fs3 fc2 sc0 ls0 ws0">Pozostałe prz<span class="_ _0"></span>ychody operac<span class="_ _0"></span>yjne<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha y3cf ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x94 y10a w7c h48"><div class="t m0 x5c ha y3d0 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x1c ha y3d1 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2024 </span></div><div class="t m0 x80 ha y3d2 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x95 y10a w7d h48"><div class="t m0 x5c ha y3d0 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x1c ha y3d1 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </span></div><div class="t m0 x80 ha y3d2 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x87 y10a w5f h48"><div class="t m0 x5a ha y3d0 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x80 hc y3d1 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x1c ha y3d2 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x88 y10a w7e h48"><div class="t m0 x5a ha y3d0 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x80 hc y3d1 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x1c ha y3d2 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y3d3 w7b h17"><div class="t m0 x9 hc y179 ff1 fs3 fc0 sc0 ls0 ws0">Inne przychody ope<span class="_ _0"></span>racyjne w tym:<span class="_ _0"></span> </div></div><div class="c x94 y3d3 w7f h17"><div class="t m0 x2f hc y179 ff1 fs3 fc0 sc0 ls7 ws0">9 011<span class="ls0"> </span></div></div><div class="c x86 y3d3 w62 h17"><div class="t m0 x2f hc y179 ff1 fs3 fc0 sc0 ls7 ws0">7 050<span class="ls0"> </span></div></div><div class="c x87 y3d3 w80 h17"><div class="t m0 x2f hc y179 ff1 fs3 fc0 sc0 ls7 ws0">5 182<span class="ls0"> </span></div></div><div class="c x88 y3d3 w62 h17"><div class="t m0 x2f hc y179 ff1 fs3 fc0 sc0 ls7 ws0">4 601<span class="ls0"> </span></div></div><div class="c x8 y3d4 w7b hd"><div class="t m0 x9 hc y74 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff7">z tyt. rozwiązania<span class="_ _0"></span> odpisów aktualiz<span class="_ _0"></span>ujących<span class="_ _0"></span> towarów/materia-</span></div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">łów<span class="ff9"> </span></div></div><div class="c x94 y3d4 w7f hd"><div class="t m0 x2f h12 y78 ff9 fs3 fc0 sc0 ls7 ws0">5 731<span class="ls0"> </span></div></div><div class="c x86 y3d4 w62 hd"><div class="t m0 x2f h12 y78 ff9 fs3 fc0 sc0 ls7 ws0">3 066<span class="ls0"> </span></div></div><div class="c x87 y3d4 w80 hd"><div class="t m0 x2f h12 y78 ff9 fs3 fc0 sc0 ls7 ws0">3 997<span class="ls0"> </span></div></div><div class="c x88 y3d4 w62 hd"><div class="t m0 x2f h12 y78 ff9 fs3 fc0 sc0 ls7 ws0">2 673<span class="ls0"> </span></div></div><div class="c x8 y2c1 w7b hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">z tyt. rozwiązania <span class="_ _0"></span>rezerw (odprawy<span class="_ _0"></span> oraz większe <span class="_ _0"></span>formaty Wól-</div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">czanek)<span class="ff9"> </span></div></div><div class="c x94 y2c1 w7f hd"><div class="t m0 x18 h12 y78 ff9 fs3 fc0 sc0 ls7 ws0">664<span class="ls0"> </span></div></div><div class="c x86 y2c1 w62 hd"><div class="t m0 x63 h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x87 y2c1 w80 hd"><div class="t m0 x42 h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">-230 </div></div><div class="c x88 y2c1 w62 hd"><div class="t m0 x63 h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y3d5 w7b h49"><div class="t m0 x9 hc y179 ff7 fs3 fc0 sc0 ls0 ws0">z tyt. rozwiązania <span class="_ _0"></span>rezerwy na zwro<span class="_ _0"></span>ty <span class="ff9"> </span></div></div><div class="c x94 y3d5 w7f h49"><div class="t m0 x18 h12 y179 ff9 fs3 fc0 sc0 ls7 ws0">958<span class="ls0"> </span></div></div><div class="c x86 y3d5 w62 h49"><div class="t m0 x18 h12 y179 ff9 fs3 fc0 sc0 ls7 ws0">713<span class="ls0"> </span></div></div><div class="c x87 y3d5 w80 h49"><div class="t m0 x63 h12 y179 ff9 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x88 y3d5 w62 h49"><div class="t m0 x63 h12 y179 ff9 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y3d6 w7b h15"><div class="t m0 x9 hc y179 ff1 fs3 fc0 sc0 ls0 ws0">z tyt. odpisanych<span class="_ _0"></span> <span class="ff7">przedawnionyc<span class="_ _0"></span>h zobowiązań<span class="ff9"> </span></span></div></div><div class="c x94 y3d6 w7f h15"><div class="t m0 x2f h12 y179 ff9 fs3 fc0 sc0 ls7 ws0">1 127<span class="ls0"> </span></div></div><div class="c x86 y3d6 w62 h15"><div class="t m0 x2f h12 y179 ff9 fs3 fc0 sc0 ls7 ws0">1 162<span class="ls0"> </span></div></div><div class="c x87 y3d6 w80 h15"><div class="t m0 x2f h12 y179 ff9 fs3 fc0 sc0 ls7 ws0">1 127<span class="ls0"> </span></div></div><div class="c x88 y3d6 w62 h15"><div class="t m0 x2f h12 y179 ff9 fs3 fc0 sc0 ls7 ws0">1 162<span class="ls0"> </span></div></div><div class="c x8 y3d7 w7b h15"><div class="t m0 x9 hc y386 ff1 fs3 fc0 sc0 ls0 ws0"> z tyt. likwidacji u<span class="_ _0"></span>mów wycenian<span class="_ _0"></span>ych zgodnie<span class="_ _0"></span> z MSSF 16<span class="ff9"> </span></div></div><div class="c x94 y3d7 w7f h15"><div class="t m0 x18 h12 y386 ff9 fs3 fc0 sc0 ls7 ws0">104<span class="ls0"> </span></div></div><div class="c x86 y3d7 w62 h15"><div class="t m0 x2f h12 y386 ff9 fs3 fc0 sc0 ls7 ws0">1 128<span class="ls0"> </span></div></div><div class="c x87 y3d7 w80 h15"><div class="t m0 x63 h12 y386 ff9 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x88 y3d7 w62 h15"><div class="t m0 x18 h12 y386 ff9 fs3 fc0 sc0 ls7 ws0">470<span class="ls0"> </span></div></div><div class="c x8 y3d8 w7b h15"><div class="t m0 x9 ha y386 ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x94 y3d8 w7f h15"><div class="t m0 x2f ha y386 ff5 fs3 fc0 sc0 ls7 ws0">9 011<span class="ls0"> </span></div></div><div class="c x86 y3d8 w62 h15"><div class="t m0 x2f ha y386 ff5 fs3 fc0 sc0 ls7 ws0">7 050<span class="ls0"> </span></div></div><div class="c x87 y3d8 w80 h15"><div class="t m0 x2f ha y386 ff5 fs3 fc0 sc0 ls7 ws0">5 182<span class="ls0"> </span></div></div><div class="c x88 y3d8 w62 h15"><div class="t m0 x2f ha y386 ff5 fs3 fc0 sc0 ls7 ws0">4 601<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y3d9 ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h14 y3da ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y3db ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y3dc ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y3dd ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x7 y3de w5 h4a" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 w66 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls1a ws0">29<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">NOTA 5A <span class="_ _b"> </span><span class="ff3">POZOSTAŁE KOSZTY OPERA<span class="_ _1"></span>C<span class="_ _6"></span>YJNE<span class="ff4"> </span></span></div></div><div class="c x8 y3df w81 hb"><div class="t m0 x9 ha y3e0 ff6 fs3 fc2 sc0 ls0 ws0">Pozostałe kosz<span class="_ _0"></span>ty operacyjn<span class="_ _0"></span>e<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha y78 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x96 y3df w82 hb"><div class="t m0 x97 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x11 ha y74 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2024 </span></div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x98 y3df w83 hb"><div class="t m0 x97 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x11 hc y74 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x99 y3df w82 hb"><div class="t m0 x3b ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x3c ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x92 y3df w71 hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x11 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y70 w81 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Strata ze zbycia niefin<span class="_ _0"></span>ansowych ak<span class="_ _0"></span>tywów trwałyc<span class="_ _0"></span>h<span class="ff1"> </span></div></div><div class="c x96 y70 w72 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">428<span class="ls0"> </span></div></div><div class="c x98 y70 w84 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">260<span class="ls0"> </span></div></div><div class="c x99 y70 w72 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">210<span class="ls0"> </span></div></div><div class="c x92 y70 w84 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">159<span class="ls0"> </span></div></div><div class="c x8 y3e1 w81 hd"><div class="t m0 x9 hc y74 ff1 fs3 fc0 sc0 ls0 ws0">Odpisy z <span class="ff7">tytułu utraty w<span class="_ _0"></span>artości śro<span class="_ _0"></span>dków trw<span class="_ _0"></span>ałych<span class="ff1"> </span>(więk-</span></div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">sze formaty Wólc<span class="_ _0"></span>zanek)  </div></div><div class="c x96 y3e1 w72 hd"><div class="t m0 x69 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x98 y3e1 w84 hd"><div class="t m0 x2d hc y78 ff1 fs3 fc0 sc0 ls7 ws0">3 663<span class="ls0"> </span></div></div><div class="c x99 y3e1 w72 hd"><div class="t m0 x69 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y3e1 w84 hd"><div class="t m0 x2d hc y78 ff1 fs3 fc0 sc0 ls7 ws0">3 663<span class="ls0"> </span></div></div><div class="c x8 y3e2 w81 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Odpisy aktualizuj<span class="_ _0"></span>ące wartość towa<span class="_ _0"></span>rów<span class="ff1"> </span></div></div><div class="c x96 y3e2 w72 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x98 y3e2 w84 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x99 y3e2 w72 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y3e2 w84 h9"><div class="t m0 x38 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">288</span> </div></div><div class="c x8 y3e3 w81 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Odpisy aktualizuj<span class="_ _0"></span>ące wartość wyro<span class="_ _0"></span>bów go<span class="_ _0"></span>towych<span class="ff1"> </span></div></div><div class="c x96 y3e3 w72 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x98 y3e3 w84 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x99 y3e3 w72 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y3e3 w84 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y365 w81 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Przekazanie darowizny<span class="_ _0"></span> </div></div><div class="c x96 y365 w72 h9"><div class="t m0 x2d hc y72 ff1 fs3 fc0 sc0 ls7 ws0">3 512<span class="ls0"> </span></div></div><div class="c x98 y365 w84 h9"><div class="t m0 x2d hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 557<span class="ls0"> </span></div></div><div class="c x99 y365 w72 h9"><div class="t m0 x2d hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 292<span class="ls0"> </span></div></div><div class="c x92 y365 w84 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">405<span class="ls0"> </span></div></div><div class="c x8 y3e4 w81 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Koszty likwidacji <span class="ff7">skł<span class="_ _0"></span>adników mająt<span class="_ _0"></span>ku obrotow<span class="_ _0"></span>ego<span class="ff1"> </span></span></div></div><div class="c x96 y3e4 w72 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">443<span class="ls0"> </span></div></div><div class="c x98 y3e4 w84 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">612<span class="ls0"> </span></div></div><div class="c x99 y3e4 w72 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">443<span class="ls0"> </span></div></div><div class="c x92 y3e4 w84 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">301<span class="ls0"> </span></div></div><div class="c x8 y3e5 w81 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Inne koszty oper<span class="_ _0"></span>acyjne w tym: </div></div><div class="c x96 y3e5 w72 h9"><div class="t m0 x2d hc y72 ff1 fs3 fc0 sc0 ls7 ws0">2 895<span class="ls0"> </span></div></div><div class="c x98 y3e5 w84 h9"><div class="t m0 x2d hc y72 ff1 fs3 fc0 sc0 ls7 ws0">7 475<span class="ls0"> </span></div></div><div class="c x99 y3e5 w72 h9"><div class="t m0 x2d hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 919<span class="ls0"> </span></div></div><div class="c x92 y3e5 w84 h9"><div class="t m0 x2d hc y72 ff1 fs3 fc0 sc0 ls7 ws0">4 976<span class="ls0"> </span></div></div><div class="c x8 y3e6 w81 he"><div class="t m0 x9 h12 y72 ffa fs3 fc0 sc0 ls0 ws0">rezerwa na przys<span class="_ _0"></span>złe zobowią<span class="_ _0"></span>zania<span class="ff9"> </span></div></div><div class="c x96 y3e6 w72 he"><div class="t m0 x2d h12 y72 ff9 fs3 fc0 sc0 ls7 ws0">1 236<span class="ls0"> </span></div></div><div class="c x98 y3e6 w84 he"><div class="t m0 x2d h12 y72 ff9 fs3 fc0 sc0 ls7 ws0">1 915<span class="ls0"> </span></div></div><div class="c x99 y3e6 w72 he"><div class="t m0 x9a h12 y72 ff9 fs3 fc0 sc0 ls7 ws0">861<span class="ls0"> </span></div></div><div class="c x92 y3e6 w84 he"><div class="t m0 x2d h12 y72 ff9 fs3 fc0 sc0 ls7 ws0">1 045<span class="ls0"> </span></div></div><div class="c x8 y3e7 w81 hf"><div class="t m0 x9 h12 y72 ffa fs3 fc0 sc0 ls0 ws0">rezerwa na likwida<span class="_ _0"></span>cję (większe f<span class="_ _0"></span>ormaty Wólczan<span class="_ _0"></span>ek)<span class="ff9"> </span></div></div><div class="c x96 y3e7 w72 hf"><div class="t m0 x69 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x98 y3e7 w84 hf"><div class="t m0 x2d h12 y72 ff9 fs3 fc0 sc0 ls7 ws0">3 044<span class="ls0"> </span></div></div><div class="c x99 y3e7 w72 hf"><div class="t m0 x69 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y3e7 w84 hf"><div class="t m0 x2d h12 y72 ff9 fs3 fc0 sc0 ls7 ws0">3 044<span class="ls0"> </span></div></div><div class="c x8 y3e8 w81 h9"><div class="t m0 x9 h12 y72 ff9 fs3 fc0 sc0 ls0 ws0">odprawy ekono<span class="_ _0"></span>miczne </div></div><div class="c x96 y3e8 w72 h9"><div class="t m0 x9a h12 y72 ff9 fs3 fc0 sc0 ls7 ws0">334<span class="ls0"> </span></div></div><div class="c x98 y3e8 w84 h9"><div class="t m0 x9a h12 y72 ff9 fs3 fc0 sc0 ls7 ws0">126<span class="ls0"> </span></div></div><div class="c x99 y3e8 w72 h9"><div class="t m0 x33 h12 y72 ff9 fs3 fc0 sc0 ls7 ws0">89<span class="ls0"> </span></div></div><div class="c x92 y3e8 w84 h9"><div class="t m0 x7b h12 y72 ff9 fs3 fc0 sc0 ls0 ws0">23 </div></div><div class="c x8 y309 w81 hf"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x96 y309 w72 hf"><div class="t m0 x2d ha y72 ff5 fs3 fc0 sc0 ls7 ws0">7 278<span class="ls0"> </span></div></div><div class="c x98 y309 w84 hf"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">13 572 </div></div><div class="c x99 y309 w72 hf"><div class="t m0 x2d ha y72 ff5 fs3 fc0 sc0 ls7 ws0">3 864<span class="ls0"> </span></div></div><div class="c x92 y309 w84 hf"><div class="t m0 x2d ha y72 ff5 fs3 fc0 sc0 ls7 ws0">9 216<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y3e9 ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h23 y3ea ff4 fs6 fc1 sc0 ls0 ws0">NOTA 6 <span class="_ _26"> </span>PRZYCHODY FI<span class="_ _0"></span>NANSOWE </div></div><div class="c x8 y3eb w85 h45"><div class="t m0 x9 ha y3b4 ff5 fs3 fc2 sc0 ls0 ws0">Przychody finansow<span class="_ _0"></span>e<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya6 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x85 y3eb w5f h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2024 </span></div><div class="t m0 x57 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x86 y3eb w7d h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </span></div><div class="t m0 x57 hc ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x87 y3eb w61 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x88 y3eb w62 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od <span class="ls7">01</span>-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y3ec w85 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Odsetki od lokat banko<span class="_ _0"></span>wych i poży<span class="_ _0"></span>czek udzielo<span class="_ _0"></span>nych<span class="ff1 fc4"> </span></div></div><div class="c x85 y3ec w63 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">366<span class="ls0"> </span></div></div><div class="c x86 y3ec w62 h9"><div class="t m0 x2f hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 966<span class="fc4 ls0"> </span></div></div><div class="c x87 y3ec w65 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">142<span class="fc4 ls0"> </span></div></div><div class="c x88 y3ec w64 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">406<span class="ls0"> </span></div></div><div class="c x8 y3ed w85 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Wynagrodzen<span class="_ _0"></span>ie za udzielone poręc<span class="_ _1"></span>zenia<span class="_ _6"></span><span class="ff1"> </span></div></div><div class="c x85 y3ed w63 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">185<span class="ff9 ls0"> </span></div></div><div class="c x86 y3ed w62 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">254<span class="ff9 ls0"> </span></div></div><div class="c x87 y3ed w65 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">185<span class="ff9 ls0"> </span></div></div><div class="c x88 y3ed w64 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">254<span class="ff9 ls0"> </span></div></div><div class="c x8 y3ee w85 he"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zysk z tytułu różnic<span class="_ _0"></span> kursowych<span class="ff9"> </span></div></div><div class="c x85 y3ee w63 he"><div class="t m0 x2f hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 844<span class="ls0"> </span></div></div><div class="c x86 y3ee w62 he"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">13 657 </div></div><div class="c x87 y3ee w65 he"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">99<span class="ls0"> </span></div></div><div class="c x88 y3ee w64 he"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">12 310 </div></div><div class="c x8 y1a6 w85 h11"><div class="t m0 x9 h12 ya4 ff9 fs3 fc0 sc0 ls0 ws0">w tym: z tyt. leasi<span class="_ _0"></span>ngu lokali <span class="_ _0"></span>handlowych ora<span class="_ _0"></span>z powierzchni biuro<span class="_ _0"></span>-</div><div class="t m0 x9 h12 ya5 ff9 fs3 fc0 sc0 ls0 ws0">wych </div></div><div class="c x85 y1a6 w63 h11"><div class="t m0 x2f h12 ya6 ff9 fs3 fc0 sc0 ls7 ws0">2 279<span class="ls0"> </span></div></div><div class="c x86 y1a6 w62 h11"><div class="t m0 x6f h12 ya6 ff9 fs3 fc0 sc0 ls0 ws0">11 544 </div></div><div class="c x87 y1a6 w65 h11"><div class="t m0 x9b h12 ya6 ff9 fs3 fc0 sc0 ls7 ws0">99<span class="ls0"> </span></div></div><div class="c x88 y1a6 w64 h11"><div class="t m0 x2f h12 ya6 ff9 fs3 fc0 sc0 ls7 ws0">9 522<span class="ls0"> </span></div></div><div class="c x8 y131 w85 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Wycena transakcji forw<span class="_ _0"></span>ard </div></div><div class="c x85 y131 w63 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">21<span class="ls0"> </span></div></div><div class="c x86 y131 w62 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">77<span class="ls0"> </span></div></div><div class="c x87 y131 w65 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x88 y131 w64 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">77<span class="ls0"> </span></div></div><div class="c x8 y3ef w85 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Dywidend<span class="_ _0"></span>y z tyt. udziałów i akac<span class="_ _0"></span>ji<span class="ff1"> </span></div></div><div class="c x85 y3ef w63 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">21 101 </div></div><div class="c x86 y3ef w62 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">41 859 </div></div><div class="c x87 y3ef w65 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x88 y3ef w64 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">41 859 </div></div><div class="c x8 y3f0 w85 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x85 y3f0 w63 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c x86 y3f0 w62 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">55<span class="ls0"> </span></div></div><div class="c x87 y3f0 w65 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x88 y3f0 w64 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">53<span class="ls0"> </span></div></div><div class="c x8 y3ad w85 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x85 y3ad w63 h9"><div class="t m0 x6f ha y8e ff5 fs3 fc0 sc0 ls0 ws0">23 519 </div></div><div class="c x86 y3ad w62 h9"><div class="t m0 x6f ha y8e ff5 fs3 fc0 sc0 ls0 ws0">57 868 </div></div><div class="c x87 y3ad w65 h9"><div class="t m0 x18 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">426<span class="ls0"> </span></div></div><div class="c x88 y3ad w64 h9"><div class="t m0 x6f ha y8e ff5 fs3 fc0 sc0 ls0 ws0">54 959 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y3f1 ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h23 y3f2 ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls27">6A</span> <span class="_ _1c"> </span>KOSZTY FINANSOWE </div></div><div class="c x8 y337 w85 h45"><div class="t m0 x9 ha y3b4 ff5 fs3 fc2 sc0 ls0 ws0">Koszty finansowe<span class="_ _0"></span><span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya6 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x85 y337 w78 h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2024 </span></div><div class="t m0 x80 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x86 y337 w7d h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </span></div><div class="t m0 x57 hc ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x87 y337 w61 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x88 y337 w62 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y3f3 w85 h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Odsetki od kredytó<span class="_ _0"></span>w w rachunku b<span class="_ _1"></span>ieżącym<span class="ff1">, kredytów banko-</span></div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 lsb ws0">wych<span class="ls0"> <span class="ff7">i pożyczek</span><span class="fc4"> </span></span></div></div><div class="c x85 y3f3 w63 h11"><div class="t m0 x2f hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">2 661<span class="ls0"> </span></div></div><div class="c x86 y3f3 w62 h11"><div class="t m0 x18 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">967<span class="ls0"> </span></div></div><div class="c x87 y3f3 w65 h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">1 180<span class="ls0"> </span></div></div><div class="c x88 y3f3 w64 h11"><div class="t m0 x18 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">179<span class="ls0"> </span></div></div><div class="c x8 y3f4 w85 h9"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">Odsetki od faktorin<span class="_ _0"></span>gu<span class="ff5"> </span></div></div><div class="c x85 y3f4 w63 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">223<span class="ls0"> </span></div></div><div class="c x86 y3f4 w62 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">506<span class="ls0"> </span></div></div><div class="c x87 y3f4 w65 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">102<span class="ls0"> </span></div></div><div class="c x88 y3f4 w64 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">93<span class="ls0"> </span></div></div><div class="c x8 y3f5 w85 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Odsetki od zobow<span class="_ _0"></span>iązań z tytułu lea<span class="_ _0"></span>singu finansow<span class="_ _0"></span>ego<span class="ff1"> </span></div></div><div class="c x85 y3f5 w63 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">94<span class="ls0"> </span></div></div><div class="c x86 y3f5 w62 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">84<span class="ls0"> </span></div></div><div class="c x87 y3f5 w65 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">20<span class="ls0"> </span></div></div><div class="c x88 y3f5 w64 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">26<span class="ls0"> </span></div></div><div class="c x8 y3f6 w85 h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Odsetki z tytułu umó<span class="_ _0"></span>w leasingu <span class="_ _0"></span>finansow<span class="_ _0"></span>ego dotyczący<span class="_ _0"></span>ch lo-</div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">kali handlowy<span class="_ _0"></span>ch oraz powierzchn<span class="_ _0"></span>i biurowyc<span class="_ _0"></span>h<span class="ff9"> </span></div></div><div class="c x85 y3f6 w63 h11"><div class="t m0 x2f hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">4 947<span class="ls0"> </span></div></div><div class="c x86 y3f6 w62 h11"><div class="t m0 x2f hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">3 092<span class="ls0"> </span></div></div><div class="c x87 y3f6 w65 h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">1 405<span class="ls0"> </span></div></div><div class="c x88 y3f6 w64 h11"><div class="t m0 x2f hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">1 <span class="ls7">073</span> </div></div><div class="c x8 y24a w85 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Prowizje od kredy<span class="_ _0"></span>tów, gwarancji,<span class="_ _0"></span> akredyty<span class="_ _0"></span>w i faktoringu </div></div><div class="c x85 y24a w63 h9"><div class="t m0 x2f hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 158<span class="ls0"> </span></div></div><div class="c x86 y24a w62 h9"><div class="t m0 x2f hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 170<span class="ls0"> </span></div></div><div class="c x87 y24a w65 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">220<span class="ls0"> </span></div></div><div class="c x88 y24a w64 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">169<span class="ls0"> </span></div></div><div class="c x8 y38 w85 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Strata z tytułu różn<span class="_ _0"></span>ic kursowych<span class="ff1"> </span></div></div><div class="c x85 y38 w63 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x86 y38 w62 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x87 y38 w65 h9"><div class="t m0 x1 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 093<span class="ls0"> </span></div></div><div class="c x88 y38 w64 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y3f7 w85 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Wycena kredy<span class="_ _0"></span>tów wg zamortyzow<span class="_ _0"></span>anego kosztu<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x85 y3f7 w63 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">37<span class="ls0"> </span></div></div><div class="c x86 y3f7 w62 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">73<span class="ls0"> </span></div></div><div class="c x87 y3f7 w65 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">13<span class="ls0"> </span></div></div><div class="c x88 y3f7 w64 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">30<span class="ls0"> </span></div></div><div class="c x8 y3f8 w85 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Wycena transakcji forw<span class="_ _0"></span>ard </div></div><div class="c x85 y3f8 w63 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">78<span class="ls0"> </span></div></div><div class="c x86 y3f8 w62 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">20<span class="ls0"> </span></div></div><div class="c x87 y3f8 w65 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c x88 y3f8 w64 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">20<span class="ls0"> </span></div></div><div class="c x8 y3f9 w85 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Odpis na udzielona <span class="ff7">pożyc<span class="_ _0"></span>zkę<span class="ff1"> </span></span></div></div><div class="c x85 y3f9 w63 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x86 y3f9 w62 h9"><div class="t m0 x18 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c x87 y3f9 w65 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x88 y3f9 w64 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x7 y3fa w5 h4b" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 w86 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls28 ws0">30<span class="ls0"> </span></div></div><div class="c x8 y3b9 w85 h45"><div class="t m0 x9 ha y3b4 ff5 fs3 fc2 sc0 ls0 ws0">Koszty finansowe<span class="_ _0"></span><span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya6 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x85 y3b9 w78 h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2024 </span></div><div class="t m0 x80 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x86 y3b9 w7d h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </span></div><div class="t m0 x57 hc ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x87 y3b9 w61 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x88 y3b9 w62 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 yec w85 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe <span class="ff1"> </span></div></div><div class="c x85 yec w63 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">68<span class="ls0"> </span></div></div><div class="c x86 yec w62 h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">19<span class="ls0"> </span></div></div><div class="c x87 yec w65 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">19<span class="ls0"> </span></div></div><div class="c x88 yec w64 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x8 yed w85 hf"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> Razem  </div></div><div class="c x85 yed w63 hf"><div class="t m0 x2f ha y8e ff5 fs3 fc0 sc0 ls7 ws0">9 266<span class="ls0"> </span></div></div><div class="c x86 yed w62 hf"><div class="t m0 x2f ha y8e ff5 fs3 fc0 sc0 ls7 ws0">6 331<span class="ls0"> </span></div></div><div class="c x87 yed w65 hf"><div class="t m0 x1 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">5 053<span class="ls0"> </span></div></div><div class="c x88 yed w64 hf"><div class="t m0 x2f ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 593<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y3fb ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h23 y3fc ff4 fs6 fc1 sc0 ls0 ws0">NOTA 7 <span class="_ _25"> </span>PODATEK DO<span class="_ _0"></span>CHODOWY </div></div><div class="c x8 y9e w6f h45"><div class="t m0 x9 ha y3b4 ff6 fs3 fc2 sc0 ls0 ws0">Działalność kont<span class="_ _0"></span>ynuowana<span class="_ _0"></span><span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya6 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)<span class="ff1 fc6"> </span></span></div></div><div class="c x8f y9e w70 h45"><div class="t m0 x97 ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x11 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2024 </div><div class="t m0 x54 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x90 y9e w71 h45"><div class="t m0 x97 ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x11 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x54 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x91 y9e w72 h45"><div class="t m0 x10 ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x54 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od <span class="ls7">01</span>-<span class="ls7">10</span>-2024<span class="_ _0"></span> </div><div class="t m0 x11 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x92 y9e w73 h45"><div class="t m0 x10 ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x54 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x11 ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y3fd w6f h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Podatek dochodow<span class="_ _0"></span>y: </div></div><div class="c x8f y3fd w74 h9"><div class="t m0 x38 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">587</span> </div></div><div class="c x90 y3fd w12 h9"><div class="t m0 x7b ha y8e ff5 fs3 fc0 sc0 ls7 ws0">55<span class="ls0"> </span></div></div><div class="c x91 y3fd w75 h9"><div class="t m0 x42 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">4 195<span class="ls0"> </span></div></div><div class="c x92 y3fd w76 h9"><div class="t m0 x42 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">3 473<span class="ls0"> </span></div></div><div class="c x8 y3fe w6f h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff7">Podatek docho<span class="_ _0"></span>dowy bie<span class="_ _0"></span>żący <span class="ff1"> </span></span></div></div><div class="c x8f y3fe w74 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y3fe w12 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y3fe w75 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y3fe w76 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y3ff w6f h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff7">Podatek docho<span class="_ _0"></span>dowy obo<span class="_ _0"></span>wiązujący w innych<span class="_ _0"></span> państwach  <span class="ff1"> </span></span></div></div><div class="c x8f y3ff w74 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y3ff w12 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y3ff w75 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y3ff w76 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y400 w6f h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> Odroczony podatek d<span class="_ _0"></span>ochodow<span class="_ _0"></span>y (nota 8)  </div></div><div class="c x8f y400 w74 h9"><div class="t m0 x38 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">587</span> </div></div><div class="c x90 y400 w12 h9"><div class="t m0 x7b hc y8e ff1 fs3 fc0 sc0 ls7 ws0">55<span class="ls0"> </span></div></div><div class="c x91 y400 w75 h9"><div class="t m0 x42 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 195<span class="ls0"> </span></div></div><div class="c x92 y400 w76 h9"><div class="t m0 x42 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 473<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y401 ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 hc y402 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y403 w87 hb"><div class="t m0 x9 ha y3e0 ff6 fs3 fc2 sc0 ls0 ws0">Podatek dochodow<span class="_ _0"></span>y bieżąc<span class="_ _0"></span>y<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha y78 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x8f y403 w88 hb"><div class="t m0 x97 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x11 ha y74 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2024 </span></div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x90 y403 w71 hb"><div class="t m0 x97 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x11 ha y74 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </span></div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x91 y403 w70 hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x11 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x92 y403 w73 hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od <span class="ls7">01</span>-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x11 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y404 w87 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Zysk (strata) brutto <span class="_ _0"></span> </div></div><div class="c x8f y404 w89 h9"><div class="t m0 x2d ha y72 ff5 fs3 fc0 sc0 ls7 ws0">7 484<span class="ls0"> </span></div></div><div class="c x90 y404 w12 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">28 248 </div></div><div class="c x91 y404 w74 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">14 389 </div></div><div class="c x92 y404 w76 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">52 044 </div></div><div class="c x8 y239 w87 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Różnica pomiędzy<span class="_ _0"></span> zyskiem (stratą) <span class="_ _0"></span>brutto a podstaw<span class="_ _0"></span>ą </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">opodatkowania po<span class="_ _0"></span>datkiem  </div></div><div class="c x8f y239 w89 hd"><div class="t m0 x7e hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-22 392 </div></div><div class="c x90 y239 w12 hd"><div class="t m0 x7e hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-51 283 </div></div><div class="c x91 y239 w74 hd"><div class="t m0 x7e hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-14 389 </div></div><div class="c x92 y239 w76 hd"><div class="t m0 x7e hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-52 044 </div></div><div class="c x8 y405 w87 h4c"><div class="t m0 x9 hc y406 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff7">różnica pomiędzy<span class="_ _0"></span> zyskiem brutto <span class="_ _0"></span>a dochod<span class="_ _0"></span>em do <span class="ff1">opo-</span></span></div><div class="t m0 x9 hc y407 ff7 fs3 fc0 sc0 ls0 ws0">datkowania wyn<span class="_ _0"></span>ikające z kosztów <span class="_ _0"></span>nie stanowiący<span class="_ _0"></span>ch kosz-</div><div class="t m0 x9 hc y408 ff7 fs3 fc0 sc0 ls0 ws0">tów uzyskania wed<span class="_ _0"></span>ług przepisów<span class="_ _0"></span> podatkow<span class="_ _0"></span>ych i przycho<span class="_ _0"></span>-</div><div class="t m0 x9 hc y75 ff7 fs3 fc0 sc0 ls0 ws0">dów nie będ<span class="_ _0"></span>ących przych<span class="_ _0"></span>odami według przepisó<span class="_ _0"></span>w podat-</div><div class="t m0 x9 hc y74 ff1 fs3 fc0 sc0 ls0 ws0">kowych oraz do<span class="_ _0"></span>datkowych<span class="_ _0"></span> przychodów i ko<span class="_ _0"></span>sztów podat-</div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">kowych </div></div><div class="c x8f y405 w89 h4c"><div class="t m0 x7e hc y409 ff1 fs3 fc0 sc0 ls0 ws0">-22 392 </div></div><div class="c x90 y405 w12 h4c"><div class="t m0 x7e hc y409 ff1 fs3 fc0 sc0 ls0 ws0">-51 283 </div></div><div class="c x91 y405 w74 h4c"><div class="t m0 x9a hc y409 ff1 fs3 fc0 sc0 ls7 ws0">998<span class="ls0"> </span></div></div><div class="c x92 y405 w76 h4c"><div class="t m0 x7e hc y409 ff1 fs3 fc0 sc0 ls0 ws0">-50 211 </div></div><div class="c x8 y40a w87 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff7">inne różnice ( m. in<span class="_ _0"></span>. strata z lat ubi<span class="_ _0"></span>egłych)<span class="ff1"> </span></span></div></div><div class="c x8f y40a w89 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y40a w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y40a w74 h9"><div class="t m0 x7e hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-15 387 </div></div><div class="c x92 y40a w76 h9"><div class="t m0 x5f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 833</span> </div></div><div class="c x8 y40b w87 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Dochód/Strata <span class="_ _0"></span> </div></div><div class="c x8f y40b w89 h9"><div class="t m0 x7e ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-14 908 </div></div><div class="c x90 y40b w12 h9"><div class="t m0 x7e ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-23 035 </div></div><div class="c x91 y40b w74 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y40b w76 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y40c w87 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Podstawa opodatko<span class="_ _0"></span>wania podatkie<span class="_ _0"></span>m dochod<span class="_ _0"></span>owym </div></div><div class="c x8f y40c w89 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y40c w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y40c w74 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y40c w76 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y40d w87 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Podatek docho<span class="_ _0"></span>dowy wed<span class="_ _0"></span>ług obowiązującej stawki <span class="_ _0"></span>19%<span class="ff1"> </span></div></div><div class="c x8f y40d w89 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y40d w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y40d w74 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y40d w76 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y40e w87 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Podatek dochodow<span class="_ _0"></span>y bieżąc<span class="_ _0"></span>y <span class="ff5"> </span></div></div><div class="c x8f y40e w89 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y40e w12 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y40e w74 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y40e w76 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y40f ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 hc y410 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y411 w8a h45"><div class="t m0 x9 ha y3b4 ff6 fs3 fc2 sc0 ls0 ws0">Podatek dochodow<span class="_ _0"></span>y według<span class="_ _0"></span> efektywnej st<span class="_ _0"></span>opy <span class="ff5">podatko-</span></div><div class="t m0 x9 ha ya6 ff5 fs3 fc2 sc0 ls0 ws0">wej (<span class="ff6">w tys. zł</span>)<span class="ff1 fc6"> </span></div></div><div class="c x9c y411 w19 h45"><div class="t m0 x9d ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 xe ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2024 </span></div><div class="t m0 x3f ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x86 y411 w60 h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </span></div><div class="t m0 x57 hc ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x87 y411 w61 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x88 y411 w8b h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od <span class="ls7">01</span>-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y412 w8a he"><div class="t m0 x9 ha y413 ff5 fs3 fc0 sc0 ls0 ws0">Zysk (strata) brutto <span class="_ _0"></span><span class="fc4"> </span></div></div><div class="c x9c y412 w8c he"><div class="t m0 x67 ha y413 ff5 fs3 fc0 sc0 ls7 ws0">7 484<span class="fc4 ls0"> </span></div></div><div class="c x86 y412 w8b he"><div class="t m0 x6f ha y413 ff5 fs3 fc0 sc0 ls0 ws0">28 248<span class="fc4"> </span></div></div><div class="c x87 y412 w65 he"><div class="t m0 x6f ha y413 ff5 fs3 fc0 sc0 ls0 ws0">14 389<span class="fc4"> </span></div></div><div class="c x88 y412 w7a he"><div class="t m0 x6f ha y413 ff5 fs3 fc0 sc0 ls0 ws0">52 044<span class="fc4"> </span></div></div><div class="c x8 y414 w8a hf"><div class="t m0 x9 ha y8e ff7 fs3 fc0 sc0 ls0 ws0">Podatek docho<span class="_ _0"></span>dowy wed<span class="_ _0"></span>ług stawki 19%<span class="ff5"> </span></div></div><div class="c x9c y414 w8c hf"><div class="t m0 x67 ha y8e ff1 fs3 fc0 sc0 ls7 ws0">1 422<span class="ff5 ls0"> </span></div></div><div class="c x86 y414 w8b hf"><div class="t m0 x2f ha y8e ff1 fs3 fc0 sc0 ls7 ws0">5 367<span class="ff5 ls0"> </span></div></div><div class="c x87 y414 w65 hf"><div class="t m0 x1 ha y8e ff1 fs3 fc0 sc0 ls7 ws0">2 734<span class="ff5 ls0"> </span></div></div><div class="c x88 y414 w7a hf"><div class="t m0 x1 ha y8e ff1 fs3 fc0 sc0 ls7 ws0">9 888<span class="ff5 ls0"> </span></div></div><div class="c x8 y415 w8a h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Efekt podatko<span class="_ _0"></span>wego ujęcia: <span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x9c y415 w8c h9"><div class="t m0 x8 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-4 254 </div></div><div class="c x86 y415 w8b h9"><div class="t m0 x13 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-9 744 </div></div><div class="c x87 y415 w65 h9"><div class="t m0 x18 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">190<span class="ls0"> </span></div></div><div class="c x88 y415 w7a h9"><div class="t m0 x13 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-9 539 </div></div><div class="c x8 y416 w8a h9"><div class="t m0 x9 h7 y14a ff5 fs0 fc0 sc0 ls0 ws0">(-)<span class="ff1 fs3"> <span class="ff7">Wykorzystania stra<span class="_ _0"></span>ta podatkow<span class="_ _0"></span>ych z lat ubiegłyc<span class="_ _0"></span>h<span class="ff1"> </span></span></span></div></div><div class="c x9c y416 w8c h9"><div class="t m0 x44 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x86 y416 w8b h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x87 y416 w65 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x88 y416 w7a h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y2c6 w8a h4d"><div class="t m0 x9 h7 y417 ff5 fs0 fc0 sc0 ls2 ws0">(+)<span class="ff1 fs3 ls0"> <span class="ff7">Kosztów<span class="_ _0"></span> nie stanowiący<span class="_ _0"></span>ch kosztów<span class="_ _0"></span> uzyskania według<span class="_ _0"></span> </span></span></div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">przepisów podatkow<span class="_ _0"></span>ych<span class="fc1"> </span></div></div><div class="c x9c y2c6 w8c h4d"><div class="t m0 x67 hc y418 ff1 fs3 fc0 sc0 ls7 ws0">2 047<span class="ls0"> </span></div></div><div class="c x86 y2c6 w8b h4d"><div class="t m0 x2f hc y418 ff1 fs3 fc0 sc0 ls7 ws0">2 766<span class="ls0"> </span></div></div><div class="c x87 y2c6 w65 h4d"><div class="t m0 x18 hc y418 ff1 fs3 fc0 sc0 ls7 ws0">572<span class="ls0"> </span></div></div><div class="c x88 y2c6 w7a h4d"><div class="t m0 x18 hc y418 ff1 fs3 fc0 sc0 ls7 ws0">537<span class="fc1 ls0"> </span></div></div><div class="c x8 y419 w8a h4d"><div class="t m0 x9 h7 y417 ff5 fs0 fc0 sc0 ls0 ws0">(-)<span class="ff1 fs3"> <span class="ff7">Przychodów nie b<span class="_ _0"></span>ędących przyc<span class="_ _0"></span>hodami wed<span class="_ _0"></span>ług przepi-</span></span></div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">sów podatkowy<span class="_ _0"></span>ch </div></div><div class="c x9c y419 w8c h4d"><div class="t m0 x67 hc y418 ff1 fs3 fc0 sc0 ls7 ws0">6 327<span class="ls0"> </span></div></div><div class="c x86 y419 w8b h4d"><div class="t m0 x6f hc y418 ff1 fs3 fc0 sc0 ls0 ws0">12 510 </div></div><div class="c x87 y419 w65 h4d"><div class="t m0 x18 hc y418 ff1 fs3 fc0 sc0 ls7 ws0">251<span class="ls0"> </span></div></div><div class="c x88 y419 w7a h4d"><div class="t m0 x6f hc y418 ff1 fs3 fc0 sc0 ls0 ws0">10 077 </div></div><div class="c x8 y41a w8a h4d"><div class="t m0 x9 h7 y417 ff5 fs0 fc0 sc0 ls0 ws0">(-<span class="ls6">) </span><span class="ff7 fs3">K<span class="_ _6"></span>osztów pod<span class="_ _0"></span>atkowych ni<span class="_ _0"></span>e będących<span class="_ _0"></span> kosztem bilanso-</span></div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 lsb ws0">wym<span class="ls0"> </span></div></div><div class="c x9c y41a w8c h4d"><div class="t m0 x2e hc y418 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">17</span> </div></div><div class="c x86 y41a w8b h4d"><div class="t m0 x63 hc y418 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x87 y41a w65 h4d"><div class="t m0 x9b hc y418 ff1 fs3 fc0 sc0 ls7 ws0">67<span class="ls0"> </span></div></div><div class="c x88 y41a w7a h4d"><div class="t m0 x63 hc y418 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y41b w8a h4d"><div class="t m0 x9 h7 y417 ff5 fs0 fc0 sc0 ls2 ws0">(+)<span class="ff1 fs3 ls0"> <span class="ff7">Przychod<span class="_ _0"></span>ów podatkowy<span class="_ _0"></span>ch nie b<span class="_ _0"></span>ędących przyc<span class="_ _0"></span>hodem <span class="ff1"> </span></span></span></div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">bilansowym </div></div><div class="c x9c y41b w8c h4d"><div class="t m0 x44 hc y418 ff1 fs3 fc0 sc0 ls0 ws0">9 </div></div><div class="c x86 y41b w8b h4d"><div class="t m0 x63 hc y418 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x87 y41b w65 h4d"><div class="t m0 x67 hc y418 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">64</span> </div></div><div class="c x88 y41b w7a h4d"><div class="t m0 x63 hc y418 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x7 y41c w5 h4e" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y5 w4d h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls28 ws0">31<span class="ls0"> </span></div></div><div class="c x8 y3b9 w8a h45"><div class="t m0 x9 ha y3b4 ff6 fs3 fc2 sc0 ls0 ws0">Podatek dochodow<span class="_ _0"></span>y według<span class="_ _0"></span> efektywnej st<span class="_ _0"></span>opy <span class="ff5">podatko-</span></div><div class="t m0 x9 ha ya6 ff5 fs3 fc2 sc0 ls0 ws0">wej (<span class="ff6">w tys. zł</span>)<span class="ff1 fc6"> </span></div></div><div class="c x9c y3b9 w19 h45"><div class="t m0 x9d ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 xe ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2024 </span></div><div class="t m0 x3f ha ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x86 y3b9 w60 h45"><div class="t m0 x5c ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff1">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </span></div><div class="t m0 x57 hc ya5 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x87 y3b9 w61 h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x88 y3b9 w8b h45"><div class="t m0 x5a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x57 hc ya4 ff1 fs3 fc4 sc0 ls0 ws0">od <span class="ls7">01</span>-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x1c ha ya5 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y41d w8a h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> </span>Aktualizacja wartości a<span class="_ _0"></span>ktywów<span class="_ _0"></span> z tytułu podatku<span class="_ _0"></span> odroczo-</div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">nego (strata br. )<span class="_ _0"></span> </div></div><div class="c x9c y41d w8c h11"><div class="t m0 x67 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">2 832<span class="ls0"> </span></div></div><div class="c x86 y41d w8b h11"><div class="t m0 x2f hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">4 377<span class="ls0"> </span></div></div><div class="c x87 y41d w65 h11"><div class="t m0 x13 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">2 924</span> </div></div><div class="c x88 y41d w7a h11"><div class="t m0 x42 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">349</span> </div></div><div class="c x8 y41e w8a h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> Podatek odroczon<span class="_ _0"></span>y </span></div></div><div class="c x9c y41e w8c h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">587</span> </div></div><div class="c x86 y41e w8b h9"><div class="t m0 x32 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">55<span class="ls0"> </span></div></div><div class="c x87 y41e w65 h9"><div class="t m0 x1 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 195<span class="ls0"> </span></div></div><div class="c x88 y41e w7a h9"><div class="t m0 x1 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 473<span class="ls0"> </span></div></div><div class="c x8 y41f w8a h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> Korekty podatku<span class="_ _0"></span> dochodo<span class="_ _0"></span>wego za poprzednie<span class="_ _0"></span> okresy </span></div></div><div class="c x9c y41f w8c h9"><div class="t m0 x44 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x86 y41f w8b h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x87 y41f w65 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x88 y41f w7a h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y420 w8a h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">•<span class="ff1"> Inne </span></div></div><div class="c x9c y420 w8c h9"><div class="t m0 x44 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x86 y420 w8b h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x87 y420 w65 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x88 y420 w7a h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y306 w8a h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Podatek dochodow<span class="_ _0"></span>y wg e<span class="_ _0"></span>fektywnej stopy poda<span class="_ _0"></span>tkowej <span class="ffe"> </span></div></div><div class="c x9c y306 w8c h9"><div class="t m0 x9b ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">587</span> </div></div><div class="c x86 y306 w8b h9"><div class="t m0 x32 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">55<span class="ls0"> </span></div></div><div class="c x87 y306 w65 h9"><div class="t m0 x1 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">4 195<span class="ls0"> </span></div></div><div class="c x88 y306 w7a h9"><div class="t m0 x1 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">3 473<span class="ls0"> </span></div></div><div class="c x8 y421 w8a h9"><div class="t m0 x9 h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">efektywna stopa<span class="_ _0"></span> podatkow<span class="_ _0"></span>a </div></div><div class="c x9c y421 w8c h9"><div class="t m0 x5b h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">-7,8% </div></div><div class="c x86 y421 w8b h9"><div class="t m0 x2b h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">0,19% </div></div><div class="c x87 y421 w65 h9"><div class="t m0 x2b h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">29,2% </div></div><div class="c x88 y421 w7a h9"><div class="t m0 x15 h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">6,67% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y422 ff1 fs4 fc0 sc0 ls0 ws0">*-dane nieaudytowan<span class="_ _6"></span>e </div><div class="t m0 x1 h23 y423 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 8 <span class="_ _26"> </span>PODATEK ODR<span class="_ _0"></span>OCZONY </div><div class="t m0 x1 h2 y3e7 ff7 fs0 fc0 sc0 ls0 ws0">Poniższe <span class="_ _0"></span>pozycje <span class="_ _1"></span>stanowią <span class="_ _0"></span>główne <span class="_ _1"></span>pozycje <span class="_ _1"></span>reze<span class="_ _6"></span>rwy<span class="ff1"> <span class="_ _0"></span>i aktywa <span class="_ _1"></span>z <span class="ff7">tytułu odroczonego <span class="_ _1"></span>podatku <span class="_ _0"></span>dochodowego <span class="_ _1"></span>ujmowanego <span class="_ _0"></span>przez <span class="_ _1"></span>Spółkę </span></span></div><div class="t m0 x1 h2 y1e9 ff1 fs0 fc0 sc0 ls0 ws0">oraz ich zmiany w obecnym i poprzednim okresie sprawozdawczym: </div><div class="t m0 x1 h2 y424 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d2 w8d h4f"><div class="t m0 x9 ha y425 ff5 fs3 fc2 sc0 ls0 ws0">Pozycje bilanso<span class="_ _0"></span>we<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha y164 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x9e y426 w74 h9"><div class="t m0 x93 ha y72 ff1 fs3 fc1 sc0 ls0 ws0">B<span class="ff5 ls29">ilans</span> </div></div><div class="c x90 y426 w76 h9"><div class="t m0 x93 ha y72 ff1 fs3 fc1 sc0 ls0 ws0">B<span class="ff5 ls29">ilans</span> </div></div><div class="c x91 y426 w8e h9"><div class="t m0 x38 hc y72 ff1 fs3 fc1 sc0 ls0 ws0">RZiS </div></div><div class="c x92 y426 w8f h9"><div class="t m0 x38 hc y72 ff1 fs3 fc1 sc0 ls0 ws0">RZiS </div></div><div class="c x9e y2d2 w74 hb"><div class="t m0 x26 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x90 y2d2 w76 hb"><div class="t m0 x26 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x91 y2d2 w8e hb"><div class="t m0 x97 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024 </div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2024 </div><div class="t m0 x54 hc y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024 </div></div><div class="c x92 y2d2 w90 hb"><div class="t m0 x97 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023 </div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od <span class="ls7">01</span>-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x54 hc y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span> </div></div><div class="c x8 y427 w91 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Rezerwy z <span class="ff6">tytu<span class="_ _0"></span>łu podatku odrocz<span class="_ _0"></span>onego<span class="ff1"> </span></span></div></div><div class="c x9e y427 w92 h9"><div class="t m0 x35 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c x90 y427 w93 h9"><div class="t m0 x32 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">258<span class="ls0"> </span></div></div><div class="c x91 y427 w94 h9"><div class="t m0 x18 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">257</span> </div></div><div class="c x92 y427 w73 h9"><div class="t m0 x9b ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">27</span> </div></div><div class="c x8 y428 w91 h9"><div class="t m0 x9 ha y72 ff1 fs3 fc0 sc0 ls0 ws0">Wycena bilanso<span class="_ _0"></span>wa - <span class="ff7">dodatnie<span class="_ _0"></span> różnice kursowe<span class="ff5"> </span></span></div></div><div class="c x9e y428 w92 h9"><div class="t m0 x35 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c x90 y428 w93 h9"><div class="t m0 x32 ha y72 ff1 fs3 fc0 sc0 ls7 ws0">240<span class="ff5 ls0"> </span></div></div><div class="c x91 y428 w94 h9"><div class="t m0 x38 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">239</span> </div></div><div class="c x92 y428 w73 h9"><div class="t m0 x69 ha y72 ff1 fs3 fc0 sc0 ls0 ws0">2<span class="ff5"> </span></div></div><div class="c x8 y429 w91 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Wpłacone zaliczki ne<span class="_ _0"></span>tto<span class="ff1"> </span></div></div><div class="c x9e y429 w92 h9"><div class="t m0 x35 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y429 w93 h9"><div class="t m0 x35 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y429 w94 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y429 w73 h9"><div class="t m0 x2c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">26</span> </div></div><div class="c x8 y1a3 w91 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Wycena kredy<span class="_ _0"></span>tów wg zamortyzow<span class="_ _0"></span>anego kosztu<span class="_ _0"></span> </div></div><div class="c x9e y1a3 w92 h9"><div class="t m0 x35 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y1a3 w93 h9"><div class="t m0 x35 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">7 </div></div><div class="c x91 y1a3 w94 h9"><div class="t m0 x2e hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-7 </div></div><div class="c x92 y1a3 w73 h9"><div class="t m0 x2c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">14</span> </div></div><div class="c x8 y42a w91 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Wycena transakcji forw<span class="_ _0"></span>ard </div></div><div class="c x9e y42a w92 h9"><div class="t m0 x35 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y42a w93 h9"><div class="t m0 x63 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">11<span class="ls0"> </span></div></div><div class="c x91 y42a w94 h9"><div class="t m0 x2c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">11</span> </div></div><div class="c x92 y42a w73 h9"><div class="t m0 x7b hc y72 ff1 fs3 fc0 sc0 ls7 ws0">11<span class="ls0"> </span></div></div><div class="c x8 y1c9 w91 he"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Odniesione na w<span class="_ _0"></span>ynik finansow<span class="_ _0"></span>y<span class="ff1"> </span></div></div><div class="c x9e y1c9 w92 he"><div class="t m0 x35 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x90 y1c9 w93 he"><div class="t m0 x32 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">258<span class="ff1 ls0"> </span></div></div><div class="c x91 y1c9 w94 he"><div class="t m0 x18 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">257</span> </div></div><div class="c x92 y1c9 w73 he"><div class="t m0 x9b ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">27</span> </div></div><div class="c x8 y42b w91 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Odniesione na wartoś<span class="_ _0"></span>ć firmy<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9e y42b w92 h9"><div class="t m0 x27 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x90 y42b w93 h9"><div class="t m0 x27 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y42b w94 h9"><div class="t m0 x44 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x92 y42b w73 h9"><div class="t m0 x44 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y42c w91 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Aktywa z <span class="ff6">tytułu <span class="_ _0"></span>podatku odrocz<span class="_ _0"></span>onego<span class="ff1"> </span></span></div></div><div class="c x9e y42c w92 h9"><div class="t m0 x2f ha y72 ff5 fs3 fc0 sc0 ls0 ws0">13 476 </div></div><div class="c x90 y42c w93 h9"><div class="t m0 x2f ha y72 ff5 fs3 fc0 sc0 ls0 ws0">13 146 </div></div><div class="c x91 y42c w94 h9"><div class="t m0 x9a ha y72 ff5 fs3 fc0 sc0 ls7 ws0">330<span class="ls0"> </span></div></div><div class="c x92 y42c w73 h9"><div class="t m0 x9b ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">82</span> </div></div><div class="c x8 y3ef w91 h9"><div class="t m0 x9 ha y72 ff1 fs3 fc0 sc0 ls0 ws0">Przyspieszona amo<span class="_ _0"></span>rtyzacja bilanso<span class="_ _0"></span>wa<span class="ff5"> </span></div></div><div class="c x9e y3ef w92 h9"><div class="t m0 x7 ha y72 ff1 fs3 fc0 sc0 ls7 ws0">1 061<span class="ff5 ls0"> </span></div></div><div class="c x90 y3ef w93 h9"><div class="t m0 x7 ha y72 ff1 fs3 fc0 sc0 ls7 ws0">1 220<span class="ff5 ls0"> </span></div></div><div class="c x91 y3ef w94 h9"><div class="t m0 x38 ha y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">159</span><span class="ff5"> </span></div></div><div class="c x92 y3ef w73 h9"><div class="t m0 x38 ha y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">200</span><span class="ff5"> </span></div></div><div class="c x8 y3f0 w91 h9"><div class="t m0 x9 ha y72 ff7 fs3 fc0 sc0 ls0 ws0">Odpisy aktualizuj<span class="_ _0"></span>ące <span class="ff5"> </span></div></div><div class="c x9e y3f0 w92 h9"><div class="t m0 x7 ha y72 ff1 fs3 fc0 sc0 ls7 ws0">1 567<span class="ff5 ls0"> </span></div></div><div class="c x90 y3f0 w93 h9"><div class="t m0 x7 ha y72 ff1 fs3 fc0 sc0 ls7 ws0">2 812<span class="ff5 ls0"> </span></div></div><div class="c x91 y3f0 w94 h9"><div class="t m0 x5f ha y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 245</span><span class="ff5"> </span></div></div><div class="c x92 y3f0 w73 h9"><div class="t m0 x38 ha y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">872</span><span class="ff5"> </span></div></div><div class="c x8 y42d w91 h9"><div class="t m0 x9 ha y72 ff7 fs3 fc0 sc0 ls0 ws0">Rezerwy, płace i ubez<span class="_ _0"></span>pieczenia spo<span class="_ _0"></span>łeczne<span class="ff5"> </span></div></div><div class="c x9e y42d w92 h9"><div class="t m0 x32 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">794<span class="ls0"> </span></div></div><div class="c x90 y42d w93 h9"><div class="t m0 x32 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">783<span class="ls0"> </span></div></div><div class="c x91 y42d w94 h9"><div class="t m0 x7b hc y72 ff1 fs3 fc0 sc0 ls7 ws0">11<span class="ls0"> </span></div></div><div class="c x92 y42d w73 h9"><div class="t m0 x7b ha y72 ff1 fs3 fc0 sc0 ls7 ws0">39<span class="ff5 ls0"> </span></div></div><div class="c x8 y2bc w91 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Wynagrodzen<span class="_ _0"></span>ia, ZUS niezapłacon<span class="_ _0"></span>y<span class="ff1"> </span></div></div><div class="c x9e y2bc w92 h9"><div class="t m0 x63 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">80<span class="ls0"> </span></div></div><div class="c x90 y2bc w93 h9"><div class="t m0 x63 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">83<span class="ls0"> </span></div></div><div class="c x91 y2bc w94 h9"><div class="t m0 x2e hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-3 </div></div><div class="c x92 y2bc w73 h9"><div class="t m0 x38 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">324</span> </div></div><div class="c x8 y21e w91 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Wycena bilanso<span class="_ _0"></span>wa - <span class="ff7">ujemne różnic<span class="_ _0"></span>e kursowe<span class="ff1"> </span></span></div></div><div class="c x9e y21e w92 h9"><div class="t m0 x63 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">46<span class="ls0"> </span></div></div><div class="c x90 y21e w93 h9"><div class="t m0 x63 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">20<span class="ls0"> </span></div></div><div class="c x91 y21e w94 h9"><div class="t m0 x7b hc y72 ff1 fs3 fc0 sc0 ls7 ws0">26<span class="ls0"> </span></div></div><div class="c x92 y21e w73 h9"><div class="t m0 x7b hc y72 ff1 fs3 fc0 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c x8 y42e w91 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Straty możliwe d<span class="_ _0"></span>o odliczenia o<span class="_ _0"></span>d przyszłych d<span class="_ _0"></span>ochodów<span class="_ _0"></span> do </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">opodatkowania </div></div><div class="c x9e y42e w92 hd"><div class="t m0 x7 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">7 209<span class="ls0"> </span></div></div><div class="c x90 y42e w93 hd"><div class="t m0 x7 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">5 263<span class="ls0"> </span></div></div><div class="c x91 y42e w94 hd"><div class="t m0 x2d hc y78 ff1 fs3 fc0 sc0 ls7 ws0">1 946<span class="ls0"> </span></div></div><div class="c x92 y42e w73 hd"><div class="t m0 x2d hc y78 ff1 fs3 fc0 sc0 ls7 ws0">4 376<span class="ls0"> </span></div></div><div class="c x8 y42f w91 hf"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Odpis aktualizując<span class="_ _0"></span>y należności od<span class="_ _0"></span> odbiorcó<span class="_ _0"></span>w <span class="ff1"> </span></div></div><div class="c x9e y42f w92 hf"><div class="t m0 x32 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">280<span class="ls0"> </span></div></div><div class="c x90 y42f w93 hf"><div class="t m0 x32 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">289<span class="ls0"> </span></div></div><div class="c x91 y42f w94 hf"><div class="t m0 x2e hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-9 </div></div><div class="c x92 y42f w73 hf"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">289<span class="ls0"> </span></div></div><div class="c x8 y3d4 w91 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Rezerwa na przyszłe<span class="_ _0"></span> zobowiązania<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9e y3d4 w92 h9"><div class="t m0 x32 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">366<span class="ls0"> </span></div></div><div class="c x90 y3d4 w93 h9"><div class="t m0 x32 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">172<span class="ls0"> </span></div></div><div class="c x91 y3d4 w94 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">194<span class="ls0"> </span></div></div><div class="c x92 y3d4 w73 h9"><div class="t m0 x7b hc y72 ff1 fs3 fc0 sc0 ls7 ws0">28<span class="ls0"> </span></div></div><div class="c x8 y430 w91 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Rezerwa na zwroty od<span class="_ _0"></span> odbiorców<span class="_ _0"></span> </div></div><div class="c x9e y430 w92 h9"><div class="t m0 x7 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 341<span class="ls0"> </span></div></div><div class="c x90 y430 w93 h9"><div class="t m0 x7 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 315<span class="ls0"> </span></div></div><div class="c x91 y430 w94 h9"><div class="t m0 x7b hc y72 ff1 fs3 fc0 sc0 ls7 ws0">26<span class="ls0"> </span></div></div><div class="c x92 y430 w73 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">144<span class="ls0"> </span></div></div><div class="c x8 y431 w91 he"><div class="t m0 x9 hc y7a ff1 fs3 fc0 sc0 ls0 ws0">Wycena programu <span class="ff7">lojaln<span class="_ _0"></span>ościowego<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x9e y431 w92 he"><div class="t m0 x32 hc y7a ff1 fs3 fc0 sc0 ls7 ws0">265<span class="ls0"> </span></div></div><div class="c x90 y431 w93 he"><div class="t m0 x32 hc y7a ff1 fs3 fc0 sc0 ls7 ws0">254<span class="ls0"> </span></div></div><div class="c x91 y431 w94 he"><div class="t m0 x7b hc y7a ff1 fs3 fc0 sc0 ls7 ws0">11<span class="ls0"> </span></div></div><div class="c x92 y431 w73 he"><div class="t m0 x38 hc y7a ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">127</span> </div></div><div class="c x8 y432 w91 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania leasin<span class="_ _0"></span>gowe z<span class="ff1"> tyt. um<span class="_ _0"></span>ów lokali hand<span class="_ _0"></span>lowych </span></div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">oraz powierzchni b<span class="_ _0"></span>iurowych  </div></div><div class="c x9e y432 w92 hd"><div class="t m0 x32 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">467<span class="ls0"> </span></div></div><div class="c x90 y432 w93 hd"><div class="t m0 x32 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">935<span class="ls0"> </span></div></div><div class="c x91 y432 w94 hd"><div class="t m0 x38 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">468</span> </div></div><div class="c x92 y432 w73 hd"><div class="t m0 x1 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">3 449</span> </div></div><div class="c x8 y1d6 w91 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Odniesione na w<span class="_ _0"></span>ynik finansow<span class="_ _0"></span>y<span class="ff1"> </span></div></div><div class="c x9e y1d6 w92 h9"><div class="t m0 x2f ha y72 ff5 fs3 fc0 sc0 ls0 ws0">13 476 </div></div><div class="c x90 y1d6 w93 h9"><div class="t m0 x2f ha y72 ff5 fs3 fc0 sc0 ls0 ws0">13 146 </div></div><div class="c x91 y1d6 w94 h9"><div class="t m0 x9a ha y72 ff5 fs3 fc0 sc0 ls7 ws0">330<span class="ls0"> </span></div></div><div class="c x92 y1d6 w73 h9"><div class="t m0 x9b ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">82</span> </div></div><div class="c x8 y433 w91 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Odniesione na wartoś<span class="_ _0"></span>ć firmy<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9e y433 w92 h9"><div class="t m0 x35 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y433 w93 h9"><div class="t m0 x35 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x91 y433 w94 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y433 w73 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x8 y434 w91 hf"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Odniesione na w<span class="_ _0"></span>ynik finansow<span class="_ _0"></span>y - persaldo<span class="ff1"> </span></div></div><div class="c x9e y434 w92 hf"><div class="t m0 x7e ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-13 475 </div></div><div class="c x90 y434 w93 hf"><div class="t m0 x13 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-12 888 </div></div><div class="c x91 y434 w94 hf"><div class="t m0 x18 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">587</span> </div></div><div class="c x92 y434 w73 hf"><div class="t m0 x7b ha y72 ff5 fs3 fc0 sc0 ls7 ws0">55<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y435 ff1 fs0 fc0 sc0 ls0 ws0">Utworzenie <span class="_ _6"></span>aktywa <span class="_ _6"></span>na <span class="_ _11"></span>podatek <span class="_ _6"></span>odroczony <span class="_ _11"></span>wynika <span class="_ _6"></span>z <span class="ff7">oceny <span class="_ _11"></span>prawdopodobieństwa,</span> <span class="_ _6"></span><span class="ff7 ls1c">że</span> <span class="_ _6"></span>w <span class="ff7">przyszłości <span class="_ _6"></span>zostaną <span class="_ _11"></span>osiągnięte <span class="_ _6"></span>dochody <span class="_ _6"></span>po-</span></div><div class="t m0 x1 h2 ye6 ff1 fs0 fc0 sc0 ls0 ws0">datkowe <span class="_ _11"></span>i <span class="ff7">podstawa <span class="_ _11"></span>opodatkowania <span class="_ _11"></span>pozwalająca <span class="_ _11"></span>na <span class="_ _11"></span>potrącenie <span class="_ _11"></span>ujemn<span class="_ _6"></span>ych <span class="_ _11"></span>różnic <span class="_ _11"></span>przejściowych</span> <span class="_ _11"></span>i s<span class="_ _6"></span>trat <span class="_ _11"></span>podatkowych, <span class="_ _11"></span>co <span class="_ _11"></span>uzasadnia </div><div class="t m0 x1 h2 y436 ff1 fs0 fc0 sc0 ls0 ws0">utworzenie aktywów z <span class="ff7">tytułu podatku odroczonego na </span>31 grudnia 2024 roku. </div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x2f y437 w95 h50" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w5d h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls28 ws0">32<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">NOTA 9 <span class="_ _26"> </span><span class="ff3">ZYSK NA AKCJĘ</span> </div></div><div class="c x8 y3df w6f hb"><div class="t m0 x9 ha y3e0 ff6 fs3 fc2 sc0 ls0 ws0">Działalność kont<span class="_ _0"></span>ynuowana<span class="_ _0"></span><span class="ff1 fc6"> </span></div><div class="t m0 x9 ha y78 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x8f y3df w70 hb"><div class="t m0 x97 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2024<span class="_ _0"></span> </div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x90 y3df w71 hb"><div class="t m0 x97 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">01</span>-2023<span class="_ _0"></span> </div><div class="t m0 x54 ha y76 ff1 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x91 y3df w72 hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2024*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2024 </div><div class="t m0 x11 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2024<span class="ff5"> </span></div></div><div class="c x92 y3df w73 hb"><div class="t m0 x10 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">4 Q 2023*<span class="ff1"> </span></div><div class="t m0 x54 hc y74 ff1 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls7">10</span>-2023<span class="_ _0"></span> </div><div class="t m0 x11 ha y76 ff1 fs3 fc4 sc0 ls0 ws0"> do 31-<span class="ls7">12</span>-2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x8 y70 w6f h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zysk netto  </div></div><div class="c x9e y70 w74 h9"><div class="t m0 x42 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x90 y70 w12 h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c x91 y70 w75 h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">10 194 </div></div><div class="c x92 y70 w76 h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">48 571 </div></div><div class="c x8 y438 w6f hb"><div class="t m0 x9 hc y75 ff1 fs3 fc0 sc0 ls0 ws0">Zyski z <span class="ff7">działalnośc<span class="_ _0"></span>i kontynuow<span class="_ _0"></span>anej dla celów w<span class="_ _0"></span>yliczenia </span></div><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">wskaźnika zysku na akcję<span class="_ _0"></span> po wyłąc<span class="_ _0"></span>zeniu działalnośc<span class="_ _0"></span>i za-</div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">niechanej </div></div><div class="c x9e y438 w74 hb"><div class="t m0 x42 hc y74 ff1 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x90 y438 w12 hb"><div class="t m0 x15 hc y74 ff1 fs3 fc0 sc0 ls7 ws0">28 <span class="ls0">193 </span></div></div><div class="c x91 y438 w75 hb"><div class="t m0 x15 hc y74 ff1 fs3 fc0 sc0 ls0 ws0">10 194 </div></div><div class="c x92 y438 w76 hb"><div class="t m0 x15 hc y74 ff1 fs3 fc0 sc0 ls0 ws0">48 571 </div></div><div class="c x8 y439 w6f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Średnia ważona liczb<span class="_ _0"></span>a akcji zwykły<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c x9e y439 w74 h9"><div class="t m0 x76 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c x90 y439 w12 h9"><div class="t m0 x76 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c x91 y439 w75 h9"><div class="t m0 x76 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c x92 y439 w76 h9"><div class="t m0 x76 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c x8 y43a w6f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Średnia ważona rozwod<span class="_ _0"></span>niona liczb<span class="_ _0"></span>a akcji zwykłyc<span class="_ _0"></span>h<span class="ff1"> </span></div></div><div class="c x9e y43a w74 h9"><div class="t m0 x76 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c x90 y43a w12 h9"><div class="t m0 x76 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">235 630 831 </div></div><div class="c x91 y43a w75 h9"><div class="t m0 x76 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c x92 y43a w76 h9"><div class="t m0 x76 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">235 630 831 </div></div><div class="c x8 y43b w6f h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">podstawowy </div></div><div class="c x9e y43b w74 h9"><div class="t m0 x67 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,03 </div></div><div class="c x90 y43b w12 h9"><div class="t m0 x67 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,12 </div></div><div class="c x91 y43b w75 h9"><div class="t m0 x67 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">0,04<span class="ls0"> </span></div></div><div class="c x92 y43b w76 h9"><div class="t m0 x67 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,21 </div></div><div class="c x8 y43c w6f h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">rozwodnion<span class="_ _0"></span>y </div></div><div class="c x9e y43c w74 h9"><div class="t m0 x67 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,03 </div></div><div class="c x90 y43c w12 h9"><div class="t m0 x67 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,12 </div></div><div class="c x91 y43c w75 h9"><div class="t m0 x67 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">0,04<span class="ls0"> </span></div></div><div class="c x92 y43c w76 h9"><div class="t m0 x67 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0,21 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y43d ff1 fs4 fc0 sc0 ls0 ws0">*-dane niezaudytow<span class="_ _6"></span>ane </div><div class="t m0 x1 h12 y43e ff9 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y126 w96 hd"><div class="t m0 x9 ha y74 ff6 fs3 fc2 sc0 ls0 ws0">Wyliczenia średnie<span class="_ _0"></span>j ważonej li<span class="_ _0"></span>czby akcji<span class="ff5"> </span></div><div class="t m0 x9 ha y76 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x9f y126 w97 hd"><div class="t m0 x9d ha y78 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y126 w98 hd"><div class="t m0 x9d ha y78 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y43f w96 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Liczba akcji na d<span class="_ _0"></span>zień 01.01.202<span class="ff1">4 <span class="ls2a">r.<span class="_ _0"></span><span class="ls0"> </span></span></span></div></div><div class="c x9f y43f w99 h9"><div class="t m0 x23 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c xa0 y43f w9a h9"><div class="t m0 x23 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c x8 y440 w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zmiana w trakcie roku<span class="_ _0"></span> (emisja) </div></div><div class="c x9f y440 w99 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y440 w9a h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y441 w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Liczba akcji na <span class="ff7">d<span class="_ _0"></span>zień 31.12.202<span class="ff1">4 <span class="ls2a">r.<span class="_ _0"></span><span class="ls0"> </span></span></span></span></div></div><div class="c x9f y441 w99 h9"><div class="t m0 x23 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c xa0 y441 w9a h9"><div class="t m0 x23 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c x8 y442 w96 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Średnia ważona liczb<span class="_ _0"></span>a akcji<span class="ff1"> </span></div></div><div class="c x9f y442 w99 h9"><div class="t m0 x23 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c xa0 y442 w9a h9"><div class="t m0 x23 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c x8 y443 w96 hf"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Liczba potenc<span class="_ _0"></span>jalnych akcji zwy<span class="_ _0"></span>kłych<span class="ff1"> </span></div></div><div class="c x9f y443 w99 hf"><div class="t m0 xa2 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> 0  </div></div><div class="c xa0 y443 w9a hf"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> 1 174 991  </div></div><div class="c x8 y444 w96 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Średnia ważona rozwod<span class="_ _0"></span>niona liczb<span class="_ _0"></span>a akcji<span class="ff1"> </span></div></div><div class="c x9f y444 w99 h9"><div class="t m0 x23 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">234 455 840 </div></div><div class="c xa0 y444 w9a h9"><div class="t m0 x23 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">235 630 831 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y445 ff7 fs0 fc0 sc0 ls0 ws0">Informacje objaśniające dotyczące potencjalnych akcji zwykłych zostały zawarte w<span class="ff1"> nocie 31 </span>płatności regulowane akcjami<span class="ff1">. </span></div><div class="t m0 x1 h23 y446 ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls2b">10</span> <span class="_ _27"> </span><span class="ff3">WARTOŚĆ FIRM<span class="_ _0"></span>Y<span class="ff4"> </span></span></div></div><div class="c x1 y447 w9b h9"><div class="t m0 x9 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x91 y447 w9c h9"><div class="t m0 x4e ha y8e ff6 fs3 fc4 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x1 y448 w9b h9"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">CENA NABYCI<span class="_ _0"></span>A LUB WART<span class="_ _0"></span>OŚĆ GODZIWA<span class="ff5"> </span></div></div><div class="c x91 y448 w9d h9"><div class="t m0 xa3 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y449 w9b h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczn<span class="_ _0"></span>ia 2023 </div></div><div class="c x91 y449 w9d h9"><div class="t m0 x6 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">120 855 </div></div><div class="c x1 y44a w9b h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span><span class="ls7">202<span class="ls0">3<span class="_ _0"></span><span class="ff1"> </span></span></span></div></div><div class="c x91 y44a w9d h9"><div class="t m0 x6 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">120 <span class="ls0">855 </span></div></div><div class="c x1 y44b w9b h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczn<span class="_ _0"></span>ia 2024 </div></div><div class="c x91 y44b w9d h9"><div class="t m0 x6 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">120 855 </div></div><div class="c x1 y109 w9b h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Korekta ujawnienie na<span class="_ _0"></span> moment na<span class="_ _0"></span>bycia  </div></div><div class="c x91 y109 w9d h9"><div class="t m0 xa4 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y2bd w9b h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2024, w tym<span class="_ _0"></span>:<span class="ff1"> </span></div></div><div class="c x91 y2bd w9d h9"><div class="t m0 x6 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">120 855 </div></div><div class="c x1 y44c w9b h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Powstała z<span class="ff1"> nabycia W<span class="_ _0"></span>ólczanka S.A.<span class="_ _0"></span> </span></div></div><div class="c x91 y44c w9d h9"><div class="t m0 x51 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">60 697 </div></div><div class="c x1 y44d w9b h9"><div class="t m0 x9 ha y8e ff7 fs3 fc0 sc0 ls0 ws0">Powstała z<span class="ff1"> nabycia B<span class="_ _0"></span>ytom S.A.<span class="_ _0"></span><span class="ff5"> </span></span></div></div><div class="c x91 y44d w9d h9"><div class="t m0 x51 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">60 158 </div></div><div class="c x1 y44e w9b h9"><div class="t m0 x9 ha y8e ff5 fs3 fc2 sc0 ls0 ws0">SKUMULOW<span class="_ _0"></span>ANA AMORT<span class="_ _0"></span>YZACJA I <span class="ff6">UTRATA W<span class="_ _0"></span>ARTOŚCI<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x91 y44e w9d h9"><div class="t m0 xa3 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y357 w9b he"><div class="t m0 x9 ha y413 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2023 </div></div><div class="c x91 y357 w9d he"><div class="t m0 xa4 ha y413 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y44f w9b h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Straty z <span class="ff7">tytułu utraty<span class="_ _0"></span> wartości w<span class="ff1"> </span>ro<span class="_ _0"></span>ku bieżącym<span class="ff1"> </span></span></div></div><div class="c x91 y44f w9d h9"><div class="t m0 xa4 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y450 w9b h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Wyksięgowanie<span class="_ _0"></span> na moment zbycia<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x91 y450 w9d h9"><div class="t m0 xa4 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y451 w9b h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span><span class="ls7">202<span class="ls0">3<span class="_ _0"></span> </span></span></div></div><div class="c x91 y451 w9d h9"><div class="t m0 xa4 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y452 w9b h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczn<span class="_ _0"></span>ia 20<span class="ls7">24</span> </div></div><div class="c x91 y452 w9d h9"><div class="t m0 xa4 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y453 w9b h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Straty z <span class="ff7">tytułu utraty<span class="_ _0"></span> wartości w<span class="ff1"> </span>ro<span class="_ _0"></span>ku bieżącym<span class="ff1"> </span></span></div></div><div class="c x91 y453 w9d h9"><div class="t m0 xa4 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y454 w9b hf"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Wyksięgowanie<span class="_ _0"></span> na moment zbycia<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x91 y454 w9d hf"><div class="t m0 xa4 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y455 w9b h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2024<span class="_ _0"></span> </div></div><div class="c x91 y455 w9d h9"><div class="t m0 xa4 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y456 w9b h9"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">WARTOŚĆ BIL<span class="_ _0"></span>ANSOWA<span class="ff1"> </span></div></div><div class="c x91 y456 w9d h9"><div class="t m0 xa3 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y457 w9b h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Na 31 grudnia <span class="ls7">202<span class="_ _0"></span><span class="ls0">3 </span></span></div></div><div class="c x91 y457 w9d h9"><div class="t m0 x6 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">120 855 </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x2f y458 w95 h51" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w9e h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls28 ws0">33<span class="ls0"> </span></div></div><div class="c x1 yea w9b h9"><div class="t m0 x9 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x91 yea w9c h9"><div class="t m0 x4e ha y8e ff6 fs3 fc4 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x1 y459 w9b h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Na 31 grudnia 202<span class="_ _0"></span>4 </div></div><div class="c x91 y459 w9d h9"><div class="t m0 x6 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">120 855 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y45a ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>dzień <span class="ff1">3<span class="_ _0"></span>1 <span class="_ _0"></span>grudnia <span class="_ _1"></span>2024<span class="_ _6"></span> <span class="ff7">r<span class="_ _0"></span>oku <span class="_ _1"></span>przeprowadzono test <span class="_ _1"></span>na utratę <span class="_ _1"></span>wartości w<span class="ff1"> </span>odniesieniu <span class="_ _0"></span>do <span class="_ _0"></span>wart<span class="_ _0"></span>ości <span class="_ _0"></span>niematerialnych <span class="_ _1"></span>o<span class="_ _6"></span><span class="ff1"> </span>nieokreślonym </span></span></div><div class="t m0 x1 h2 y45b ff7 fs0 fc0 sc0 ls0 ws0">terminie użytkowania tj. na wartość firmy. <span class="ff1"> </span></div><div class="t m0 x1 h2 y45c ff7 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _11"></span>firmy <span class="_ _14"></span>Wólczanka <span class="_ _14"></span>została <span class="_ _14"></span>przypisana <span class="_ _11"></span>do <span class="_ _14"></span>zespołu <span class="_ _14"></span>o<span class="_ _6"></span>środków <span class="_ _11"></span>wypracowujących <span class="_ _11"></span>ś<span class="_ _6"></span>rodki <span class="_ _11"></span>pieniężn<span class="_ _6"></span>e <span class="_ _11"></span>w<span class="_ _11"></span><span class="ff1"> </span>postaci <span class="_ _14"></span>Sieci <span class="_ _14"></span>sprzedaży </div><div class="t m0 x1 h2 y45d ff7 fs0 fc0 sc0 ls0 ws0">Wólczanka. <span class="_ _14"></span>D<span class="_ _6"></span>o <span class="_ _14"></span>zespołu <span class="_ _15"></span>ośrodków <span class="_ _14"></span>wypracowujących <span class="_ _15"></span>środki <span class="_ _14"></span>pieniężne <span class="_ _15"></span>sieć <span class="_ _15"></span>sprzedaży <span class="_ _14"></span>Wólcz<span class="_ _6"></span>anka <span class="_ _14"></span>z<span class="_ _6"></span>ostały <span class="_ _14"></span>przypisane <span class="_ _15"></span>następujące </div><div class="t m0 x1 h2 y45e ff7 fs0 fc0 sc0 ls0 ws0">składniki akty<span class="ff1">wów jednostki przejmowanej: </span></div><div class="t m0 x1 h2 y45f ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Marki Wólczanka  </span></span></div><div class="t m0 x1 h2 y11f ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Środki trwałe związane z<span class="ff1"> </span>działalnością sieci sklepów Wólczanka (w tym wartości firmy)<span class="ff1">. </span></span></span></div><div class="t m0 x1 h2 y460 ff7 fs0 fc0 sc0 ls0 ws0">Wartość firmy <span class="_ _0"></span>Bytom została<span class="_ _0"></span> przypisana <span class="_ _0"></span>do zespołu <span class="_ _0"></span>ośrodków w<span class="_ _0"></span>ypracowujących środki <span class="_ _0"></span>pieniężne w<span class="ff1"> </span>postaci Sieci <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>Bytom. </div><div class="t m0 x1 h2 y461 ff7 fs0 fc0 sc0 ls0 ws0">Do zespołu <span class="_ _6"></span>ośrodków wypracowujących środki <span class="_ _6"></span>pieniężne sieć <span class="_ _6"></span>sprzedaży Bytom<span class="_ _6"></span> zostały przypisane <span class="_ _6"></span>następujące s<span class="_ _6"></span>kładniki aktywów </div><div class="t m0 x1 h2 y462 ff1 fs0 fc0 sc0 ls0 ws0">jednostki przejmowanej: </div><div class="t m0 x1 h2 y4b ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Marka Bytom </span></span></div><div class="t m0 x1 h2 y4c ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Środki trwałe związane z<span class="ff1"> </span>działalnością sklepów Bytom (w tym wartości firmy). <span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y463 ff7 fs0 fc0 sc0 ls0 ws0">Z <span class="_ _6"></span>uwagi <span class="_ _11"></span>na <span class="_ _6"></span>brak <span class="_ _11"></span>przesłanek <span class="_ _6"></span>do <span class="_ _6"></span>wyznaczenia <span class="_ _6"></span>wartości <span class="_ _11"></span>godziwej <span class="_ _6"></span>zespołów <span class="_ _6"></span>ośrodków <span class="_ _11"></span>wypracowujących ś<span class="_ _6"></span>rodki <span class="_ _6"></span>pieniężne <span class="_ _6"></span>(<span class="_ _6"></span>co wynika<span class="_ _6"></span> </div><div class="t m0 x1 h2 y464 ff1 fs0 fc0 sc0 ls0 ws0">w <span class="ff7">szczególności <span class="_ _14"></span>z</span> <span class="ff7">braku <span class="_ _14"></span>aktywnego <span class="_ _11"></span>rynku), <span class="_ _14"></span>wartość <span class="_ _11"></span>odzyskiwalna <span class="_ _14"></span>została <span class="_ _11"></span>wyznaczona <span class="_ _14"></span>na <span class="_ _14"></span>poziomie <span class="_ _11"></span>wartości <span class="_ _14"></span>użytkowej <span class="_ _11"></span>zespołów </span></div><div class="t m0 x1 h2 y465 ff7 fs0 fc0 sc0 ls0 ws0">ośrodków wypracowujących środki pieniężne.<span class="ff1"> </span></div><div class="t m0 x1 h2 y466 ff7 fs0 fc0 sc0 ls0 ws0">Przeprowadzony test <span class="_ _6"></span>oparty został <span class="_ _6"></span>o<span class="ff1"> </span>prognozowane przepływy n<span class="_ _6"></span>a najbliższ<span class="_ _6"></span>e pięć lat <span class="_ _6"></span>powiększone o<span class="_ _6"></span><span class="ff1"> </span>wartość rezydualną, <span class="_ _6"></span>dla której </div><div class="t m0 x1 h2 y467 ff7 fs0 fc0 sc0 ls0 ws0">wyliczenia przyjęta została stopa wzrostu na poziomie „0%” (dla rozwoju sieci po okresie pięciole<span class="_ _0"></span>tnim).<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y468 ff7 fs0 fc0 sc0 ls0 ws0">Stopa <span class="_ _6"></span>dyskonta <span class="_ _11"></span>WACC <span class="_ _6"></span>przyjęta <span class="_ _6"></span>n<span class="_ _6"></span>a <span class="_ _6"></span>potrzeby <span class="_ _11"></span>powyższych <span class="_ _6"></span>testów <span class="_ _6"></span>to <span class="_ _14"></span><span class="ff1 ls6">12</span>%. <span class="_ _11"></span>Analiza <span class="_ _11"></span>wrażliwości modelu <span class="_ _11"></span>na <span class="_ _11"></span>wzrost <span class="_ _6"></span>przyjętej <span class="_ _6"></span>wartości </div><div class="t m0 x1 h2 y469 ff7 fs0 fc0 sc0 ls0 ws0">stopy dyskontowej nie powoduje konieczności tworzenia odpisów z<span class="ff1"> </span>tytułu utraty wartości aktywów. <span class="ff1"> </span></div><div class="t m0 x1 h2 y46a ff7 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _6"></span>wyznaczenia <span class="_ _6"></span>przepływów pieniężnych <span class="_ _6"></span>i<span class="_ _6"></span><span class="ff1"> stopy dyskon<span class="_ _6"></span>towej z<span class="_ _6"></span>godnie z<span class="_ _6"></span> </span>praktyką księgową <span class="_ _6"></span>wykorzystano <span class="_ _6"></span>podejście <span class="_ _6"></span>polegające n<span class="_ _6"></span>a </div><div class="t m0 x1 h2 y46b ff7 fs0 fc0 sc0 ls0 ws0">stosowaniu pojedynczej sekwencji szacunkowych przepływ<span class="_ _0"></span>ów pieniężnych oraz jednej stopy dyskontowej.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y146 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _15"></span>wyniku <span class="_ _15"> </span>przeprowadzonego <span class="_ _1a"> </span>testu <span class="_ _15"></span>nie <span class="_ _1a"> </span>stwierdzono <span class="_ _15"></span>utraty <span class="_ _15"></span>wartości <span class="_ _1a"> </span>niematerialnych <span class="_ _15"></span>o<span class="_ _6"></span><span class="ff1"> </span>nieokreślonym <span class="_ _1a"> </span>terminie <span class="_ _15"></span>użytkowania, <span class="_ _1a"> </span>tj. </div><div class="t m0 x1 h2 y2d7 ff7 fs0 fc0 sc0 ls0 ws0">wartości firmy. W<span class="ff1"> </span>związku z<span class="ff1"> </span>powyższym w<span class="ff1"> </span>okresie, za <span class="_ _0"></span>który sporządzono sprawozdanie f<span class="_ _0"></span>inansowe nie <span class="_ _0"></span>tworzono odpisów aktualizu-</div><div class="t m0 x1 h2 y2d8 ff7 fs0 fc0 sc0 ls0 ws0">jących wartości niematerialne o<span class="ff1"> </span>nieokreślonym terminie użytkowania tj. wartości firmy.<span class="ff1"> </span></div><div class="t m0 x1 h23 y46c ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls2b">11</span> <span class="_ _9"> </span><span class="ff3">INNE WART<span class="_ _0"></span>OŚCI NIEMATERI<span class="_ _0"></span>ALNE<span class="ff4"> </span></span></div></div><div class="c x8 y269 w9f hd"><div class="t m0 x9 ha y78 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x8f y269 w72 hd"><div class="t m0 x19 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">Koszty prac <span class="ff1"> </span></div><div class="t m0 xa5 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">rozwojowych<span class="ff1"> </span></div></div><div class="c x90 y269 w71 hd"><div class="t m0 x1c ha y78 ff5 fs3 fc4 sc0 ls0 ws0">Znaki towarow<span class="_ _0"></span>e<span class="ff1"> </span></div></div><div class="c x91 y269 w70 hd"><div class="t m0 x17 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">Patenty i <span class="ff1"> </span></div><div class="t m0 x7e ha y76 ff5 fs3 fc4 sc0 ls0 ws0">licencje<span class="ff1"> </span></div></div><div class="c x92 y269 w90 hd"><div class="t m0 x15 ha y78 ff5 fs3 fc4 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x8 y46d w9f h9"><div class="t m0 x9 ha y72 ff6 fs3 fc2 sc0 ls0 ws0">WARTOŚĆ BRUT<span class="_ _0"></span>TO<span class="ff5"> </span></div></div><div class="c x8f y46d w75 h9"><div class="t m0 x44 ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x90 y46d w12 h9"><div class="t m0 x44 ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x91 y46d w74 h9"><div class="t m0 x44 ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x92 y46d w12 h9"><div class="t m0 x44 ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y46e w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2023 </div></div><div class="c x8f y46e w75 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y46e w12 h9"><div class="t m0 x16 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">113 349 </div></div><div class="c x91 y46e w74 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">20 384 </div></div><div class="c x92 y46e w12 h9"><div class="t m0 x16 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">133 733 </div></div><div class="c x8 y46f w9f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia <span class="ff1"> </span></div></div><div class="c x8f y46f w75 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y46f w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y46f w74 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">353<span class="ls0"> </span></div></div><div class="c x92 y46f w12 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">353<span class="ls0"> </span></div></div><div class="c x8 y470 w9f h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x8f y470 w75 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y470 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y470 w74 h9"><div class="t m0 x5f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">8 535</span> </div></div><div class="c x92 y470 w12 h9"><div class="t m0 x5f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">8 535</span> </div></div><div class="c x8 y26e w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2023<span class="_ _0"></span> </div></div><div class="c x8f y26e w75 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y26e w12 h9"><div class="t m0 x12 ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> 113 349  </div></div><div class="c x91 y26e w74 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">12 202 </div></div><div class="c x92 y26e w12 h9"><div class="t m0 x16 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">125 551 </div></div><div class="c x8 y471 w9f he"><div class="t m0 x9 ha y7a ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c x8f y471 w75 he"><div class="t m0 x69 ha y7a ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y471 w12 he"><div class="t m0 x12 ha y7a ff5 fs3 fc0 sc0 ls0 ws0"> 113 349  </div></div><div class="c x91 y471 w74 he"><div class="t m0 x15 ha y7a ff5 fs3 fc0 sc0 ls0 ws0">12 202 </div></div><div class="c x92 y471 w12 he"><div class="t m0 x16 ha y7a ff5 fs3 fc0 sc0 ls0 ws0">125 551 </div></div><div class="c x8 y472 w9f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia <span class="ff1"> </span></div></div><div class="c x8f y472 w75 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y472 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y472 w74 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">294<span class="ls0"> </span></div></div><div class="c x92 y472 w12 h9"><div class="t m0 x9a hc y72 ff1 fs3 fc0 sc0 ls7 ws0">294<span class="ls0"> </span></div></div><div class="c x8 y473 w9f h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x8f y473 w75 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y473 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y473 w74 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y473 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y474 w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2024<span class="_ _0"></span> </div></div><div class="c x8f y474 w75 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y474 w12 h9"><div class="t m0 x12 ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> 113 349  </div></div><div class="c x91 y474 w74 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">12 496 </div></div><div class="c x92 y474 w12 h9"><div class="t m0 x16 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">125 845 </div></div><div class="c x8 y475 w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls0 ws0">AMORTYZACJ<span class="_ _0"></span>A<span class="ff1"> </span></div></div><div class="c x8f y475 w75 h9"><div class="t m0 x44 hc y72 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x90 y475 w12 h9"><div class="t m0 x44 hc y72 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x91 y475 w74 h9"><div class="t m0 x44 hc y72 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x92 y475 w12 h9"><div class="t m0 x44 hc y72 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y476 w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2023<span class="fc1"> </span></div></div><div class="c x8f y476 w75 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x90 y476 w12 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x91 y476 w74 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">13 525<span class="ff1"> </span></div></div><div class="c x92 y476 w12 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">13 525<span class="ff1"> </span></div></div><div class="c x8 y477 w9f h9"><div class="t m0 x9 hc y478 ff1 fs3 fc0 sc0 ls0 ws0">Amortyzacja za okres<span class="_ _0"></span> </div></div><div class="c x8f y477 w75 h9"><div class="t m0 x69 hc y478 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y477 w12 h9"><div class="t m0 x69 hc y478 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y477 w74 h9"><div class="t m0 x42 hc y478 ff1 fs3 fc0 sc0 ls7 ws0">1 038<span class="ls0"> </span></div></div><div class="c x92 y477 w12 h9"><div class="t m0 x2d hc y478 ff1 fs3 fc0 sc0 ls7 ws0">1 038<span class="ls0"> </span></div></div><div class="c x8 y479 w9f h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zmniejszenia  </div></div><div class="c x8f y479 w75 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y479 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y479 w74 h9"><div class="t m0 x5f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">5 391</span> </div></div><div class="c x92 y479 w12 h9"><div class="t m0 x5f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">5 391</span> </div></div><div class="c x8 y47a w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2023<span class="_ _0"></span> </div></div><div class="c x8f y47a w75 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y47a w12 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y47a w74 h9"><div class="t m0 x42 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">9 172<span class="ls0"> </span></div></div><div class="c x92 y47a w12 h9"><div class="t m0 x2d ha y72 ff5 fs3 fc0 sc0 ls7 ws0">9 172<span class="ls0"> </span></div></div><div class="c x8 y3b w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c x8f y3b w75 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y3b w12 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y3b w74 h9"><div class="t m0 x42 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">9 172<span class="ls0"> </span></div></div><div class="c x92 y3b w12 h9"><div class="t m0 x2d ha y72 ff5 fs3 fc0 sc0 ls7 ws0">9 172<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x7 y47b w5 h52" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 wa0 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls28 ws0">34<span class="ls0"> </span></div></div><div class="c x8 y47c w9f hd"><div class="t m0 x9 ha y78 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x8f y47c w72 hd"><div class="t m0 x19 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">Koszty prac <span class="ff1"> </span></div><div class="t m0 xa5 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">rozwojowych<span class="ff1"> </span></div></div><div class="c x90 y47c w71 hd"><div class="t m0 x1c ha y78 ff5 fs3 fc4 sc0 ls0 ws0">Znaki towarow<span class="_ _0"></span>e<span class="ff1"> </span></div></div><div class="c x91 y47c w70 hd"><div class="t m0 x17 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">Patenty i <span class="ff1"> </span></div><div class="t m0 x7e ha y76 ff5 fs3 fc4 sc0 ls0 ws0">licencje<span class="ff1"> </span></div></div><div class="c x92 y47c w90 hd"><div class="t m0 x15 ha y78 ff5 fs3 fc4 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x8 y47d w9f hf"><div class="t m0 x9 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">Amortyzacja za okres<span class="_ _0"></span> </div></div><div class="c x8f y47d w75 hf"><div class="t m0 x69 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y47d w12 hf"><div class="t m0 x69 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y47d w74 hf"><div class="t m0 x9a hc y7d ff1 fs3 fc0 sc0 ls7 ws0">954<span class="ls0"> </span></div></div><div class="c x92 y47d w12 hf"><div class="t m0 x9a hc y7d ff1 fs3 fc0 sc0 ls7 ws0">954<span class="ls0"> </span></div></div><div class="c x8 y47e w9f h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zmniejszenia  </div></div><div class="c x8f y47e w75 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y47e w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y47e w74 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y47e w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y47f w9f hf"><div class="t m0 x9 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2024<span class="_ _0"></span> </div></div><div class="c x8f y47f w75 hf"><div class="t m0 x69 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y47f w12 hf"><div class="t m0 x69 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y47f w74 hf"><div class="t m0 x15 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">10 126 </div></div><div class="c x92 y47f w12 hf"><div class="t m0 x15 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">10 126 </div></div><div class="c x8 y24f w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls0 ws0">ODPISY Z <span class="ff6">TYTUŁU <span class="_ _0"></span>TRWAŁEJ <span class="_ _0"></span>UTRATY W<span class="_ _0"></span>ARTOŚCI<span class="ff1"> </span></span></div></div><div class="c x8f y24f w75 h9"><div class="t m0 x44 hc y72 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x90 y24f w12 h9"><div class="t m0 x44 hc y72 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x91 y24f w74 h9"><div class="t m0 x44 hc y72 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x92 y24f w12 h9"><div class="t m0 x44 hc y72 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y480 w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2023<span class="fc1"> </span></div></div><div class="c x8f y480 w75 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x90 y480 w12 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x91 y480 w74 h9"><div class="t m0 x42 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">3 150<span class="ff1 ls0"> </span></div></div><div class="c x92 y480 w12 h9"><div class="t m0 x2d ha y72 ff5 fs3 fc0 sc0 ls7 ws0">3 150<span class="ff1 ls0"> </span></div></div><div class="c x8 y481 w9f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia<span class="ff1"> </span></div></div><div class="c x8f y481 w75 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y481 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y481 w74 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y481 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y482 w9f h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x8f y482 w75 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y482 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y482 w74 h9"><div class="t m0 x5f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">3 144</span> </div></div><div class="c x92 y482 w12 h9"><div class="t m0 x5f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">3 144</span> </div></div><div class="c x8 y483 w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2023<span class="_ _0"></span> </div></div><div class="c x8f y483 w75 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y483 w12 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y483 w74 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x92 y483 w12 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x8 y340 w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c x8f y340 w75 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y340 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y340 w74 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x92 y340 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x8 y49 w9f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia<span class="ff1"> </span></div></div><div class="c x8f y49 w75 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y49 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y49 w74 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y49 w12 h9"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y1c0 w9f he"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x8f y1c0 w75 he"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y1c0 w12 he"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y1c0 w74 he"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y1c0 w12 he"><div class="t m0 x69 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y484 w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudni<span class="_ _0"></span>a 2024<span class="_ _0"></span> </div></div><div class="c x8f y484 w75 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y484 w12 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y484 w74 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x92 y484 w12 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x8 y485 w9f h53"><div class="t m0 x9 ha y486 ff6 fs3 fc2 sc0 ls0 ws0">WARTOŚĆ BIL<span class="_ _0"></span>ANSOWA<span class="ff1"> </span></div></div><div class="c x8f y485 w75 h53"><div class="t m0 x44 hc y486 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x90 y485 w12 h53"><div class="t m0 x73 hc ya5 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x91 y485 w74 h53"><div class="t m0 x44 hc y486 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x92 y485 w12 h53"><div class="t m0 x44 hc y486 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y487 w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Na 31 grudnia <span class="_ _0"></span>2023 </div></div><div class="c x8f y487 w75 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">0   <span class="ls0"> </span></div></div><div class="c x90 y487 w12 h9"><div class="t m0 x12 ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> 113 349  </div></div><div class="c x91 y487 w74 h9"><div class="t m0 x14 ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> 3 024  </div></div><div class="c x92 y487 w12 h9"><div class="t m0 x12 ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> 116 373  </div></div><div class="c x8 y488 w9f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Na 31 grudnia <span class="_ _0"></span>2024 </div></div><div class="c x8f y488 w75 h9"><div class="t m0 x69 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">0   <span class="ls0"> </span></div></div><div class="c x90 y488 w12 h9"><div class="t m0 x12 ha y72 ff5 fs3 fc0 sc0 ls0 ws0"> 113 349  </div></div><div class="c x91 y488 w74 h9"><div class="t m0 x42 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">2 364<span class="ls0"> </span></div></div><div class="c x92 y488 w12 h9"><div class="t m0 x16 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">115 713 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y489 ff1 fs0 fc0 sc0 ls0 ws0">Patenty <span class="_ _11"></span>i <span class="ff7">licencje <span class="_ _11"></span>są <span class="_ _11"></span>amortyzowane <span class="_ _11"></span>przez <span class="_ _11"></span>okres <span class="_ _11"></span>ich <span class="_ _11"></span>szacunkowej <span class="_ _11"></span>użyteczności, <span class="_ _11"></span>który <span class="_ _11"></span>wynosi <span class="_ _11"></span>przeciętnie <span class="_ _11"></span>5 <span class="_ _11"></span>lat, <span class="_ _11"></span>znaki <span class="_ _11"></span>towarowe <span class="_ _6"></span>n<span class="_ _6"></span>ie </span></div><div class="t m0 x1 h2 y48a ff7 fs0 fc0 sc0 ls0 ws0">podlegają amortyzacji. <span class="ff1"> </span></div><div class="t m0 x1 h2 y48b ff1 fs0 fc0 sc0 ls0 ws0">W 2024 <span class="ff7">roku nie zostały utworzone nowe odpisy aktualizujące</span>. </div><div class="t m0 x1 h2 y27b ff7 fs0 fc0 sc0 ls0 ws0">Amortyzacja <span class="_ _11"></span>wartości <span class="_ _11"></span>niematerialnych <span class="_ _11"></span>odniesiona <span class="_ _6"></span>z<span class="_ _6"></span>ostała <span class="_ _11"></span>odpowiednio <span class="_ _11"></span>do <span class="_ _11"></span>pozycji <span class="_ _11"></span>koszty <span class="_ _11"></span>sprzedaży, <span class="_ _11"></span>koszty <span class="_ _11"></span>ogólnego <span class="_ _11"></span>zarządu <span class="_ _11"></span>lub </div><div class="t m0 x1 h2 y48c ff7 fs0 fc0 sc0 ls0 ws0">koszt własny sprzedaży sprawozdania z<span class="ff1"> </span>całkowitych dochodów. <span class="ff1"> </span></div><div class="t m0 x1 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">Znaki <span class="_ _6"></span>towarowe Wólczanka, <span class="_ _6"></span>Bytom <span class="_ _6"></span>i <span class="_ _6"></span><span class="ff7">Intermoda na <span class="_ _6"></span>łączną <span class="_ _6"></span>kwotę <span class="_ _6"></span>113.349 tys. <span class="_ _6"></span>zł. <span class="_ _6"></span>stanowią <span class="_ _6"></span>przedmiot z<span class="_ _6"></span>abezpieczenia umów <span class="_ _6"></span>kredy-</span></div><div class="t m0 x1 h2 y48d ff1 fs0 fc0 sc0 ls0 ws0">towych wykazanych w nocie nr 21. </div><div class="t m0 x1 h2 y27f ff7 fs0 fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>zień <span class="ff1">31<span class="_ _0"></span> grudnia<span class="_ _0"></span> 2<span class="_ _0"></span>024 <span class="_ _0"></span><span class="ff7">roku <span class="_ _0"></span>przep<span class="_ _0"></span>rowadzono test <span class="_ _0"></span>na <span class="_ _1"></span>możliwość utraty<span class="_ _0"></span> war<span class="_ _0"></span>tości w<span class="ff1"> </span>odniesieniu <span class="_ _0"></span>do <span class="_ _0"></span>wartości <span class="_ _0"></span>niematerialny<span class="_ _0"></span>ch o<span class="ff1"> nie-</span></span></span></div><div class="t m0 x1 h2 y48e ff7 fs0 fc0 sc0 ls0 ws0">określonym <span class="_ _6"></span>terminie <span class="_ _11"></span>użytkowania <span class="_ _6"></span>tj. <span class="_ _11"></span>na <span class="_ _6"></span>znaki <span class="_ _11"></span>towarowe. <span class="_ _6"></span>W<span class="_ _6"></span><span class="ff1"> </span>wyniku <span class="_ _6"></span>przeprowadzonego <span class="_ _11"></span>testu <span class="_ _6"></span>nie <span class="_ _6"></span>s<span class="_ _6"></span>twierdzono <span class="_ _6"></span>utraty <span class="_ _11"></span>wartości <span class="_ _6"></span>nie-</div><div class="t m0 x1 h2 y1a6 ff1 fs0 fc0 sc0 ls0 ws0">materialnych <span class="_ _15"></span>o <span class="ff7">nieokreślonym <span class="_ _15"></span>terminie <span class="_ _15"></span>użytkowania <span class="_ _15"></span>tj. <span class="_ _15"> </span>n<span class="_ _6"></span>a <span class="_ _15"></span>znaki <span class="_ _14"></span>towarowe. <span class="_ _15"></span>W<span class="_ _6"></span></span> <span class="ff7">związku <span class="_ _15"></span>z</span> <span class="_ _6"></span><span class="ff7">powyższym <span class="_ _14"></span>w</span> <span class="_ _6"></span><span class="ff7">okresie, <span class="_ _15"></span>za <span class="_ _15"></span>który <span class="_ _15"></span>sporzą-</span></div><div class="t m0 x1 h2 y48f ff7 fs0 fc0 sc0 ls0 ws0">dzono sprawozdanie finansowe nie<span class="_ _0"></span> tworzono odpisów aktualizujący<span class="_ _0"></span>ch wartości niematerialne o<span class="ff1"> </span>nieokreślonym terminie użytkowa-</div><div class="t m0 x1 h2 y490 ff1 fs0 fc0 sc0 ls0 ws0">nia tj. na znaki towarowe. </div><div class="t m0 x1 h2 y491 ff7 fs0 fc0 sc0 ls0 ws0">Założenia <span class="_ _11"></span>do <span class="_ _11"></span>przeprowadzenia <span class="_ _6"></span>testu <span class="_ _11"></span>na <span class="_ _11"></span>utratę <span class="_ _11"></span>wartości <span class="_ _11"></span>niematerialnych <span class="_ _6"></span>o<span class="_ _6"></span><span class="ff1"> </span>n<span class="_ _6"></span>ieokreślonym <span class="_ _6"></span>terminie <span class="_ _11"></span>użytkowania <span class="_ _11"></span>tj. <span class="_ _11"></span>na <span class="_ _11"></span>znaki <span class="_ _11"></span>towa-</div><div class="t m0 x1 h2 y492 ff7 fs0 fc0 sc0 ls0 ws0">rowe są takie same jak w<span class="ff1"> przedstawione nocie nr 10. </span></div><div class="t m0 x1 h2 y61 ff7 fs0 fc0 sc0 ls0 ws0">Na dzień <span class="ff1">31 grudnia 2024 </span>roku nie wystąpiły zobowiązania umowne dot. zakupu wartości niematerialnych.<span class="ff1"> </span></div><div class="t m0 x1 h23 y182 ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls2b">12</span> <span class="_ _18"> </span><span class="ff3">RZECZOWE <span class="_ _0"></span>AKTYWA <span class="_ _0"></span>TRWAŁE <span class="ff4"> </span></span></div></div><div class="c x8 y493 wa1 h54"><div class="t m0 x9 ha y494 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c xa6 y493 wa2 h54"><div class="t m0 x54 ha y495 ff5 fs3 fc4 sc0 ls0 ws0">Grunty </div><div class="t m0 x9 ha y496 ff5 fs3 fc4 sc0 ls0 ws0">i budynki<span class="ff1"> </span></div></div><div class="c x90 y493 w90 h54"><div class="t m0 x21 ha y495 ff6 fs3 fc4 sc0 ls0 ws0">Środki trwałe </div><div class="t m0 xa7 ha y496 ff5 fs3 fc4 sc0 ls0 ws0">w budowie<span class="ff1"> </span></div></div><div class="c x91 y493 w72 h54"><div class="t m0 x80 ha y497 ff6 fs3 fc4 sc0 ls0 ws0">Urządzenia i<span class="ff5"> po-</span></div><div class="t m0 xe ha y494 ff6 fs3 fc4 sc0 ls0 ws0">zostałe środki </div><div class="t m0 x2f ha ya5 ff6 fs3 fc4 sc0 ls0 ws0">trwałe<span class="ff1"> </span></div></div><div class="c x92 y493 w90 h54"><div class="t m0 x15 ha y494 ff5 fs3 fc4 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x8 y186 wa1 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">CENA NABYCI<span class="_ _0"></span>A LUB WART<span class="_ _0"></span>OŚĆ GODZIWA<span class="ff5"> </span></div></div><div class="c xa6 y186 wa3 h9"><div class="t m0 x7e ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x90 y186 w76 h9"><div class="t m0 x44 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x91 y186 w75 h9"><div class="t m0 x44 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x92 y186 w73 h9"><div class="t m0 x44 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y498 wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 stycznia 2<span class="_ _0"></span>023 </div></div><div class="c xa6 y498 wa3 h9"><div class="t m0 xa8 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">59 770 </div></div><div class="c x90 y498 w76 h9"><div class="t m0 x42 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">2 364<span class="ls0"> </span></div></div><div class="c x91 y498 w75 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">56 774 </div></div><div class="c x92 y498 w73 h9"><div class="t m0 x16 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">118 908 </div></div><div class="c x8 y201 wa1 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia<span class="ff1"> </span></div></div><div class="c xa6 y201 wa3 h9"><div class="t m0 xa5 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">9 826<span class="ls0"> </span></div></div><div class="c x90 y201 w76 h9"><div class="t m0 x15 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">20 839 </div></div><div class="c x91 y201 w75 h9"><div class="t m0 x42 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">6 613<span class="ls0"> </span></div></div><div class="c x92 y201 w73 h9"><div class="t m0 x15 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">37 278 </div></div><div class="c x8 y499 wa1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Zbycie </div></div><div class="c xa6 y499 wa3 h9"><div class="t m0 xe hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">4 619</span> </div></div><div class="c x90 y499 w76 h9"><div class="t m0 x7e hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-16 953 </div></div><div class="c x91 y499 w75 h9"><div class="t m0 x5f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">5 155</span> </div></div><div class="c x92 y499 w73 h9"><div class="t m0 x7e hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-26 727 </div></div><div class="c x8 y49a wa1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Przekwalifikowanie<span class="_ _0"></span> </div></div><div class="c xa6 y49a wa3 h9"><div class="t m0 x23 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y49a w76 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y49a w75 h9"><div class="t m0 x9a hc y8e ff1 fs3 fc0 sc0 ls7 ws0">164<span class="ls0"> </span></div></div><div class="c x92 y49a w73 h9"><div class="t m0 x9a hc y8e ff1 fs3 fc0 sc0 ls7 ws0">164<span class="ls0"> </span></div></div><div class="c x8 y49b wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2023<span class="_ _0"></span> </div></div><div class="c xa6 y49b wa3 h9"><div class="t m0 xa8 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">64 977 </div></div><div class="c x90 y49b w76 h9"><div class="t m0 x42 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">6 250<span class="ls0"> </span></div></div><div class="c x91 y49b w75 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">58 396 </div></div><div class="c x92 y49b w73 h9"><div class="t m0 x16 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">129 623 </div></div><div class="c x8 y49c wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c xa6 y49c wa3 h9"><div class="t m0 xa8 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">64 977 </div></div><div class="c x90 y49c w76 h9"><div class="t m0 x42 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">6 250<span class="ls0"> </span></div></div><div class="c x91 y49c w75 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">58 396 </div></div><div class="c x92 y49c w73 h9"><div class="t m0 x16 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">129 623 </div></div><div class="c x8 y49d wa1 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia<span class="ff1"> </span></div></div><div class="c xa6 y49d wa3 h9"><div class="t m0 xa8 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">10 167 </div></div><div class="c x90 y49d w76 h9"><div class="t m0 x15 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">13 218 </div></div><div class="c x91 y49d w75 h9"><div class="t m0 x42 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">7 134<span class="ls0"> </span></div></div><div class="c x92 y49d w73 h9"><div class="t m0 x15 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">30 519 </div></div><div class="c x8 y49e wa1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Zbycie </div></div><div class="c xa6 y49e wa3 h9"><div class="t m0 x11 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-10 994 </div></div><div class="c x90 y49e w76 h9"><div class="t m0 x7e hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-19 040 </div></div><div class="c x91 y49e w75 h9"><div class="t m0 x5f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">9 067</span> </div></div><div class="c x92 y49e w73 h9"><div class="t m0 x7e hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-39 101 </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x7 y49f w5 h55" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w4e h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls28 ws0">35<span class="ls0"> </span></div></div><div class="c x8 y3b9 wa1 h45"><div class="t m0 x9 ha ya4 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c xa6 y3b9 wa2 h45"><div class="t m0 x54 ha y3b4 ff5 fs3 fc4 sc0 ls0 ws0">Grunty </div><div class="t m0 x9 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">i budynki<span class="ff1"> </span></div></div><div class="c x90 y3b9 w90 h45"><div class="t m0 x21 ha y3b4 ff6 fs3 fc4 sc0 ls0 ws0">Środki trwałe </div><div class="t m0 xa7 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">w budowie<span class="ff1"> </span></div></div><div class="c x91 y3b9 w72 h45"><div class="t m0 x80 ha y3ae ff6 fs3 fc4 sc0 ls0 ws0">Urządzenia i<span class="ff5"> po-</span></div><div class="t m0 xe ha ya4 ff6 fs3 fc4 sc0 ls0 ws0">zostałe środki </div><div class="t m0 x2f ha ya5 ff6 fs3 fc4 sc0 ls0 ws0">trwałe<span class="ff1"> </span></div></div><div class="c x92 y3b9 w90 h45"><div class="t m0 x15 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x8 y4a0 wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2024; w tym:<span class="_ _0"></span> </div></div><div class="c xa6 y4a0 wa3 h9"><div class="t m0 xa8 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">64 150 </div></div><div class="c x90 y4a0 w76 h9"><div class="t m0 x9a ha y8e ff5 fs3 fc0 sc0 ls7 ws0">428<span class="ls0"> </span></div></div><div class="c x91 y4a0 w75 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">56 463 </div></div><div class="c x92 y4a0 w73 h9"><div class="t m0 x16 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">121 041 </div></div><div class="c x8 y2e7 wa1 h9"><div class="t m0 x9 h12 y8e ffa fs3 fc0 sc0 ls0 ws0">ujęte w<span class="ff9"> cenie nabycia/k<span class="_ _0"></span>oszt wyt<span class="_ _0"></span>worzeni<span class="_ _0"></span>a </span></div></div><div class="c xa6 y2e7 wa3 h9"><div class="t m0 xa8 h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">64 150 </div></div><div class="c x90 y2e7 w76 h9"><div class="t m0 x9a h12 y8e ff9 fs3 fc0 sc0 ls7 ws0">428<span class="ls0"> </span></div></div><div class="c x91 y2e7 w75 h9"><div class="t m0 x15 h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">56 463 </div></div><div class="c x92 y2e7 w73 h9"><div class="t m0 x16 h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">121 041 </div></div><div class="c x8 y4a1 wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc2 sc0 ls0 ws0">SKUMULOW<span class="_ _0"></span>ANA AMORT<span class="_ _0"></span>YZACJA I UTRATA <span class="ff6">W<span class="_ _0"></span>ARTOŚCI<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xa6 y4a1 wa3 h9"><div class="t m0 x7e hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x90 y4a1 w76 h9"><div class="t m0 x44 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x91 y4a1 w75 h9"><div class="t m0 x44 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x92 y4a1 w73 h9"><div class="t m0 x44 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y45d wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2023<span class="fc1"> </span></div></div><div class="c xa6 y45d wa3 h9"><div class="t m0 xa8 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">52 170 </div></div><div class="c x90 y45d w76 h9"><div class="t m0 x69 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y45d w75 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">43 375 </div></div><div class="c x92 y45d w73 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">95 545 </div></div><div class="c x8 y4a2 wa1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Amortyzacja za okres<span class="_ _0"></span> </div></div><div class="c xa6 y4a2 wa3 h9"><div class="t m0 xa5 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 023<span class="ls0"> </span></div></div><div class="c x90 y4a2 w76 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y4a2 w75 h9"><div class="t m0 x42 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">5 174<span class="ls0"> </span></div></div><div class="c x92 y4a2 w73 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls7 ws0">8 197<span class="ls0"> </span></div></div><div class="c x8 y4a3 wa1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Zbycie  </div></div><div class="c xa6 y4a3 wa3 h9"><div class="t m0 xe hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">4 347</span> </div></div><div class="c x90 y4a3 w76 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y4a3 w75 h9"><div class="t m0 x5f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">4 967</span> </div></div><div class="c x92 y4a3 w73 h9"><div class="t m0 x5f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">9 314</span> </div></div><div class="c x8 y4a4 wa1 hf"><div class="t m0 x9 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">przekwalifikowanie <span class="_ _0"></span> </div></div><div class="c xa6 y4a4 wa3 hf"><div class="t m0 x23 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y4a4 w76 hf"><div class="t m0 x69 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y4a4 w75 hf"><div class="t m0 x2c hc y128 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">99</span> </div></div><div class="c x92 y4a4 w73 hf"><div class="t m0 x2c hc y128 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">99</span> </div></div><div class="c x8 y4a5 wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2023<span class="_ _0"></span> </div></div><div class="c xa6 y4a5 wa3 h9"><div class="t m0 xa8 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">50 846 </div></div><div class="c x90 y4a5 w76 h9"><div class="t m0 x69 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y4a5 w75 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">43 681 </div></div><div class="c x92 y4a5 w73 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">94 527 </div></div><div class="c x8 y4a6 wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c xa6 y4a6 wa3 h9"><div class="t m0 xa8 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">50 846 </div></div><div class="c x90 y4a6 w76 h9"><div class="t m0 x69 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y4a6 w75 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">43 681 </div></div><div class="c x92 y4a6 w73 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">94 527 </div></div><div class="c x8 y4a7 wa1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Amortyzacja za okres<span class="_ _0"></span> </div></div><div class="c xa6 y4a7 wa3 h9"><div class="t m0 xa5 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 847<span class="ls0"> </span></div></div><div class="c x90 y4a7 w76 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y4a7 w75 h9"><div class="t m0 x42 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">5 306<span class="ls0"> </span></div></div><div class="c x92 y4a7 w73 h9"><div class="t m0 x15 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">10 153 </div></div><div class="c x8 ya0 wa1 h1b"><div class="t m0 x9 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">Zbycie  </div></div><div class="c xa6 ya0 wa3 h1b"><div class="t m0 xe hc y128 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">7 479</span> </div></div><div class="c x90 ya0 w76 h1b"><div class="t m0 x69 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 ya0 w75 h1b"><div class="t m0 x5f hc y128 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">7 213</span> </div></div><div class="c x92 ya0 w73 h1b"><div class="t m0 x7e hc y128 ff1 fs3 fc0 sc0 ls0 ws0">-14 692 </div></div><div class="c x8 y4a8 wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2024<span class="_ _0"></span> </div></div><div class="c xa6 y4a8 wa3 h9"><div class="t m0 xa8 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">48 214 </div></div><div class="c x90 y4a8 w76 h9"><div class="t m0 x69 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y4a8 w75 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">41 774 </div></div><div class="c x92 y4a8 w73 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">89 988 </div></div><div class="c x8 y234 wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc2 sc0 ls0 ws0">ODPISY Z <span class="ff6">TYTUŁU <span class="_ _0"></span>TRWAŁEJ <span class="_ _0"></span>UTRATY W<span class="_ _0"></span>ARTOŚCI<span class="ff1"> </span></span></div></div><div class="c xa6 y234 wa3 h9"><div class="t m0 x7e hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x90 y234 w76 h9"><div class="t m0 x44 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x91 y234 w75 h9"><div class="t m0 x44 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x92 y234 w73 h9"><div class="t m0 x44 hc y8e ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y4a9 wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2023<span class="fc1"> </span></div></div><div class="c xa6 y4a9 wa3 h9"><div class="t m0 x23 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y4a9 w76 h9"><div class="t m0 x42 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 693<span class="ls0"> </span></div></div><div class="c x91 y4a9 w75 h9"><div class="t m0 x9a ha y8e ff5 fs3 fc0 sc0 ls7 ws0">125<span class="ls0"> </span></div></div><div class="c x92 y4a9 w73 h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 818<span class="ls0"> </span></div></div><div class="c x8 y4aa wa1 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia<span class="ff1"> </span></div></div><div class="c xa6 y4aa wa3 h9"><div class="t m0 xa5 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 156<span class="ls0"> </span></div></div><div class="c x90 y4aa w76 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y4aa w75 h9"><div class="t m0 x42 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 507<span class="ls0"> </span></div></div><div class="c x92 y4aa w73 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 663<span class="ls0"> </span></div></div><div class="c x8 y4ab wa1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c xa6 y4ab wa3 h9"><div class="t m0 x23 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y4ab w76 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y4ab w75 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y4ab w73 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y82 wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2023<span class="_ _0"></span> </div></div><div class="c xa6 y82 wa3 h9"><div class="t m0 xa5 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">2 156<span class="ls0"> </span></div></div><div class="c x90 y82 w76 h9"><div class="t m0 x42 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 693<span class="ls0"> </span></div></div><div class="c x91 y82 w75 h9"><div class="t m0 x42 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 632<span class="ls0"> </span></div></div><div class="c x92 y82 w73 h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls7 ws0">5 481<span class="ls0"> </span></div></div><div class="c x8 y4ac wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c xa6 y4ac wa3 h9"><div class="t m0 xa5 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">2 156<span class="ls0"> </span></div></div><div class="c x90 y4ac w76 h9"><div class="t m0 x42 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 693<span class="ls0"> </span></div></div><div class="c x91 y4ac w75 h9"><div class="t m0 x42 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 632<span class="ls0"> </span></div></div><div class="c x92 y4ac w73 h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls7 ws0">5 481<span class="ls0"> </span></div></div><div class="c x8 y54 wa1 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia<span class="ff1"> </span></div></div><div class="c xa6 y54 wa3 h9"><div class="t m0 x23 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y54 w76 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y54 w75 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y54 w73 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4ad wa1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c xa6 y4ad wa3 h9"><div class="t m0 xe hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">2 156</span> </div></div><div class="c x90 y4ad w76 h9"><div class="t m0 x5f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 693</span> </div></div><div class="c x91 y4ad w75 h9"><div class="t m0 x5f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 632</span> </div></div><div class="c x92 y4ad w73 h9"><div class="t m0 x5f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">5 481</span> </div></div><div class="c x8 y4ae wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2024<span class="_ _0"></span> </div></div><div class="c xa6 y4ae wa3 h9"><div class="t m0 x23 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x90 y4ae w76 h9"><div class="t m0 x69 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y4ae w75 h9"><div class="t m0 x69 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x92 y4ae w73 h9"><div class="t m0 x69 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4af wa1 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc1 sc0 ls0 ws0">WARTOŚĆ BIL<span class="_ _0"></span>ANSOWA<span class="ff1 fc0"> </span></div></div><div class="c xa6 y4af wa3 h9"><div class="t m0 x7e ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x90 y4af w76 h9"><div class="t m0 x44 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y4af w75 h9"><div class="t m0 x44 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x92 y4af w73 h9"><div class="t m0 x44 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y4b0 wa1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Na 31 grudnia <span class="_ _0"></span>2023<span class="fc1"> </span></div></div><div class="c xa6 y4b0 wa3 h9"><div class="t m0 xa8 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">11 975 </div></div><div class="c x90 y4b0 w76 h9"><div class="t m0 x42 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">4 557<span class="ls0"> </span></div></div><div class="c x91 y4b0 w75 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">13 083 </div></div><div class="c x92 y4b0 w73 h9"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">29 615 </div></div><div class="c x8 y4b1 wa1 he"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Na 31 grudnia <span class="_ _0"></span>2024 </div></div><div class="c xa6 y4b1 wa3 he"><div class="t m0 xa8 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">15 936 </div></div><div class="c x90 y4b1 w76 he"><div class="t m0 x9a ha y8e ff5 fs3 fc0 sc0 ls7 ws0">428<span class="ls0"> </span></div></div><div class="c x91 y4b1 w75 he"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">14 689 </div></div><div class="c x92 y4b1 w73 he"><div class="t m0 x15 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">31 053 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y4b2 ff7 fs0 fc0 sc0 ls0 ws0">Spółka nie posiada pozabilansowych środków trwałych. <span class="ff1"> </span></div><div class="t m0 x1 h2 y4b3 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>2024 <span class="_ _11"></span>roku <span class="_ _6"></span>zostały <span class="_ _6"></span>wykorzystane <span class="_ _6"></span>odpisy <span class="_ _11"></span>aktualizujące <span class="_ _6"></span>w <span class="_ _6"></span>kwocie <span class="_ _6"></span>4 <span class="_ _11"></span>940 <span class="_ _6"></span>tys. <span class="_ _6"></span>zł. <span class="_ _11"></span>i <span class="_ _6"></span>rozwiązane <span class="_ _6"></span>w <span class="_ _6"></span>kwocie <span class="_ _6"></span>5<span class="_ _6"></span>41 <span class="_ _6"></span>tys<span class="_ _11"></span><span class="ff1">. <span class="_ _6"></span>z</span>ł<span class="ff1"> <span class="_ _6"></span></span>o<span class="_ _6"></span>raz <span class="_ _6"></span>nie <span class="_ _6"></span>zostały </div><div class="t m0 x1 h2 y4b4 ff1 fs0 fc0 sc0 ls0 ws0">utworzone nowe odpisy. </div><div class="t m0 x1 h2 y4b5 ff7 fs0 fc0 sc0 ls0 ws0">Na dzień 31.12.202<span class="ff1">4 </span>roku występowały zobowiązania z tyt. zakupu środków trwałych w kwocie <span class="ff1 ls2">200<span class="ls0"> </span></span>tys. zł.<span class="ff1"> </span></div><div class="t m0 x1 h23 y4b6 ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls2b">12</span>A <span class="_ _10"> </span>AKTYWA Z <span class="ff3">TYTUŁU PRAW D<span class="_ _0"></span>O UŻYTKOWA<span class="_ _0"></span>NIA<span class="ff4"> </span></span></div><div class="t m0 x1 h23 y4b7 ff4 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c x8 y4b8 wa4 h47"><div class="t m0 x9 ha y4b9 ff5 fs3 fc2 sc0 ls0 ws0">Aktywa z <span class="ff6">tytułu <span class="_ _0"></span>praw do użytkow<span class="_ _0"></span>ania<span class="ff1 fc6"> </span></span></div><div class="t m0 x9 ha y4ba ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c xa9 y4b8 wa5 h47"><div class="t m0 x54 ha y4bb ff5 fs3 fc4 sc0 ls0 ws0">Aktywa z <span class="ff6">tytułu l<span class="_ _0"></span>easingu </span></div><div class="t m0 x9 ha y4bc ff5 fs3 fc4 sc0 ls0 ws0">lokali handlowy<span class="_ _0"></span>ch oraz po-</div><div class="t m0 x5a ha y4bd ff5 fs3 fc4 sc0 ls0 ws0">wierzchni biurowych<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x98 y4b8 wa5 h47"><div class="t m0 x54 ha y4b9 ff5 fs3 fc4 sc0 ls0 ws0">Aktywa z <span class="ff6">tytułu l<span class="_ _0"></span>easingu </span></div><div class="t m0 x44 ha y4ba ff6 fs3 fc4 sc0 ls0 ws0">pozostałe<span class="ff1"> </span></div></div><div class="c xaa y4b8 wa6 h47"><div class="t m0 x2b ha y4bc ff5 fs3 fc4 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x8 y472 wa4 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Wartość brutto 0<span class="_ _0"></span>1.01.2023<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xa9 y472 wa7 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">310 382 </div></div><div class="c x98 y472 wa7 h9"><div class="t m0 xab ha y72 ff5 fs3 fc0 sc0 ls7 ws0">1 547<span class="ls0"> </span></div></div><div class="c xaa y472 wa8 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">311 929 </div></div><div class="c x8 y4be wa4 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Umorzenie skumul<span class="_ _0"></span>owane 0<span class="_ _0"></span>1.01.2023 </div></div><div class="c xa9 y4be wa7 h9"><div class="t m0 xac ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-183 029 </div></div><div class="c x98 y4be wa7 h9"><div class="t m0 xad ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">825</span> </div></div><div class="c xaa y4be wa8 h9"><div class="t m0 xac ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-183 854 </div></div><div class="c x8 y34 wa4 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Wartość netto 01.<span class="_ _0"></span>01.2023<span class="ff5"> </span></div></div><div class="c xa9 y34 wa7 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">127 353 </div></div><div class="c x98 y34 wa7 h9"><div class="t m0 x48 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">722<span class="ls0"> </span></div></div><div class="c xaa y34 wa8 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">128 075 </div></div><div class="c x8 y4bf wa4 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zawarcie nowych<span class="_ _0"></span> umów </div></div><div class="c xa9 y4bf wa7 h9"><div class="t m0 xae hc y72 ff1 fs3 fc0 sc0 ls0 ws0">38 800 </div></div><div class="c x98 y4bf wa7 h9"><div class="t m0 xab hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 075<span class="ls0"> </span></div></div><div class="c xaa y4bf wa8 h9"><div class="t m0 xae hc y72 ff1 fs3 fc0 sc0 ls0 ws0">39 875 </div></div><div class="c x8 y476 wa4 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zmiany wynikające z<span class="ff1"> <span class="_ _0"></span>modyfikacji u<span class="_ _0"></span>mów </span></div></div><div class="c xa9 y476 wa7 h9"><div class="t m0 xae hc y72 ff1 fs3 fc0 sc0 ls0 ws0">45 863 </div></div><div class="c x98 y476 wa7 h9"><div class="t m0 x4b hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xaa y476 wa8 h9"><div class="t m0 xae hc y72 ff1 fs3 fc0 sc0 ls0 ws0">45 863 </div></div><div class="c x8 y2c8 wa4 hd"><div class="t m0 x9 hc y4c0 ff7 fs3 fc0 sc0 ls0 ws0">Zmiany wynikające ze <span class="_ _0"></span>zmiany zakr<span class="_ _0"></span>esu umowy –<span class="ff1"> </span></div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">skrócenie okresu -<span class="_ _0"></span> <span class="ff7">wartość brutto<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xa9 y2c8 wa7 hd"><div class="t m0 xa1 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-55 722 </div></div><div class="c x98 y2c8 wa7 hd"><div class="t m0 xaf hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">84</span> </div></div><div class="c xaa y2c8 wa8 hd"><div class="t m0 xa1 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-55 806 </div></div><div class="c x8 y4c1 wa4 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">przekwalifikowanie<span class="_ _0"></span> </div></div><div class="c xa9 y4c1 wa7 h9"><div class="t m0 x4b hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x98 y4c1 wa7 h9"><div class="t m0 xad hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">164</span> </div></div><div class="c xaa y4c1 wa8 h9"><div class="t m0 xad hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">164</span> </div></div><div class="c x8 y4c2 wa4 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">korekta prezentacy<span class="_ _0"></span>jna </div></div><div class="c xa9 y4c2 wa7 h9"><div class="t m0 x4b hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x98 y4c2 wa7 h9"><div class="t m0 x48 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">198<span class="ls0"> </span></div></div><div class="c xaa y4c2 wa8 h9"><div class="t m0 x48 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">198<span class="ls0"> </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 x7 y3fa w5 h4b" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+oAAAVVCAIAAAADsKYfAAAACXBIWXMAABYlAAAWJQFJUiTwAAAYBUlEQVR42u3asc3QMBSF0Wvk4ViFhiUyQWho0mUJBvBE6VI9VvglBPjBOSNcufhkvVFVAfiwH1+/GAEA/pZPJgAAAPkO/Js+f/tuBLxAvECQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAAklFV6zoMAQAAPfI972MIAADYn+MZAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAPwuM8m6T0MAAMD+RlVZAQAAWnA8AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAA8t0EAAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwDAv2smWddhCAAA2N+oqryPIQAAYH+OZwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AANqZSdZ9GgIAAPY3qirvYwgAANif4xkAAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAIB2ZpJ1n4YAAID9jarK+xgCAAD253gGAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAL/LTLLu0xAAALC/UVV5H0MAAMD+HM8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AAC0M5Os+zQEAADsb1RV3scQAACwP8czAAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA7cwk6z4NAQAA+xtVZQUAAGjB8QwAAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAAMh3EwAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAH/fTLKuwxAAALC/UVV5H0MAAMD+HM8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AAC0M5Os+zQEAADsb1SVFQAAoAXHMwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAIN9NAAAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAfNxMsq7DEAAAsL9RVXkfQwAAwP4czwAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAALQzk6z7NAQAAOxvVFXexxAAALA/xzMAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADtzHUdVgAAgBZGVVkBAABacDwDAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADy3QQAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQBAvpsAAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAM1MEwAAv+jH1y9GgD/D7zsAAMh3AOC/8fnbdyOAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAoKVRVes6DAEAAD3y3QoAANCC4xkAAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAIB2ZpJ1HYYAAID9jaqyAgAAtOB4BgAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAoJ2ZZF2HIQAAYH+jqqwAAAAtOJ4BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAAD5bgIAAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAIBuZpJ1HYYAAID9jarK+xgCAAD253gGAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQCgnZlk3achAABgf6OqrAAAAC04ngEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAPluAgAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAADQ0kyyrsMQAACwv1FVVgAAgBYczwAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAALQz13VYAQAAWvgJenyPAnPLybMAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w41 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls28 ws0">36<span class="ls0"> </span></div></div><div class="c x8 yc2 wa4 hb"><div class="t m0 x9 ha y3e0 ff5 fs3 fc2 sc0 ls0 ws0">Aktywa z <span class="ff6">tytułu <span class="_ _0"></span>praw do użytkow<span class="_ _0"></span>ania<span class="ff1 fc6"> </span></span></div><div class="t m0 x9 ha y78 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c xa9 yc2 wa5 hb"><div class="t m0 x54 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Aktywa z <span class="ff6">tytułu l<span class="_ _0"></span>easingu </span></div><div class="t m0 x9 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">lokali handlowy<span class="_ _0"></span>ch oraz po-</div><div class="t m0 x5a ha y76 ff5 fs3 fc4 sc0 ls0 ws0">wierzchni biurowych<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x98 yc2 wa5 hb"><div class="t m0 x54 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">Aktywa z <span class="ff6">tytułu l<span class="_ _0"></span>easingu </span></div><div class="t m0 x44 ha y78 ff6 fs3 fc4 sc0 ls0 ws0">pozostałe<span class="ff1"> </span></div></div><div class="c xaa yc2 wa6 hb"><div class="t m0 x2b ha y74 ff5 fs3 fc4 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x8 y4c3 wa4 hf"><div class="t m0 x9 ha y7d ff6 fs3 fc0 sc0 ls0 ws0">Wartość brutto 3<span class="_ _0"></span>1.12.2023<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xa9 y4c3 wa7 hf"><div class="t m0 xa2 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">339 323 </div></div><div class="c x98 y4c3 wa7 hf"><div class="t m0 xab ha y7d ff5 fs3 fc0 sc0 ls7 ws0">2 176<span class="ls0"> </span></div></div><div class="c xaa y4c3 wa8 hf"><div class="t m0 xa2 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">341 499 </div></div><div class="c x8 y1b8 wa4 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Zmiany wynikające ze <span class="_ _0"></span>zmiany zakr<span class="_ _0"></span>esu umowy –<span class="ff1"> </span></div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">skrócenie okresu -<span class="_ _0"></span> umorzenie </div></div><div class="c xa9 y1b8 wa7 hd"><div class="t m0 xae hc y78 ff1 fs3 fc0 sc0 ls0 ws0">34 882 </div></div><div class="c x98 y1b8 wa7 hd"><div class="t m0 xb0 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">84<span class="ls0"> </span></div></div><div class="c xaa y1b8 wa8 hd"><div class="t m0 xae hc y78 ff1 fs3 fc0 sc0 ls0 ws0">34 966 </div></div><div class="c x8 y4c4 wa4 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Amortyzacja w okresie<span class="_ _0"></span> </div></div><div class="c xa9 y4c4 wa7 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-57 609 </div></div><div class="c x98 y4c4 wa7 h9"><div class="t m0 xad hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">337</span> </div></div><div class="c xaa y4c4 wa8 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-57 946 </div></div><div class="c x8 y97 wa4 hf"><div class="t m0 x9 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">przekwalifikowanie<span class="_ _0"></span> </div></div><div class="c xa9 y97 wa7 hf"><div class="t m0 x4b hc y7d ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x98 y97 wa7 hf"><div class="t m0 xb0 hc y7d ff1 fs3 fc0 sc0 ls7 ws0">99<span class="ls0"> </span></div></div><div class="c xaa y97 wa8 hf"><div class="t m0 xb0 hc y7d ff1 fs3 fc0 sc0 ls7 ws0">99<span class="ls0"> </span></div></div><div class="c x8 y198 wa4 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">korekta prezentacy<span class="_ _0"></span>jna </div></div><div class="c xa9 y198 wa7 h9"><div class="t m0 x4b hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x98 y198 wa7 h9"><div class="t m0 xad hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">198</span> </div></div><div class="c xaa y198 wa8 h9"><div class="t m0 xad hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">198</span> </div></div><div class="c x8 y4c5 wa4 hf"><div class="t m0 x9 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">Umorzenie skumul<span class="_ _0"></span>owane 3<span class="_ _0"></span>1.12.2023 </div></div><div class="c xa9 y4c5 wa7 hf"><div class="t m0 xac ha y7d ff5 fs3 fc0 sc0 ls0 ws0">-205 756 </div></div><div class="c x98 y4c5 wa7 hf"><div class="t m0 xad ha y7d ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">781</span> </div></div><div class="c xaa y4c5 wa8 hf"><div class="t m0 xac ha y7d ff5 fs3 fc0 sc0 ls0 ws0">-206 537 </div></div><div class="c x8 y4c6 wa4 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Wartość netto 31.<span class="_ _0"></span>12.2023<span class="ff5"> </span></div></div><div class="c xa9 y4c6 wa7 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">133 567 </div></div><div class="c x98 y4c6 wa7 h9"><div class="t m0 xab ha y72 ff5 fs3 fc0 sc0 ls7 ws0">1 395<span class="ls0"> </span></div></div><div class="c xaa y4c6 wa8 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">134 962 </div></div><div class="c x8 y4c7 wa4 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Wartość brutto 0<span class="_ _0"></span>1.01.2024<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xa9 y4c7 wa7 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">339 323 </div></div><div class="c x98 y4c7 wa7 h9"><div class="t m0 xab ha y72 ff5 fs3 fc0 sc0 ls7 ws0">2 176<span class="ls0"> </span></div></div><div class="c xaa y4c7 wa8 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">341 499 </div></div><div class="c x8 y4c8 wa4 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Umorzenie skumul<span class="_ _0"></span>owane 0<span class="_ _0"></span>1.01.2024 </div></div><div class="c xa9 y4c8 wa7 h9"><div class="t m0 xac ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-205 756 </div></div><div class="c x98 y4c8 wa7 h9"><div class="t m0 xad ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">781</span> </div></div><div class="c xaa y4c8 wa8 h9"><div class="t m0 xac ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-206 537 </div></div><div class="c x8 y4c9 wa4 he"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Wartość netto <span class="ff5">01.<span class="_ _0"></span>01.2024 </span></div></div><div class="c xa9 y4c9 wa7 he"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">133 567 </div></div><div class="c x98 y4c9 wa7 he"><div class="t m0 xab ha y72 ff5 fs3 fc0 sc0 ls7 ws0">1 395<span class="ls0"> </span></div></div><div class="c xaa y4c9 wa8 he"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">134 962 </div></div><div class="c x8 y4ca wa4 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zawarcie nowych<span class="_ _0"></span> umów </div></div><div class="c xa9 y4ca wa7 h9"><div class="t m0 xae hc y72 ff1 fs3 fc0 sc0 ls0 ws0">53 612 </div></div><div class="c x98 y4ca wa7 h9"><div class="t m0 x4b hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xaa y4ca wa8 h9"><div class="t m0 xae hc y72 ff1 fs3 fc0 sc0 ls0 ws0">53 612 </div></div><div class="c x8 y4cb wa4 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zmiany wynikające z<span class="ff1"> <span class="_ _0"></span>modyfikacji u<span class="_ _0"></span>mów </span></div></div><div class="c xa9 y4cb wa7 h9"><div class="t m0 xab hc y72 ff1 fs3 fc0 sc0 ls7 ws0">9 178<span class="ls0"> </span></div></div><div class="c x98 y4cb wa7 h9"><div class="t m0 x4b hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xaa y4cb wa8 h9"><div class="t m0 xab hc y72 ff1 fs3 fc0 sc0 ls7 ws0">9 178<span class="ls0"> </span></div></div><div class="c x8 y4cc wa4 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Zmiany wynikające ze <span class="_ _0"></span>zmiany zakr<span class="_ _0"></span>esu umowy –<span class="ff1"> </span></div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">skrócenie okresu -<span class="_ _0"></span> <span class="ff7">wartość brutto<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xa9 y4cc wa7 hd"><div class="t m0 xa1 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-33 735 </div></div><div class="c x98 y4cc wa7 hd"><div class="t m0 xad hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">248</span> </div></div><div class="c xaa y4cc wa8 hd"><div class="t m0 xa1 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-33 983 </div></div><div class="c x8 y2b0 wa4 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Wartość brutto <span class="ff5">3<span class="_ _0"></span>1.12.2024<span class="_ _0"></span> </span></div></div><div class="c xa9 y2b0 wa7 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">368 378 </div></div><div class="c x98 y2b0 wa7 h9"><div class="t m0 xab ha y72 ff5 fs3 fc0 sc0 ls7 ws0">1 928<span class="ls0"> </span></div></div><div class="c xaa y2b0 wa8 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">370 306 </div></div><div class="c x8 y4cd wa4 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Zmiany wynikające ze <span class="_ _0"></span>zmiany zakr<span class="_ _0"></span>esu umowy –<span class="ff1"> </span></div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">skrócenie okresu -<span class="_ _0"></span> umorzenie </div></div><div class="c xa9 y4cd wa7 hd"><div class="t m0 xae hc y78 ff1 fs3 fc0 sc0 ls0 ws0">29 416 </div></div><div class="c x98 y4cd wa7 hd"><div class="t m0 x48 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">248<span class="ls0"> </span></div></div><div class="c xaa y4cd wa8 hd"><div class="t m0 xae hc y78 ff1 fs3 fc0 sc0 ls0 ws0">29 664 </div></div><div class="c x8 y4ce wa4 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Amortyzacja w okresie<span class="_ _0"></span> </div></div><div class="c xa9 y4ce wa7 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-54 213 </div></div><div class="c x98 y4ce wa7 h9"><div class="t m0 xad hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">453</span> </div></div><div class="c xaa y4ce wa8 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-54 666 </div></div><div class="c x8 y4cf wa4 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Umorzenie skumul<span class="_ _0"></span>owane 3<span class="_ _0"></span>1.12.2024 </div></div><div class="c xa9 y4cf wa7 h9"><div class="t m0 xac ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-230 553 </div></div><div class="c x98 y4cf wa7 h9"><div class="t m0 xad ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">986</span> </div></div><div class="c xaa y4cf wa8 h9"><div class="t m0 xac ha y72 ff5 fs3 fc0 sc0 ls0 ws0">-231 539 </div></div><div class="c x8 y444 wa4 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Wartość netto <span class="ff5">31.<span class="_ _0"></span>12.2024 </span></div></div><div class="c xa9 y444 wa7 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">137 825 </div></div><div class="c x98 y444 wa7 h9"><div class="t m0 x48 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">942<span class="ls0"> </span></div></div><div class="c xaa y444 wa8 h9"><div class="t m0 xa2 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">138 767 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y4ae ff7 fs0 fc0 sc0 ls0 ws0">Zwiększenia <span class="_ _11"></span>aktywa <span class="_ _14"></span>z<span class="ff1"> </span>tytułu <span class="_ _14"></span>praw <span class="_ _14"></span>do <span class="_ _14"></span>użytkowania <span class="_ _11"></span>w<span class="_ _6"></span><span class="ff1"> 2024 <span class="_ _14"></span>roku <span class="_ _14"></span>dotyczy <span class="_ _14"></span>w </span>przeważającej <span class="_ _11"></span>części <span class="_ _14"></span>z <span class="_ _14"></span>tytułu <span class="_ _14"></span>zawarcia <span class="_ _11"></span>no<span class="_ _6"></span>wych <span class="_ _11"></span>umów </div><div class="t m0 x1 h2 y3ec ff7 fs0 fc0 sc0 ls0 ws0">najmu lokali sklepowych oraz z tytułu renegocjowanych umów.<span class="ff1"> </span></div><div class="t m0 x1 h2 y4d0 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _6"></span>jest <span class="_ _11"></span>stroną <span class="_ _6"></span>umów <span class="_ _11"></span>najmu, <span class="_ _6"></span>na <span class="_ _11"></span>mocy <span class="_ _6"></span>których <span class="_ _11"></span>korzysta <span class="_ _6"></span>z <span class="_ _6"></span>powierzchni <span class="_ _11"></span>wykorzystywanych <span class="_ _6"></span>do <span class="_ _11"></span>prowadzenia <span class="_ _6"></span>sieci <span class="_ _11"></span>salonów <span class="_ _6"></span>firmo-</div><div class="t m0 x1 h2 y4d1 ff1 fs0 fc0 sc0 ls0 ws0">wych oraz powierzchni biurowych. </div><div class="t m0 x1 h2 y4d2 ff1 fs0 fc0 sc0 ls0 ws0">Okres leasingu wynosi, dla salonów <span class="ff7">–</span> <span class="ff7">od 2 do 10 lat z możliwością przedłużenia, dla powierzchni biurowych –</span> od 2 do 5 lat. </div><div class="t m0 x1 h2 y4d3 ff7 fs0 fc0 sc0 ls0 ws0">Niektóre umowy leasingowe zawie<span class="_ _0"></span>rają opcje przedłużenia lub wypowiedzenia.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y4d4 ff7 fs0 fc0 sc0 ls0 ws0">Spółka także posiada umowy leasingu powierzchni sklepowych, których okres leasingu wyno<span class="_ _0"></span>si do 12 miesięcy.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h23 y4d5 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 13 <span class="_ _22"> </span><span class="ff3">NIERU<span class="_ _0"></span>CHOMOŚC<span class="_ _0"></span>I INWESTYCY<span class="_ _0"></span>JNE <span class="ff4"> </span></span></div></div><div class="c x8 y4d6 wa9 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xb1 y4d6 waa h9"><div class="t m0 xb2 ha y72 ff6 fs3 fc4 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x8 y4d7 wa9 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc2 sc0 ls0 ws0">CENA NABYCI<span class="_ _0"></span>A LUB WART<span class="_ _0"></span>OŚĆ GODZIWA<span class="ff1"> </span></div></div><div class="c xb1 y4d7 wab h9"><div class="t m0 xb3 hc y72 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y4d8 wa9 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2023 </div></div><div class="c xb1 y4d8 wab h9"><div class="t m0 xb4 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">874<span class="ls0"> </span></div></div><div class="c x8 y4d9 wa9 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia<span class="ff1"> </span></div></div><div class="c xb1 y4d9 wab h9"><div class="t m0 xb5 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4da wa9 he"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zbycie </div></div><div class="c xb1 y4da wab he"><div class="t m0 xb5 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4db wa9 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span><span class="ls7">202<span class="ls0">3<span class="_ _0"></span> </span></span></div></div><div class="c xb1 y4db wab h9"><div class="t m0 xb4 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">874<span class="ls0"> </span></div></div><div class="c x8 y4dc wa9 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Saldo na 1 stycznia 20<span class="_ _0"></span>24 </div></div><div class="c xb1 y4dc wab h9"><div class="t m0 xb4 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">874<span class="ls0"> </span></div></div><div class="c x8 y4dd wa9 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia<span class="ff1"> </span></div></div><div class="c xb1 y4dd wab h9"><div class="t m0 xb5 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4de wa9 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zbycie </div></div><div class="c xb1 y4de wab h9"><div class="t m0 xb5 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4df wa9 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2024, w tym<span class="_ _0"></span>: </div></div><div class="c xb1 y4df wab h9"><div class="t m0 xb4 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">874<span class="ls0"> </span></div></div><div class="c x8 y4e0 wa9 h9"><div class="t m0 x1c hc y72 fff fs3 fc0 sc0 ls0 ws0">-<span class="ff8"> <span class="_ _a"> </span><span class="ff7">ujęte w<span class="ff1"> cenie nabycia/koszt wytw<span class="_ _0"></span>orzenia </span></span></span></div></div><div class="c xb1 y4e0 wab h9"><div class="t m0 xb4 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">874<span class="ls0"> </span></div></div><div class="c x8 y4e1 wa9 h9"><div class="t m0 x1c hc y72 fff fs3 fc0 sc0 ls0 ws0">-<span class="ff8"> <span class="_ _a"> </span><span class="ff7">ujęte w<span class="ff1"> </span>wartości przeszacowanej<span class="_ _0"></span><span class="ff1"> </span></span></span></div></div><div class="c xb1 y4e1 wab h9"><div class="t m0 xb5 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y41b wa9 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls0 ws0">SKUMULOW<span class="_ _0"></span>ANA AMORT<span class="_ _0"></span>YZACJA I <span class="ff6">UTRATA W<span class="_ _0"></span>ARTOŚCI<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb1 y41b wab h9"><div class="t m0 xb3 hc y72 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x7 y4e2 w5 h56" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w4e h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls28 ws0">37<span class="ls0"> </span></div></div><div class="c x8 yea wa9 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xb1 yea waa h9"><div class="t m0 xb2 ha y72 ff6 fs3 fc4 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x8 y459 wa9 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2023 </div></div><div class="c xb1 y459 wab h9"><div class="t m0 xb5 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y3f wa9 hf"><div class="t m0 x9 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">Amortyzacja za okres<span class="_ _0"></span> </div></div><div class="c xb1 y3f wab hf"><div class="t m0 xb5 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 yed wa9 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zbycie  </div></div><div class="c xb1 yed wab h9"><div class="t m0 xb5 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4e3 wa9 hf"><div class="t m0 x9 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span><span class="ls7">202<span class="ls0">3<span class="_ _0"></span> </span></span></div></div><div class="c xb1 y4e3 wab hf"><div class="t m0 xb5 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4e4 wa9 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczn<span class="_ _0"></span>ia 2024 </div></div><div class="c xb1 y4e4 wab h9"><div class="t m0 xb5 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4e5 wa9 hf"><div class="t m0 x9 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">Amortyzacja za okres<span class="_ _0"></span> </div></div><div class="c xb1 y4e5 wab hf"><div class="t m0 xb5 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4e6 wa9 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Zbycie  </div></div><div class="c xb1 y4e6 wab h9"><div class="t m0 xb5 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4a4 wa9 hf"><div class="t m0 x9 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2024<span class="_ _0"></span> </div></div><div class="c xb1 y4a4 wab hf"><div class="t m0 xb5 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4a5 wa9 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc2 sc0 ls0 ws0">WARTOŚĆ BIL<span class="_ _0"></span>ANSOWA<span class="ff1"> </span></div></div><div class="c xb1 y4a5 wab h9"><div class="t m0 xb3 hc y72 ff1 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y4a6 wa9 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Na 31 grudnia <span class="ls7">202<span class="_ _0"></span><span class="ls0">3 </span></span></div></div><div class="c xb1 y4a6 wab h9"><div class="t m0 xb4 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">874<span class="ls0"> </span></div></div><div class="c x8 y4e7 wa9 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Na 31 grudnia 202<span class="_ _0"></span>4 </div></div><div class="c xb1 y4e7 wab h9"><div class="t m0 xb4 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">874<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3a1 ff7 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> w 202<span class="ls6">4 </span></span>roku nie osiągnęła przychodów ani <span class="_ _6"></span>nie poniosła kosztów<span class="ff1"> z </span>tytułu nieruchomości inwestycyjnych.<span class="ff1"> </span></div><div class="t m0 x1 h23 y4e8 ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls2b">14</span> <span class="_ _18"> </span><span class="ff3">JED<span class="_ _0"></span>NOSTKI ZAL<span class="_ _0"></span>EŻNE (UDZIA<span class="_ _0"></span>ŁY<span class="ff4"> I AKCJE) </span></span></div></div><div class="c x8 y4e9 wac h42"><div class="t m0 x9 ha y4ea ff6 fs3 fc2 sc0 ls0 ws0">Wykaz jednostek z<span class="_ _0"></span>ależ-</div><div class="t m0 x9 ha y409 ff5 fs3 fc2 sc0 ls0 ws0">nych, w <span class="ff6">których<span class="_ _0"></span> Spółka po-</span></div><div class="t m0 x9 ha y3e0 ff6 fs3 fc2 sc0 ls0 ws0">siada udziały/ak<span class="_ _0"></span>cje na dzień </div><div class="t m0 x9 ha y78 ff5 fs3 fc2 sc0 ls0 ws0">bilansowy </div></div><div class="c xb6 y4e9 wad h42"><div class="t m0 x1e ha y409 ff5 fs3 fc4 sc0 ls0 ws0">Metoda </div><div class="t m0 x1e ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">nabycia </div></div><div class="c x39 y4e9 wae h42"><div class="t m0 x7a ha y75 ff6 fs3 fc4 sc0 ls0 ws0">Sąd rejestrow<span class="_ _0"></span>y<span class="ff5"> </span></div></div><div class="c xa6 y4e9 waf h42"><div class="t m0 x13 ha y389 ff5 fs3 fc4 sc0 ls2c ws0">% <span class="ff1 ls0"> </span></div><div class="t m0 xe ha y38a ff5 fs3 fc4 sc0 ls0 ws0">posiada-</div><div class="t m0 x25 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">nych <span class="ff1"> </span></div><div class="t m0 x3c ha y74 ff6 fs3 fc4 sc0 ls0 ws0">udziałów/ </div><div class="t m0 x3b ha y76 ff5 fs3 fc4 sc0 ls0 ws0">akcji </div></div><div class="c xb7 y4e9 wb0 h42"><div class="t m0 x13 ha y4ea ff5 fs3 fc4 sc0 ls2c ws0">% <span class="ff1 ls0"> </span></div><div class="t m0 x82 ha y409 ff5 fs3 fc4 sc0 ls0 ws0">posiada-</div><div class="t m0 x54 ha y3e0 ff6 fs3 fc4 sc0 ls0 ws0">nych gło-</div><div class="t m0 x97 ha y78 ff5 fs3 fc4 sc0 ls0 ws0">sów </div></div><div class="c xb8 y4e9 wb1 h42"><div class="t m0 x82 ha y389 ff6 fs3 fc4 sc0 ls0 ws0">Wartość <span class="ff1"> </span></div><div class="t m0 xb9 ha y38a ff6 fs3 fc4 sc0 ls0 ws0">Udziałów </div><div class="t m0 x5a ha y75 ff5 fs3 fc4 sc0 ls0 ws0">/akcji <span class="ff1"> </span></div><div class="t m0 x3f ha y74 ff5 fs3 fc4 sc0 ls0 ws0">wg ceny <span class="ff1"> </span></div><div class="t m0 x64 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">nabycia </div></div><div class="c xba y4e9 wb2 h42"><div class="t m0 x21 ha y4ea ff5 fs3 fc4 sc0 ls0 ws0">Korekty <span class="ff1"> </span></div><div class="t m0 x3c ha y409 ff5 fs3 fc4 sc0 ls0 ws0">aktualizu-</div><div class="t m0 x1e ha y3e0 ff6 fs3 fc4 sc0 ls0 ws0">jące war-</div><div class="t m0 x41 ha y78 ff6 fs3 fc4 sc0 ls0 ws0">tość<span class="ff5"> </span></div></div><div class="c xbb y4e9 wb3 h42"><div class="t m0 x82 ha y4ea ff6 fs3 fc4 sc0 ls0 ws0">Wartość <span class="ff1"> </span></div><div class="t m0 x3c ha y409 ff5 fs3 fc4 sc0 ls0 ws0">bilansowa <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1e ha y3e0 ff6 fs3 fc4 sc0 ls0 ws0">udziałów </div><div class="t m0 x5a ha y78 ff5 fs3 fc4 sc0 ls0 ws0">/akcji </div></div><div class="c x8 y4eb wac hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c xb6 y4eb wb4 hd"><div class="t m0 xbc hc y78 ff7 fs3 fc0 sc0 ls0 ws0">pełna<span class="ff1"> </span></div></div><div class="c x39 y4eb wb5 hd"><div class="t m0 x82 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Sąd Rejonowy dla </div><div class="t m0 x64 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">M. St. Warszawy<span class="_ _0"></span> </div></div><div class="c xbd y4eb wb6 hd"><div class="t m0 x3b hc y78 ff1 fs3 fc0 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c xbe y4eb wb7 hd"><div class="t m0 x20 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c xb8 y4eb wb8 hd"><div class="t m0 x7a hc y78 ff1 fs3 fc0 sc0 ls7 ws0">6 036<span class="ls0"> </span></div></div><div class="c xaa y4eb wb9 hd"><div class="t m0 x15 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbf y4eb wba hd"><div class="t m0 x10 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">6 036<span class="ls0"> </span></div></div><div class="c x8 y4ec wac hd"><div class="t m0 x9 hc y74 ff1 fs3 fc0 sc0 ls0 ws0">VG Property Sp. z <span class="ls2d">o.o.</span> w li-</div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">kwidacji </div></div><div class="c xb6 y4ec wb4 hd"><div class="t m0 xbc hc y78 ff7 fs3 fc0 sc0 ls0 ws0">pełna<span class="ff1"> </span></div></div><div class="c x39 y4ec wb5 hd"><div class="t m0 x82 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Sąd Rejonowy dla </div><div class="t m0 x12 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">M. Krakowa </div></div><div class="c xbd y4ec wb6 hd"><div class="t m0 x3b hc y78 ff1 fs3 fc0 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c xbe y4ec wb7 hd"><div class="t m0 x20 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c xb8 y4ec wb8 hd"><div class="t m0 x25 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">897 <span class="ls0"> </span></div></div><div class="c xaa y4ec wb9 hd"><div class="t m0 x15 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbf y4ec wba hd"><div class="t m0 x9d hc y78 ff1 fs3 fc0 sc0 ls7 ws0">897 <span class="ls0"> </span></div></div><div class="c x8 y4ed wac h18"><div class="t m0 x9 hc y4ee ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK S.A. </div></div><div class="c xb6 y4ed wb4 h18"><div class="t m0 xbc hc y4ee ff7 fs3 fc0 sc0 ls0 ws0">pełna<span class="ff1"> </span></div></div><div class="c x39 y4ed wb5 h18"><div class="t m0 x82 hc y4ef ff7 fs3 fc0 sc0 ls0 ws0">Sąd Rejonowy dla </div><div class="t m0 x12 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">M. Krakowa </div></div><div class="c xbd y4ed wb6 h18"><div class="t m0 x3b hc y4ee ff1 fs3 fc0 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c xbe y4ed wb7 h18"><div class="t m0 x20 hc y4ee ff1 fs3 fc0 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c xb8 y4ed wb8 h18"><div class="t m0 x1e hc y4ee ff1 fs3 fc0 sc0 ls0 ws0">276 869 </div></div><div class="c xaa y4ed wb9 h18"><div class="t m0 x15 hc y4ee ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbf y4ed wba h18"><div class="t m0 x78 hc y4ee ff1 fs3 fc0 sc0 ls0 ws0">276 869 </div></div><div class="c x8 y4f0 wac h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c xb6 y4f0 wb4 h9"><div class="t m0 x15 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x39 y4f0 wb5 h9"><div class="t m0 xae hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y4f0 wb6 h9"><div class="t m0 x5f hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y4f0 wb7 h9"><div class="t m0 x38 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y4f0 wb8 h9"><div class="t m0 x1e ha y72 ff5 fs3 fc0 sc0 ls0 ws0">283 802<span class="ff1"> </span></div></div><div class="c xaa y4f0 wb9 h9"><div class="t m0 x15 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c xbf y4f0 wba h9"><div class="t m0 x78 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">283 802<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y4f1 ff1 fs0 fc0 sc0 ls0 ws0">Inwestycje <span class="_ _11"></span>w <span class="ff7">jednostkach <span class="_ _11"></span>zależnych <span class="_ _11"></span>do<span class="_ _6"></span>tyczą <span class="_ _11"></span>akcji</span> <span class="_ _11"></span>i <span class="ff7">udziałów</span> <span class="_ _11"></span>w podmiotach,<span class="_ _6"></span> <span class="_ _11"></span>w <span class="ff7">których <span class="_ _11"></span>Spółka <span class="_ _11"></span>posiada <span class="_ _11"></span>zdolność <span class="_ _11"></span>do <span class="_ _11"></span>kon<span class="_ _6"></span>trolowania </span></div><div class="t m0 x1 h2 y1a8 ff1 fs0 fc0 sc0 ls0 ws0">ich <span class="_ _6"></span>polityki <span class="_ _6"></span>operacyjnej <span class="_ _11"></span>i <span class="ff7">finansowej, <span class="_ _11"></span>co <span class="_ _6"></span>zwykle <span class="_ _6"></span>towarzyszy <span class="_ _11"></span>posiadaniu <span class="_ _11"></span>większości <span class="_ _6"></span>ogólnej <span class="_ _6"></span>liczby <span class="_ _11"></span>głosów<span class="_ _6"></span></span> <span class="_ _11"></span>w <span class="ff7">organach <span class="_ _6"></span>stanowiących. </span></div><div class="t m0 x1 h2 y379 ff7 fs0 fc0 sc0 ls0 ws0">Przy <span class="_ _11"></span>do<span class="_ _6"></span>konywaniu <span class="_ _11"></span>oceny <span class="_ _14"></span>czy <span class="_ _14"></span>Spółka <span class="_ _11"></span>kontroluje <span class="_ _14"></span>daną <span class="_ _14"></span>jednos<span class="_ _6"></span>tkę <span class="_ _11"></span>uwzględnia <span class="_ _11"></span>się <span class="_ _14"></span>istnienie<span class="_ _6"></span><span class="ff1"> <span class="_ _14"></span>i </span>w<span class="_ _6"></span>pływ <span class="_ _11"></span>potencjalnych <span class="_ _14"></span>praw <span class="_ _14"></span>głosu, <span class="_ _14"></span>które<span class="ff1"> </span></div><div class="t m0 x1 h2 y4f2 ff1 fs0 fc0 sc0 ls0 ws0">w <span class="ff7">danej chwili można zrealizować lub zamienić.</span> </div><div class="t m0 x1 h2 y4f3 ff1 fs0 fc0 sc0 ls0 ws0">Inwestycje w<span class="_ _0"></span> <span class="ff7">jednostkach zależnych <span class="_ _0"></span>niezaklasyfik<span class="_ _0"></span>owane, jak<span class="_ _0"></span>o przeznaczone do <span class="_ _1"></span>s<span class="_ _6"></span>przedaży uj<span class="_ _0"></span>muje się<span class="ff1"> w cenie <span class="_ _0"></span>nabycia <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z MSR </span></span></div><div class="t m0 x1 h2 y4f4 ff7 fs0 fc0 sc0 ls0 ws0">27 <span class="_ _11"></span>„Jednostkowe <span class="_ _6"></span>sprawozdanie <span class="_ _6"></span>finansowe” <span class="_ _6"></span>pomniejszon<span class="_ _6"></span>ej<span class="ff1"> <span class="_ _11"></span>o ewentualne <span class="_ _6"></span>odpisy <span class="_ _6"></span>z<span class="_ _6"></span> </span>tytułu <span class="_ _11"></span>utraty wartości <span class="_ _11"></span>zgodnie<span class="ff1"> <span class="_ _11"></span>z </span>MSR <span class="_ _11"></span>36 <span class="_ _6"></span>„<span class="ff9">Utrata </span></div><div class="t m0 x1 h2 y4f5 ffa fs0 fc0 sc0 ls0 ws0">wartości aktywów<span class="ff7 lsd">”.</span><span class="ff1"> </span></div><div class="t m0 x1 h2 y4f6 ff7 fs0 fc0 sc0 ls0 ws0">Utrata wartości aktywów jest dokonywana poprzez porównanie wartości bilansowej<span class="_ _6"></span><span class="ff1"> z<span class="_ _6"></span> </span>wyższą<span class="ff1"> z </span>dwóch: wartością <span class="_ _6"></span>godziwą lub war-</div><div class="t m0 x1 h2 y4f7 ff7 fs0 fc0 sc0 ls0 ws0">tością użytkową. <span class="ff1"> </span></div><div class="t m0 x1 h2 y4f8 ff7 fs0 fc0 sc0 ls0 ws0">Na dzień <span class="_ _0"></span><span class="ff1">31 <span class="_ _0"></span>grudnia 2<span class="_ _0"></span>024 <span class="ff7">roku<span class="_ _0"></span> <span class="_ _0"></span>przeprowadzono <span class="_ _0"></span>test na<span class="_ _0"></span> możliw<span class="_ _0"></span>ość utraty <span class="_ _0"></span>wartości <span class="_ _0"></span>w <span class="_ _0"></span>odniesieniu <span class="_ _0"></span>do akcji <span class="_ _1"></span>i udziałów, w<span class="_ _0"></span> w<span class="_ _0"></span>yniku p<span class="_ _0"></span>rze-</span></span></div><div class="t m0 x1 h2 y4f9 ff7 fs0 fc0 sc0 ls0 ws0">prowadzonego testu nie stwie<span class="_ _0"></span>rdzono utraty war<span class="_ _0"></span>tości w związku z ty<span class="_ _0"></span>m w okresie, <span class="_ _0"></span>za który sporządzono <span class="_ _0"></span>sprawozdanie finansowe <span class="_ _0"></span>nie<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y4fa ff1 fs0 fc0 sc0 ls0 ws0">tworzono odpisów aktualizuj<span class="ff7">ących wartości akcji i udziałów</span>. </div><div class="t m0 x1 h2 y4fb ff1 fs0 fc0 sc0 ls0 ws0">Z<span class="ff7">ałożenia do przeprowadzenia testu na utratę wartości udziałów </span>opisano w nocie nr <span class="ls6">10<span class="_ _6"></span></span>. </div><div class="t m0 x1 h2 y4fc ff1 fs0 fc0 sc0 ls0 ws0">Akcje <span class="_ _14"></span>w <span class="ff7">spółce <span class="_ _15"></span>zależnej <span class="_ _15"></span>W.KRUK <span class="_ _14"></span>S.A. <span class="_ _14"></span>z<span class="_ _6"></span>ostały <span class="_ _14"></span>objęte <span class="_ _14"></span>zas<span class="_ _6"></span>tawem <span class="_ _14"></span>rejestrowym <span class="_ _14"></span>jako <span class="_ _15"></span>zabezpieczenie <span class="_ _14"></span>umów <span class="_ _15"></span>kredytowych <span class="_ _14"></span>zawartych </span></div><div class="t m0 x1 h2 y4fd ff1 fs0 fc0 sc0 ls0 ws0">z bankiem PKO BP SA wykazanych w nocie <span class="ls2">14</span>. </div><div class="t m0 x1 h2 y4fe ff8 fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x7 y4ff w5 h57" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+oAAASgCAIAAADgmCUBAAAACXBIWXMAABYlAAAWJQFJUiTwAAAUxklEQVR42u3asW1DMRBEQdJgcWpFiZpgB0qUsBAVwIqUKVpnhmMDMv7hz5SwTB6I60kaHNLzdjUCAMBvXyYAAAD5DgAAyHdO43J/GMHbYUy7Gc1udkO+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAID/05PsNQ0BAAA18t0KAABQguMZAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AACQ7yYAAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAA8BGjtbbXNAQAABxfT9LeL0MAAMDxOZ4BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAwKeMvaYVAACghJ7ECgAAUILjGQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAkO8mAAAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAA+KRhAgAo7Xm7GgHOw+87AADIdwDgX1zuDyN4d+Q7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAAD8UU+y1zQEAADUyHcrAABACY5nAABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQBAvpsAAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAAfhuttb2mIQAA4Ph6kvZ+GQIAAI7P8QwAAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAAMh3EwAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADnMPaaVgAAgBJ6EisAAEAJjmcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAEC+mwAAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AABzWMAEA1PW8XY0Ap+L3HQAA5DsAACDfAYAfl/vDCJ4e+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AADggHqSvaYhAACgRr5bAQAASnA8AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADkOwAAIN8BAAD5DgAA8h0AAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAUM5ore01DQEAAMfXk7T3yxAAAHB8jmcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADIdwAAkO8AAIB8BwAA5DsAAMh3AABAvgMAAPIdAADKGXtNKwAAQAk9iRUAAKAExzMAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AACDfTQAAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAPIdAACQ7wAAgHwHAAD5DgAAyHcAAEC+AwCAfAcAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAABQ3TABAJT2vF2NcEKX+8PTn1NPYgUA0O5ACY5nAABAvgMAAPIdAPhxuT+M4OmR7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAA8h0AAJDvAAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAwJn0JHtNQwAAQI18twIAAJTgeAYAAOQ7AAAg3wEAQL4DAADyHQAAkO8AACDfAQAA+Q4AAMh3AACQ7wAAgHwHAADkOwAAyHcAAEC+AwAA8h0AAOQ7AAAg3wEAAPkOAADyHQAAkO8AAIB8BwAA+Q4AAMh3AABAvgMAgHwHAADkOwAAIN8BAEC+AwAAnzJaa3tNQwAAwPH1JO39MgQAAByf4xkAAJDvAACAfAcAAPkOAADIdwAAQL4DAIB8BwAA5DsAACDfAQBAvgMAAPIdAACQ7wAAIN8BAAD5DgAAyHcAAJDvAACAfAcAAOQ7AADIdwAAQL4DAADyHQAA5DsAACDfAQAA+Q4AAPIdAACQ7wAAgHwHAIByxl7TCgAAUMI3v39361qSfYgAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w41 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls28 ws0">38<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls2b">14A</span> <span class="_ _10"> </span><span class="ff3">JEDNOSTKI POZO<span class="_ _0"></span>STAŁE (U<span class="_ _0"></span>DZIAŁY<span class="ff4"> I AKCJE)<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h2 y500 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y501 wac h42"><div class="t m0 x9 ha y4ea ff5 fs3 fc2 sc0 ls0 ws0">Wykaz jednostek <span class="_ _0"></span>pozosta-</div><div class="t m0 x9 ha y409 ff6 fs3 fc2 sc0 ls0 ws0">łych, w<span class="ff5"> </span>których Spó<span class="_ _0"></span>łka po-</div><div class="t m0 x9 ha y3e0 ff6 fs3 fc2 sc0 ls0 ws0">siada udziały/ak<span class="_ _0"></span>cje na dzień </div><div class="t m0 x9 ha y78 ff5 fs3 fc2 sc0 ls0 ws0">bilansowy </div></div><div class="c xb6 y501 wbb h42"><div class="t m0 xc0 ha y409 ff5 fs3 fc4 sc0 ls0 ws0">Metoda<span class="ff1"> </span></div><div class="t m0 x2b ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">wyceny </div></div><div class="c xc1 y501 wb7 h42"><div class="t m0 x16 ha y409 ff6 fs3 fc4 sc0 ls0 ws0">Sąd<span class="ff1"> </span></div><div class="t m0 x57 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0"> rejestrowy </div></div><div class="c xbd y501 waf h42"><div class="t m0 x13 ha y4ea ff5 fs3 fc4 sc0 ls2c ws0">% <span class="ff1 ls0"> </span></div><div class="t m0 xe ha y409 ff5 fs3 fc4 sc0 ls0 ws0">posiada-</div><div class="t m0 x9 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">nych udzia-</div><div class="t m0 xc2 ha y78 ff6 fs3 fc4 sc0 ls0 ws0">łów / akcji<span class="ff5"> </span></div></div><div class="c xb7 y501 wb0 h42"><div class="t m0 x13 ha y4ea ff5 fs3 fc4 sc0 ls0 ws0">%<span class="ff1"> </span></div><div class="t m0 xa8 ha y409 ff5 fs3 fc4 sc0 ls0 ws0"> posiada-</div><div class="t m0 x54 ha y3e0 ff6 fs3 fc4 sc0 ls0 ws0">nych gło-</div><div class="t m0 x97 ha y78 ff5 fs3 fc4 sc0 ls0 ws0">sów </div></div><div class="c xb8 y501 wbc h42"><div class="t m0 x82 ha y389 ff6 fs3 fc4 sc0 ls0 ws0">Wartość </div><div class="t m0 x80 ha y38a ff6 fs3 fc4 sc0 ls0 ws0">udziałów / </div><div class="t m0 x3f ha y75 ff5 fs3 fc4 sc0 ls0 ws0">akcji wg </div><div class="t m0 x3b ha y74 ff5 fs3 fc4 sc0 ls0 ws0">ceny <span class="ff1"> </span></div><div class="t m0 x64 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">nabycia </div></div><div class="c xba y501 wb2 h42"><div class="t m0 x21 ha y4ea ff5 fs3 fc4 sc0 ls0 ws0">Korekty <span class="ff1"> </span></div><div class="t m0 xc2 ha y409 ff5 fs3 fc4 sc0 ls0 ws0">aktualizu-</div><div class="t m0 x1e ha y3e0 ff6 fs3 fc4 sc0 ls0 ws0">jące war-</div><div class="t m0 x41 ha y78 ff6 fs3 fc4 sc0 ls0 ws0">tość<span class="ff5"> </span></div></div><div class="c xbb y501 wbd h42"><div class="t m0 x82 ha y4ea ff6 fs3 fc4 sc0 ls0 ws0">Wartość<span class="ff1"> </span></div><div class="t m0 x80 ha y409 ff5 fs3 fc4 sc0 ls0 ws0"> bilansowa </div><div class="t m0 x80 ha y3e0 ff6 fs3 fc4 sc0 ls0 ws0">udziałów / </div><div class="t m0 x3b ha y78 ff5 fs3 fc4 sc0 ls0 ws0">akcji </div></div><div class="c x8 y502 wac h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Chara sp. z <span class="ls2d">o.o.</span> </div></div><div class="c xb6 y502 w46 h9"><div class="t m0 x76 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Cena nabycia </div></div><div class="c xc1 y502 wbe h9"><div class="t m0 x30 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y502 wb6 h9"><div class="t m0 x23 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">19<span class="ls0"> </span></div></div><div class="c xbe y502 wbf h9"><div class="t m0 xc0 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">19<span class="ls0"> </span></div></div><div class="c xb8 y502 wb6 h9"><div class="t m0 x23 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">17<span class="ls0"> </span></div></div><div class="c xc3 y502 wc0 h9"><div class="t m0 x23 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">17</span> </div></div><div class="c xbf y502 wba h9"><div class="t m0 x2d hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y503 wac hd"><div class="t m0 x9 hc y74 ff1 fs3 fc0 sc0 ls0 ws0">Agencja Rozwoju<span class="_ _0"></span> </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">Regionalnego<span class="_ _0"></span> Kraków </div></div><div class="c xb6 y503 w46 hd"><div class="t m0 x76 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Cena nabycia </div></div><div class="c xc1 y503 wbe hd"><div class="t m0 x30 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y503 wb6 hd"><div class="t m0 x7e hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbe y503 wbf hd"><div class="t m0 x93 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xb8 y503 wb6 hd"><div class="t m0 x23 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">10<span class="ls0"> </span></div></div><div class="c xc3 y503 wc0 hd"><div class="t m0 x15 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbf y503 wba hd"><div class="t m0 x13 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">10 </span> </div></div><div class="c x8 y504 wac hd"><div class="t m0 x9 hc y74 ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory sp. z o.<span class="_ _0"></span>o. w </div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">upadłości<span class="ff1"> </span></div></div><div class="c xb6 y504 w46 hd"><div class="t m0 x76 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Cena nabycia </div></div><div class="c xc1 y504 wbe hd"><div class="t m0 x30 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y504 wb6 hd"><div class="t m0 x3b hc y78 ff1 fs3 fc0 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c xbe y504 wbf hd"><div class="t m0 x20 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c xb8 y504 wb6 hd"><div class="t m0 x7e hc y78 ff1 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c xc3 y504 wc0 hd"><div class="t m0 x7e hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-5 </div></div><div class="c xbf y504 wba hd"><div class="t m0 x2d hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y505 wac he"><div class="t m0 x9 ha y7a ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c xb6 y505 w46 he"><div class="t m0 x7c hc y7a ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y505 wbe he"><div class="t m0 x30 hc y7a ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y505 wb6 he"><div class="t m0 x5f hc y7a ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y505 wbf he"><div class="t m0 x38 hc y7a ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y505 wb6 he"><div class="t m0 x23 ha y7a ff5 fs3 fc0 sc0 ls7 ws0">32<span class="ff1 ls0"> </span></div></div><div class="c xc3 y505 wc0 he"><div class="t m0 x23 ha y7a ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">22</span><span class="ff1"> </span></div></div><div class="c xbf y505 wba he"><div class="t m0 x13 ha y7a ff5 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">10</span><span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y506 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _11"></span>okresie, <span class="_ _11"></span>za <span class="_ _11"></span>który <span class="_ _14"></span>sporządzono <span class="_ _6"></span>s<span class="_ _6"></span>prawozdanie <span class="_ _11"></span>finansowe <span class="_ _11"></span>utworzono <span class="_ _14"></span>odpis <span class="_ _14"></span>aktualizujący <span class="_ _11"></span>wartości <span class="_ _11"></span>udziałów <span class="_ _11"></span>w <span class="_ _11"></span>spółce<span class="_ _6"></span><span class="ff1"> <span class="_ _11"></span>Chara <span class="_ _11"></span>sp. <span class="_ _11"></span>z </span></div><div class="t m0 x1 h2 y507 ff1 fs0 fc0 sc0 ls0 ws0">o.o. </div><div class="t m0 x1 h23 y508 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 15 <span class="_ _28"> </span>ZAPASY </div></div><div class="c x8 y52 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x9f y52 w97 h9"><div class="t m0 x9d ha y8e ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y52 w98 h9"><div class="t m0 x9d ha y8e ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y509 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Materiały (według cen<span class="_ _0"></span>y nabycia)<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y509 w99 h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">11 524 </div></div><div class="c xa0 y509 w9a h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">14 946 </div></div><div class="c x8 y50a w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Półprodukty i<span class="ff1"> produkty<span class="_ _0"></span> w <span class="ff7">toku (we<span class="_ _0"></span>dług kosztu wytw<span class="_ _0"></span>orzenia)<span class="ff1"> </span></span></span></div></div><div class="c x9f y50a w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 041<span class="ls0"> </span></div></div><div class="c xa0 y50a w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 584<span class="ls0"> </span></div></div><div class="c x8 y50b w96 hf"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Produkty gotow<span class="_ _0"></span>e <span class="ff7">(według kosztu <span class="_ _0"></span>wytworzenia)<span class="ff1"> </span></span></div></div><div class="c x9f y50b w99 hf"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">49 929 </div></div><div class="c xa0 y50b w9a hf"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">28 055 </div></div><div class="c x8 y1a2 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Towary (według ceny<span class="_ _0"></span> nabycia)<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y1a2 w99 h9"><div class="t m0 x38 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">171 575 </div></div><div class="c xa0 y1a2 w9a h9"><div class="t m0 x38 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">138 311 </div></div><div class="c x8 y50c w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Zapasy ogółem<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x9f y50c w99 h9"><div class="t m0 x38 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">237 069 </div></div><div class="c xa0 y50c w9a h9"><div class="t m0 x38 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">184 896 </div></div><div class="c x8 y50d w96 he"><div class="t m0 x9 hc y50e ff7 fs3 fc0 sc0 ls0 ws0">Odpisy aktualizuj<span class="_ _0"></span>ące wartość za<span class="_ _0"></span>pasów<span class="ff1"> </span></div></div><div class="c x9f y50d w99 he"><div class="t m0 x33 hc y50e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">8 250</span> </div></div><div class="c xa0 y50d w9a he"><div class="t m0 x5b hc y50e ff1 fs3 fc0 sc0 ls0 ws0">-14 800 </div></div><div class="c x8 y50f w96 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc0 sc0 ls0 ws0">Zapasy ogółem, <span class="_ _0"></span>według niżs<span class="_ _0"></span>zej z dwóch war<span class="_ _0"></span>tości: cen<span class="_ _0"></span>y nabycia (kosz<span class="_ _1"></span>tu <span class="_ _6"></span><span class="ff5">wytworzenia) oraz<span class="_ _0"></span> </span></div><div class="t m0 x9 ha ya5 ff6 fs3 fc0 sc0 ls0 ws0">wartości netto m<span class="_ _0"></span>ożliwej do uzys<span class="_ _0"></span>kania<span class="ff1"> </span></div></div><div class="c x9f y50f w99 h11"><div class="t m0 x38 ha ya6 ff5 fs3 fc0 sc0 ls0 ws0">228 819 </div></div><div class="c xa0 y50f w9a h11"><div class="t m0 x38 ha ya6 ff5 fs3 fc0 sc0 ls0 ws0">170 096 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y510 ff7 fs0 fc0 sc0 ls0 ws0">W 2024 roku<span class="_ _0"></span> rozwiązano<span class="_ _0"></span> odpis <span class="_ _0"></span>aktualizujący na<span class="_ _0"></span> zapasy w<span class="_ _0"></span> kwocie <span class="_ _0"></span>6 550 <span class="_ _0"></span>tyś. zł.<span class="ff1 ls1e">, </span>819 tys.<span class="_ _0"></span> zł ujęto<span class="_ _0"></span> jako <span class="_ _0"></span>korekta kosztu<span class="_ _0"></span> własnego <span class="_ _0"></span>sprze-</div><div class="t m0 x1 h2 y511 ff7 fs0 fc0 sc0 ls0 ws0">daży, 5 731 tys. zł. jako pozostałe przychody <span class="ff1">operacyjne. </span></div><div class="t m0 x1 h2 y512 ff7 fs0 fc0 sc0 ls0 ws0">Zapasy zostały objęte zastawem rejestrowym jako zabezpieczenie umów kredytow<span class="_ _0"></span>ych <span class="_ _6"></span><span class="ff1">wykazanych w nocie 21. </span></div><div class="t m0 x1 h23 y513 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 16 <span class="_ _17"> </span><span class="ff3">NALEŻNOŚCI <span class="_ _0"></span>DŁUGOTERMI<span class="_ _0"></span>NOWE<span class="ff4"> </span></span></div></div><div class="c x8 y514 wc1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x9f y514 w97 h9"><div class="t m0 x9d ha y8e ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y514 w98 h9"><div class="t m0 x9d ha y8e ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y515 wc1 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff1"> </span>tytułu w<span class="_ _0"></span>płaconych<span class="_ _0"></span> kaucji z<span class="ff1"> </span>tytułu najmu<span class="_ _0"></span> lokali <span class="ff1">sklepow<span class="_ _0"></span>ych </span></div></div><div class="c x9f y515 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">136<span class="ls0"> </span></div></div><div class="c xa0 y515 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">147<span class="ls0"> </span></div></div><div class="c x8 y516 wc1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x9f y516 w99 h9"><div class="t m0 xc4 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">136<span class="ls0"> </span></div></div><div class="c xa0 y516 w9a h9"><div class="t m0 xc4 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">147<span class="ff1 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y517 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 1<span class="ls27">6A</span> <span class="_ _d"></span><span class="ff3">NALEŻNOŚCI KRÓTK<span class="_ _0"></span>OTERMINOW<span class="_ _0"></span>E<span class="ff4"> </span></span></div></div><div class="c x8 y518 wc1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x9f y518 w97 h9"><div class="t m0 x9d ha y8e ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y518 w98 h9"><div class="t m0 x9d ha y8e ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y519 wc1 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff1"> </span>tytułu w<span class="_ _0"></span>płaconych<span class="_ _0"></span> kaucji z<span class="ff1"> </span>tytułu najmu<span class="_ _0"></span> lokali sklepow<span class="_ _0"></span>ych<span class="ff1"> </span></div></div><div class="c x9f y519 w99 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">36<span class="ls0"> </span></div></div><div class="c xa0 y519 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">102<span class="ls0"> </span></div></div><div class="c x8 y51a wc1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x9f y51a w99 h9"><div class="t m0 xac ha y8e ff5 fs3 fc0 sc0 ls7 ws0">36<span class="ls0"> </span></div></div><div class="c xa0 y51a w9a h9"><div class="t m0 xc4 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">102<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x7 y51b w5 h58" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w41 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls28 ws0">39<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">NOTA 17 <span class="_ _28"> </span>N<span class="ff3">ALEŻNOŚCI</span> Z <span class="ff3">TYTU<span class="_ _0"></span>ŁU DOSTAW<span class="ff4"> I<span class="_ _0"></span> <span class="ff3">USŁUG ORAZ<span class="_ _0"></span> POZOSTAŁE </span></span></span></div><div class="t m0 x1 h23 y51c ff3 fs6 fc1 sc0 ls0 ws0">NALEŻNOŚCI<span class="ff4"> </span></div></div><div class="c x8 y51d w96 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Należności z<span class="ff5"> </span>tytułu d<span class="_ _0"></span>ostaw i<span class="ff5"> </span>usł<span class="_ _0"></span>ug oraz poz<span class="_ _0"></span>ostałe należno<span class="_ _0"></span>ści<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x9f y51d w97 h11"><div class="t m0 x9d ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y51d w98 h11"><div class="t m0 x9d ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y51e w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff1"> </span>tytułu d<span class="_ _0"></span>ostaw, robót i<span class="ff1"> <span class="_ _0"></span><span class="ff7">usług od jed<span class="_ _0"></span>nostek pozosta<span class="_ _0"></span>łych (brutto<span class="ff1"> </span></span></span></div></div><div class="c x9f y51e w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 371<span class="ls0"> </span></div></div><div class="c xa0 y51e w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 585<span class="ls0"> </span></div></div><div class="c x8 y11e w96 h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">minus: odpis aktualizu<span class="_ _0"></span>jący wartość <span class="_ _0"></span>należności z<span class="ff1"> </span>tytułu do<span class="_ _0"></span>staw, robót i<span class="ff1"> <span class="_ _0"></span><span class="ff7">usług od jedno<span class="_ _0"></span>stek po-</span></span></div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">zostałych<span class="ff1"> </span></div></div><div class="c x9f y11e w99 h11"><div class="t m0 x33 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 027</span> </div></div><div class="c xa0 y11e w9a h11"><div class="t m0 x33 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 094</span> </div></div><div class="c x8 y51f w96 hf"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff5"> </span>tytułu d<span class="_ _0"></span>ostaw, robót <span class="_ _0"></span>i<span class="ff5"> </span>usług od jedno<span class="_ _0"></span>stek pozosta<span class="_ _0"></span>łych (netto)<span class="ff5"> </span></div></div><div class="c x9f y51f w99 hf"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">3 344<span class="ls0"> </span></div></div><div class="c xa0 y51f w9a hf"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">3 491<span class="ls0"> </span></div></div><div class="c x8 y520 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff1"> </span>tytułu d<span class="_ _0"></span>ostaw, robót i<span class="ff1"> <span class="_ _0"></span><span class="ff7">usług od jed<span class="_ _0"></span>nostek powiązanyc<span class="_ _0"></span>h (brutto<span class="ff1">, pun<span class="_ _0"></span>kt 8.3) </span></span></span></div></div><div class="c x9f y520 w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 238<span class="ls0"> </span></div></div><div class="c xa0 y520 w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 148<span class="ls0"> </span></div></div><div class="c x8 y521 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">minus: odpis aktualizu<span class="_ _0"></span>jący wartość <span class="_ _0"></span>należności od<span class="_ _0"></span> jednostek powiązan<span class="_ _0"></span>ych<span class="ff1"> </span></div></div><div class="c x9f y521 w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y521 w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y522 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff5"> </span>tytułu d<span class="_ _0"></span>ostaw, robót <span class="_ _0"></span>i<span class="ff5"> </span>usług od jedno<span class="_ _0"></span>stek powiązan<span class="_ _0"></span>ych (netto)<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x9f y522 w99 h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 238<span class="ls0"> </span></div></div><div class="c xa0 y522 w9a h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 148<span class="ls0"> </span></div></div><div class="c x8 y523 w96 h13"><div class="t m0 x9 hc y494 ff7 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff1"> </span>tytułu pod<span class="_ _0"></span>atków, dota<span class="_ _0"></span>cji, ceł, ubezpie<span class="_ _0"></span>czeń społeczn<span class="_ _0"></span>ych i<span class="ff1"> zdrow<span class="_ _0"></span>otnych oraz in<span class="_ _0"></span>-</span></div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">nych świadc<span class="_ _0"></span>zeń <span class="ff1"> </span></div></div><div class="c x9f y523 w99 h13"><div class="t m0 xa1 hc y496 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y523 w9a h13"><div class="t m0 xa1 hc y496 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y524 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe należnośc<span class="_ _0"></span>i od jedno<span class="_ _0"></span>stek pozostałych (b<span class="_ _0"></span>rutto)<span class="ff1"> </span></div></div><div class="c x9f y524 w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 709<span class="ls0"> </span></div></div><div class="c xa0 y524 w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 058<span class="ls0"> </span></div></div><div class="c x8 y525 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">minus: odpis aktualizu<span class="_ _0"></span>jący wartość <span class="_ _0"></span>pozostałych należnośc<span class="_ _0"></span>i od jedno<span class="_ _0"></span>stek pozostałych<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y525 w99 h9"><div class="t m0 x35 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">365</span> </div></div><div class="c xa0 y525 w9a h9"><div class="t m0 x35 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">184</span> </div></div><div class="c x8 y526 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Pozostałe należ<span class="_ _0"></span>ności od jedno<span class="_ _0"></span>stek pozostały<span class="_ _0"></span>ch (netto)<span class="ff5"> </span></div></div><div class="c x9f y526 w99 h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">2 344<span class="ls0"> </span></div></div><div class="c xa0 y526 w9a h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">3 874<span class="ls0"> </span></div></div><div class="c x8 y32c w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe należnośc<span class="_ _0"></span>i od jedno<span class="_ _0"></span>stek powiązany<span class="_ _0"></span>ch (brutto)<span class="ff1"> </span></div></div><div class="c x9f y32c w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y32c w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y527 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">minus: odpis aktualizu<span class="_ _0"></span>jący wartość <span class="_ _0"></span>pozostałych należnośc<span class="_ _0"></span>i od jedno<span class="_ _0"></span>stek powiązany<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c x9f y527 w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y527 w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y3a6 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Pozostałe należno<span class="_ _0"></span>ści od jednos<span class="_ _0"></span>tek powiązanych<span class="_ _0"></span> (netto)<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x9f y3a6 w99 h9"><div class="t m0 xa1 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y3a6 w9a h9"><div class="t m0 xa1 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y528 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe aktywa ob<span class="_ _0"></span>rotowe<span class="ff1"> </span></div></div><div class="c x9f y528 w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 682<span class="ls0"> </span></div></div><div class="c xa0 y528 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">755<span class="ls0"> </span></div></div><div class="c x8 y529 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Należności krót<span class="_ _0"></span>koterminow<span class="_ _0"></span>e, razem (brutto)<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y529 w99 h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">10 000 </div></div><div class="c xa0 y529 w9a h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">10 546 </div></div><div class="c x8 y52a w96 h9"><div class="t m0 x9 ha y8e ff7 fs3 fc0 sc0 ls0 ws0">minus: odpisy aktuali<span class="_ _0"></span>zujące warto<span class="_ _0"></span>ść należno<span class="_ _0"></span>ści razem<span class="ff5"> </span></div></div><div class="c x9f y52a w99 h9"><div class="t m0 x33 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 392</span><span class="ff5"> </span></div></div><div class="c xa0 y52a w9a h9"><div class="t m0 x33 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 278</span><span class="ff5"> </span></div></div><div class="c x8 y52b w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Należności krót<span class="_ _0"></span>koterminow<span class="_ _0"></span>e, razem <span class="ff5">(netto)<span class="ff1"> </span></span></div></div><div class="c x9f y52b w99 h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">8 608<span class="ls0"> </span></div></div><div class="c xa0 y52b w9a h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">9 268<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y331 ff7 fs0 fc0 sc0 ls0 ws0">Analityka pozostałych aktywów obrotowych została przedstawiona w<span class="ff1"> nocie <span class="ls2">19</span>. </span></div><div class="t m0 x1 h2 y52c ff7 fs0 fc0 sc0 ls0 ws0">Terminy płatności za należności wynoszą 7<span class="ff1">-<span class="ls6">60</span> <span class="_ _6"></span></span>dni. Po upływie terminu płatności naliczane są odsetki.<span class="ff1"> </span></div><div class="t m0 x1 h2 y52d ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y4d3 w96 h45"><div class="t m0 x9 ha y3ae ff6 fs3 fc2 sc0 ls0 ws0">Należności z<span class="ff5"> </span>tytułu d<span class="_ _0"></span>ostaw i<span class="ff5"> </span>usł<span class="_ _0"></span>ug (od <span class="ff5">odbiorców),<span class="_ _0"></span> przeterm<span class="_ _0"></span>inowane (br<span class="_ _0"></span>utto) <span class="ff6">–</span> z podzia-</span></div><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">łem na należno<span class="_ _0"></span>ści nie spłacon<span class="_ _0"></span>e w<span class="ff5"> okresie<span class="_ _0"></span><span class="ff1 fc6"> </span></span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x9f y4d3 w97 h45"><div class="t m0 x6f ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y4d3 w98 h45"><div class="t m0 x6f ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y52e w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">a) do 1 miesiąca<span class="ff1"> </span></div></div><div class="c x9f y52e w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">199<span class="ls0"> </span></div></div><div class="c xa0 y52e w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">125<span class="ls0"> </span></div></div><div class="c x8 y52f w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">b) powyżej 1 miesiąca d<span class="_ _0"></span>o 3 miesięc<span class="_ _0"></span>y<span class="ff1"> </span></div></div><div class="c x9f y52f w99 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">47<span class="ls0"> </span></div></div><div class="c xa0 y52f w9a h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">73<span class="ls0"> </span></div></div><div class="c x8 y530 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">c) powyżej 3 miesięcy<span class="_ _0"></span> do 6 miesięc<span class="_ _0"></span>y<span class="ff1"> </span></div></div><div class="c x9f y530 w99 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">33<span class="ls0"> </span></div></div><div class="c xa0 y530 w9a h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">15<span class="ls0"> </span></div></div><div class="c x8 y531 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">d) powyżej 6 miesięcy<span class="_ _0"></span> do 1 roku<span class="ff1"> </span></div></div><div class="c x9f y531 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">170<span class="ls0"> </span></div></div><div class="c xa0 y531 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">113<span class="ls0"> </span></div></div><div class="c x8 y532 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">e) powyżej 1 roku<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y532 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">991<span class="ls0"> </span></div></div><div class="c xa0 y532 w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 045<span class="ls0"> </span></div></div><div class="c x8 y533 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff5"> </span>tytułu d<span class="_ _0"></span>ostaw i<span class="ff5"> </span>usł<span class="_ _0"></span>ug, przeterm<span class="_ _0"></span>inowane, raz<span class="_ _0"></span>em (brutto) <span class="ff1"> </span></div></div><div class="c x9f y533 w99 h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 440<span class="ls0"> </span></div></div><div class="c xa0 y533 w9a h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 371<span class="ls0"> </span></div></div><div class="c x8 y1ab w96 h9"><div class="t m0 x9 ha y8e ff7 fs3 fc0 sc0 ls0 ws0">f) odpisy aktualizujące w<span class="_ _0"></span>artość nal<span class="_ _0"></span>eżności z<span class="ff1"> </span>tytułu do<span class="_ _0"></span>staw i<span class="ff1"> </span>usług, prz<span class="_ _0"></span>eterminowan<span class="_ _0"></span>e <span class="ff5"> </span></div></div><div class="c x9f y1ab w99 h9"><div class="t m0 x33 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 027</span><span class="ff5"> </span></div></div><div class="c xa0 y1ab w9a h9"><div class="t m0 x33 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 094</span><span class="ff5"> </span></div></div><div class="c x8 y534 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff5"> </span>tytułu d<span class="_ _0"></span>ostaw i<span class="ff5"> </span>usł<span class="_ _0"></span>ug, przeterm<span class="_ _0"></span>inowane, raz<span class="_ _0"></span>em (netto) <span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y534 w99 h9"><div class="t m0 xc4 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">413<span class="ls0"> </span></div></div><div class="c xa0 y534 w9a h9"><div class="t m0 xc4 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">277<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y221 ff7 fs0 fc0 sc0 ls0 ws0">Pozostałe <span class="_ _0"></span>należności<span class="ff1"> <span class="_ _0"></span>w <span class="ff7">przeważającej <span class="_ _1"></span>części zostały <span class="_ _1"></span>objęte odp<span class="_ _0"></span>isem aktualizującym, <span class="_ _1"></span>wartość <span class="_ _0"></span>netto <span class="_ _0"></span>pozostałych <span class="_ _0"></span>należności <span class="_ _1"></span>s<span class="_ _6"></span>tanowią<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y222 ff7 fs0 fc0 sc0 ls0 ws0">należności bieżące.<span class="ff1"> </span></div><div class="t m0 x1 h2 y223 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y4fd wc1 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Zmiana stanu odpis<span class="_ _0"></span>ów aktualiz<span class="_ _0"></span>ujących wartoś<span class="_ _0"></span>ć należności kr<span class="_ _0"></span>ótkoter<span class="_ _0"></span>minowych<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x9f y4fd w97 h11"><div class="t m0 x9d ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y4fd w98 h11"><div class="t m0 x9d ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y535 wc1 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Stan na początek okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y535 w99 h9"><div class="t m0 x7b hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> 1 278  </div></div><div class="c xa0 y535 w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 666<span class="ls0"> </span></div></div><div class="c x8 y536 wc1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls2e ws0">a) <span class="ff6 ls0">zwiększenia (z ty<span class="_ _0"></span>tułu)<span class="ff5"> </span></span></div></div><div class="c x9f y536 w99 h9"><div class="t m0 x31 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">317 </span> </div></div><div class="c xa0 y536 w9a h9"><div class="t m0 xc4 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">319<span class="ls0"> </span></div></div><div class="c x8 y537 wc1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff7">utworzenie od<span class="_ _0"></span>pisów aktualizujący<span class="_ _0"></span>ch<span class="ff1"> </span></span></div></div><div class="c x9f y537 w99 h9"><div class="t m0 x31 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">317 </span> </div></div><div class="c xa0 y537 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">319<span class="ls0"> </span></div></div><div class="c x8 y538 wc1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff7">różnic kursowy<span class="_ _0"></span>ch<span class="ff1"> </span></span></div></div><div class="c x9f y538 w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">0   <span class="ls0"> </span></div></div><div class="c xa0 y538 w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y539 wc1 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">b) zmniejszenia<span class="_ _0"></span> (z tytułu)<span class="ff5"> </span></div></div><div class="c x9f y539 w99 h9"><div class="t m0 x31 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">203 </span> </div></div><div class="c xa0 y539 w9a h9"><div class="t m0 xc4 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">707<span class="ls0"> </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 x7 y53a w5 h59" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 wc2 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls22 ws0">40<span class="ls0"> </span></div></div><div class="c x8 y53b wc1 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Zmiana stanu odpis<span class="_ _0"></span>ów aktualiz<span class="_ _0"></span>ujących wartoś<span class="_ _0"></span>ć należności kr<span class="_ _0"></span>ótkoter<span class="_ _0"></span>minowych<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x9f y53b w97 h11"><div class="t m0 x9d ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y53b w98 h11"><div class="t m0 x9d ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y2e5 wc1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff7">otrzymanie zapłaty <span class="_ _0"></span>za należność<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x9f y2e5 w99 h9"><div class="t m0 x31 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">182 </span> </div></div><div class="c xa0 y2e5 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">305<span class="ls0"> </span></div></div><div class="c x8 y53c wc1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff7">decyzji zarządu o spi<span class="_ _0"></span>saniu rezerw<span class="_ _0"></span>y w straty<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x9f y53c w99 h9"><div class="t m0 xa2 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">8 </span> </div></div><div class="c xa0 y53c w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">338<span class="ls0"> </span></div></div><div class="c x8 y53d wc1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff7">różnic kursowy<span class="_ _0"></span>ch<span class="ff1"> </span></span></div></div><div class="c x9f y53d w99 h9"><div class="t m0 x7c hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">13 </span> </div></div><div class="c xa0 y53d w9a h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">64<span class="ls0"> </span></div></div><div class="c x8 y41f wc1 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Stan odpisów aktuali<span class="_ _0"></span>zujących war<span class="_ _0"></span>tość należno<span class="_ _0"></span>ści krótkoter<span class="_ _0"></span>minowy<span class="_ _0"></span>ch na koniec okr<span class="_ _0"></span>esu<span class="ff1"> </span></div></div><div class="c x9f y41f w99 h9"><div class="t m0 x7b ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> 1 392  </div></div><div class="c xa0 y41f w9a h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 278<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y53e ff7 fs0 fc0 sc0 ls0 ws0">Kwoty odpisów aktualizu<span class="_ _6"></span>jących (utworzonych<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>i </span>rozwiązanych) wartość należności <span class="_ _6"></span>odniesione zostały<span class="_ _6"></span><span class="ff1"> w <span class="_ _6"></span></span>koszty sprzedaży. Wartość<span class="_ _6"></span> </div><div class="t m0 x1 h2 y71 ff7 fs0 fc0 sc0 ls0 ws0">odpisów <span class="_ _6"></span>została oszacowana <span class="_ _6"></span>na <span class="_ _6"></span>podstawie <span class="_ _6"></span>analizy ryzyka <span class="_ _6"></span>kredytowego zgodnie<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>z MSSF <span class="_ _6"></span>9 <span class="_ _6"></span>oraz <span class="_ _6"></span>na <span class="_ _6"></span>podstawie dotychczasowych do<span class="_ _6"></span>-</span></div><div class="t m0 x1 h2 y51f ff7 fs0 fc0 sc0 ls0 ws0">świadczeń Spółki.<span class="ff1"> </span></div></div><div class="c x8 y53f w96 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Należności krót<span class="_ _0"></span>koterminow<span class="_ _0"></span>e brutto (str<span class="_ _0"></span>uktura walutowa<span class="_ _0"></span>)<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x9f y53f w97 h11"><div class="t m0 x9d ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y53f w98 h11"><div class="t m0 x9d ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y540 w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">a) w walucie polskiej<span class="_ _0"></span> </div></div><div class="c x9f y540 w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">7 24<span class="ls0">6 </span></div></div><div class="c xa0 y540 w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">6 958<span class="ls0"> </span></div></div><div class="c x8 y541 w96 he"><div class="t m0 x9 hc y413 ff1 fs3 fc0 sc0 ls0 ws0">b) w walutach ob<span class="_ _0"></span>cych (wg w<span class="_ _0"></span>alut i <span class="ff7">po przeliczeniu na z<span class="_ _0"></span>ł)<span class="ff1"> </span></span></div></div><div class="c x9f y541 w99 he"><div class="t m0 x2e hc y413 ff1 fs3 fc0 sc0 ls7 ws0">2 75<span class="ls0">4 </span></div></div><div class="c xa0 y541 w9a he"><div class="t m0 x2e hc y413 ff1 fs3 fc0 sc0 ls7 ws0">3 588<span class="ls0"> </span></div></div><div class="c x8 y542 w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">b1. jednostka/walu<span class="_ _0"></span>ta tys. / EUR<span class="_ _0"></span>O </div></div><div class="c x9f y542 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">217<span class="ls0"> </span></div></div><div class="c xa0 y542 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">261<span class="ls0"> </span></div></div><div class="c x8 y543 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">tys. zł <span class="ff1"> </span></div></div><div class="c x9f y543 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">925<span class="ls0"> </span></div></div><div class="c xa0 y543 w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 134<span class="ls0"> </span></div></div><div class="c x8 y544 w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">b2. jednostka/walu<span class="_ _0"></span>ta tys. / USD<span class="_ _0"></span> </div></div><div class="c x9f y544 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">446<span class="ls0"> </span></div></div><div class="c xa0 y544 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">624<span class="ls0"> </span></div></div><div class="c x8 y545 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">tys. zł <span class="ff1"> </span></div></div><div class="c x9f y545 w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 829<span class="ls0"> </span></div></div><div class="c xa0 y545 w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 454<span class="ls0"> </span></div></div><div class="c x8 y236 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">pozostałe waluty w<span class="_ _0"></span><span class="ff1"> <span class="ff7">tys. zł </span> </span></div></div><div class="c x9f y236 w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y236 w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y546 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Należności krót<span class="_ _0"></span>koterminow<span class="_ _0"></span>e, razem (brutto)<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y546 w99 h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">10 000 </div></div><div class="c xa0 y546 w9a h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">10 546<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y547 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 1<span class="ls2f">7A</span>  U<span class="ff3">DZIELONE POŻ<span class="_ _0"></span>YCZKI<span class="ff4"> </span></span></div></div><div class="c x8 y548 wc3 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Należności z<span class="ff5"> </span>tytułu <span class="_ _0"></span>udzielonych <span class="_ _0"></span>pożycz<span class="_ _0"></span>ek<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)<span class="ff1 fc6"> </span></span></div></div><div class="c x5e y548 wc4 h11"><div class="t m0 x12 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c x61 y548 wc5 h11"><div class="t m0 x12 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 yfd wc3 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff1"> </span>tytułu ud<span class="_ _0"></span>zielonych poży<span class="_ _0"></span>czek od jedno<span class="_ _0"></span>stek pozostałych<span class="_ _0"></span> (brutto)<span class="ff1"> </span></div></div><div class="c x5e yfd w3b h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c x61 yfd w39 h9"><div class="t m0 x31 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c x8 y23c wc3 h13"><div class="t m0 x9 hc yaf ff7 fs3 fc0 sc0 ls0 ws0">minus: odpis aktualizu<span class="_ _0"></span>jący wartość <span class="_ _0"></span>należności z<span class="ff1"> </span>tytułu udzie<span class="_ _0"></span>lonych poż<span class="_ _0"></span>yczek od jed<span class="_ _0"></span>nostek </div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">pozostałych <span class="ff1"> </span></div></div><div class="c x5e y23c w3b h13"><div class="t m0 x69 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">400</span> </div></div><div class="c x61 y23c w39 h13"><div class="t m0 x34 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">400</span> </div></div><div class="c x8 y549 wc3 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff1"> </span>tytułu ud<span class="_ _0"></span>zielonych poży<span class="_ _0"></span>czek od jedn<span class="_ _0"></span>ostek pozostałyc<span class="_ _0"></span>h (netto)<span class="ff1"> </span></div></div><div class="c x5e y549 w3b h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x61 y549 w39 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y54a wc3 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff1"> </span>tytułu ud<span class="_ _0"></span>zielonych poży<span class="_ _0"></span>czek od jedn<span class="_ _0"></span>ostek powiązanych<span class="_ _0"></span> (brutto)<span class="ff1"> </span></div></div><div class="c x5e y54a w3b h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 216<span class="ls0"> </span></div></div><div class="c x61 y54a w39 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 416<span class="ls0"> </span></div></div><div class="c x8 y54b wc3 h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">minus: odpis aktualizu<span class="_ _0"></span>jący wartość <span class="_ _0"></span>należności z<span class="ff1"> </span>tytułu udzie<span class="_ _0"></span>lonych poż<span class="_ _0"></span>yczek od jed<span class="_ _0"></span>nostek </div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">powiązanych<span class="ff1"> </span></div></div><div class="c x5e y54b w3b h11"><div class="t m0 x68 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x61 y54b w39 h11"><div class="t m0 x68 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y38f wc3 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff1"> </span>tytułu ud<span class="_ _0"></span>zielonych poży<span class="_ _0"></span>czek od jedn<span class="_ _0"></span>ostek powiązanych<span class="_ _0"></span> (netto)<span class="ff1"> </span></div></div><div class="c x5e y38f w3b h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 216<span class="ls0"> </span></div></div><div class="c x61 y38f w39 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 416<span class="ls0"> </span></div></div><div class="c x8 y42d wc3 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff5"> </span>tytułu <span class="_ _0"></span>udzielonych <span class="_ _0"></span>pożycz<span class="_ _0"></span>ek, razem (brutto)<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5e y42d w3b h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">2 616<span class="ls0"> </span></div></div><div class="c x61 y42d w39 h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">4 816<span class="ls0"> </span></div></div><div class="c x8 y54c wc3 h9"><div class="t m0 x9 ha y8e ff7 fs3 fc0 sc0 ls0 ws0">minus: odpisy aktuali<span class="_ _0"></span>zujące warto<span class="_ _0"></span>ść należno<span class="_ _0"></span>ści z<span class="ff1"> </span>tytułu udzielony<span class="_ _0"></span>ch pożyc<span class="_ _0"></span>zek razem<span class="ff5"> </span></div></div><div class="c x5e y54c w3b h9"><div class="t m0 x69 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">400</span><span class="ff5"> </span></div></div><div class="c x61 y54c w39 h9"><div class="t m0 x34 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">400</span> </div></div><div class="c x8 y54d wc3 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Należności z<span class="ff5"> </span>tytułu <span class="_ _0"></span>udzielonych <span class="_ _0"></span>pożycz<span class="_ _0"></span>ek, razem (net<span class="_ _0"></span>to)<span class="ff1"> </span></div></div><div class="c x5e y54d w3b h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">2 216<span class="ls0"> </span></div></div><div class="c x61 y54d w39 h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">4 416<span class="ls0"> </span></div></div><div class="c x8 y54e wc3 h9"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">w tym: <span class="ff7">Należności z</span> <span class="ff7">ty<span class="_ _0"></span>tułu udzielo<span class="_ _0"></span>nych pożyczek k<span class="_ _0"></span>rótkoterminowe<span class="_ _0"></span><span class="ff5"> </span></span></div></div><div class="c x5e y54e w3b h9"><div class="t m0 x65 ha y8e ff1 fs3 fc0 sc0 ls7 ws0">200<span class="ff5 ls0"> </span></div></div><div class="c x61 y54e w39 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 000<span class="ls0"> </span></div></div><div class="c x8 y151 wc3 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">w tym: Należności z<span class="ff1"> </span>ty<span class="_ _0"></span>tułu udzielo<span class="_ _0"></span>nych pożyczek d<span class="_ _0"></span>ługoterminowe<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5e y151 w3b h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 016<span class="ls0"> </span></div></div><div class="c x61 y151 w39 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 416<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y54f ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>13 <span class="_ _0"></span>c<span class="_ _0"></span>zerwca <span class="_ _0"></span>2023 <span class="_ _0"></span>roku <span class="_ _1"></span>VRG <span class="_ _0"></span>S.A. <span class="_ _0"></span>zawarła <span class="_ _0"></span>ze <span class="_ _1"></span>spółką zale<span class="_ _0"></span>żną <span class="_ _1"></span>D<span class="_ _6"></span>CG <span class="_ _0"></span>S.A. <span class="_ _1"></span>um<span class="_ _6"></span>owę <span class="_ _0"></span>pożyczki <span class="_ _1"></span>w k<span class="_ _0"></span>wocie <span class="_ _1"></span>2<span class="_ _6"></span> <span class="_ _0"></span>000 ty<span class="_ _0"></span>ś. <span class="ff1">z</span>ł. <span class="_ _1"></span>Oprocentowanie </div><div class="t m0 x1 h2 y550 ff7 fs0 fc0 sc0 ls0 ws0">nominalne <span class="_ _10"> </span>pożyczki <span class="_ _10"> </span>wynosi <span class="_ _10"> </span>WIBOR <span class="_ _10"> </span>3M <span class="_ _29"> </span>powiększone <span class="_ _10"> </span>o <span class="_ _10"> </span>marżę. <span class="_ _10"> </span>Pożyczka <span class="_ _10"> </span>zwrócona <span class="_ _10"> </span>zostanie <span class="_ _10"> </span>według <span class="_ _10"> </span>harmono<span class="_ _6"></span>gramu <span class="_ _10"> </span>do <span class="_ _10"> </span>dnia </div><div class="t m0 x1 h2 y551 ff7 fs0 fc0 sc0 ls0 ws0">31.12.2027r. Spółk<span class="_ _0"></span>a <span class="_ _0"></span>na d<span class="_ _0"></span>zień bi<span class="_ _0"></span>lansowy <span class="_ _0"></span>posiada <span class="_ _0"></span>należności <span class="_ _1"></span>z<span class="_ _6"></span> ty<span class="_ _0"></span>tułu <span class="_ _0"></span>udzielonej p<span class="_ _0"></span>ożyczki <span class="_ _0"></span>spółce <span class="_ _0"></span>zależnej <span class="_ _0"></span>DCG <span class="_ _0"></span>S.A <span class="_ _0"></span>w <span class="_ _0"></span>kwocie <span class="_ _0"></span>2 <span class="_ _1"></span>216<span class="_ _11"></span><span class="ff1"> tys.<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y552 ff7 fs0 fc0 sc0 ls0 ws0">zł.<span class="ff1"> </span></div></div><div class="c x8 y553 wc3 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Zmiana stanu odpis<span class="_ _0"></span>ów aktualiz<span class="_ _0"></span>ujących wartoś<span class="_ _0"></span>ć pożycze<span class="_ _0"></span>k krótkoter<span class="_ _0"></span>minowych<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)<span class="ff1 fc6"> </span></span></div></div><div class="c x5e y553 wc4 h11"><div class="t m0 x12 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c x61 y553 wc5 h11"><div class="t m0 x12 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y554 wc3 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Stan na początek okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5e y554 w3b h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c x61 y554 w39 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y555 wc3 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">a) zwiększenia (z ty<span class="_ _0"></span>tułu)<span class="ff1"> </span></div></div><div class="c x5e y555 w3b h9"><div class="t m0 x68 hc y87 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x61 y555 w39 h9"><div class="t m0 x31 hc y87 ff1 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c x8 y556 wc3 hf"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">utworzenie odpis<span class="_ _0"></span>ów aktualizującyc<span class="_ _0"></span>h<span class="ff1"> </span></div></div><div class="c x5e y556 w3b hf"><div class="t m0 x68 hc y557 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x61 y556 w39 hf"><div class="t m0 x31 hc y557 ff1 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c x8 y1da wc3 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">różnic kursowy<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c x5e y1da w3b h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x61 y1da w39 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y558 wc3 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">b) <span class="ff7">zmniejszenia (z tytu<span class="_ _0"></span>łu)<span class="ff1"> </span></span></div></div><div class="c x5e y558 w3b h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x61 y558 w39 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y559 wc3 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">otrzymanie zapłaty <span class="_ _0"></span>za należność<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5e y559 w3b h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x61 y559 w39 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y55a wc3 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">decyzji zarządu o<span class="ff1"> spisan<span class="_ _0"></span>iu rezerwy<span class="_ _0"></span> w straty<span class="_ _0"></span> </span></div></div><div class="c x5e y55a w3b h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">0 <span class="ls0"> </span></div></div><div class="c x61 y55a w39 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">0 <span class="ls0"> </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 x7 y22b w5 h5a" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w4e h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls22 ws0">41<span class="ls0"> </span></div></div><div class="c x8 y53b wc3 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Zmiana stanu odpis<span class="_ _0"></span>ów aktualiz<span class="_ _0"></span>ujących wartoś<span class="_ _0"></span>ć pożycze<span class="_ _0"></span>k krótkoter<span class="_ _0"></span>minowych<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)<span class="ff1 fc6"> </span></span></div></div><div class="c x5e y53b wc4 h11"><div class="t m0 x12 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c x61 y53b wc5 h11"><div class="t m0 x12 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y2e5 wc3 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">różnic kursowy<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c x5e y2e5 w3b h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x61 y2e5 w39 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y41d wc3 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Stan odpisów aktuali<span class="_ _0"></span>zujących war<span class="_ _0"></span>tość należno<span class="_ _0"></span>ści krótkoter<span class="_ _0"></span>minowy<span class="_ _0"></span>ch na koniec okr<span class="_ _0"></span>esu<span class="ff1"> </span></div></div><div class="c x5e y41d w3b h9"><div class="t m0 x65 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c x61 y41d w39 h9"><div class="t m0 x31 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y55b ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls2b">18</span> <span class="_ _17"> </span>ZMIANA STA<span class="_ _0"></span>NU <span class="ff3">ODPISÓW AKT<span class="_ _0"></span>UALIZ<span class="_ _0"></span>UJĄCYCH WART<span class="_ _0"></span>OŚCI NA-</span></div><div class="t m0 x1 h23 y55c ff3 fs6 fc1 sc0 ls0 ws0">LEŻNOŚCI KR<span class="_ _0"></span>ÓTKOTERM<span class="_ _0"></span>INOWYC<span class="_ _0"></span>H, WARTOŚ<span class="_ _0"></span>CI ZAPASÓW<span class="ff4"> I </span>Z TYTUŁU </div><div class="t m0 x1 h23 y55d ff3 fs6 fc1 sc0 ls0 ws0">UTRATY WARTOŚ<span class="_ _0"></span>CI ŚRODKÓW T<span class="_ _0"></span>RWAŁYC<span class="_ _0"></span>H<span class="ff4"> </span></div></div><div class="c x8 y55e wc6 h45"><div class="t m0 x9 ha y3b4 ff6 fs3 fc2 sc0 ls0 ws0">Odpisy aktualizują<span class="_ _0"></span>ce<span class="ff1 fc7"> </span></div><div class="t m0 x9 ha ya6 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c xc5 y55e wc7 h45"><div class="t m0 xb ha y3b4 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na </div><div class="t m0 x2a ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">01.01.2024<span class="ff1"> </span></div></div><div class="c x53 y55e wc8 h45"><div class="t m0 x57 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">Utworzenie<span class="ff1"> </span></div></div><div class="c x55 y55e wc9 h45"><div class="t m0 x50 ha y3ae ff6 fs3 fc4 sc0 ls0 ws0">Rozwiązanie/<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">Wykorzysta-</div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls30 ws0">nie<span class="ff1 ls0"> </span></div></div><div class="c x56 y55e wc8 h45"><div class="t m0 x80 ha y3b4 ff5 fs3 fc4 sc0 ls0 ws0">Przekwalifi-</div><div class="t m0 x82 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">kowanie<span class="ff1"> </span></div></div><div class="c x58 y55e w30 h45"><div class="t m0 x82 ha y3b4 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na <span class="ff1"> </span></div><div class="t m0 xc2 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c x8 y55f wc6 he"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Odpisy na wartości niem<span class="_ _0"></span>aterialne i <span class="_ _0"></span>prawne<span class="ff1"> </span></div></div><div class="c xc5 y55f w83 he"><div class="t m0 x34 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x53 y55f wca he"><div class="t m0 x5b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x55 y55f w35 he"><div class="t m0 x5b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 y55f wca he"><div class="t m0 x5b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y55f w35 he"><div class="t m0 x5b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x8 y560 wc6 hf"><div class="t m0 x9 hc y128 ff7 fs3 fc0 sc0 ls0 ws0">Odpisy na rzeczowe<span class="_ _0"></span> aktywa trwa<span class="_ _0"></span>łe<span class="ff1"> </span></div></div><div class="c xc5 y560 w83 hf"><div class="t m0 x2d hc y128 ff1 fs3 fc0 sc0 ls7 ws0">5 481<span class="ls0"> </span></div></div><div class="c x53 y560 wca hf"><div class="t m0 x5b hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x55 y560 w35 hf"><div class="t m0 x20 hc y128 ff1 fs3 fc0 sc0 ls7 ws0">5 481<span class="ls0"> </span></div></div><div class="c x56 y560 wca hf"><div class="t m0 x5b hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y560 w35 hf"><div class="t m0 x5b hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y561 wc6 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Odpisy na zapasy<span class="_ _0"></span> </div></div><div class="c xc5 y561 w83 h9"><div class="t m0 x2b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">14 800 </div></div><div class="c x53 y561 wca h9"><div class="t m0 x5b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x55 y561 w35 h9"><div class="t m0 x20 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">6 550<span class="ls0"> </span></div></div><div class="c x56 y561 wca h9"><div class="t m0 x5b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y561 w35 h9"><div class="t m0 x20 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">8 250<span class="ls0"> </span></div></div><div class="c x8 y562 wc6 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Odpis na udziały<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xc5 y562 w83 h9"><div class="t m0 x34 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x53 y562 wca h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">17<span class="ls0"> </span></div></div><div class="c x55 y562 w35 h9"><div class="t m0 x5b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 y562 wca h9"><div class="t m0 x5b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y562 w35 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">22<span class="ls0"> </span></div></div><div class="c x8 y563 wc6 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Odpisy aktualizuj<span class="_ _0"></span>ące wartość należ<span class="_ _0"></span>ności<span class="ff1"> </span></div></div><div class="c xc5 y563 w83 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 278<span class="ls0"> </span></div></div><div class="c x53 y563 wca h9"><div class="t m0 x2f hc y8e ff1 fs3 fc0 sc0 ls7 ws0">317<span class="ls0"> </span></div></div><div class="c x55 y563 w35 h9"><div class="t m0 x15 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">203<span class="ls0"> </span></div></div><div class="c x56 y563 wca h9"><div class="t m0 x5b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y563 w35 h9"><div class="t m0 x20 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 392<span class="ls0"> </span></div></div><div class="c x8 y564 wc6 h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Odpisy <span class="_ _15"> </span>aktualizujący <span class="_ _15"> </span>wartość <span class="_ _15"> </span>należności <span class="_ _15"> </span>z<span class="ff1"> </span>tytułu </div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">udzielonyc<span class="_ _0"></span>h pożyczek<span class="ff1"> </span></div></div><div class="c xc5 y564 w83 h11"><div class="t m0 x5b hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c x53 y564 wca h11"><div class="t m0 x5b hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x55 y564 w35 h11"><div class="t m0 x5b hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x56 y564 wca h11"><div class="t m0 x5b hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y564 w35 h11"><div class="t m0 x15 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c x8 y19e wc6 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem odpisy<span class="ff1"> </span></div></div><div class="c xc5 y19e w83 h9"><div class="t m0 x2b ha y8e ff5 fs3 fc0 sc0 ls0 ws0">21 970 </div></div><div class="c x53 y19e wca h9"><div class="t m0 x2f ha y8e ff5 fs3 fc0 sc0 ls0 ws0">3<span class="ls7">34</span> </div></div><div class="c x55 y19e w35 h9"><div class="t m0 x41 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">12 234 </div></div><div class="c x56 y19e wca h9"><div class="t m0 x5b ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x58 y19e w35 h9"><div class="t m0 x41 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">10 0<span class="ls9">70<span class="ls0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y565 ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls2b">19</span> <span class="_ _17"> </span><span class="ff3">POZOSTAŁE AKT<span class="_ _0"></span>YWA OBROT<span class="_ _0"></span>OWE<span class="ff4"> </span></span></div></div><div class="c x8 y566 wc1 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x9f y566 w97 h9"><div class="t m0 x9d ha y8e ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y566 w98 h9"><div class="t m0 x9d ha y8e ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y567 wc1 he"><div class="t m0 x9 hc y50e ff7 fs3 fc0 sc0 ls0 ws0">Ubezpieczenie mają<span class="_ _0"></span>tku<span class="ff1"> </span></div></div><div class="c x9f y567 w99 he"><div class="t m0 xc4 hc y50e ff1 fs3 fc0 sc0 ls7 ws0">112<span class="ls0"> </span></div></div><div class="c xa0 y567 w9a he"><div class="t m0 xac hc y50e ff1 fs3 fc0 sc0 ls7 ws0">66<span class="ls0"> </span></div></div><div class="c x8 y568 wc1 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Opłaty i<span class="ff1"> czynsze </span></div></div><div class="c x9f y568 w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 160<span class="ls0"> </span></div></div><div class="c xa0 y568 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">391<span class="ls0"> </span></div></div><div class="c x8 y4b2 wc1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Licencje </div></div><div class="c x9f y4b2 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">215<span class="ls0"> </span></div></div><div class="c xa0 y4b2 w9a h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">66<span class="ls0"> </span></div></div><div class="c x8 y25 wc1 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Reklama </div></div><div class="c x9f y25 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">102<span class="ls0"> </span></div></div><div class="c xa0 y25 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">125<span class="ls0"> </span></div></div><div class="c x8 y569 wc1 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x9f y569 w99 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">93<span class="ls0"> </span></div></div><div class="c xa0 y569 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">107<span class="ls0"> </span></div></div><div class="c x8 y56a wc1 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x9f y56a w99 h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 682<span class="ls0"> </span></div></div><div class="c xa0 y56a w9a h9"><div class="t m0 xc4 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">755<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y56b ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls31">20</span> <span class="_ _1f"> </span><span class="ff3">ŚRODKI PIENIĘŻNE</span> I ICH E<span class="_ _0"></span>KWIWALE<span class="_ _0"></span>NTY </div><div class="t m0 x1 h2 y93 ff7 fs0 fc0 sc0 ls0 ws0">Środki pieniężne <span class="_ _6"></span>i<span class="ff1"> <span class="_ _6"></span></span>ich ekwiwalenty <span class="_ _6"></span>stanowią: <span class="_ _6"></span>gotówka będąca <span class="_ _6"></span>w<span class="ff1"> </span>posiadaniu <span class="_ _6"></span>Spółki <span class="_ _6"></span>oraz <span class="_ _6"></span>krótkoterminowe depozyty <span class="_ _6"></span>bankowe z<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>ter-</span></div><div class="t m0 x1 h2 y56c ff1 fs0 fc0 sc0 ls0 ws0">minem <span class="ff7">zapadalności do 3 miesięcy. Wartość księgowa tych aktywów odpowiada wartości godziwej.</span> </div><div class="t m0 x1 h2 y56d ff7 fs0 fc0 sc0 ls0 ws0">Saldo środków pieniężnych i<span class="ff1"> ich ekwiwalentów wykazane w </span>rachunku przepływów pieniężnych składa się z<span class="ff1"> </span>następujących pozycji:<span class="ff1"> </span></div><div class="t m0 x1 h2 y56e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y56f w96 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c x9f y56f w97 h9"><div class="t m0 x9d ha y72 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y56f w98 h9"><div class="t m0 x9d ha y72 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y570 w96 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">środki pieniężne w<span class="_ _0"></span><span class="ff1"> banku i kasie<span class="_ _0"></span> </span></div></div><div class="c x9f y570 w99 h9"><div class="t m0 x2e hc y72 ff1 fs3 fc0 sc0 ls7 ws0">6 862<span class="ls0"> </span></div></div><div class="c xa0 y570 w9a h9"><div class="t m0 x2c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">21 240 </div></div><div class="c x8 y571 w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">lokaty krótkotermino<span class="_ _0"></span>we </div></div><div class="c x9f y571 w99 h9"><div class="t m0 x2e hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 014<span class="ls0"> </span></div></div><div class="c xa0 y571 w9a h9"><div class="t m0 x2c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">31 412 </div></div><div class="c x8 y339 w96 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x9f y339 w99 h9"><div class="t m0 x2e ha y72 ff5 fs3 fc0 sc0 ls7 ws0">7 876<span class="ls0"> </span></div></div><div class="c xa0 y339 w9a h9"><div class="t m0 x2c ha y72 ff5 fs3 fc0 sc0 ls0 ws0">52 652 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y24a ff7 fs0 fc0 sc0 ls0 ws0">Głównym aktywem f<span class="_ _0"></span>inansowym <span class="_ _0"></span>Spółki są <span class="_ _0"></span>środki <span class="_ _0"></span>na rachunka<span class="_ _0"></span>ch bankowy<span class="_ _0"></span>ch, gotówka, <span class="_ _0"></span>należności<span class="ff1"> z </span>tytułu dostaw<span class="ff1"> i </span>u<span class="_ _0"></span>sług, inne <span class="_ _0"></span>należ-</div><div class="t m0 x1 h2 y572 ff7 fs0 fc0 sc0 ls0 ws0">ności, oraz inwestycje, które reprezentują maksymalną ekspozycję na ryzyko kredytow<span class="_ _0"></span>e<span class="ff1"> <span class="_ _6"></span>w relacji do aktywów finansowych. </span></div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x7 y573 w5 h5b" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w41 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls22 ws0">42<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls31">20<span class="_ _6"></span></span>A <span class="_ _2"></span>R<span class="ff3">ACHUNEK PRZE<span class="_ _0"></span>PŁYWÓW PIE<span class="_ _0"></span>NIĘŻNYCH <span class="ff4">- INNE KO<span class="_ _0"></span>REKTY </span></span></div></div><div class="c x8 y574 wcb h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Na wartość wykazan<span class="_ _0"></span>ą w<span class="ff5"> </span>poz<span class="_ _0"></span>ycji „Inne korek<span class="_ _0"></span>ty” składa się:<span class="_ _0"></span><span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c xc6 y574 w1e h11"><div class="t m0 x50 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">Nota<span class="ff1"> </span></div></div><div class="c x5e y574 wcc h11"><div class="t m0 x20 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024 </div></div><div class="c xa0 y574 wcd h11"><div class="t m0 x20 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y575 wcb h9"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff7">środki trwałe </span>- <span class="ff7">odpis ak<span class="_ _0"></span>tualizując<span class="_ _0"></span>y <span class="ff1">- likwid<span class="_ _0"></span>acje<span class="ff5"> </span></span></span></div></div><div class="c xc6 y575 w16 h9"><div class="t m0 x82 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y575 w97 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">849</span> </div></div><div class="c xa0 y575 wce h9"><div class="t m0 x63 ha y8e ff1 fs3 fc0 sc0 ls7 ws0">3 366<span class="ff5 ls0"> </span></div></div><div class="c x8 y15e wcb h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- otrzymane odsetki<span class="_ _0"></span> </div></div><div class="c xc6 y15e w16 h9"><div class="t m0 x82 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y15e w97 h9"><div class="t m0 x69 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">366</span> </div></div><div class="c xa0 y15e wce h9"><div class="t m0 x66 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 966</span> </div></div><div class="c x8 y576 wcb h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- wycena kredy<span class="_ _0"></span>tu </div></div><div class="c xc6 y576 w16 h9"><div class="t m0 x82 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y576 w97 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">37<span class="ls0"> </span></div></div><div class="c xa0 y576 wce h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">73<span class="ls0"> </span></div></div><div class="c x8 y1e2 wcb h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- otrzymane dywid<span class="_ _0"></span>endy </div></div><div class="c xc6 y1e2 w16 h9"><div class="t m0 x82 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y1e2 w97 h9"><div class="t m0 x67 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-21 101 </div></div><div class="c xa0 y1e2 wce h9"><div class="t m0 x67 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-41 859 </div></div><div class="c x8 y577 wcb h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff7">odpis udziały</span> </div></div><div class="c xc6 y577 w16 h9"><div class="t m0 x82 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y577 w97 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">17<span class="ls0"> </span></div></div><div class="c xa0 y577 wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x8 y578 wcb h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- <span class="ff7">odpis pożyczka<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xc6 y578 w16 h9"><div class="t m0 x82 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y578 w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y578 wce h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c x8 yc6 wcb h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">- wycena transakcji forw<span class="_ _0"></span>ard         <span class="_ _0"></span>                        </div></div><div class="c xc6 yc6 w16 h9"><div class="t m0 x82 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 yc6 w97 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">57<span class="ls0"> </span></div></div><div class="c xa0 yc6 wce h9"><div class="t m0 x44 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">57</span> </div></div><div class="c x8 y579 wcb h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xc6 y579 w16 h9"><div class="t m0 x82 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y579 w97 h9"><div class="t m0 x67 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-22 205 </div></div><div class="c xa0 y579 wce h9"><div class="t m0 x67 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-40 038 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y57a ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls31">21</span> <span class="_ _18"> </span><span class="ff3">POŻYCZKI I</span> KREDYTY BAN<span class="_ _0"></span>KOWE  </div></div><div class="c x8 y32c w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x9f y32c w97 h9"><div class="t m0 x9d ha y8e ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y32c w98 h9"><div class="t m0 x9d ha y8e ff5 fs3 fc4 sc0 ls0 ws0"> 31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y57b w96 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Kredyty w <span class="ff6">rachu<span class="_ _0"></span>nku bieżącym (ov<span class="_ _0"></span>erdraft&apos;y)<span class="ff5"> </span></span></div></div><div class="c x9f y57b w99 h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">26 837 </div></div><div class="c xa0 y57b w9a h9"><div class="t m0 xa1 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y141 w96 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Kredyty banko<span class="_ _0"></span>we </div></div><div class="c x9f y141 w99 h9"><div class="t m0 xa1 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y141 w9a h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">8 243<span class="ls0"> </span></div></div><div class="c x8 y57c w96 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Kwoty <span class="ff6">płatne zgod<span class="_ _0"></span>nie z<span class="ff5"> umowami <span class="_ _0"></span>kredytów </span></span></div></div><div class="c x9f y57c w99 h9"><div class="t m0 x37 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y57c w9a h9"><div class="t m0 x37 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y57d w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">na żądanie lub w<span class="ff1"> </span>ciąg<span class="_ _0"></span>u 1 roku<span class="ff1"> </span></div></div><div class="c x9f y57d w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y57d w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">8 243<span class="ls0"> </span></div></div><div class="c x8 y57e w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">od 2 do 5 roku<span class="_ _0"></span> </div></div><div class="c x9f y57e w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y57e w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y57f w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Powyżej 5 lat<span class="ff1"> </span></div></div><div class="c x9f y57f w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y57f w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y580 w96 hf"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Pożyczki<span class="ff5"> </span></div></div><div class="c x9f y580 w99 hf"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">3 135<span class="ls0"> </span></div></div><div class="c xa0 y580 w9a hf"><div class="t m0 xa1 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y581 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Kwoty płatne zgod<span class="_ _0"></span>nie z<span class="ff5"> </span>umowami <span class="_ _0"></span>pożyczek<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x9f y581 w99 h9"><div class="t m0 x37 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y581 w9a h9"><div class="t m0 x37 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y50d w96 he"><div class="t m0 x9 hc y50e ff7 fs3 fc0 sc0 ls0 ws0">na żądanie lub w<span class="ff1"> </span>ciąg<span class="_ _0"></span>u 1 roku<span class="ff1"> </span></div></div><div class="c x9f y50d w99 he"><div class="t m0 xa1 hc y50e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y50d w9a he"><div class="t m0 xa1 hc y50e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y582 w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">od 2 do 5 roku<span class="_ _0"></span> </div></div><div class="c x9f y582 w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 135<span class="ls0"> </span></div></div><div class="c xa0 y582 w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y583 w96 hf"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Powyżej 5 lat<span class="ff1"> </span></div></div><div class="c x9f y583 w99 hf"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y583 w9a hf"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y21b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y584 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y585 wcf h11"><div class="t m0 x9 ha ya4 ff5 fs3 fc2 sc0 ls0 ws0">Struktura walut<span class="_ _0"></span>owa kredytów<span class="_ _0"></span><span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc2 sc0 ls0 ws0">(<span class="ff6">w tys. zł)</span> </div></div><div class="c xc8 y585 wd0 h11"><div class="t m0 x5a ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c xc7 y585 wd1 h11"><div class="t m0 x5f ha ya6 ff6 fs3 fc4 sc0 ls32 ws0">zł<span class="ff1 ls0"> </span></div></div><div class="c xc9 y585 wd2 h11"><div class="t m0 x2d ha ya6 ff6 fs3 fc4 sc0 ls0 ws0">€<span class="ff1"> </span></div></div><div class="c xbf y585 wd0 h11"><div class="t m0 x2d ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">$<span class="ff1"> </span></div></div><div class="c x8 y4d5 wcf h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"></span>3 </div></div><div class="c xc8 y4d5 wd3 h9"><div class="t m0 x10 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">8 243<span class="ls0"> </span></div></div><div class="c xc7 y4d5 wd4 h9"><div class="t m0 x10 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">8 243<span class="ls0"> </span></div></div><div class="c xc9 y4d5 wd5 h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c xbf y4d5 wba h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x8 y586 wcf h9"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">Kredyty w <span class="ff7">rachunku<span class="_ _0"></span> bieżącym (ove<span class="_ _0"></span>rdraft’y)<span class="ff5"> </span></span></div></div><div class="c xc8 y586 wd3 h9"><div class="t m0 x2d ha y8e ff1 fs3 fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xc7 y586 wd4 h9"><div class="t m0 x2d ha y8e ff1 fs3 fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xc9 y586 wd5 h9"><div class="t m0 x2d ha y8e ff1 fs3 fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xbf y586 wba h9"><div class="t m0 x2d ha y8e ff1 fs3 fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c x8 y587 wcf h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Kredyty bankowe </div></div><div class="c xc8 y587 wd3 h9"><div class="t m0 x10 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">8 243<span class="ls0"> </span></div></div><div class="c xc7 y587 wd4 h9"><div class="t m0 x10 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">8 243<span class="ls0"> </span></div></div><div class="c xc9 y587 wd5 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbf y587 wba h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y243 wcf h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pożyczki<span class="ff1"> </span></div></div><div class="c xc8 y243 wd3 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc7 y243 wd4 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc9 y243 wd5 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbf y243 wba h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y4f8 wcf h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"></span>4<span class="ff1"> </span></div></div><div class="c xc8 y4f8 wd3 h9"><div class="t m0 x26 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">29 972 </div></div><div class="c xc7 y4f8 wd4 h9"><div class="t m0 x26 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">29 972 </div></div><div class="c xc9 y4f8 wd5 h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbf y4f8 wba h9"><div class="t m0 x2d ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y10c wcf h9"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">Kredyty w rachunku<span class="_ _0"></span> <span class="ff7">bieżącym (ove<span class="_ _0"></span>rdraft’y)<span class="ff5"> </span></span></div></div><div class="c xc8 y10c wd3 h9"><div class="t m0 x26 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">26 837 </div></div><div class="c xc7 y10c wd4 h9"><div class="t m0 x26 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">26 837 </div></div><div class="c xc9 y10c wd5 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbf y10c wba h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y588 wcf he"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Kredyty bankowe </div></div><div class="c xc8 y588 wd3 he"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc7 y588 wd4 he"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc9 y588 wd5 he"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbf y588 wba he"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y1b0 wcf h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pożyczki<span class="ff1"> </span></div></div><div class="c xc8 y1b0 wd3 h9"><div class="t m0 x10 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 135<span class="ls0"> </span></div></div><div class="c xc7 y1b0 wd4 h9"><div class="t m0 x10 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 135<span class="ls0"> </span></div></div><div class="c xc9 y1b0 wd5 h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbf y1b0 wba h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h24 y589 ff5 fs7 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h24 y58a ff5 fs7 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h24 y58b ff5 fs7 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x2f y58c w95 h5c" alt="" src="data:image/png;base64,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class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 wa0 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls22 ws0">43<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h24 y1dd ff6 fs7 fc2 sc0 ls0 ws0">ZOBOWIĄZAN<span class="_ _0"></span>IA Z<span class="ff5"> </span>TYTUŁU LIMI<span class="_ _0"></span>TÓW I KREDY<span class="_ _0"></span>TÓW BANK<span class="_ _0"></span>OWYCH  <span class="_ _0"></span>NA DZIE<span class="_ _0"></span>Ń <span class="_ _6"></span><span class="ff5">31.12.<span class="ls33">202</span>4 R. (<span class="_ _0"></span>DANE </span></div><div class="t m0 x1 h24 y33c ff5 fs7 fc2 sc0 ls0 ws0">W TYS PLN): </div></div><div class="c x8 y58d wd6 h5d"><div class="t m0 x9 ha y58e ff5 fs3 fc2 sc0 ls34 ws0">LP<span class="ls0"> </span></div></div><div class="c x7c y58d wd7 h5d"><div class="t m0 xa8 ha y58f ff5 fs3 fc4 sc0 ls0 ws0">Nazwa </div><div class="t m0 xca ha y58e ff5 fs3 fc4 sc0 ls0 ws0">(firma) jed-</div><div class="t m0 x82 ha y36d ff5 fs3 fc4 sc0 ls0 ws0">nostki </div></div><div class="c xcb y58d wd8 h5d"><div class="t m0 x11 ha y58e ff5 fs3 fc4 sc0 ls0 ws0">Siedziba </div></div><div class="c xcc y58d wd9 h5d"><div class="t m0 x57 ha y590 ff5 fs3 fc4 sc0 ls0 ws0">Kwota li-</div><div class="t m0 xca ha y591 ff5 fs3 fc4 sc0 ls0 ws0">mitu / kre-</div><div class="t m0 x11 ha y592 ff5 fs3 fc4 sc0 ls0 ws0">dytu wg </div><div class="t m0 xb9 ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">umowy </div></div><div class="c xcd y58d wda h5d"><div class="t m0 x9 ha y593 ff5 fs3 fc4 sc0 ls0 ws0">Kwota kre-</div><div class="t m0 x50 ha y590 ff5 fs3 fc4 sc0 ls0 ws0">dytu pozo-</div><div class="t m0 x1c ha y591 ff6 fs3 fc4 sc0 ls0 ws0">stająca do </div><div class="t m0 xc2 ha y592 ff6 fs3 fc4 sc0 ls0 ws0">spłaty w </div><div class="t m0 x57 ha y3ae ff6 fs3 fc4 sc0 ls0 ws0">wartości </div><div class="t m0 x9 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">nominalnej<span class="_ _0"></span> </div></div><div class="c x85 y58d wdb h5d"><div class="t m0 x9 ha y594 ff5 fs3 fc4 sc0 ls0 ws0">Kwota kre-</div><div class="t m0 x77 ha y593 ff5 fs3 fc4 sc0 ls0 ws0">dytu / po-</div><div class="t m0 x1c ha y590 ff6 fs3 fc4 sc0 ls0 ws0">życzki po-</div><div class="t m0 xca ha y591 ff6 fs3 fc4 sc0 ls0 ws0">została do </div><div class="t m0 x77 ha y592 ff6 fs3 fc4 sc0 ls0 ws0">spłaty wg </div><div class="t m0 x80 ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">zamorty-</div><div class="t m0 xca ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">zowanego </div><div class="t m0 x1e ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">kosztu </div></div><div class="c xce y58d wdc h5d"><div class="t m0 x38 ha y58e ff5 fs3 fc4 sc0 ls0 ws0">Opis </div></div><div class="c xcf y58d wdd h5d"><div class="t m0 xc2 ha y590 ff5 fs3 fc4 sc0 ls0 ws0">Warunki </div><div class="t m0 x9 ha y591 ff5 fs3 fc4 sc0 ls0 ws0">oprocento-</div><div class="t m0 xca ha y592 ff5 fs3 fc4 sc0 ls0 ws0">wania kre-</div><div class="t m0 x3f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">dytu </div></div><div class="c xbb y58d wde h5d"><div class="t m0 x54 ha y591 ff5 fs3 fc4 sc0 ls0 ws0">Termin </div><div class="t m0 x2a ha y592 ff6 fs3 fc4 sc0 ls0 ws0">spłaty<span class="ff5"> </span></div></div><div class="c x8 y12 wd6 h5e"><div class="t m0 x1c hc y3ae ff1 fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c x7c y12 wdf h5e"><div class="t m0 x80 hc y36d ff1 fs3 fc0 sc0 ls0 ws0">Bank PKO </div><div class="t m0 xa8 hc y3b4 ff1 fs3 fc0 sc0 ls0 ws0">BP S.A. </div></div><div class="c xcb y12 we0 h5e"><div class="t m0 x77 hc y3ae ff1 fs3 fc0 sc0 ls0 ws0">Warszawa </div></div><div class="c xcc y12 we1 h5e"><div class="t m0 x54 hc y3ae ff1 fs3 fc0 sc0 ls0 ws0">105 00 </div></div><div class="c xcd y12 we2 h5e"><div class="t m0 x26 hc y592 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x82 hc y3ae ff1 fs3 fc0 sc0 ls7 ws0">3 260<span class="ls0"> </span></div><div class="t m0 x26 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x85 y12 we3 h5e"><div class="t m0 x7a hc y3ae ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xce y12 we4 h5e"><div class="t m0 x50 hc y591 ff1 fs3 fc0 sc0 ls0 ws0">Limit <span class="ff7">umożliwiając<span class="_ _0"></span>y korzysta-</span></div><div class="t m0 xca hc y592 ff1 fs3 fc0 sc0 ls0 ws0">nie z kredytu w rach<span class="_ _0"></span>unku bie-</div><div class="t m0 x57 hc y3ae ff7 fs3 fc0 sc0 ls0 ws0">żącym oraz realizac<span class="_ _0"></span>ję zleceń </div><div class="t m0 xca hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">w zakresie gwarancji, akr<span class="_ _0"></span>edy-</div><div class="t m0 x5b hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">tyw </div></div><div class="c xcf y12 we5 h5e"><div class="t m0 x54 hc y36d ff1 fs3 fc0 sc0 ls0 ws0">wibor + </div><div class="t m0 x82 hc y3b4 ff7 fs3 fc0 sc0 ls35 ws0">marża<span class="ff1 ls0"> </span></div></div><div class="c xd0 y12 we6 h5e"><div class="t m0 x9 hc y3ae ff1 fs3 fc0 sc0 ls0 ws0">30.06.2026 </div></div><div class="c x8 y595 wd6 h5f"><div class="t m0 x1c hc y596 ff1 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c x7c y595 wdf h5f"><div class="t m0 x57 hc y597 ff1 fs3 fc0 sc0 ls0 ws0">ING Bank </div><div class="t m0 x57 hc y598 ff7 fs3 fc0 sc0 ls0 ws0">Śląski S.A.<span class="ff1"> </span></div></div><div class="c xcb y595 we0 h5f"><div class="t m0 xc2 hc y596 ff1 fs3 fc0 sc0 ls0 ws0">Katowice </div></div><div class="c xcc y595 we1 h5f"><div class="t m0 x26 hc y599 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x54 hc y596 ff1 fs3 fc0 sc0 ls0 ws0">11 000 </div><div class="t m0 x26 hc y59a ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y595 we2 h5f"><div class="t m0 x26 hc y599 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7a hc y596 ff1 fs3 fc0 sc0 ls0 ws0">0 </div><div class="t m0 x26 hc y59a ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x85 y595 we3 h5f"><div class="t m0 x7a hc y596 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xce y595 we4 h5f"><div class="t m0 x1c hc y599 ff7 fs3 fc0 sc0 ls0 ws0">Limit służy jedynie<span class="_ _0"></span> ewidencji i </div><div class="t m0 x3c hc y596 ff1 fs3 fc0 sc0 ls0 ws0">rozliczeniu <span class="ff7">zleceń<span class="_ _0"></span><span class="ff1"> w zakresie </span></span></div><div class="t m0 x12 hc y59a ff1 fs3 fc0 sc0 ls0 ws0">gwarancji banko<span class="_ _0"></span>wych </div></div><div class="c xcf y595 we5 h5f"><div class="t m0 x54 hc y597 ff1 fs3 fc0 sc0 ls0 ws0">wibor + </div><div class="t m0 x82 hc y598 ff7 fs3 fc0 sc0 ls35 ws0">marża<span class="ff1 ls0"> </span></div></div><div class="c xd0 y595 we6 h5f"><div class="t m0 x50 hc y38a ff1 fs3 fc0 sc0 ls0 ws0">do rozlicze-</div><div class="t m0 x50 hc y597 ff7 fs3 fc0 sc0 ls0 ws0">nia istnieją-</div><div class="t m0 xc2 hc y598 ff1 fs3 fc0 sc0 ls0 ws0">cych pro-</div><div class="t m0 x54 hc y59b ff1 fs3 fc0 sc0 ls0 ws0">duktów </div></div><div class="c x8 y509 wd6 h60"><div class="t m0 x1c hc y58e ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x7c y509 wdf h60"><div class="t m0 xca hc y58e ff1 fs3 fc0 sc0 ls0 ws0">mBank S.A.<span class="_ _0"></span> </div></div><div class="c xcb y509 we0 h60"><div class="t m0 x77 hc y58e ff1 fs3 fc0 sc0 ls0 ws0">Warszawa </div></div><div class="c xcc y489 we1 h61"><div class="t m0 x26 hc y592 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x26 hc y3ae ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x26 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x54 hc ya5 ff1 fs3 fc0 sc0 ls7 ws0">57<span class="ls0"> 000     </span></div></div><div class="c xcd y2f2 we2 h62"><div class="t m0 x26 hc y591 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x26 hc y592 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x54 hc y3ae ff1 fs3 fc0 sc0 ls0 ws0">23 577 </div><div class="t m0 x26 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x85 y2f2 we3 h62"><div class="t m0 x26 hc y592 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7a h2 y3ae ff1 fs3 fc0 sc0 ls0 ws0">0<span class="fs0"> </span></div></div><div class="c xce y2f2 we4 h62"><div class="t m0 x50 hc y58f ff7 fs3 fc0 sc0 ls0 ws0">Limit umożliwiając<span class="_ _0"></span>y<span class="ff1"> korzysta-</span></div><div class="t m0 xca hc y58e ff1 fs3 fc0 sc0 ls0 ws0">nie z kredytu w rach<span class="_ _0"></span>unku bie-</div><div class="t m0 x57 hc y36d ff7 fs3 fc0 sc0 ls0 ws0">żącym<span class="ff1"> </span>oraz realizac<span class="_ _0"></span>ję zleceń<span class="ff1"> </span></div><div class="t m0 xca hc y3b4 ff1 fs3 fc0 sc0 ls0 ws0">w zakresie gwarancji, akr<span class="_ _0"></span>edy-</div><div class="t m0 x5b hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">tyw </div></div><div class="c xcf y2f2 we5 h62"><div class="t m0 x54 hc y592 ff1 fs3 fc0 sc0 ls0 ws0">wibor + </div><div class="t m0 x82 hc y3ae ff7 fs3 fc0 sc0 ls35 ws0">marża<span class="ff1 ls0"> </span></div></div><div class="c xd0 y2f2 we6 h62"><div class="t m0 x9 hc y36d ff1 fs3 fc0 sc0 ls0 ws0">30.06.2026 </div></div><div class="c xcc y2f2 we1 h63"><div class="t m0 x26 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y509 we1 h11"><div class="t m0 x54 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">15 <span class="ls0">000 </span></div></div><div class="c xcd y509 we2 h11"><div class="t m0 x7a hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x85 y509 we3 h11"><div class="t m0 x7a hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xce y509 we4 h11"><div class="t m0 xca hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">limit na wykup wierzy<span class="_ _0"></span>telności </div><div class="t m0 x13 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">(faktoring) </div></div><div class="c xcf y509 we5 h11"><div class="t m0 x54 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">wibor + </div><div class="t m0 x82 hc ya5 ff7 fs3 fc0 sc0 ls35 ws0">marża <span class="ff1 ls0"> </span></div></div><div class="c xd0 y509 we6 h11"><div class="t m0 x9 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">31.12.2026 <span class="_ _0"></span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y59c ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y59d we7 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls34 ws0">LP<span class="ls0"> </span></div></div><div class="c x65 y59d we8 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc4 sc0 ls0 ws0">Nazwa (firma)<span class="_ _0"></span> jednostki </div></div><div class="c xd1 y59d we9 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc4 sc0 ls0 ws0">Zabezpieczenia<span class="_ _0"></span> </div></div><div class="c x1 y59e we7 h64"><div class="t m0 x9 hc y59f ff1 fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c x31 y59e wea h64"><div class="t m0 x9 hc y59f ff1 fs3 fc0 sc0 ls0 ws0">Bank PKO BP S.A.<span class="_ _0"></span> </div></div><div class="c xd1 y59e web h64"><div class="t m0 x9 hc y408 ff7 fs3 fc0 sc0 ls0 ws0">1. Oświadczenie o pod<span class="_ _0"></span>daniu się egz<span class="_ _0"></span>ekucji<span class="ff1"> </span></div><div class="t m0 x9 hc y5a0 ff1 fs3 fc0 sc0 ls0 ws0">2. Zastaw rejestrowy<span class="_ _0"></span> na znakach &quot;<span class="_ _0"></span>Vistula&quot; ,i &quot;Wólczanka<span class="_ _0"></span>&quot; </div><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">3. Zastaw rejestrowy<span class="_ _0"></span> na akcjach<span class="_ _0"></span> spółki W.Kruk <span class="_ _0"></span>SA<span class="ff1"> </span></div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">4. Umowa trójstron<span class="_ _0"></span>na dotycząca p<span class="_ _0"></span>łatności transakc<span class="_ _0"></span>ji kartami p<span class="_ _0"></span>łatniczymi<span class="ff1"> </span></div></div><div class="c x1 y5a1 we7 h65"><div class="t m0 x9 hc y59f ff1 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c x31 y5a1 wea h65"><div class="t m0 x9 hc y59f ff7 fs3 fc0 sc0 ls0 ws0">ING Bank Śląski <span class="_ _0"></span>S.A.<span class="ff1"> </span></div></div><div class="c xd1 y5a1 web h65"><div class="t m0 x9 hc y38a ff7 fs3 fc0 sc0 ls0 ws0">1. Wpływy na rac<span class="_ _0"></span>hunek bankow<span class="_ _0"></span>y, <span class="ff1"> </span></div><div class="t m0 x9 hc y75 ff1 fs3 fc0 sc0 ls0 ws0">2. Zastaw rejestrowy<span class="_ _0"></span> na zapasach <span class="_ _0"></span>marki Bytom w w<span class="_ _0"></span>ybranych lo<span class="_ _0"></span>kalizacjach<span class="_ _0"></span>,  </div><div class="t m0 x9 hc y74 ff1 fs3 fc0 sc0 ls0 ws0">3. Cesja praw z polisy ub<span class="_ _0"></span>ezpieczeni<span class="_ _0"></span>owej,  </div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">4. Oświadczenie o pod<span class="_ _0"></span>daniu się egz<span class="_ _0"></span>ekucji<span class="ff1"> </span></div></div><div class="c x1 y5a2 we7 h66"><div class="t m0 x9 hc y5a3 ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x31 y5a2 wea h66"><div class="t m0 x9 hc y5a3 ff1 fs3 fc0 sc0 ls0 ws0">mBank S.A.<span class="_ _0"></span> </div></div><div class="c xd1 y5a2 web h66"><div class="t m0 x9 hc y75 ff7 fs3 fc0 sc0 ls0 ws0">1. Wpływy na rac<span class="_ _0"></span>hunek bankow<span class="_ _0"></span>y, <span class="ff1"> </span></div><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">2. Cesja wierzytel<span class="_ _0"></span>ności, <span class="ff1"> </span></div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">3. Oświadczenie o pod<span class="_ _0"></span>daniu się egz<span class="_ _0"></span>ekucji<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h24 y5a4 ff6 fs7 fc2 sc0 ls0 ws0">SPÓŁKA POSIA<span class="_ _0"></span>DA NASTĘPUJĄ<span class="_ _0"></span>CE LIMITY<span class="ff5"> I KRE<span class="_ _0"></span>DYTY BANKOW<span class="_ _0"></span>E <span class="ff6">NA DZIEŃ 31<span class="_ _0"></span>.12.202<span class="ff5">4 R:<span class="_ _0"></span> </span></span></span></div><div class="t m0 x1 h2 yde ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Umowę limitu kredytowego wielocelowego w PKO BP S.A. w kwocie<span class="_ _0"></span> 105 000 tys. zł uprawniającego do korzystania z kredytu w </span></span></div><div class="t m0 x7b h2 y337 ff7 fs0 fc0 sc0 ls0 ws0">rachunku bieżącym do k<span class="_ _0"></span>woty <span class="_ _0"></span>50 000 tys.<span class="_ _0"></span> zł oraz realizacji <span class="_ _0"></span>zleceń w<span class="_ _0"></span> zakresie g<span class="_ _0"></span>warancji bankowych do <span class="_ _0"></span>kwoty 35 0<span class="_ _0"></span>00 tys. zł <span class="_ _0"></span>i a<span class="_ _0"></span>kre-</div><div class="t m0 x7b h2 y5a5 ff7 fs0 fc0 sc0 ls0 ws0">dytyw do kwoty 35 000 tys. <span class="_ _0"></span>zł, przy czym łączna<span class="_ _0"></span> kwota zobowiązań wynikająca z<span class="_ _0"></span> wykorzystania limitu w formie<span class="_ _0"></span> w/w produktów </div><div class="t m0 x7b h2 y223 ff7 fs0 fc0 sc0 ls0 ws0">kredytowych n<span class="_ _6"></span>ie m<span class="_ _6"></span>oże <span class="_ _6"></span>przekroczyć <span class="_ _6"></span>kwoty limitu, <span class="_ _11"></span>tj.<span class="ff1"> <span class="_ _6"></span></span>kwoty <span class="_ _6"></span>105.000<span class="_ _6"></span> <span class="_ _6"></span>tys. <span class="_ _6"></span>zł.  <span class="_ _11"></span>Aneks <span class="_ _6"></span>zmieniający umo<span class="_ _6"></span>wę limitu <span class="_ _11"></span>kredytoweg<span class="_ _0"></span>o <span class="_ _6"></span>wie-</div><div class="t m0 x7b h2 y224 ff7 fs0 fc0 sc0 ls0 ws0">locelowego, zawierający powyższe sublimity, został podpisany 26 czerwca 2024 r. Limit udzielony został do dnia 30.06.<span class="_ _0"></span>2026 r.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y201 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">wielocelowa <span class="_ _6"></span>linia <span class="_ _11"></span>kredytowa <span class="_ _11"></span>w <span class="_ _11"></span>kwocie <span class="_ _11"></span>11 <span class="_ _11"></span>000 <span class="_ _11"></span>tys. <span class="_ _6"></span>zł. <span class="_ _11"></span> <span class="_ _11"></span>w <span class="_ _11"></span>ramach <span class="_ _11"></span>Umowy <span class="_ _6"></span>wieloproduktowej <span class="_ _11"></span>w <span class="_ _11"></span>ING <span class="_ _11"></span>Bank <span class="_ _11"></span>Śląski <span class="_ _11"></span>S.A. <span class="_ _11"></span>Limit <span class="_ _6"></span>służy </span></span></div><div class="t m0 x7b h2 y225 ff7 fs0 fc0 sc0 ls0 ws0">ewidencji i <span class="_ _6"></span>rozliczeniu <span class="_ _6"></span>zleceń <span class="_ _6"></span>w <span class="_ _6"></span>zakresie istniejących <span class="_ _6"></span>gwarancji <span class="_ _6"></span>bankowych. Spółka <span class="_ _6"></span>nie <span class="_ _6"></span>ma <span class="_ _6"></span>możliwości z<span class="_ _6"></span>aciągania nowych <span class="_ _6"></span>zobo-</div><div class="t m0 x7b h2 y226 ff7 fs0 fc0 sc0 ls0 ws0">wiązań i otw<span class="ff1">ierania nowych gwarancji.  </span></div><div class="t m0 x1 h2 y227 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">wielocelowa linia <span class="_ _6"></span>kredytowa <span class="_ _6"></span>w <span class="_ _6"></span>mB<span class="_ _6"></span>ank S.A. <span class="_ _6"></span>uprawniająca <span class="_ _6"></span>do <span class="_ _6"></span>korzystania <span class="_ _6"></span>z <span class="_ _6"></span>kredytu <span class="_ _6"></span>w <span class="_ _6"></span>rachunku bieżącym, <span class="_ _11"></span>realizacji zleceń <span class="_ _6"></span>w <span class="_ _6"></span>za-</span></span></div><div class="t m0 x7b h2 y537 ff7 fs0 fc0 sc0 ls0 ws0">kresie gwarancji bankowych i akredytyw, przy czym łączna kwo<span class="_ _6"></span>ta zobowiązań  wynikająca z wykorzystania limitu w formie <span class="_ _6"></span>w/w </div><div class="t m0 x7b h2 y5a6 ff1 fs0 fc0 sc0 ls0 ws0">produktów kr<span class="ff7">edytowych nie może przekroczyć 57 000 tys. zł. Linia kredytowa udzielona jest <span class="_ _0"></span>do 30.06.2026 r.<span class="_ _6"></span><span class="ff1"> </span></span></div><div class="t m0 x1 h2 y5a7 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">umowa limitu <span class="_ _6"></span>na wykup wierzytelności <span class="_ _6"></span>(faktoring odwrotny) w kwocie <span class="_ _6"></span>15.000 tys. <span class="_ _6"></span>zł. Limit <span class="_ _6"></span>udzielony został do <span class="_ _6"></span>dnia 31.12.2026 </span></span></div><div class="t m0 x7b h2 y5a8 ff1 fs0 fc0 sc0 ls36 ws0">r.<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x7 y5a9 w5 h67" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 w66 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls22 ws0">44<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff1 fs0 fc0 sc0 ls0 ws0">W dniu 31.12.2024 roku <span class="ff7">Spółka</span> <span class="ff7">spłacił</span>a kredyt inwestycyjny w banku PKO BP S.A. <span class="_ _6"></span><span class="ff7">dotyczący umowy podpisanej</span> 09.03.2015 roku. </div><div class="t m0 x1 h2 y362 ff7 fs0 fc0 sc0 ls0 ws0">Na dzień 31.12.202<span class="ff1">4 </span>roku Spółka wywiązała się ze spłat wszystkich otrzymanych kredytów oraz z<span class="ff1"> </span>tytułu odsetek od kredytów.<span class="ff1"> </span></div><div class="t m0 x1 h23 y5aa ff4 fs6 fc1 sc0 ls0 ws0">NOTA 22 <span class="_ _1e"> </span><span class="ff3">ZOBOWIĄZANIA</span> Z <span class="ff3">TYTUŁU <span class="_ _0"></span>LEASINGU<span class="ff4"> </span></span></div></div><div class="c x8 y39c w96 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Zobowiązania leas<span class="_ _0"></span>ingowe w<span class="_ _0"></span>edług okr<span class="_ _0"></span>esu wymagalnoś<span class="_ _0"></span>ci<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x9f y39c w97 h11"><div class="t m0 x6f ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y39c w98 h11"><div class="t m0 x6f ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y5ab w96 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc0 sc0 ls0 ws0">Kwoty płatne zgod<span class="_ _0"></span>nie z<span class="ff5"> umowami <span class="_ _0"></span>leasingu dot. <span class="_ _0"></span>umów lokali ha<span class="_ _0"></span>ndlow<span class="_ _0"></span>ych i powierzchni </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc0 sc0 ls0 ws0">biurowych, w tym<span class="ff1">:<span class="_ _0"></span> </span></div></div><div class="c x9f y5ab w99 h11"><div class="t m0 x38 ha ya6 ff5 fs3 fc0 sc0 ls0 ws0">140 285 </div></div><div class="c xa0 y5ab w9a h11"><div class="t m0 x38 ha ya6 ff5 fs3 fc0 sc0 ls0 ws0">138 491 </div></div><div class="c x8 y5ac w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">w ciągu 1 roku<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y5ac w99 h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">50 648 </div></div><div class="c xa0 y5ac w9a h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">52 042 </div></div><div class="c x8 y5ad w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">od 2 do 5 roku<span class="_ _0"></span> </div></div><div class="c x9f y5ad w99 h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">87 934 </div></div><div class="c xa0 y5ad w9a h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">86 365 </div></div><div class="c x8 y5ae w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Powyżej 5 lat<span class="ff1"> </span></div></div><div class="c x9f y5ae w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 70<span class="ls0">3 </span></div></div><div class="c xa0 y5ae w9a h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">84<span class="ls0"> </span></div></div><div class="c x8 y5af w96 he"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Kwoty płatne zgod<span class="_ _0"></span>nie z<span class="ff5"> </span>umowami <span class="_ _0"></span>leasingu dot. <span class="_ _0"></span>pozostał<span class="_ _0"></span>ych umów<span class="ff5"> </span></div></div><div class="c x9f y5af w99 he"><div class="t m0 xc4 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">9<span class="ls7">89</span> </div></div><div class="c xa0 y5af w9a he"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 446<span class="ls0"> </span></div></div><div class="c x8 y5b0 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">w ciągu 1 roku<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y5b0 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">433<span class="ls0"> </span></div></div><div class="c xa0 y5b0 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">456<span class="ls0"> </span></div></div><div class="c x8 y5b1 w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">od 2 do 5 roku<span class="_ _0"></span> </div></div><div class="c x9f y5b1 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">55<span class="ls0">6 </span></div></div><div class="c xa0 y5b1 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">990<span class="ls0"> </span></div></div><div class="c x8 y1c3 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Powyżej 5 lat<span class="ff1"> </span></div></div><div class="c x9f y1c3 w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y1c3 w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y5b2 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Razem zobowiąz<span class="_ _0"></span>ania z<span class="ff5"> </span>tytułu le<span class="_ _0"></span>asingu<span class="ff1"> </span></div></div><div class="c x9f y5b2 w99 h9"><div class="t m0 x38 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">141 274 </div></div><div class="c xa0 y5b2 w9a h9"><div class="t m0 x38 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">139 937 </div></div><div class="c x8 y5b3 w96 h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Kwota należna z<span class="ff1"> </span>tytułu<span class="_ _0"></span> <span class="ff1">rozliczenia <span class="_ _0"></span>w <span class="ff7">ciągu 12 miesięc<span class="_ _0"></span>y (wykazywana<span class="_ _0"></span> jako zob<span class="_ _0"></span>owiązania </span></span></div><div class="t m0 x9 ha ya5 ff1 fs3 fc0 sc0 ls0 ws0">krótkoterminowe)<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x9f y5b3 w99 h11"><div class="t m0 x2c ha ya6 ff1 fs3 fc0 sc0 ls0 ws0">51 081<span class="ff5"> </span></div></div><div class="c xa0 y5b3 w9a h11"><div class="t m0 x2c ha ya6 ff1 fs3 fc0 sc0 ls0 ws0">52 498<span class="ff5"> </span></div></div><div class="c x8 y5b4 w96 h9"><div class="t m0 x9 h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">w tym: z tyt. leasingu<span class="_ _0"></span> dot. umów <span class="_ _0"></span>lokali handlow<span class="_ _0"></span>ych i powierzchni bi<span class="_ _0"></span>urowych </div></div><div class="c x9f y5b4 w99 h9"><div class="t m0 x2c h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">50 648 </div></div><div class="c xa0 y5b4 w9a h9"><div class="t m0 x2c h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">52 042 </div></div><div class="c x8 y30d w96 h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Kwota wymaganej <span class="_ _0"></span>spłaty po 12 mi<span class="_ _0"></span>esiącach (w<span class="_ _0"></span>ykazywana jako zobow<span class="_ _0"></span>iązania długoter<span class="_ _0"></span>mi-</div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">nowe)<span class="ff9"> </span></div></div><div class="c x9f y30d w99 h11"><div class="t m0 x2c hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">90 193<span class="ff9"> </span></div></div><div class="c xa0 y30d w9a h11"><div class="t m0 x2c hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">87 439<span class="ff9"> </span></div></div><div class="c x8 y5b5 w96 h9"><div class="t m0 x9 hc y8e ff9 fs3 fc0 sc0 ls0 ws0">w tym: z tyt. leasingu<span class="_ _0"></span> dot. umów <span class="_ _0"></span>lokali handlow<span class="_ _0"></span>ych i powierzchni bi<span class="_ _0"></span>urowych<span class="ff1"> </span></div></div><div class="c x9f y5b5 w99 h9"><div class="t m0 x2c h12 y8e ff9 fs3 fc0 sc0 ls7 ws0">89 63<span class="ls0">7 </span></div></div><div class="c xa0 y5b5 w9a h9"><div class="t m0 x2c h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">86 449 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y374 ff7 fs0 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _6"></span>zobowiązania <span class="_ _6"></span>z<span class="_ _6"></span><span class="ff1"> </span>tytułu <span class="_ _6"></span>leasingu <span class="_ _6"></span>s<span class="_ _6"></span>amochodów <span class="_ _6"></span>osobowych <span class="_ _6"></span>denominowane <span class="_ _11"></span>są <span class="_ _6"></span>w<span class="_ _6"></span><span class="ff1"> PLN, <span class="_ _6"></span>natomiast <span class="_ _6"></span>z<span class="_ _6"></span> </span>tytułu <span class="_ _6"></span>najmu <span class="_ _11"></span>lokali <span class="_ _6"></span><span class="ff1">han-</span></div><div class="t m0 x1 h2 y5b6 ff1 fs0 fc0 sc0 ls0 ws0">dlowych i <span class="ff7">powierzchni biurowych denominowane są w</span> EURO i PLN. </div><div class="t m0 x1 h2 y5b7 ff7 fs0 fc0 sc0 ls0 ws0">Wartość godziwa zobowiązań z<span class="ff1"> </span>tytułu leasingu Spółki odpowiada <span class="ff1">ich </span>wartości księgowej.<span class="ff1"> </span></div></div><div class="c x8 y34c w96 hd"><div class="t m0 x9 ha y74 ff6 fs3 fc2 sc0 ls0 ws0">Opłaty leasingow<span class="_ _0"></span>e nieujęte<span class="_ _0"></span> w<span class="ff5"> wycenie<span class="ff1 fc6"> </span></span></div><div class="t m0 x9 ha y76 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł.)<span class="ff5"> </span></div></div><div class="c x9f y34c w97 hd"><div class="t m0 x6f ha y78 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y34c w98 hd"><div class="t m0 x6f ha y78 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y5b8 w96 hd"><div class="t m0 x9 ha y74 ff6 fs3 fc0 sc0 ls0 ws0">Opłaty z<span class="ff5"> </span>tytułu um<span class="_ _0"></span>ów leasingu do<span class="_ _0"></span>tyczących l<span class="_ _0"></span>okali handlo<span class="_ _0"></span>wych oraz<span class="_ _0"></span> powierzchni biuro-</div><div class="t m0 x9 ha y76 ff5 fs3 fc0 sc0 ls0 ws0">wych: </div></div><div class="c x9f y5b8 w99 hd"><div class="t m0 x7b ha y78 ff5 fs3 fc0 sc0 ls0 ws0"> 4 480  </div></div><div class="c xa0 y5b8 w9a hd"><div class="t m0 x2e ha y78 ff5 fs3 fc0 sc0 ls7 ws0">1 664<span class="fc4 ls0"> </span></div></div><div class="c x8 y5b9 w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">leasing krótkotermin<span class="_ _0"></span>owy </div></div><div class="c x9f y5b9 w99 h9"><div class="t m0 x7b hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> 4 197  </div></div><div class="c xa0 y5b9 w9a h9"><div class="t m0 x2e hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 153<span class="ls0"> </span></div></div><div class="c x8 y5ba w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">leasing aktywów<span class="_ _0"></span> o <span class="ff7">niskiej wartości<span class="_ _0"></span><span class="ff9"> </span></span></div></div><div class="c x9f y5ba w99 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y5ba w9a h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0<span class="ff9"> </span></div></div><div class="c x8 y5bb w96 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">zmienne opłaty leasin<span class="_ _0"></span>gowe nieujęt<span class="_ _0"></span>e w<span class="ff1"> </span>zobowiązan<span class="_ _0"></span>iach z<span class="ff1"> </span>tytułu leas<span class="_ _0"></span>ingu<span class="ff9"> </span></div></div><div class="c x9f y5bb w99 h9"><div class="t m0 x31 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">283 </span> </div></div><div class="c xa0 y5bb w9a h9"><div class="t m0 xc4 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">511<span class="ff9 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y5bc ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _11"></span>skorzystała <span class="_ _6"></span>ze <span class="_ _11"></span>zwolnienia <span class="_ _6"></span>ze <span class="_ _11"></span>stosowania <span class="_ _6"></span>wymogów <span class="_ _11"></span>standardu <span class="_ _11"></span>w<span class="_ _6"></span><span class="ff1"> odniesieniu <span class="_ _6"></span>do <span class="_ _11"></span>leasingów <span class="_ _6"></span>krótkoterminowych <span class="_ _11"></span>(do <span class="_ _6"></span>12 <span class="_ _11"></span>mie-</span></div><div class="t m0 x1 h2 y5bd ff7 fs0 fc0 sc0 ls0 ws0">sięcy) oraz leasingów aktywów niskocennych. Na dzień bilanso<span class="_ _0"></span>wy Spółka nie posiada istotnych pozycji leasingów niskocennych.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2c ff7 fs0 fc0 sc0 ls0 ws0">Koszty związane z<span class="ff1"> leasingami krótkoterminowymi zgodnie z MSSF 16 par. 6, liniowo w </span>trakcie okresu wynosiły <span class="ff1">4 197 </span>tys. zł.<span class="ff1"> </span></div><div class="t m0 x1 h2 y5be ff7 fs0 fc0 sc0 ls0 ws0">Koszty odsetkowe związane z<span class="ff1"> </span>leasingiem zostały zaprezentowane w<span class="ff1"> nocie 6a. </span></div><div class="t m0 x1 h2 y4d8 ff7 fs0 fc0 sc0 ls0 ws0">Całkowite wydatki z<span class="ff1"> </span>tyt. umów leasingu wynosiły:<span class="ff1"> </span></div></div><div class="c x8 y5bf w96 h54"><div class="t m0 x9 ha y3ae ff5 fs3 fc2 sc0 ls0 ws0">Wydatki z <span class="ff6">tyt. umów<span class="_ _0"></span> leasingu<span class="_ _0"></span> dotyczących l<span class="_ _0"></span>okali handlow<span class="_ _0"></span>ych oraz p<span class="_ _0"></span>owierzchni biur<span class="_ _0"></span>o-</span></div><div class="t m0 x9 ha ya4 ff5 fs3 fc2 sc0 ls0 ws0">wych:<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł.)<span class="ff5"> </span></div></div><div class="c x9f y5bf w97 h54"><div class="t m0 x6f ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y5bf w98 h54"><div class="t m0 x6f ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y5c0 w96 h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Płatności zobowiązań <span class="_ _0"></span>z<span class="ff1"> </span>tytułu umó<span class="_ _0"></span>w leasing<span class="_ _0"></span>u finansowego d<span class="_ _0"></span>otyczących lo<span class="_ _0"></span>kali handlow<span class="_ _0"></span>ych </div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">oraz powierzchni b<span class="_ _0"></span>iurowych </div></div><div class="c x9f y5c0 w99 h11"><div class="t m0 x2c hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">59 427 </div></div><div class="c xa0 y5c0 w9a h11"><div class="t m0 x2c hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">66 856<span class="fc4"> </span></div></div><div class="c x8 y5c1 w96 h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Odsetki zapłacone z<span class="_ _0"></span><span class="ff1"> <span class="ff7">tytułu umów l<span class="_ _0"></span>easingu finansoweg<span class="_ _0"></span>o dotyczący<span class="_ _0"></span>ch lokali hand<span class="_ _0"></span>lowych oraz </span></span></div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">powierzchni b<span class="_ _0"></span>iurowych </div></div><div class="c x9f y5c1 w99 h11"><div class="t m0 x2e hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">4 947<span class="ls0"> </span></div></div><div class="c xa0 y5c1 w9a h11"><div class="t m0 x2e hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">3 092<span class="ls0"> </span></div></div><div class="c x8 y5c2 w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">leasing krótkotermin<span class="_ _0"></span>owy<span class="ff9"> </span></div></div><div class="c x9f y5c2 w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 197<span class="ls0"> </span></div></div><div class="c xa0 y5c2 w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 153<span class="ff9 ls0"> </span></div></div><div class="c x8 y303 w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">leasing aktywów<span class="_ _0"></span> o <span class="ff7">niskiej wartości<span class="_ _0"></span><span class="ff9"> </span></span></div></div><div class="c x9f y303 w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y303 w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0<span class="ff9"> </span></div></div><div class="c x8 y5c3 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">zmienne opłaty leasin<span class="_ _0"></span>gowe nieujęt<span class="_ _0"></span>e w<span class="ff1"> </span>zobowiązan<span class="_ _0"></span>iach z<span class="ff1"> </span>tytułu leas<span class="_ _0"></span>ingu<span class="ff1"> </span></div></div><div class="c x9f y5c3 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">283<span class="ls0"> </span></div></div><div class="c xa0 y5c3 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">511<span class="ls0"> </span></div></div><div class="c x8 y5c4 w96 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem wydatki z <span class="ff6">tyt<span class="_ _0"></span>ułu leasin<span class="_ _0"></span>gu<span class="ff1"> </span></span></div></div><div class="c x9f y5c4 w99 h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">68 854 </div></div><div class="c xa0 y5c4 w9a h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">71 612 </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x2f y5c5 w95 h68" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 wec h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls22 ws0">45<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>poniżs<span class="_ _6"></span>zej <span class="_ _11"></span>tabeli <span class="_ _6"></span>przedstawiono <span class="_ _11"></span>wpływ <span class="_ _6"></span>na <span class="_ _11"></span>wynik <span class="_ _11"></span>Spółki<span class="ff1"> <span class="_ _11"></span>w okresie <span class="_ _11"></span>sprawozdawczym <span class="_ _6"></span>z<span class="_ _6"></span>a <span class="_ _6"></span>202<span class="_ _6"></span>4 <span class="_ _11"></span>roku <span class="_ _6"></span>tj. <span class="_ _11"></span>01.01.2024 <span class="_ _11"></span>do <span class="_ _11"></span>31.12.2024 </span></div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">roku pomiędzy ujęciem umów <span class="_ _6"></span>leasingu lokali handlowych<span class="ff1"> <span class="_ _6"></span>i powierzchni biurowych z<span class="_ _6"></span>godnie z </span>MSSF16 (wdrożonym<span class="ff1"> <span class="_ _6"></span>z dniem 1 stycz-</span></div><div class="t m0 x1 h2 y3e ff1 fs0 fc0 sc0 ls0 ws0">nia 2019 roku) oraz zgodnie z <span class="ff7">MSR17 (obowiązującym do dnia </span>31 grudnia 2018 roku). </div><div class="t m0 x1 h2 y207 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y5c6 wed h61"><div class="t m0 x9 ha y3b4 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł.)<span class="ff5"> </span></div></div><div class="c xd2 y5c6 wee h61"><div class="t m0 x41 ha y592 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024 / okres<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x6f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2024 <span class="ff1"> </span></div><div class="t m0 x6f ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2024<span class="ff1"> </span></div><div class="t m0 x20 ha ya5 ff6 fs3 fc4 sc0 ls0 ws0">według MSR 17<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xd3 y5c6 wef h61"><div class="t m0 x57 ha y592 ff6 fs3 fc4 sc0 ls0 ws0">Efekt ujęcia leas<span class="_ _0"></span>ingu fi-</div><div class="t m0 xb9 ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">nansowego dot. um<span class="_ _0"></span>ów </div><div class="t m0 xc2 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">lokali handlowy<span class="_ _0"></span>ch i po-</div><div class="t m0 x3f ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">wierzchni biurowych<span class="_ _0"></span> </div></div><div class="c xd4 y5c6 wf0 h61"><div class="t m0 x41 ha y592 ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024 / okres <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x6f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2024 <span class="ff1"> </span></div><div class="t m0 x6f ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2024<span class="ff1"> </span></div><div class="t m0 x76 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">dane opublikowan<span class="_ _0"></span>e </div></div><div class="c x8 y5c7 wed h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zysk brutto na spr<span class="_ _0"></span>zedaży<span class="ff1"> </span></div></div><div class="c xd2 y5c7 wf1 h9"><div class="t m0 xd5 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">327 007<span class="fc4"> </span></div></div><div class="c x5d y5c7 wf2 h9"><div class="t m0 x48 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0<span class="ff9"> </span></div></div><div class="c xd4 y5c7 wf3 h9"><div class="t m0 x35 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">327 007<span class="fc4"> </span></div></div><div class="c x8 y3e3 wed hf"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Koszty sprzedaży i<span class="ff1"> og<span class="_ _0"></span>ólnego <span class="ff7">zarzą<span class="_ _0"></span>du<span class="ff1"> </span></span></span></div></div><div class="c xd2 y3e3 wf1 hf"><div class="t m0 xd5 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">340 723 </div></div><div class="c x5d y3e3 wf2 hf"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">5 214</span> </div></div><div class="c xd4 y3e3 wf3 hf"><div class="t m0 x35 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">335 509 </div></div><div class="c x8 y365 wed h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe przycho<span class="_ _0"></span>dy operacyjne<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xd2 y365 wf1 h9"><div class="t m0 xd6 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">8 907<span class="ff9 ls0"> </span></div></div><div class="c x5d y365 wf2 h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">104<span class="ff9 ls0"> </span></div></div><div class="c xd4 y365 wf3 h9"><div class="t m0 xd6 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">9 011<span class="ff9 ls0"> </span></div></div><div class="c x8 y3e4 wed h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe koszty operac<span class="_ _0"></span>yjne<span class="ff9"> </span></div></div><div class="c xd2 y3e4 wf1 h9"><div class="t m0 xd6 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">6 664<span class="ff9 ls0"> </span></div></div><div class="c x5d y3e4 wf2 h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">186<span class="ff9 ls0"> </span></div></div><div class="c xd4 y3e4 wf3 h9"><div class="t m0 xd6 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">6 850<span class="ff9 ls0"> </span></div></div><div class="c x8 y3e5 wed h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Strata ze zbycia niefin<span class="_ _0"></span>ansowych ak<span class="_ _0"></span>tywów trwałyc<span class="_ _0"></span>h<span class="ff1"> </span></div></div><div class="c xd2 y3e5 wf1 h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">428<span class="ls0"> </span></div></div><div class="c x5d y3e5 wf2 h9"><div class="t m0 x48 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd4 y3e5 wf3 h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">428<span class="ls0"> </span></div></div><div class="c x8 y5c8 wed he"><div class="t m0 x9 h12 y8e ffe fs3 fc0 sc0 ls0 ws0">EBITDA<span class="ff9"> </span></div></div><div class="c xd2 y5c8 wf1 he"><div class="t m0 xd7 h69 y8e ffe fs3 fc0 sc0 ls0 ws0">-<span class="ls7">340</span> </div></div><div class="c x5d y5c8 wf2 he"><div class="t m0 x7c h69 y8e ffe fs3 fc0 sc0 ls0 ws0">59 344 </div></div><div class="c xd4 y5c8 wf3 he"><div class="t m0 x27 h69 y8e ffe fs3 fc0 sc0 ls0 ws0">59 004 </div></div><div class="c x8 y5c9 wed h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Wynik na działalnośc<span class="_ _0"></span>i operacyjnej<span class="_ _0"></span><span class="ffe"> </span></div></div><div class="c xd2 y5c9 wf1 h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-11 901<span class="ffe"> </span></div></div><div class="c x5d y5c9 wf2 h9"><div class="t m0 xd6 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">5 <span class="ls7">132</span><span class="ffe"> </span></div></div><div class="c xd4 y5c9 wf3 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">6 769</span><span class="ffe"> </span></div></div><div class="c x8 y5ca wed h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Przychody finanso<span class="_ _0"></span>we </div></div><div class="c xd2 y5ca wf1 h9"><div class="t m0 xd8 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">21 240 </div></div><div class="c x5d y5ca wf2 h9"><div class="t m0 xd6 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 279<span class="ls0"> </span></div></div><div class="c xd4 y5ca wf3 h9"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">23 519 </div></div><div class="c x8 y5cb wed h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Koszty finansow<span class="_ _0"></span>e </div></div><div class="c xd2 y5cb wf1 h9"><div class="t m0 xd6 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 319<span class="ls0"> </span></div></div><div class="c x5d y5cb wf2 h9"><div class="t m0 xd6 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 947<span class="ls0"> </span></div></div><div class="c xd4 y5cb wf3 h9"><div class="t m0 xd6 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">9 266<span class="ls0"> </span></div></div><div class="c x8 ycb wed h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Wynik finansow<span class="_ _0"></span>y brutto<span class="ff1"> </span></div></div><div class="c xd2 ycb wf1 h9"><div class="t m0 xd6 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">5 020<span class="ls0"> </span></div></div><div class="c x5d ycb wf2 h9"><div class="t m0 xd6 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">2 464<span class="ls0"> </span></div></div><div class="c xd4 ycb wf3 h9"><div class="t m0 xd6 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">7 484<span class="ls0"> </span></div></div><div class="c x8 y5cc wed h9"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">podatek docho<span class="_ _0"></span>dowy<span class="ff5"> </span></div></div><div class="c xd2 y5cc wf1 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 055</span> </div></div><div class="c x5d y5cc wf2 h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">468<span class="ls0"> </span></div></div><div class="c xd4 y5cc wf3 h9"><div class="t m0 xd7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">587</span> </div></div><div class="c x8 ycd wed h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Wynik finansow<span class="_ _0"></span>y netto<span class="ff1"> </span></div></div><div class="c xd2 ycd wf1 h9"><div class="t m0 xd6 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">6 075<span class="ls0"> </span></div></div><div class="c x5d ycd wf2 h9"><div class="t m0 xd6 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 996<span class="ls0"> </span></div></div><div class="c xd4 ycd wf3 h9"><div class="t m0 xd6 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y5cd ff1 fs0 fc0 sc0 ls0 ws0">Amortyzacja w 2024 roku z <span class="ff7">tytułu leasingu dot. umów lokali handlowych i</span> powierzchni biurowych <span class="ff7">wyniosła </span><span class="ls2">54</span> 213 <span class="ff7">tys. zł.</span> </div><div class="t m0 x1 h2 y32f ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>poniższej <span class="_ _1"></span>tabeli przedstawio<span class="_ _0"></span>no <span class="_ _0"></span>wpływ<span class="_ _0"></span> <span class="_ _0"></span>na <span class="_ _1"></span>wynik Spółki <span class="_ _1"></span>w<span class="ff1"> okresie <span class="_ _0"></span>sprawozdawczym <span class="_ _0"></span>w <span class="ff7">okresie <span class="_ _1"></span>4 k<span class="_ _0"></span>wartału <span class="_ _1"></span>202<span class="_ _6"></span><span class="ff1">4 <span class="_ _0"></span>roku <span class="_ _1"></span>tj. 0<span class="_ _0"></span>1.10.202<span class="ls6">4 </span></span></span></span></div><div class="t m0 x1 h2 y5ce ff1 fs0 fc0 sc0 ls0 ws0">do <span class="_ _6"></span>3<span class="_ _6"></span>1.12.2024 <span class="_ _11"></span><span class="ff7">roku <span class="_ _6"></span>pomiędzy <span class="_ _11"></span>ujęciem <span class="_ _11"></span>umów <span class="_ _6"></span>leasingu <span class="_ _11"></span>lokali <span class="_ _6"></span>handlowych <span class="_ _11"></span>i<span class="_ _6"></span></span> powierzchni <span class="_ _11"></span>biurowych <span class="_ _6"></span>zgodnie <span class="_ _11"></span>z <span class="ff7">MS<span class="_ _6"></span>SF16 <span class="_ _6"></span>(wdrożonym </span></div><div class="t m0 x1 h2 y5cf ff1 fs0 fc0 sc0 ls0 ws0">z dniem 1 stycznia 2019 roku) oraz zgodnie z <span class="ff7">MSR17 (obowiązującym do dnia <span class="_ _6"></span></span>31 grudnia 2018 roku). </div><div class="t m0 x1 h2 y5d0 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5d1 w91 h6a"><div class="t m0 x9 ha y3b4 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł.)<span class="ff5"> </span></div></div><div class="c xd2 y5d1 wf4 h6a"><div class="t m0 x89 ha y592 ff5 fs3 fc4 sc0 ls0 ws0">4Q 2024* / okres<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x7e ha y3ae ff5 fs3 fc4 sc0 ls0 ws0"> od 01-<span class="ls9">10</span>-2024<span class="ff1"> </span></div><div class="t m0 x13 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2024<span class="ff1"> </span></div><div class="t m0 x9d ha ya5 ff5 fs3 fc4 sc0 ls0 ws0"> <span class="ff6">według MSR 17<span class="_ _0"></span><span class="ff5"> </span></span></div></div><div class="c xd9 y5d1 wf4 h6a"><div class="t m0 x11 ha y592 ff6 fs3 fc4 sc0 ls0 ws0">Efekt ujęcia leas<span class="_ _0"></span>ingu fi-</div><div class="t m0 x1e ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">nansowego dot. um<span class="_ _0"></span>ów </div><div class="t m0 x11 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">lokali handlowy<span class="_ _0"></span>ch i po-</div><div class="t m0 x64 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">wierzchni biurowych<span class="_ _0"></span> </div></div><div class="c xda y5d1 wf5 h6a"><div class="t m0 x89 ha y592 ff5 fs3 fc4 sc0 ls0 ws0">4Q 2024* / okres <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x13 ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">10</span>-2024<span class="ff1"> </span></div><div class="t m0 x13 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2024<span class="ff1"> </span></div><div class="t m0 xbc ha ya5 ff5 fs3 fc4 sc0 ls0 ws0"> dane opublikowane<span class="_ _0"></span> </div></div><div class="c x1 y5d2 w91 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zysk brutto na spr<span class="_ _0"></span>zedaży<span class="ff1"> </span></div></div><div class="c xd2 y5d2 wf6 h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">107 143<span class="fc4"> </span></div></div><div class="c xd9 y5d2 wf6 h9"><div class="t m0 xaf hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xda y5d2 wf7 h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">107 143<span class="fc4"> </span></div></div><div class="c x1 y23e w91 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Koszty sprzedaży i<span class="ff1"> </span>og<span class="_ _0"></span>ólnego zarzą<span class="_ _0"></span>du<span class="ff1"> </span></div></div><div class="c xd2 y23e wf6 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls0 ws0">90 734 </div></div><div class="c xd9 y23e wf6 h9"><div class="t m0 x5 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 289</span> </div></div><div class="c xda y23e wf7 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls0 ws0">89 445 </div></div><div class="c x1 y5d3 w91 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe przycho<span class="_ _0"></span>dy operacyjne<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xd2 y5d3 wf6 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">5 182<span class="ff9 ls0"> </span></div></div><div class="c xd9 y5d3 wf6 h9"><div class="t m0 xaf hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0<span class="ff9"> </span></div></div><div class="c xda y5d3 wf7 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">5 182<span class="ff9 ls0"> </span></div></div><div class="c x1 y5d4 w91 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe koszty operac<span class="_ _0"></span>yjne<span class="ff9"> </span></div></div><div class="c xd2 y5d4 wf6 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 593<span class="ff9 ls0"> </span></div></div><div class="c xd9 y5d4 wf6 h9"><div class="t m0 xad hc y8e ff1 fs3 fc0 sc0 ls7 ws0">61<span class="ff9 ls0"> </span></div></div><div class="c xda y5d4 wf7 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 654<span class="ff9 ls0"> </span></div></div><div class="c x1 y5d5 w91 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Strata ze zbycia niefin<span class="_ _0"></span>ansowych ak<span class="_ _0"></span>tywów trwałyc<span class="_ _0"></span>h<span class="ff1"> </span></div></div><div class="c xd2 y5d5 wf6 h9"><div class="t m0 x45 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">210<span class="ls0"> </span></div></div><div class="c xd9 y5d5 wf6 h9"><div class="t m0 xdb hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xda y5d5 wf7 h9"><div class="t m0 x45 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">210<span class="ls0"> </span></div></div><div class="c x1 y5d6 w91 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">EBITDA </div></div><div class="c xd2 y5d6 wf6 h9"><div class="t m0 xac ha y8e ff5 fs3 fc0 sc0 ls0 ws0">20 580 </div></div><div class="c xd9 y5d6 wf6 h9"><div class="t m0 xac ha y8e ff5 fs3 fc0 sc0 ls0 ws0">14 900 </div></div><div class="c xda y5d6 wf7 h9"><div class="t m0 xac ha y8e ff5 fs3 fc0 sc0 ls0 ws0">35 480 </div></div><div class="c x1 y5d7 w91 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Wynik na działalnośc<span class="_ _0"></span>i operacyjnej<span class="_ _0"></span><span class="ffe"> </span></div></div><div class="c xd2 y5d7 wf6 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls0 ws0">17 788<span class="ffe"> </span></div></div><div class="c xd9 y5d7 wf6 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 228<span class="ffe ls0"> </span></div></div><div class="c xda y5d7 wf7 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls0 ws0">19 016<span class="ffe"> </span></div></div><div class="c x1 y5d8 w91 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Przychody finanso<span class="_ _0"></span>we </div></div><div class="c xd2 y5d8 wf6 h9"><div class="t m0 x45 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">327<span class="ls0"> </span></div></div><div class="c xd9 y5d8 wf6 h9"><div class="t m0 xad hc y8e ff1 fs3 fc0 sc0 ls7 ws0">99<span class="ls0"> </span></div></div><div class="c xda y5d8 wf7 h9"><div class="t m0 x45 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">426<span class="ls0"> </span></div></div><div class="c x1 y5d9 w91 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Koszty finansow<span class="_ _0"></span>e </div></div><div class="c xd2 y5d9 wf6 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 648<span class="ls0"> </span></div></div><div class="c xd9 y5d9 wf6 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 405<span class="ls0"> </span></div></div><div class="c xda y5d9 wf7 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">5 053<span class="ls0"> </span></div></div><div class="c x1 y5da w91 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Wynik finansow<span class="_ _0"></span>y brutto </div></div><div class="c xd2 y5da wf6 h9"><div class="t m0 xac ha y8e ff5 fs3 fc0 sc0 ls0 ws0">14 467 </div></div><div class="c xd9 y5da wf6 h9"><div class="t m0 xab ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">78</span> </div></div><div class="c xda y5da wf7 h9"><div class="t m0 xac ha y8e ff5 fs3 fc0 sc0 ls0 ws0">14 389 </div></div><div class="c x1 y5db w91 he"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">podatek docho<span class="_ _0"></span>dowy<span class="ff5"> </span></div></div><div class="c xd2 y5db wf6 he"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 210<span class="ls0"> </span></div></div><div class="c xd9 y5db wf6 he"><div class="t m0 xab hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">15</span> </div></div><div class="c xda y5db wf7 he"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 195<span class="ls0"> </span></div></div><div class="c x1 y186 w91 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Wynik finansow<span class="_ _0"></span>y netto<span class="ff1"> </span></div></div><div class="c xd2 y186 wf6 h9"><div class="t m0 xac ha y8e ff5 fs3 fc0 sc0 ls0 ws0">10 257 </div></div><div class="c xd9 y186 wf6 h9"><div class="t m0 xab ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">63</span> </div></div><div class="c xda y186 wf7 h9"><div class="t m0 xac ha y8e ff5 fs3 fc0 sc0 ls0 ws0">10 194 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h6b y5dc ff9 fs4 fc0 sc0 ls0 ws0">*-dane niezaudytowane<span class="_ _6"></span> </div><div class="t m0 x1 h2 y5dd ff1 fs0 fc0 sc0 ls0 ws0">Amortyzacja w <span class="_ _6"></span>IV kwartale 2024 roku z <span class="ff7">tytułu <span class="_ _6"></span>leasingu dot. umów <span class="_ _6"></span>lokali handlowych i</span> <span class="ff7">powierzchni <span class="_ _6"></span>biurowych wyniosła </span>13 67<span class="_ _6"></span>2 tys. </div><div class="t m0 x1 h2 y499 ff7 fs0 fc0 sc0 ls0 ws0">zł.<span class="ff1"> </span></div><div class="t m0 x1 h2 y5de ff1 fs0 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 x7 y5df w5 h6c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 wf8 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls22 ws0">46<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls37">23</span> <span class="_ _2a"> </span><span class="ff3">ZOBOWIĄZANIA</span> Z<span class="_ _0"></span> TYT. DOSTAW I <span class="_ _0"></span><span class="ff3">USŁUG ORAZ POZ<span class="_ _0"></span>OST<span class="_ _0"></span>AŁE ZO-</span></div><div class="t m0 x1 h23 y51c ff3 fs6 fc1 sc0 ls0 ws0">BOWIĄZANIA<span class="ff4"> </span></div><div class="t m0 x1 h2 y5e0 ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania<span class="ff1"> <span class="_ _6"></span>z </span>tytułu <span class="_ _6"></span>dostaw<span class="ff1"> <span class="_ _6"></span>i </span>usług<span class="ff1"> <span class="_ _6"></span>i </span>inne <span class="_ _6"></span>zobowiązania <span class="_ _6"></span>wynikają głównie<span class="ff1"> <span class="_ _11"></span>z zakupów <span class="_ _6"></span>handlowych i <span class="_ _6"></span></span>kosztów z<span class="_ _6"></span>wiązanych<span class="ff1"> <span class="_ _6"></span>z </span>działal-</div><div class="t m0 x1 h2 y5e1 ff7 fs0 fc0 sc0 ls0 ws0">nością bieżącą.<span class="ff1"> </span></div><div class="t m0 x1 h2 y5e2 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y5e3 wc1 hd"><div class="t m0 x9 ha y74 ff6 fs3 fc2 sc0 ls0 ws0">Zobowiązania z<span class="_ _0"></span><span class="ff5"> <span class="ff6">tytułu dostaw i<span class="_ _0"></span><span class="ff5"> <span class="ff6">usług oraz pozosta<span class="_ _0"></span>łe zobowiąz<span class="_ _0"></span>ania<span class="ff1 fc6"> </span></span></span></span></span></div><div class="t m0 x9 ha y76 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł.)<span class="ff5"> </span></div></div><div class="c x9f y5e3 w97 hd"><div class="t m0 x6f ha y78 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y5e3 w98 hd"><div class="t m0 x6f ha y78 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y578 wc1 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu dostaw, rob<span class="_ _0"></span>ót i<span class="ff1"> </span>usług wobec jed<span class="_ _0"></span>nostek pozosta<span class="_ _0"></span>łych<span class="ff1"> </span></div></div><div class="c x9f y578 w99 h9"><div class="t m0 x2c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">65 585<span class="fc4"> </span></div></div><div class="c xa0 y578 w9a h9"><div class="t m0 x9b hc y72 ff1 fs3 fc0 sc0 ls0 ws0">59 241<span class="fc4"> </span></div></div><div class="c x8 yc6 wc1 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu dostaw, rob<span class="_ _0"></span>ót i<span class="ff1"> </span>usług wobec jed<span class="_ _0"></span>nostek powiąza<span class="_ _0"></span>nych (<span class="ff1">punkt 8.3)<span class="_ _0"></span> </span></div></div><div class="c x9f yc6 w99 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 yc6 w9a h9"><div class="t m0 xac hc y72 ff1 fs3 fc0 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x8 y5e4 wc1 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu podatków, d<span class="_ _0"></span>otacji, c<span class="_ _0"></span>el, ubezpieczeń spo<span class="_ _0"></span>łecznych<span class="_ _0"></span> i<span class="ff1"> zdrowotnych oraz </span></div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">innych świad<span class="_ _0"></span>czeń <span class="ff9"> </span></div></div><div class="c x9f y5e4 w99 hd"><div class="t m0 x2c hc y78 ff1 fs3 fc0 sc0 ls0 ws0">10 774<span class="ff9"> </span></div></div><div class="c xa0 y5e4 w9a hd"><div class="t m0 x2e hc y78 ff1 fs3 fc0 sc0 ls7 ws0">8 715<span class="ff9 ls0"> </span></div></div><div class="c x8 y5e5 wc1 he"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania finansow<span class="_ _0"></span>e factoring<span class="_ _0"></span> <span class="ff1">odwrotny </span></div></div><div class="c x9f y5e5 w99 he"><div class="t m0 x2c hc y72 ff1 fs3 fc0 sc0 ls0 ws0">12 488 </div></div><div class="c xa0 y5e5 w9a he"><div class="t m0 x2e hc y72 ff1 fs3 fc0 sc0 ls7 ws0">8 426<span class="ls0"> </span></div></div><div class="c x8 y5e6 wc1 h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu przychody<span class="_ _0"></span> przyszłych okresó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x9f y5e6 w99 h9"><div class="t m0 x2e hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 502<span class="ls0"> </span></div></div><div class="c xa0 y5e6 w9a h9"><div class="t m0 x2e hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 480<span class="ls0"> </span></div></div><div class="c x8 y5e7 wc1 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Inne </div></div><div class="c x9f y5e7 w99 h9"><div class="t m0 x2e hc y72 ff1 fs3 fc0 sc0 ls7 ws0">9 47<span class="ls0">3 </span></div></div><div class="c xa0 y5e7 w9a h9"><div class="t m0 x9b hc y72 ff1 fs3 fc0 sc0 ls0 ws0">13 662 </div></div><div class="c x8 y5e8 wc1 h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Zobowiązania kr<span class="_ _0"></span>ótkotermin<span class="_ _0"></span>owe, razem<span class="_ _0"></span> <span class="ff1"> </span></div></div><div class="c x9f y5e8 w99 h9"><div class="t m0 x2c ha y72 ff5 fs3 fc0 sc0 ls7 ws0">99 82<span class="ls0">2 </span></div></div><div class="c xa0 y5e8 w9a h9"><div class="t m0 x9b ha y72 ff5 fs3 fc0 sc0 ls0 ws0">91 548 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y4cd w96 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Zobowiązania kr<span class="_ _0"></span>ótkotermin<span class="_ _0"></span>owe (struktur<span class="_ _0"></span>a walutowa)<span class="_ _0"></span><span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł.)<span class="ff5"> </span></div></div><div class="c x9f y4cd w97 h11"><div class="t m0 x6f ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y4cd w98 h11"><div class="t m0 x6f ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y5e9 w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">a) w walucie polskiej<span class="_ _0"></span> </div></div><div class="c x9f y5e9 w99 h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls7 ws0">74 27<span class="ls0">6<span class="fc4"> </span></span></div></div><div class="c xa0 y5e9 w9a h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">66 223<span class="fc4"> </span></div></div><div class="c x8 y5ea w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">b) w walutach ob<span class="_ _0"></span>cych (wg w<span class="_ _0"></span>alut i <span class="ff7">po przeliczeniu na z<span class="_ _0"></span>ł)<span class="ff1"> </span></span></div></div><div class="c x9f y5ea w99 h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">25 546 </div></div><div class="c xa0 y5ea w9a h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">25 325 </div></div><div class="c x8 y5eb w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">b1. jednostka/walu<span class="_ _0"></span>ta tys. / EUR<span class="_ _0"></span>O<span class="ff9"> </span></div></div><div class="c x9f y5eb w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 470<span class="ff9 ls0"> </span></div></div><div class="c xa0 y5eb w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 299<span class="ff9 ls0"> </span></div></div><div class="c x8 y5ec w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff7">tys. zł <span class="ff9"> </span></span></div></div><div class="c x9f y5ec w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">6 281<span class="ff9 ls0"> </span></div></div><div class="c xa0 y5ec w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">9 997<span class="ff9 ls0"> </span></div></div><div class="c x8 y5ed w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">b2. jednostka/walu<span class="_ _0"></span>ta tys. / USD<span class="_ _0"></span> </div></div><div class="c x9f y5ed w99 h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">4 697<span class="ls0"> </span></div></div><div class="c xa0 y5ed w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 895<span class="ls0"> </span></div></div><div class="c x8 y5ee w96 hf"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">tys. zł <span class="ff1"> </span></div></div><div class="c x9f y5ee w99 hf"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">19 265 </div></div><div class="c xa0 y5ee w9a hf"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">15 328 </div></div><div class="c x8 y5ef w96 he"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Pozostałe waluty ty<span class="_ _0"></span>s. zł<span class="ff1"> </span></div></div><div class="c x9f y5ef w99 he"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y5ef w9a he"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y5f0 w96 hf"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Zobowiązania kr<span class="_ _0"></span>ótkotermin<span class="_ _0"></span>owe, razem<span class="_ _0"></span> <span class="ff1"> </span></div></div><div class="c x9f y5f0 w99 hf"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls7 ws0">99 82<span class="ls0">2 </span></div></div><div class="c xa0 y5f0 w9a hf"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">91 548<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y5f1 ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _11"></span>z<span class="ff1"> </span>tytułu <span class="_ _14"></span>przychodów <span class="_ _11"></span>przyszłych <span class="_ _11"></span>okresów <span class="_ _11"></span>zawierają <span class="_ _14"></span>wycenę <span class="_ _11"></span>programu <span class="_ _11"></span>lojalno<span class="_ _6"></span>ściowego. <span class="_ _11"></span>Wartość <span class="_ _11"></span>przychodów <span class="_ _11"></span>przy-</div><div class="t m0 x1 h2 y5f2 ff7 fs0 fc0 sc0 ls0 ws0">szłych okresów jest określona przy uwzględnieniu przelicznika wartości przyznanych punktów<span class="_ _0"></span> i<span class="_ _6"></span><span class="ff1"> </span>prawdopodobieństwa realizacji <span class="ff1">na-</span></div><div class="t m0 x1 h2 y5f3 ff7 fs0 fc0 sc0 ls0 ws0">grody. <span class="_ _14"></span>Kwota <span class="_ _14"></span>przychodów <span class="_ _14"></span>przyszłych <span class="_ _14"></span>okresów <span class="_ _11"></span>dotyczących <span class="_ _14"></span>programu <span class="_ _14"></span>lojalnościowego <span class="_ _14"></span>prezentowana <span class="_ _14"></span>w<span class="_ _6"></span><span class="ff1"> </span>bilansie <span class="_ _14"></span>wynosi <span class="_ _14"></span>na <span class="_ _14"></span>dzień </div><div class="t m0 x1 h2 y5f4 ff1 fs0 fc0 sc0 ls0 ws0">31.12.2024 roku <span class="ls2">1 </span>396 <span class="ff7">tys. zł. (na 31.12.202</span>3 roku 1 339 <span class="ff7">tys. zł).</span> </div><div class="t m0 x1 h2 y5f5 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>ramach <span class="_ _11"></span>zarządzania <span class="_ _6"></span>kapitałem <span class="_ _6"></span>obroto<span class="_ _6"></span>wym <span class="_ _6"></span>Spółka <span class="_ _6"></span>wykorzystuje <span class="_ _6"></span>umo<span class="_ _6"></span>wy <span class="_ _6"></span>faktoringu <span class="_ _6"></span>odwrotnego <span class="_ _6"></span>w <span class="_ _11"></span>odniesieniu <span class="_ _6"></span>do <span class="_ _6"></span>swoich <span class="_ _11"></span>zobo-</div><div class="t m0 x1 h2 y5f6 ff7 fs0 fc0 sc0 ls0 ws0">wiązań, <span class="_ _11"></span>w <span class="_ _6"></span>ramach<span class="_ _6"></span> <span class="_ _11"></span>których <span class="_ _6"></span>oddaje <span class="_ _11"></span>do <span class="_ _11"></span>faktoringu <span class="_ _11"></span>faktury <span class="_ _11"></span>dotyczące <span class="_ _11"></span>zakupów <span class="_ _11"></span>od <span class="_ _11"></span>wybranych <span class="_ _11"></span>dostawców. <span class="_ _11"></span>Spółka <span class="_ _11"></span>nie <span class="_ _11"></span>posiada <span class="_ _11"></span>innych </div><div class="t m0 x1 h2 y5f7 ff7 fs0 fc0 sc0 ls0 ws0">powiązanych zobowiązań finansowych objętych mechanizmem finansowania dostawców. <span class="ff1"> </span></div><div class="t m0 x1 h2 y2fd ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania z tytułu faktoringu zawierają zobowiązania za które dostawcy już otrzymali płatność<span class="_ _0"></span> od Faktora.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y5f8 ff7 fs0 fc0 sc0 ls0 ws0">Brak w spółce zmian wartości bilansowych zobowiązań finansow<span class="_ _0"></span>ych wynikających z operacji o charakterze bezgotówkowym<span class="_ _6"></span><span class="ff1">. </span></div><div class="t m0 x1 h2 y5f9 ff7 fs0 fc0 sc0 ls0 ws0">Termin p<span class="_ _0"></span>łatności zobowiązań<span class="_ _0"></span> z <span class="_ _1"></span>tytułu dostaw surowców, <span class="_ _1"></span>materiałów i <span class="_ _0"></span>towarów <span class="_ _0"></span>wynosi <span class="_ _0"></span>30<span class="ff1">-</span>150 dni, <span class="_ _0"></span> <span class="_ _0"></span>z ty<span class="_ _0"></span>tułu do<span class="_ _0"></span>staw usł<span class="_ _0"></span>ug 1<span class="_ _0"></span>0<span class="ff1">-21 dni,<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 ydf ff7 fs0 fc0 sc0 ls0 ws0">a z tytułu faktoringu odwrotnego 150 dni.<span class="ff1"> </span></div><div class="t m0 x1 h2 y5fa ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _0"></span>z<span class="ff1"> </span>tytułu podatkó<span class="_ _0"></span>w, ceł, <span class="_ _1"></span>u<span class="_ _6"></span>bezpieczeń <span class="_ _0"></span>społecznych <span class="_ _0"></span>i<span class="ff1"> </span>zdrowotnych <span class="_ _0"></span>realizowane <span class="_ _0"></span>są <span class="_ _0"></span>w<span class="ff1"> </span>terminach <span class="_ _0"></span>wynikających <span class="_ _0"></span>odpowied-</div><div class="t m0 x1 h2 y5fb ff1 fs0 fc0 sc0 ls0 ws0">nio z ustaw o podatkach dochodowych i <span class="ff7">ubezpieczeń społecznych i</span> <span class="ff7">nie przekraczają 30 dni.</span> </div><div class="t m0 x1 h2 y5fc ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania wobec<span class="_ _0"></span> p<span class="_ _0"></span>racowników <span class="_ _0"></span>z<span class="ff1"> </span>tytułu wynagrodzeń <span class="_ _0"></span>realizowane <span class="_ _0"></span>są <span class="_ _0"></span>w<span class="ff1"> </span>okresie <span class="_ _1"></span>1<span class="_ _6"></span>0 dni<span class="_ _0"></span> od<span class="_ _0"></span> z<span class="_ _0"></span>akończenia <span class="_ _0"></span>miesiąca <span class="_ _0"></span>w<span class="ff1"> </span>którym <span class="_ _0"></span>świad-</div><div class="t m0 x1 h2 y5fd ff7 fs0 fc0 sc0 ls0 ws0">czono pracę oraz pozostałe zobowiązania w<span class="ff1"> </span>okresie nie przekraczającym 30 dni.<span class="ff1"> </span></div><div class="t m0 x1 h23 y5fe ff4 fs6 fc1 sc0 ls0 ws0">NOTA 23A <span class="_ _14"></span><span class="ff3">ZOBOWIĄZANIA F<span class="_ _0"></span>INANSOWE WE<span class="_ _0"></span>DŁUG OKRES<span class="_ _0"></span>U WYMAGAL<span class="_ _0"></span>NO-</span></div><div class="t m0 x1 h23 y5ff ff3 fs6 fc1 sc0 ls0 ws0">ŚCI<span class="ff4"> </span></div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x7 yc1 w5 h16" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w53 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls22 ws0">47<span class="ls0"> </span></div></div><div class="c x8 y53b w96 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Zobowiązania finans<span class="_ _0"></span>owe w<span class="_ _0"></span>edług okr<span class="_ _0"></span>esu wymagalnoś<span class="_ _0"></span>ci<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha ya5 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł.)<span class="ff5"> </span></div></div><div class="c x9f y53b w97 h11"><div class="t m0 x6f ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y53b w98 h11"><div class="t m0 x6f ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y600 w96 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc0 sc0 ls0 ws0">Kwoty płatne zgod<span class="_ _0"></span>nie z<span class="ff5"> umowami <span class="_ _0"></span>leasingu dot. <span class="_ _0"></span>umów lokali ha<span class="_ _0"></span>ndlowych i po<span class="_ _0"></span>wierzchni </span></div><div class="t m0 x9 ha ya5 ff5 fs3 fc0 sc0 ls0 ws0">biurowych, w tym:<span class="_ _0"></span> </div></div><div class="c x9f y600 w99 h11"><div class="t m0 x38 ha ya6 ff5 fs3 fc0 sc0 ls0 ws0">150 952<span class="fc4"> </span></div></div><div class="c xa0 y600 w9a h11"><div class="t m0 x38 ha ya6 ff5 fs3 fc0 sc0 ls0 ws0">147 042<span class="fc4"> </span></div></div><div class="c x8 y601 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">w ciągu 1 roku<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y601 w99 h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">51 388 </div></div><div class="c xa0 y601 w9a h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">52 653 </div></div><div class="c x8 y24e w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">od 2 do 5 roku<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x9f y24e w99 h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">97 270<span class="ff9"> </span></div></div><div class="c xa0 y24e w9a h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">94 278<span class="ff9"> </span></div></div><div class="c x8 y602 w96 hf"><div class="t m0 x9 hc y128 ff7 fs3 fc0 sc0 ls0 ws0">Powyżej 5 lat<span class="ff9"> </span></div></div><div class="c x9f y602 w99 hf"><div class="t m0 x2e hc y128 ff1 fs3 fc0 sc0 ls7 ws0">2 29<span class="ls0">4<span class="ff9"> </span></span></div></div><div class="c xa0 y602 w9a hf"><div class="t m0 xc4 hc y128 ff1 fs3 fc0 sc0 ls7 ws0">111<span class="ff9 ls0"> </span></div></div><div class="c x8 y603 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Kwoty płatne zgod<span class="_ _0"></span>nie z<span class="ff5"> </span>umowami <span class="_ _0"></span>leasingu dot. <span class="_ _0"></span>pozostał<span class="_ _0"></span>ych umów<span class="ff5"> </span></div></div><div class="c x9f y603 w99 h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 08<span class="ls0">0 </span></div></div><div class="c xa0 y603 w9a h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 631<span class="ls0"> </span></div></div><div class="c x8 y604 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">w ciągu 1 roku<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y604 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">492<span class="ls0"> </span></div></div><div class="c xa0 y604 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">550<span class="ls0"> </span></div></div><div class="c x8 y605 w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">od 2 do 5 roku<span class="_ _0"></span> </div></div><div class="c x9f y605 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">58<span class="ls0">8 </span></div></div><div class="c xa0 y605 w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">1 081<span class="ls0"> </span></div></div><div class="c x8 y606 w96 hf"><div class="t m0 x9 hc y128 ff7 fs3 fc0 sc0 ls0 ws0">Powyżej 5 lat<span class="ff1"> </span></div></div><div class="c x9f y606 w99 hf"><div class="t m0 xa1 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y606 w9a hf"><div class="t m0 xa1 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y607 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Kwoty płatne zgod<span class="_ _0"></span>nie z<span class="ff5"> umowami <span class="_ _0"></span>kredytów i <span class="ff6">poż<span class="_ _0"></span>yczek<span class="_ _0"></span><span class="ff5"> </span></span></span></div></div><div class="c x9f y607 w99 h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">30 586 </div></div><div class="c xa0 y607 w9a h9"><div class="t m0 x2e ha y8e ff5 fs3 fc0 sc0 ls7 ws0">8 708<span class="ls0"> </span></div></div><div class="c x8 y608 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">w ciągu 1 roku<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y608 w99 h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">26 837 </div></div><div class="c xa0 y608 w9a h9"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">8 708<span class="ls0"> </span></div></div><div class="c x8 y609 w96 he"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">od 2 do 5 roku<span class="_ _0"></span> </div></div><div class="c x9f y609 w99 he"><div class="t m0 x2e hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 749<span class="ls0"> </span></div></div><div class="c xa0 y609 w9a he"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y60a w96 hf"><div class="t m0 x9 hc y128 ff7 fs3 fc0 sc0 ls0 ws0">Powyżej 5 lat<span class="ff1"> </span></div></div><div class="c x9f y60a w99 hf"><div class="t m0 xa1 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y60a w9a hf"><div class="t m0 xa1 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y278 w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Kwoty płatne zgod<span class="_ _0"></span>nie z<span class="ff5"> </span>terminam<span class="_ _0"></span>i wymagaln<span class="_ _0"></span>ości zobowiąz<span class="_ _0"></span>ań handlo<span class="_ _0"></span>wych <span class="ff5">i </span>pozostałych<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x9f y278 w99 h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls7 ws0">89 04<span class="ls0">8 </span></div></div><div class="c xa0 y278 w9a h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">82 833 </div></div><div class="c x8 y60b w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">w ciągu 1 roku<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y60b w99 h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls7 ws0">89 04<span class="ls0">8 </span></div></div><div class="c xa0 y60b w9a h9"><div class="t m0 x2c hc y8e ff1 fs3 fc0 sc0 ls0 ws0">82 833 </div></div><div class="c x8 y60c w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">od 2 do 5 roku<span class="_ _0"></span> </div></div><div class="c x9f y60c w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y60c w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y60d w96 hf"><div class="t m0 x9 hc y128 ff7 fs3 fc0 sc0 ls0 ws0">Powyżej 5 lat<span class="ff1"> </span></div></div><div class="c x9f y60d w99 hf"><div class="t m0 xa1 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y60d w9a hf"><div class="t m0 xa1 hc y128 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y2b1 ff7 fs0 fc0 sc0 ls0 ws0">Zestawienie zawiera kwoty przyszłych odsetek  na dzień realizacji<span class="_ _0"></span> zobowiązania.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y60e ff7 fs0 fc0 sc0 ls0 ws0">Nie występują inne zobowiązania finansowe<span class="ff1"> o </span>okresie wymagalności powyżej 12 miesięcy.<span class="ff1"> </span></div><div class="t m0 x1 h23 y60f ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls31">24</span> <span class="_ _27"> </span>REZERWY </div></div><div class="c x2c y4b1 wf9 h54"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c xdc y4b1 w79 h54"><div class="t m0 x41 ha y610 ff5 fs3 fc4 sc0 ls0 ws0">Rezerwa <span class="ff1"> </span></div><div class="t m0 x25 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">na koszty <span class="ff1"> </span></div><div class="t m0 x3f ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">pracownicze<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xa y4b1 w80 h54"><div class="t m0 x41 ha y610 ff5 fs3 fc4 sc0 ls0 ws0">Rezerwa <span class="ff1"> </span></div><div class="t m0 x57 ha ya4 ff6 fs3 fc4 sc0 ls0 ws0">na przyszłe zo-</div><div class="t m0 xbc ha ya5 ff6 fs3 fc4 sc0 ls0 ws0">bowiązania<span class="ff1"> </span></div></div><div class="c xbe y4b1 w8b h54"><div class="t m0 x78 ha y610 ff5 fs3 fc4 sc0 ls0 ws0">Rezerwa na </div><div class="t m0 x5a ha ya4 ff6 fs3 fc4 sc0 ls0 ws0">produkcję </div><div class="t m0 x6f ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">w toku <span class="ff1"> </span></div></div><div class="c x99 y4b1 w80 h54"><div class="t m0 x78 ha y611 ff5 fs3 fc4 sc0 ls0 ws0">Rezerwa na </div><div class="t m0 x6f ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">zwroty<span class="ff1"> </span></div></div><div class="c xdd y4b1 w62 h54"><div class="t m0 x6f ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x2c y612 wf9 h6d"><div class="t m0 x9 ha y386 ff6 fs3 fc0 sc0 ls0 ws0">Stan na dzień 1 stycz<span class="_ _0"></span>nia 202<span class="_ _0"></span>3<span class="ff1"> </span></div></div><div class="c xdc y612 w7a h6d"><div class="t m0 x1 ha y386 ff5 fs3 fc0 sc0 ls7 ws0">3 918<span class="ff1 ls0"> </span></div></div><div class="c x9c y612 wfa h6d"><div class="t m0 x1 ha y386 ff5 fs3 fc0 sc0 ls7 ws0">3 650<span class="ff1 ls0"> </span></div></div><div class="c xbe y612 wfb h6d"><div class="t m0 x18 ha y386 ff5 fs3 fc0 sc0 ls7 ws0">564<span class="ff1 ls0"> </span></div></div><div class="c x91 y612 wfa h6d"><div class="t m0 x1 ha y386 ff5 fs3 fc0 sc0 ls7 ws0">2 515<span class="ff1 ls0"> </span></div></div><div class="c xdd y612 w64 h6d"><div class="t m0 x6f ha y386 ff5 fs3 fc0 sc0 ls0 ws0">10 647<span class="ff1"> </span></div></div><div class="c x2c y613 wf9 h11"><div class="t m0 x9 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">utworzone rezerwy<span class="_ _0"></span> w <span class="ff7">ciągu roku o<span class="_ _0"></span>bro-</span></div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">towego </div></div><div class="c xdc y613 w7a h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">1 304<span class="ls0"> </span></div></div><div class="c x9c y613 wfa h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">3 790<span class="ls0"> </span></div></div><div class="c xbe y613 wfb h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">1 080<span class="ls0"> </span></div></div><div class="c x91 y613 wfa h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">1 231<span class="ls0"> </span></div></div><div class="c xdd y613 w64 h11"><div class="t m0 x2f hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">7 405<span class="ls0"> </span></div></div><div class="c x2c y614 wf9 h6d"><div class="t m0 x9 hc y179 ff7 fs3 fc0 sc0 ls0 ws0">rozwiązanie /wykorzy<span class="_ _0"></span>stanie rezer<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c xdc y614 w7a h6d"><div class="t m0 x13 hc y179 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 105</span> </div></div><div class="c x9c y614 wfa h6d"><div class="t m0 x42 hc y179 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">509</span> </div></div><div class="c xbe y614 wfb h6d"><div class="t m0 x42 hc y179 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">717</span> </div></div><div class="c x91 y614 wfa h6d"><div class="t m0 x42 hc y179 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">713</span> </div></div><div class="c xdd y614 w64 h6d"><div class="t m0 x13 hc y179 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">3 044</span> </div></div><div class="c x2c y5d3 wf9 h6d"><div class="t m0 x9 ha y386 ff6 fs3 fc0 sc0 ls0 ws0">Stan na dzień <span class="ff5">31 <span class="_ _0"></span>grudnia 20<span class="_ _0"></span>23<span class="ff1"> </span></span></div></div><div class="c xdc y5d3 w7a h6d"><div class="t m0 x1 ha y386 ff5 fs3 fc0 sc0 ls7 ws0">4 117<span class="ff1 ls0"> </span></div></div><div class="c x9c y5d3 wfa h6d"><div class="t m0 x1 ha y386 ff5 fs3 fc0 sc0 ls7 ws0">6 931<span class="ff1 ls0"> </span></div></div><div class="c xbe y5d3 wfb h6d"><div class="t m0 x18 ha y386 ff5 fs3 fc0 sc0 ls7 ws0">927<span class="ff1 ls0"> </span></div></div><div class="c x91 y5d3 wfa h6d"><div class="t m0 x1 ha y386 ff5 fs3 fc0 sc0 ls7 ws0">3 033<span class="ff1 ls0"> </span></div></div><div class="c xdd y5d3 w64 h6d"><div class="t m0 x6f ha y386 ff5 fs3 fc0 sc0 ls0 ws0">15 008<span class="ff1"> </span></div></div><div class="c x2c y615 wf9 h11"><div class="t m0 x9 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">wykazane <span class="_ _2b"> </span>w <span class="ff7">zobowiązaniac<span class="_ _0"></span>h <span class="_ _2b"> </span>krótko-</span></div><div class="t m0 x9 ha ya5 ff1 fs3 fc0 sc0 ls0 ws0">terminowych<span class="ff5"> </span></div></div><div class="c xdc y615 w7a h11"><div class="t m0 x1 ha ya6 ff1 fs3 fc0 sc0 ls7 ws0">3 668<span class="ff5 ls0"> </span></div></div><div class="c x9c y615 wfa h11"><div class="t m0 x1 ha ya6 ff1 fs3 fc0 sc0 ls7 ws0">6 931<span class="ff5 ls0"> </span></div></div><div class="c xbe y615 wfb h11"><div class="t m0 x18 ha ya6 ff1 fs3 fc0 sc0 ls7 ws0">927<span class="ff5 ls0"> </span></div></div><div class="c x91 y615 wfa h11"><div class="t m0 x1 ha ya6 ff1 fs3 fc0 sc0 ls7 ws0">3 033<span class="ff5 ls0"> </span></div></div><div class="c xdd y615 w64 h11"><div class="t m0 x6f ha ya6 ff1 fs3 fc0 sc0 ls0 ws0">14 559<span class="ff5"> </span></div></div><div class="c x2c y616 wf9 h11"><div class="t m0 x9 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">wykazane w <span class="ff7">zobowiązaniac<span class="_ _0"></span>h długoter-</span></div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">minowych </div></div><div class="c xdc y616 w7a h11"><div class="t m0 x18 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">449<span class="ls0"> </span></div></div><div class="c x9c y616 wfa h11"><div class="t m0 x63 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbe y616 wfb h11"><div class="t m0 x63 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y616 wfa h11"><div class="t m0 xde hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xdd y616 w64 h11"><div class="t m0 x18 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">449<span class="ls0"> </span></div></div><div class="c x2c y617 wf9 h6d"><div class="t m0 x9 ha y179 ff6 fs3 fc0 sc0 ls0 ws0">Stan na dzień 1 stycz<span class="_ _0"></span>nia 202<span class="ff5">4<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xdc y617 w7a h6d"><div class="t m0 x1 ha y179 ff5 fs3 fc0 sc0 ls7 ws0">4 117<span class="ff1 ls0"> </span></div></div><div class="c x9c y617 wfa h6d"><div class="t m0 x1 ha y179 ff5 fs3 fc0 sc0 ls7 ws0">6 931<span class="ff1 ls0"> </span></div></div><div class="c xbe y617 wfb h6d"><div class="t m0 x18 ha y179 ff5 fs3 fc0 sc0 ls7 ws0">927<span class="ff1 ls0"> </span></div></div><div class="c x91 y617 wfa h6d"><div class="t m0 x1 ha y179 ff5 fs3 fc0 sc0 ls7 ws0">3 033<span class="ff1 ls0"> </span></div></div><div class="c xdd y617 w64 h6d"><div class="t m0 x6f ha y179 ff5 fs3 fc0 sc0 ls0 ws0">15 008<span class="ff1"> </span></div></div><div class="c x2c y618 wf9 h11"><div class="t m0 x9 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">utworzone rezerwy<span class="_ _0"></span> w <span class="ff7">ciągu roku ob<span class="_ _0"></span>ro-</span></div><div class="t m0 x9 ha ya5 ff1 fs3 fc0 sc0 ls0 ws0">towego<span class="ff5"> </span></div></div><div class="c xdc y618 w7a h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">1 284<span class="ls0"> </span></div></div><div class="c x9c y618 wfa h11"><div class="t m0 x18 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">877<span class="ls0"> </span></div></div><div class="c xbe y618 wfb h11"><div class="t m0 x18 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">199<span class="ls0"> </span></div></div><div class="c x91 y618 wfa h11"><div class="t m0 x18 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">662<span class="ls0"> </span></div></div><div class="c xdd y618 w64 h11"><div class="t m0 x2f hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">3 022<span class="ls0"> </span></div></div><div class="c x2c y619 wf9 h6d"><div class="t m0 x9 hc y386 ff7 fs3 fc0 sc0 ls0 ws0">rozwiązanie /wykorzy<span class="_ _0"></span>stanie rezer<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c xdc y619 w7a h6d"><div class="t m0 x13 hc y386 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">1 219</span> </div></div><div class="c x9c y619 wfa h6d"><div class="t m0 x13 hc y386 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">3 043</span> </div></div><div class="c xbe y619 wfb h6d"><div class="t m0 x63 hc y386 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y619 wfa h6d"><div class="t m0 x42 hc y386 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">959</span> </div></div><div class="c xdd y619 w64 h6d"><div class="t m0 x13 hc y386 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">5 221</span> </div></div><div class="c x2c y61a wf9 h6d"><div class="t m0 x9 ha y179 ff6 fs3 fc0 sc0 ls0 ws0">Stan na dzień <span class="ff5">31 <span class="_ _0"></span>grudnia 20<span class="_ _0"></span>24<span class="ff1"> </span></span></div></div><div class="c xdc y61a w7a h6d"><div class="t m0 x1 ha y179 ff5 fs3 fc0 sc0 ls7 ws0">4 182<span class="ls0"> </span></div></div><div class="c x9c y61a wfa h6d"><div class="t m0 x1 ha y179 ff5 fs3 fc0 sc0 ls7 ws0">4 765<span class="ls0"> </span></div></div><div class="c xbe y61a wfb h6d"><div class="t m0 x1 ha y179 ff5 fs3 fc0 sc0 ls7 ws0">1 126<span class="ls0"> </span></div></div><div class="c x91 y61a wfa h6d"><div class="t m0 x1 ha y179 ff5 fs3 fc0 sc0 ls7 ws0">2 736<span class="ls0"> </span></div></div><div class="c xdd y61a w64 h6d"><div class="t m0 x6f ha y179 ff5 fs3 fc0 sc0 ls0 ws0">12 809 </div></div><div class="c x2c y61b wf9 h13"><div class="t m0 x9 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">wykazane <span class="_ _2b"> </span>w <span class="ff7">zobowiązaniac<span class="_ _0"></span>h <span class="_ _2b"> </span>krótko-</span></div><div class="t m0 x9 ha ya5 ff1 fs3 fc0 sc0 ls0 ws0">terminowych<span class="ff5"> </span></div></div><div class="c xdc y61b w7a h13"><div class="t m0 x1 ha ya6 ff1 fs3 fc0 sc0 ls7 ws0">3 666<span class="ff5 ls0"> </span></div></div><div class="c x9c y61b wfa h13"><div class="t m0 x1 ha ya6 ff1 fs3 fc0 sc0 ls7 ws0">4 765<span class="ff5 ls0"> </span></div></div><div class="c xbe y61b wfb h13"><div class="t m0 x1 ha ya6 ff1 fs3 fc0 sc0 ls7 ws0">1 126<span class="ff5 ls0"> </span></div></div><div class="c x91 y61b wfa h13"><div class="t m0 x1 ha ya6 ff1 fs3 fc0 sc0 ls7 ws0">2 736<span class="ff5 ls0"> </span></div></div><div class="c xdd y61b w64 h13"><div class="t m0 x6f ha ya6 ff1 fs3 fc0 sc0 ls0 ws0">12 293<span class="ff5"> </span></div></div><div class="c x2c y61c wf9 h11"><div class="t m0 x9 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">wykazane w <span class="ff7">zobowiązaniac<span class="_ _0"></span>h długoter-</span></div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">minowych </div></div><div class="c xdc y61c w7a h11"><div class="t m0 x18 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">516<span class="ls0"> </span></div></div><div class="c x9c y61c wfa h11"><div class="t m0 x63 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbe y61c wfb h11"><div class="t m0 x63 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x91 y61c wfa h11"><div class="t m0 xde hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xdd y61c w64 h11"><div class="t m0 x18 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">516<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y61d ff7 fs0 fc0 sc0 ls0 ws0">Utworzone rezerwy odniesione zostały odpowiednio <span class="_ _6"></span><span class="ff1">w </span>koszty zarządu, s<span class="_ _6"></span>przedaży lub w<span class="ff1"> </span>pozostałe kosz<span class="_ _6"></span>ty operacyjne, a<span class="ff1"> </span>rozwiązane </div><div class="t m0 x1 h2 y61e ff7 fs0 fc0 sc0 ls0 ws0">rezerwy odniesione zostały odpowie<span class="_ _0"></span>dnio na zmniejszenie kosztów zarządu i<span class="_ _6"></span><span class="ff1"> </span>sprzedaży lub w<span class="ff1"> </span>pozostałe przychody operacyjne.<span class="ff1"> </span></div><div class="t m0 x1 h2 y61f ff1 fs0 fc0 sc0 ls0 ws0">Na saldo rezerw na 31.12.2024 <span class="ff7">rok składają się:</span> </div></div><div class="c x8 y204 wfc h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xdf y204 wfd h9"><div class="t m0 x5b ha y72 ff5 fs3 fc4 sc0 ls0 ws0">Razem <span class="ls7">12</span> <span class="ls7">809 <span class="_ _0"></span><span class="ff6 ls0">tys. zł<span class="ff5"> </span></span></span></div></div><div class="c x8 y620 wfc h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">rezerwa długoter<span class="_ _0"></span>minowa na odpra<span class="_ _0"></span>wy emerytaln<span class="_ _0"></span>e<span class="ff1"> </span></div></div><div class="c xdf y620 wfe h9"><div class="t m0 xe0 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">516 <span class="ff7 ls0">tys. zł<span class="ff1"> </span></span></div></div><div class="c x8 y621 wfc h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">rezerwa krótkoter<span class="_ _0"></span>minowa na odpr<span class="_ _0"></span>awy emerytalne<span class="_ _0"></span> </div></div><div class="c xdf y621 wfe h9"><div class="t m0 xe1 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">85 <span class="ff7 ls0">tys. zł<span class="ff1"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x7 y622 w5 h6e" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 wff h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls22 ws0">48<span class="ls0"> </span></div></div><div class="c x8 yea wfc h9"><div class="t m0 x9 ha y72 ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xdf yea wfd h9"><div class="t m0 x5b ha y72 ff5 fs3 fc4 sc0 ls0 ws0">Razem <span class="ls7">12</span> <span class="ls7">809 <span class="_ _0"></span><span class="ff6 ls0">tys. zł<span class="ff5"> </span></span></span></div></div><div class="c x8 yeb wfc h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">rezerwa krótkoter<span class="_ _0"></span>minowa na niew<span class="_ _0"></span>ykorzystane u<span class="_ _0"></span>rlopy </div></div><div class="c xdf yeb wfe h9"><div class="t m0 x7f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">2 996 <span class="ff7">tys. zł</span> </div></div><div class="c x8 y623 wfc h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">rezerwa krótkoter<span class="_ _0"></span>minowa na niew<span class="_ _0"></span>ypłacone premie<span class="_ _0"></span> <span class="ff1"> </span></div></div><div class="c xdf y623 wfe h9"><div class="t m0 xe0 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">200 <span class="ff7 ls0">tys. zł<span class="ff1"> </span></span></div></div><div class="c x8 y45b wfc h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">rezerwa krótkoter<span class="_ _0"></span>minowa na us<span class="_ _0"></span>ługi szycia<span class="ff1"> </span></div></div><div class="c xdf y45b wfe h9"><div class="t m0 x7f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">1 126 <span class="ff7">tys. zł</span> </div></div><div class="c x8 y624 wfc h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">rezerwa na przyszłe<span class="_ _0"></span> zobowiązania<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xdf y624 wfe h9"><div class="t m0 x7f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">4 307 <span class="ff7">tys. zł</span> </div></div><div class="c x8 y625 wfc h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">rezerwa na zwroty<span class="_ _0"></span> </div></div><div class="c xdf y625 wfe h9"><div class="t m0 x7f hc y72 ff1 fs3 fc0 sc0 ls0 ws0">2 736 <span class="ff7">tys. zł</span> </div></div><div class="c x8 y20b wfc h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">rezerwa krótkoter<span class="_ _0"></span>minowa na odpr<span class="_ _0"></span>awy ekono<span class="_ _0"></span>miczne               </div></div><div class="c xdf y20b wfe h9"><div class="t m0 xe0 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">385 <span class="ff7 ls0">tys. zł<span class="ff1"> </span></span></div></div><div class="c x8 y626 wfc h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">rezerwa na likwidac<span class="_ _0"></span>je środków trw<span class="_ _0"></span>ałych<span class="ff1"> </span></div></div><div class="c xdf y626 wfe h9"><div class="t m0 xe0 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">458 <span class="ff7 ls0">tys. zł<span class="ff1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y627 ff7 fs0 fc0 sc0 ls0 ws0">Rezerwy na <span class="_ _0"></span>odprawy e<span class="_ _0"></span>merytalne są kalk<span class="_ _0"></span>ulowane przez <span class="_ _0"></span>niezależnego aktuariusza. Gł<span class="_ _0"></span>ówne za<span class="_ _0"></span>łożenia aktuarialne, które<span class="_ _0"></span> zosta<span class="_ _0"></span>ły przy-</div><div class="t m0 x1 h2 y628 ff7 fs0 fc0 sc0 ls0 ws0">jęte <span class="_ _15"></span>do <span class="_ _15"></span>kalkulacji <span class="_ _15"></span>wyniosły: <span class="_ _15"></span>stopa <span class="_ _15"></span>dyskontowa <span class="_ _1a"> </span><span class="ff1 ls2">5,<span class="ls0">8</span></span>%, <span class="_ _15"></span>długookresowa <span class="_ _14"></span>roczn<span class="_ _6"></span>a <span class="_ _15"></span>stopa <span class="_ _15"></span>wzrostu <span class="_ _15"></span>wynagrodzeń <span class="_ _1a"> </span><span class="ff1">5% <span class="_ _15"></span>w 2025r., <span class="_ _15"></span>dalej <span class="_ _15"></span>3%. </span></div><div class="t m0 x1 h2 y629 ff1 fs0 fc0 sc0 ls0 ws0">P<span class="ff7">rawdopodobieństwo <span class="_ _0"></span>odejść <span class="_ _0"></span>pracowników <span class="ff1">obli<span class="_ _0"></span>czono <span class="_ _0"></span>na pod<span class="_ _0"></span>stawie <span class="_ _0"></span>historycznych <span class="_ _0"></span>danych <span class="_ _1"></span>rotacji zatrudnienia <span class="_ _0"></span>w <span class="ff7">Spółce</span> oraz<span class="_ _0"></span> d<span class="_ _0"></span>anych </span></span></div><div class="t m0 x1 h2 y62a ff7 fs0 fc0 sc0 ls0 ws0">statystycznych dotyczących odejść pracowniczych w branży.<span class="ff1"> </span></div><div class="t m0 x1 h23 y62b ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls31">25</span> <span class="_ _2c"> </span><span class="ff3">KAPITAŁ ZAKŁ<span class="_ _0"></span>ADOWY<span class="ff4"> </span></span></div></div><div class="c x8 y48a w100 h6f"><div class="t m0 x9 ha y409 ff5 fs3 fc2 sc0 ls0 ws0">Seria / emi-</div><div class="t m0 x9 ha y3e0 ff5 fs3 fc2 sc0 ls0 ws0">sja<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha y78 ff6 fs3 fc2 sc0 ls0 ws0">(zł.)<span class="ff5"> </span></div></div><div class="c xe2 y48a w33 h6f"><div class="t m0 x9 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">Rodzaj akcji </div></div><div class="c xe3 y48a w101 h6f"><div class="t m0 x9 ha y409 ff5 fs3 fc4 sc0 ls0 ws0">Rodzaj </div><div class="t m0 x9 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">uprzywilejo-</div><div class="t m0 x9 ha y78 ff5 fs3 fc4 sc0 ls0 ws0">wania akcji </div></div><div class="c xe4 y48a wbd h6f"><div class="t m0 x9 ha y38a ff5 fs3 fc4 sc0 ls0 ws0">Rodzaj  </div><div class="t m0 x9 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">ogranicze-</div><div class="t m0 x9 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">nia praw do </div><div class="t m0 x9 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">akcji </div></div><div class="c xe5 y48a w102 h6f"><div class="t m0 x9 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xe6 y48a w103 h6f"><div class="t m0 x9 ha y38a ff6 fs3 fc4 sc0 ls0 ws0">Wartość se-</div><div class="t m0 x9 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">rii/ emisji wg </div><div class="t m0 x9 ha y74 ff6 fs3 fc4 sc0 ls0 ws0">wartości no-</div><div class="t m0 x9 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">minalnej </div></div><div class="c xe7 y48a w104 h6f"><div class="t m0 x9 ha y409 ff5 fs3 fc4 sc0 ls0 ws0">Sposób </div><div class="t m0 x9 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">pokrycia </div><div class="t m0 x9 ha y78 ff6 fs3 fc4 sc0 ls0 ws0">kapitału<span class="ff5"> </span></div></div><div class="c x75 y48a w3e h6f"><div class="t m0 x9 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Data reje-</div><div class="t m0 x9 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">stracji </div></div><div class="c xbf y48a w105 h6f"><div class="t m0 x9 ha y409 ff5 fs3 fc4 sc0 ls0 ws0">Prawo do </div><div class="t m0 x9 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">dywidendy <span class="_ _0"></span> </div><div class="t m0 x9 ha y78 ff5 fs3 fc4 sc0 ls0 ws0">(od daty) </div></div><div class="c x8 y62c w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja &quot;A&quot; </div></div><div class="c xe2 y62c w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y62c w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y62c we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y62c w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">1 000 000 </div></div><div class="c xe6 y62c w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y62c w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y62c w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">1991<span class="ls0">-</span>04<span class="ls0">-</span>30<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y62c w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y62d w100 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Podział emi-</div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">sji &quot;A&quot; (1 : 5) </div></div><div class="c xe2 y62d w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y62d w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y62d we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y62d w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">5 000 000 </div></div><div class="c xe6 y62d w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y62d w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y62d w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">1994<span class="ls0">-</span>01<span class="ls0">-</span>28<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y62d w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y1a2 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja &quot;B&quot; </div></div><div class="c xe2 y1a2 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y1a2 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y1a2 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y1a2 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">1 000 000 </div></div><div class="c xe6 y1a2 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y1a2 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y1a2 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">1995<span class="ls0">-</span>01<span class="ls0">-</span>05<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y1a2 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y62e w100 hd"><div class="t m0 x9 hc y74 ff1 fs3 fc0 sc0 ls0 ws0">Umorzenie </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">akcji </div></div><div class="c xe2 y62e w106 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe3 y62e w107 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y62e we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y62e w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">-1 115 470 </div></div><div class="c xe6 y62e w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y62e w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y62e w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe8 y62e w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y62f w100 h18"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7 ls38">„D”</span> </div></div><div class="c xe2 y62f w106 h18"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y62f w107 h18"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y62f we6 h18"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y62f w108 h18"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> 2 281 125 </div></div><div class="c xe6 y62f w109 h18"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y62f w10a h18"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y62f w10b h18"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2006<span class="ls0">-</span>08<span class="ls0">-</span>31<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y62f w10c h18"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y314 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7">„F”</span> </div></div><div class="c xe2 y314 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y314 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y314 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y314 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> 716 564 </div></div><div class="c xe6 y314 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y314 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y314 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2006<span class="ls0">-</span>11<span class="ls0">-</span>30<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y314 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y267 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7">„C”</span> </div></div><div class="c xe2 y267 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y267 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y267 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y267 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> 140 000 </div></div><div class="c xe6 y267 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y267 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y267 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2007<span class="ls0">-</span>01<span class="ls0">-</span>22<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y267 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y17e w100 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Podział akcji </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">(1 : 10) </div></div><div class="c xe2 y17e w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y17e w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y17e we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y17e w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">80<span class="ls0"> 222 190 </span></div></div><div class="c xe6 y17e w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y17e w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y17e w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2007<span class="ls0">-</span>09<span class="ls0">-</span>06<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y17e w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y4f4 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7">„G”</span> </div></div><div class="c xe2 y4f4 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y4f4 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y4f4 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y4f4 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">8 021 810 </div></div><div class="c xe6 y4f4 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y4f4 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y4f4 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2008<span class="ls0">-</span>10<span class="ls0">-</span>06<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y4f4 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y630 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7">„H”</span> </div></div><div class="c xe2 y630 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y630 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y630 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y630 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">15<span class="ls0"> 059 932 </span></div></div><div class="c xe6 y630 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y630 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y630 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2008<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y630 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y5d8 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7">„I”</span> </div></div><div class="c xe2 y5d8 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y5d8 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y5d8 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y5d8 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">8 247423 </div></div><div class="c xe6 y5d8 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y5d8 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y5d8 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2009<span class="ls0">-</span>12<span class="ls0">-</span>17<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y5d8 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y516 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7">„K”</span> </div></div><div class="c xe2 y516 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y516 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y516 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y516 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">22<span class="ls0"> 310 270 </span></div></div><div class="c xe6 y516 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y516 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y516 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2012<span class="ls0">-</span>09<span class="ls0">-</span>12<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y516 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y631 w100 h18"><div class="t m0 x9 hc y4ba ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7">„M”</span> </div></div><div class="c xe2 y631 w106 h18"><div class="t m0 x9 hc y4ba ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y631 w107 h18"><div class="t m0 x9 hc y4bc ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y631 we6 h18"><div class="t m0 x9 hc y4ba ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y631 w108 h18"><div class="t m0 x9 hc y4ba ff1 fs3 fc0 sc0 ls7 ws0">40<span class="ls0"> 000 000 </span></div></div><div class="c xe6 y631 w109 h18"><div class="t m0 x9 hc y4ba ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y631 w10a h18"><div class="t m0 x9 hc y4ba ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y631 w10b h18"><div class="t m0 x9 hc y4ba ff1 fs3 fc0 sc0 ls7 ws0">2013<span class="ls0">-</span>09<span class="ls0">-</span>16<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y631 w10c h18"><div class="t m0 x9 hc y4ba ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y156 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7 ls38">„L”</span> </div></div><div class="c xe2 y156 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y156 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y156 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y156 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">859 366 </div></div><div class="c xe6 y156 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y156 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y156 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2015<span class="ls0">-</span>06<span class="ls0">-</span>19<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y156 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y632 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7 ls38">„L”</span> </div></div><div class="c xe2 y632 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y632 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y632 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y632 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">473 973 </div></div><div class="c xe6 y632 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y632 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y632 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2016<span class="ls0">-</span>10<span class="ls0">-</span>11<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y632 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y633 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7">„N”</span> </div></div><div class="c xe2 y633 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y633 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y633 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y633 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">1 980 000 </div></div><div class="c xe6 y633 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y633 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y633 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2016<span class="ls0">-</span>10<span class="ls0">-</span>11<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y633 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y273 w100 hd"><div class="t m0 x9 hc y634 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7">„N”</span> </div></div><div class="c xe2 y273 w106 hd"><div class="t m0 x9 hc y634 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y273 w107 hd"><div class="t m0 x9 hc y4c0 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y273 we6 hd"><div class="t m0 x9 hc y634 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y273 w108 hd"><div class="t m0 x9 hc y634 ff1 fs3 fc0 sc0 ls0 ws0">2 020 000 </div></div><div class="c xe6 y273 w109 hd"><div class="t m0 x9 hc y634 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y273 w10a hd"><div class="t m0 x9 hc y634 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y273 w10b hd"><div class="t m0 x9 hc y634 ff1 fs3 fc0 sc0 ls7 ws0">2017<span class="ls0">-</span>07<span class="ls0">-</span>07<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y273 w10c hd"><div class="t m0 x9 hc y634 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y229 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7">„N”</span> </div></div><div class="c xe2 y229 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y229 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y229 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y229 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">2 000 000 </div></div><div class="c xe6 y229 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y229 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y229 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2018<span class="ls0">-</span>06<span class="ls0">-</span>29<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y229 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y635 w100 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">Emisja -<span class="ff7">„O”</span> </div></div><div class="c xe2 y635 w106 hd"><div class="t m0 x9 hc y78 ff7 fs3 fc0 sc0 ls0 ws0">zwykła<span class="ff1"> </span></div></div><div class="c xe3 y635 w107 hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">zwykła na </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">okaziciela </div></div><div class="c xe4 y635 we6 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y635 w108 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">53<span class="ls0"> 260 879 </span></div></div><div class="c xe6 y635 w109 hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y635 w10a hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y635 w10b hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">2018<span class="ls0">-</span>12<span class="ls0">-</span>28<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xe8 y635 w10c hd"><div class="t m0 x9 hc y78 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x7 y622 w5 h6e" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 w66 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls22 ws0">49<span class="ls0"> </span></div></div><div class="c x8 y636 w100 h6f"><div class="t m0 x9 ha y409 ff5 fs3 fc2 sc0 ls0 ws0">Seria / emi-</div><div class="t m0 x9 ha y3e0 ff5 fs3 fc2 sc0 ls0 ws0">sja<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha y78 ff6 fs3 fc2 sc0 ls0 ws0">(zł.)<span class="ff5"> </span></div></div><div class="c xe2 y636 w33 h6f"><div class="t m0 x9 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">Rodzaj akcji </div></div><div class="c xe3 y636 w101 h6f"><div class="t m0 x9 ha y409 ff5 fs3 fc4 sc0 ls0 ws0">Rodzaj </div><div class="t m0 x9 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">uprzywilejo-</div><div class="t m0 x9 ha y78 ff5 fs3 fc4 sc0 ls0 ws0">wania akcji </div></div><div class="c xe4 y636 wbd h6f"><div class="t m0 x9 ha y38a ff5 fs3 fc4 sc0 ls0 ws0">Rodzaj  </div><div class="t m0 x9 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">ogranicze-</div><div class="t m0 x9 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">nia praw do </div><div class="t m0 x9 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">akcji </div></div><div class="c xe5 y636 w102 h6f"><div class="t m0 x9 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xe6 y636 w103 h6f"><div class="t m0 x9 ha y38a ff6 fs3 fc4 sc0 ls0 ws0">Wartość se-</div><div class="t m0 x9 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">rii/ emisji wg </div><div class="t m0 x9 ha y74 ff6 fs3 fc4 sc0 ls0 ws0">wartości no-</div><div class="t m0 x9 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">minalnej </div></div><div class="c xe7 y636 w104 h6f"><div class="t m0 x9 ha y409 ff5 fs3 fc4 sc0 ls0 ws0">Sposób </div><div class="t m0 x9 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">pokrycia </div><div class="t m0 x9 ha y78 ff6 fs3 fc4 sc0 ls0 ws0">kapitału<span class="ff5"> </span></div></div><div class="c x75 y636 w3e h6f"><div class="t m0 x9 ha y75 ff5 fs3 fc4 sc0 ls0 ws0">Data reje-</div><div class="t m0 x9 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">stracji </div></div><div class="c xe8 y636 w105 h6f"><div class="t m0 x9 ha y409 ff5 fs3 fc4 sc0 ls0 ws0">Prawo do </div><div class="t m0 x9 ha y3e0 ff5 fs3 fc4 sc0 ls0 ws0">dywidendy <span class="_ _0"></span> </div><div class="t m0 x9 ha y78 ff5 fs3 fc4 sc0 ls0 ws0">(od daty) </div></div><div class="c x8 y637 w10d h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Liczba akcji, razem<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xe4 y637 we6 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y637 w108 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">234<span class="ls0"> 455 840<span class="ff1"> </span></span></div></div><div class="c xe6 y637 w109 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y637 w10a h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y637 w10b h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe8 y637 w10c h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y638 w10d h9"><div class="t m0 x9 ha y72 ff6 fs3 fc0 sc0 ls0 ws0">Kapitał zakłado<span class="_ _0"></span>wy, razem<span class="ff1"> </span></div></div><div class="c xe4 y638 we6 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y638 w108 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y638 w109 h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">49<span class="ls0"> 122 108<span class="ff1"> </span></span></div></div><div class="c xe7 y638 w10a h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc9 y638 w10b h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe8 y638 w10c h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y639 ff6 fs3 fc0 sc0 ls0 ws0">Wartość nominalna<span class="_ _0"></span> jednej ak<span class="_ _0"></span>cji (w zł) = 0,20 z<span class="_ _0"></span>ł<span class="ff1 fs0"> </span></div><div class="t m0 x1 h2 y63a ff7 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> </span>posiada jeden rodzaj akcji zwykłych bez prawa do stałego dochodu.<span class="ff1"> </span></div><div class="t m0 x1 h2 y63b ff7 fs0 fc0 sc0 ls0 ws0">Na dzień <span class="ff1">31 grudnia 2024 </span>roku wszystkie wyemitowane akcje były w<span class="ff1"> </span>pełni opłacone.<span class="ff1"> </span></div><div class="t m0 x1 h7 y63c ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y63d w10e hd"><div class="t m0 x9 ha y74 ff6 fs3 fc2 sc0 ls0 ws0">Kapitał zakłado<span class="_ _0"></span>wy<span class="ff1 fc6"> </span></div><div class="t m0 x9 ha y76 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł.)<span class="ff5"> </span></div></div><div class="c x9f y63d w10f hd"><div class="t m0 x6f ha y78 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y63d w98 hd"><div class="t m0 x6f ha y78 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y63e w10e hb"><div class="t m0 x9 ha y75 ff5 fs3 fc0 sc0 ls0 ws0">Zarejestrowany<span class="_ _0"></span><span class="ff1 ls39">: <span class="ls0"> </span></span></div><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">234.455.840 zwyk<span class="_ _0"></span>łych akcji po 0,2<span class="_ _0"></span>0 zł. każda ( <span class="ff1">Rok 2024<span class="_ _0"></span><span class="ff7">: 234.455.84<span class="_ _0"></span>0 zwykłych akcji po </span></span></div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">0,20 zł. każda)<span class="ff1"> </span></div></div><div class="c x9f y63e w110 hb"><div class="t m0 x9b hc y74 ff1 fs3 fc0 sc0 ls0 ws0">49 122 </div></div><div class="c xa0 y63e w9a hb"><div class="t m0 x9b hc y74 ff1 fs3 fc0 sc0 ls0 ws0">49 122 </div></div><div class="c x8 y63f w10e hb"><div class="t m0 x9 ha y75 ff5 fs3 fc0 sc0 ls0 ws0">Wyemitowany<span class="ff1 ls39">: <span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">234.455.840 zwyk<span class="_ _0"></span>łych akcji po 0,2<span class="_ _0"></span>0 zł. każda ( <span class="ff1">Rok 2024<span class="_ _0"></span><span class="ff7">: 234.455.84<span class="_ _0"></span>0 zwykłych akcji po </span></span></div><div class="t m0 x9 hc y76 ff7 fs3 fc0 sc0 ls0 ws0">0,20 zł. każda)<span class="ff1"> </span></div></div><div class="c x9f y63f w110 hb"><div class="t m0 x9b hc y74 ff1 fs3 fc0 sc0 ls0 ws0">49 122 </div></div><div class="c xa0 y63f w9a hb"><div class="t m0 x9b hc y74 ff1 fs3 fc0 sc0 ls0 ws0">49 122 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y640 ff1 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _11"></span>z <span class="_ _6"></span><span class="ff7">wymogami <span class="_ _6"></span>Ko<span class="_ _6"></span>deksu <span class="_ _6"></span>Spółek <span class="_ _11"></span>H<span class="_ _6"></span>andlowych, <span class="_ _11"></span>s<span class="_ _6"></span>półka <span class="_ _11"></span>jest</span> <span class="_ _11"></span><span class="ff7">obowiązana <span class="_ _11"></span>utworzyć <span class="_ _11"></span>kapitał <span class="_ _11"></span>zapasowy <span class="_ _11"></span>na <span class="_ _11"></span>pokrycie <span class="_ _11"></span>straty. <span class="_ _11"></span>D<span class="_ _6"></span>o <span class="_ _11"></span>tej </span></div><div class="t m0 x1 h2 y641 ff7 fs0 fc0 sc0 ls0 ws0">kategorii kapitału <span class="_ _6"></span>przelewa <span class="_ _6"></span>się <span class="_ _6"></span><span class="ff1">co <span class="_ _6"></span>najmniej 8<span class="_ _6"></span>% zysku <span class="_ _11"></span>za dany <span class="_ _6"></span>rok o<span class="_ _6"></span>brotowy wykazanego <span class="_ _6"></span>w </span>sprawozdaniu <span class="_ _6"></span>spółki, <span class="_ _6"></span>dopóki kapitał <span class="_ _6"></span>ten </div><div class="t m0 x1 h2 y642 ff7 fs0 fc0 sc0 ls0 ws0">nie <span class="_ _15"></span>osiągnie <span class="_ _15"></span>co <span class="_ _15"> </span>najmniej <span class="_ _15"></span>jednej <span class="_ _15"></span>trzeciej <span class="_ _15"></span>kapitału <span class="_ _15"></span>podstawowego  spółki.<span class="ff1"> <span class="_ _14"></span>O </span>użyciu <span class="_ _15"> </span>kapitału <span class="_ _15"> </span>zapasowego <span class="_ _15"> </span>i<span class="_ _6"></span><span class="ff1"> rezerwowego <span class="_ _15"></span>rozstrzyga </span></div><div class="t m0 x1 h2 y372 ff7 fs0 fc0 sc0 ls0 ws0">Walne Zgromadzenie, <span class="_ _6"></span>jednak części kapitału <span class="_ _6"></span>zapasowego w<span class="_ _6"></span><span class="ff1"> </span>wysokości jednej <span class="_ _6"></span>trzeciej kapitału zakładowego <span class="_ _6"></span>można użyć jedynie <span class="_ _6"></span>na </div><div class="t m0 x1 h2 y643 ff1 fs0 fc0 sc0 ls0 ws0">pokrycie straty wykazanej w sprawozdaniu finansowym <span class="ff7">spółki</span> i <span class="ff7">nie podlega ona podziałowi na inne cele. </span> </div><div class="t m0 x1 h23 y644 ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls31">26</span> <span class="_ _1e"> </span><span class="ff3">KAPITAŁ </span>ZAPAS<span class="_ _0"></span>OWY </div></div><div class="c x8 y645 w111 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 y645 w112 h9"><div class="t m0 x29 ha y8e ff6 fs3 fc4 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x8 y646 w111 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczn<span class="_ _0"></span>ia 2023 </div></div><div class="c xe9 y646 w113 h9"><div class="t m0 x29 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">580 028 </div></div><div class="c x8 y647 w111 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Z emisji akcji </div></div><div class="c xe9 y647 w113 h9"><div class="t m0 x4f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y267 w111 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Ze sprzedaży środ<span class="_ _0"></span>ków trwałych<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xe9 y267 w113 h9"><div class="t m0 x4f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y648 w111 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Z podziału zysku<span class="_ _0"></span> WZA<span class="ff1"> </span></div></div><div class="c xe9 y648 w113 h9"><div class="t m0 xe0 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">48 359 </div></div><div class="c x8 y649 w111 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Dywidend<span class="_ _0"></span>a </div></div><div class="c xe9 y649 w113 h9"><div class="t m0 xea hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-46 891 </div></div><div class="c x8 y64a w111 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2023<span class="_ _0"></span> </div></div><div class="c xe9 y64a w113 h9"><div class="t m0 x29 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">581 496 </div></div><div class="c x8 y64b w111 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczn<span class="_ _0"></span>ia 2024 </div></div><div class="c xe9 y64b w113 h9"><div class="t m0 x29 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">581 496 </div></div><div class="c x8 y64c w111 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Z emisji akcji </div></div><div class="c xe9 y64c w113 h9"><div class="t m0 x4f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y64d w111 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Ze sprzedaży środ<span class="_ _0"></span>ków trwałych<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xe9 y64d w113 h9"><div class="t m0 x4f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y64e w111 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Z podziału zysku<span class="_ _0"></span> WZA<span class="ff1"> </span></div></div><div class="c xe9 y64e w113 h9"><div class="t m0 xe0 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c x8 y356 w111 hf"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Dywidend<span class="_ _0"></span>a </div></div><div class="c xe9 y356 w113 hf"><div class="t m0 xea hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-21 101 </div></div><div class="c x8 y64f w111 he"><div class="t m0 x9 ha y413 ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2024<span class="_ _0"></span> </div></div><div class="c xe9 y64f w113 he"><div class="t m0 x29 ha y413 ff5 fs3 fc0 sc0 ls0 ws0">588 588 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y650 ff7 fs0 fc0 sc0 ls0 ws0">Na wartość prezentowaną w<span class="ff1"> </span>pozycji kapitał zapasowy składają się:<span class="ff1"> </span></div><div class="t m0 x1 h2 y651 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">premia z <span class="ff7">tytułu emisji akcji po cenie przewyższającej ich wartość nominalną, pomniejszona</span> o <span class="_ _6"></span>koszty emisji, </span></span></div><div class="t m0 x1 h2 y652 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">kwoty zysków z <span class="ff7">lat ubiegłych, zakwalifikowane na podstawie decyzji Walnych Zgromadzeń Akcjonariuszy.</span> </span></span></div><div class="t m0 x1 h23 y653 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 26A <span class="ff3">POZOST<span class="_ _0"></span>AŁE KAPI<span class="_ _0"></span>TAŁY (REZERW<span class="_ _0"></span>OWY)<span class="ff4"> </span></span></div></div><div class="c x8 y654 w111 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 y654 w112 h9"><div class="t m0 x29 ha y8e ff6 fs3 fc4 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x8 y655 w111 h9"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczn<span class="_ _0"></span>ia 2023<span class="ff5"> </span></div></div><div class="c xe9 y655 w113 h9"><div class="t m0 xe0 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">17 390<span class="ff5"> </span></div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x7 y656 w5 h70" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 wff h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls3a ws0">50<span class="ls0"> </span></div></div><div class="c x8 yea w111 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 yea w112 h9"><div class="t m0 x29 ha y8e ff6 fs3 fc4 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x8 yeb w111 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu wyceny progr<span class="_ _0"></span>amu opcyjneg<span class="_ _0"></span>o<span class="ff1"> </span></div></div><div class="c xe9 yeb w113 h9"><div class="t m0 x4f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 yec w111 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2023<span class="_ _0"></span> </div></div><div class="c xe9 yec w113 h9"><div class="t m0 xe0 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">17 390 </div></div><div class="c x8 yed w111 h9"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczn<span class="_ _0"></span>ia 2024<span class="ff5"> </span></div></div><div class="c xe9 yed w113 h9"><div class="t m0 xe0 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">17 390<span class="ff5"> </span></div></div><div class="c x8 y657 w111 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zwiększenia z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu wyceny progr<span class="_ _0"></span>amu opcyjneg<span class="_ _0"></span>o<span class="ff1"> </span></div></div><div class="c xe9 y657 w113 h9"><div class="t m0 x4f hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y658 w111 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 31 grudnia <span class="_ _0"></span>2024<span class="_ _0"></span> </div></div><div class="c xe9 y658 w113 h9"><div class="t m0 xe0 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">17 390 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y659 ff7 fs0 fc0 sc0 ls0 ws0">Kapitał rezerwowy jest tworzony z<span class="ff1"> wyceny programu motywacyjnego opcji na akcje proporcjonalnie do czasu trwania programu. </span></div><div class="t m0 x1 h2 y65a ff1 fs0 fc0 sc0 ls0 ws0">W dniu 31 grudnia 2024 <span class="ff7">roku wygasł program motywacyjny uchwalony 27.06.2018 roku.</span> </div><div class="t m0 x1 h23 y65b ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls37">27</span> <span class="_ _1d"> </span>NIEPODZIELONY WYNI<span class="_ _0"></span>K FINA<span class="_ _0"></span>NSOWY  </div></div><div class="c x8 y65c w111 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 y65c w112 h9"><div class="t m0 x29 ha y8e ff6 fs3 fc4 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x8 y258 w111 hf"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2023<span class="ff1"> </span></div></div><div class="c xe9 y258 w113 hf"><div class="t m0 xe0 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">53 551<span class="ff1"> </span></div></div><div class="c x8 y65d w111 h9"><div class="t m0 x9 ha y8e ff7 fs3 fc0 sc0 ls0 ws0">Zasilenie kapitału za<span class="_ _0"></span>pasowego WZ<span class="_ _0"></span>A<span class="ff5"> </span></div></div><div class="c xe9 y65d w113 h9"><div class="t m0 xea ha y8e ff1 fs3 fc0 sc0 ls0 ws0">-48 359<span class="ff5"> </span></div></div><div class="c x8 y65e w111 hf"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zysk netto (strata) za rok<span class="_ _0"></span> bieżący<span class="ff1"> </span></div></div><div class="c xe9 y65e w113 hf"><div class="t m0 xe0 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">28 193 </div></div><div class="c x8 y65f w111 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> Saldo na 31 grudnia <span class="_ _0"></span>2023<span class="ff1"> </span></div></div><div class="c xe9 y65f w113 h9"><div class="t m0 xe0 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">33 385<span class="ff1"> </span></div></div><div class="c x8 y660 w111 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Saldo na 1 styczni<span class="_ _0"></span>a 2024 </div></div><div class="c xe9 y660 w113 h9"><div class="t m0 xe0 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">33 385 </div></div><div class="c x8 y661 w111 h9"><div class="t m0 x9 ha y8e ff7 fs3 fc0 sc0 ls0 ws0">Zasilenie kapitału za<span class="_ _0"></span>pasowego WZ<span class="_ _0"></span>A<span class="ff5"> </span></div></div><div class="c xe9 y661 w113 h9"><div class="t m0 xea ha y8e ff1 fs3 fc0 sc0 ls0 ws0">-28 193<span class="ff5"> </span></div></div><div class="c x8 y662 w111 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zysk netto (strata) za rok<span class="_ _0"></span> bieżący<span class="ff1"> </span></div></div><div class="c xe9 y662 w113 h9"><div class="t m0 xb0 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">8 071<span class="ls0"> </span></div></div><div class="c x8 y663 w111 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> Saldo na 31 grudnia <span class="_ _0"></span>2024<span class="ff1"> </span></div></div><div class="c xe9 y663 w113 h9"><div class="t m0 xe0 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">13 263 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y1a1 ff1 fs0 fc0 sc0 ls0 ws0">W poz<span class="_ _6"></span>ycji tej <span class="_ _6"></span>pr<span class="_ _6"></span>ezentowany <span class="_ _6"></span>jest <span class="_ _6"></span>wynik finans<span class="_ _6"></span>owy n<span class="_ _6"></span>etto <span class="_ _6"></span>poprzednich <span class="_ _6"></span>lat <span class="_ _11"></span><span class="ff7">obroto<span class="_ _6"></span>wych, jak <span class="_ _6"></span>również <span class="_ _6"></span>korekty <span class="_ _6"></span>wyniku <span class="_ _6"></span>finansowego <span class="_ _6"></span>do-</span></div><div class="t m0 x1 h2 y664 ff7 fs0 fc0 sc0 ls0 ws0">tyczące lat ubiegłych,<span class="ff1"> a </span>wynikające<span class="ff1"> z </span>błędów lat poprzednich lub zmian zasad rachunkowości.<span class="ff1"> </span></div><div class="t m0 x1 h23 y665 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 28 <span class="_ _a"> </span><span class="ff3">WARTOŚĆ GODZI<span class="_ _0"></span>WA INSTRUMENT<span class="_ _0"></span>ÓW FINANSO<span class="_ _0"></span>WYCH<span class="ff4"> </span></span></div><div class="t m0 x1 h2 y25 ff7 fs0 fc0 sc0 ls0 ws0">Wartości godziwe aktywów finansowych i<span class="ff1"> </span>zobowiązań finansowych określa się w<span class="ff1"> </span>następujący sposób: <span class="ff1"> </span></div><div class="t m0 x1 h2 y666 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">wartość <span class="_ _6"></span>godziwą <span class="_ _11"></span>aktywów finans<span class="_ _6"></span>owych <span class="_ _6"></span>i<span class="_ _6"></span><span class="ff1"> </span>zobowiązań <span class="_ _6"></span>finansowych <span class="_ _6"></span>o<span class="ff1"> </span>warunkach <span class="_ _11"></span>standardowych, <span class="_ _6"></span>znajdujących <span class="_ _6"></span>s<span class="_ _6"></span>ię <span class="_ _6"></span>w<span class="ff1"> <span class="_ _6"></span>obrocie <span class="_ _6"></span>na </span></span></span></div><div class="t m0 x7b h2 y667 ff7 fs0 fc0 sc0 ls0 ws0">aktywnych, płynnych rynkach określa się poprzez odniesienie do cen giełdow<span class="_ _0"></span>ych; <span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y668 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">wartość <span class="_ _0"></span>godziwą <span class="_ _0"></span>pozostałych <span class="_ _0"></span>ak<span class="_ _0"></span>tywów <span class="_ _1"></span>f<span class="_ _6"></span>inansowych i<span class="ff1"> </span>zobowiązań <span class="_ _0"></span>finansowych <span class="_ _1"></span>(z<span class="_ _6"></span> <span class="_ _0"></span>wyjątkiem <span class="_ _1"></span>instrum<span class="_ _6"></span>entów <span class="_ _1"></span>pocho<span class="_ _6"></span>dnych) <span class="_ _0"></span>określa </span></span></div><div class="t m0 x7b h2 y669 ff7 fs0 fc0 sc0 ls0 ws0">się <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z<span class="ff1"> </span>ogólnie <span class="_ _0"></span>przyjęty<span class="_ _0"></span>mi <span class="_ _0"></span>modelami <span class="_ _0"></span>wyceny <span class="_ _1"></span>w<span class="ff1"> o<span class="_ _6"></span>parciu <span class="_ _0"></span>o <span class="ff7">analizę <span class="_ _1"></span>zdyskontowanych p<span class="_ _0"></span>rzepływów <span class="_ _1"></span>pieniężnych, stosując <span class="_ _1"></span>ceny </span></span></div><div class="t m0 x7b h2 y1aa ff1 fs0 fc0 sc0 ls0 ws0">z <span class="ff7">dających się</span> <span class="ff7">zaobserwować bieżących transakcji rynkowych i</span> <span class="ff7">notowań dealerów dla podobnych instrumentów; </span> </div><div class="t m0 x1 h2 y66a ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">wartość <span class="_ _11"></span>godz<span class="_ _6"></span>iwą <span class="_ _11"></span>instrum<span class="_ _6"></span>entów <span class="_ _11"></span>pochodnych <span class="_ _14"></span>oblicza <span class="_ _14"></span>się <span class="_ _14"></span>przy <span class="_ _14"></span>użyciu <span class="_ _14"></span>cen <span class="_ _11"></span>giełdowych. <span class="_ _14"></span>W<span class="_ _6"></span><span class="ff1"> </span>przypadku <span class="_ _14"></span>braku <span class="_ _11"></span>do<span class="_ _6"></span>stępu <span class="_ _11"></span>do<span class="_ _6"></span> <span class="_ _14"></span>tych <span class="_ _11"></span>cen </span></span></div><div class="t m0 x7b h2 y66b ff7 fs0 fc0 sc0 ls0 ws0">stosuje <span class="_ _11"></span>się <span class="_ _6"></span>an<span class="_ _6"></span>alizę <span class="_ _11"></span>zdyskontowanych <span class="_ _6"></span>przepływów <span class="_ _11"></span>pieniężnych <span class="_ _11"></span>przy <span class="_ _6"></span>u<span class="_ _6"></span>życiu <span class="_ _11"></span>odpowiedniej <span class="_ _6"></span>krzywej <span class="_ _11"></span>dochodowości <span class="_ _11"></span>na <span class="_ _11"></span>okres <span class="_ _11"></span>obo-</div><div class="t m0 x7b h2 y66c ff7 fs0 fc0 sc0 ls0 ws0">wiązywania instrument<span class="ff1">u dla instrumentów nieopcjonalnych oraz modele wyceny opcji dla instrumentów opcjonalnych. </span></div><div class="t m0 x1 h2 y66d ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _11"></span>okresie <span class="_ _14"></span>od <span class="_ _11"></span>1 <span class="_ _14"></span>stycznia <span class="_ _11"></span>2024 <span class="_ _14"></span>roku <span class="_ _14"></span>do <span class="_ _11"></span>31 <span class="_ _14"></span>grudnia <span class="_ _11"></span>2024 <span class="_ _14"></span><span class="ff7">roku <span class="_ _11"></span>nie <span class="_ _14"></span>nastąpiło <span class="_ _11"></span>przeniesienie <span class="_ _11"></span>między <span class="_ _14"></span>poziomami <span class="_ _11"></span>w<span class="_ _6"></span></span> <span class="ff7">hierarchii <span class="_ _14"></span>wartości </span></div><div class="t m0 x1 h2 y66e ff7 fs0 fc0 sc0 ls0 ws0">godziwej wykorzystywanej <span class="_ _6"></span>przy <span class="_ _6"></span>wycenie wartości <span class="_ _6"></span>godz<span class="_ _6"></span>iwej, jak <span class="_ _6"></span>również <span class="_ _6"></span>nie <span class="_ _6"></span>n<span class="_ _6"></span>astąpiła zmiana <span class="_ _6"></span>klasyfikacji aktywów <span class="_ _6"></span>finansowych <span class="_ _6"></span>na<span class="_ _11"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y66f ff1 fs0 fc0 sc0 ls0 ws0">skutek zmiany celu lub sposobu wykorzystania tych aktywów. </div><div class="t m0 x1 h24 y670 ff5 fs7 fc2 sc0 ls0 ws0">WALUTOWE I<span class="_ _0"></span>NSTRUMEN<span class="_ _0"></span>TY POCHO<span class="_ _0"></span>DNE </div><div class="t m0 x1 h2 y671 ff7 fs0 fc0 sc0 ls0 ws0">Spółka stosu<span class="_ _6"></span>je walutowe ins<span class="_ _6"></span>trumenty pochodne <span class="_ _6"></span>w<span class="ff1"> <span class="_ _6"></span></span>celu zabezpieczenia przyszłych <span class="_ _6"></span>przepływów pieniężnych <span class="_ _6"></span>przed ryzykiem <span class="_ _6"></span>kurso-</div><div class="t m0 x1 h2 y61f ff7 fs0 fc0 sc0 ls0 ws0">wym. <span class="_ _6"></span>S<span class="_ _6"></span>półka <span class="_ _6"></span>pos<span class="_ _6"></span>iada, <span class="_ _11"></span>jako <span class="_ _6"></span>transakcje <span class="_ _11"></span>zabezpieczające <span class="_ _6"></span>kontrakty <span class="_ _11"></span>forward <span class="_ _6"></span>n<span class="_ _6"></span>a <span class="_ _11"></span>zakup <span class="_ _11"></span>waluty. <span class="_ _6"></span>Instrumenty <span class="_ _11"></span>pochodne <span class="_ _6"></span>denom<span class="_ _6"></span>inowane </div><div class="t m0 x1 h2 y672 ff7 fs0 fc0 sc0 ls0 ws0">są w<span class="ff1"> walucie USD i EUR. Na 31.12.2024 roku </span>S<span class="_ _6"></span>półka nie posiada aktyw<span class="_ _0"></span>nych transakcji forward.<span class="ff1"> </span></div><div class="t m0 x1 h2 y673 ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _14"></span>dzień <span class="_ _11"></span>bilansowy <span class="_ _11"></span>S<span class="_ _6"></span>półka <span class="_ _11"></span>dokonuje <span class="_ _14"></span>wyceny <span class="_ _11"></span>posiadanych <span class="_ _14"></span>transakcji <span class="_ _14"></span>do <span class="_ _11"></span>wartości <span class="_ _11"></span>godz<span class="_ _6"></span>iwej, <span class="_ _11"></span>różnicę <span class="_ _14"></span>z<span class="_ _6"></span><span class="ff1"> </span>wyceny <span class="_ _11"></span>odn<span class="_ _6"></span>oszone <span class="_ _11"></span>są <span class="_ _11"></span>odpo-</div><div class="t m0 x1 h2 y674 ff1 fs0 fc0 sc0 ls0 ws0">wiednio w przychody / <span class="_ _0"></span>koszty finansowe i <span class="ff7">inne <span class="_ _0"></span>aktywa finansow<span class="_ _0"></span>e krótkoterminowe <span class="_ _0"></span>/ zobowiązania.<span class="ff1"> Wycena instru<span class="_ _0"></span>mentów p<span class="_ _0"></span>ochod-</span></span></div><div class="t m0 x1 h2 y675 ff7 fs0 fc0 sc0 ls0 ws0">nych zalicza się do hierarchii poziomu drugiego, czyli wycena jest oparta o<span class="ff1"> </span>rynkowe założenia.<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x2f y676 w95 h71" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y5 w4f h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls3a ws0">51<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">NOTA 28A INSTR<span class="_ _0"></span>UMENTY FI<span class="_ _0"></span>NANSOWE W P<span class="_ _0"></span>ODZIALE NA K<span class="_ _0"></span>LASY </div></div><div class="c x8 y5e1 w114 h72"><div class="t m0 x9 ha y2f9 ff6 fs3 fc2 sc0 ls0 ws0">Pozycje bilanso<span class="_ _0"></span>we wyceniane w<span class="_ _0"></span>edług <span class="ff5">zamortyz<span class="_ _0"></span>owanego </span></div><div class="t m0 x9 ha y677 ff5 fs3 fc2 sc0 ls0 ws0">kosztu <span class="ff6">(w tys. zł)</span> </div></div><div class="c x9c y678 w115 h9"><div class="t m0 xa8 ha y72 ff5 fs3 fc1 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xbe y678 w116 h9"><div class="t m0 xa8 ha y72 ff5 fs3 fc1 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xeb y678 w115 h9"><div class="t m0 xa8 ha y72 ff5 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xf y678 w116 h9"><div class="t m0 xa8 ha y72 ff5 fs3 fc1 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c xec y5e1 w117 hd"><div class="t m0 x9d ha y74 ff5 fs3 fc4 sc0 ls0 ws0">Aktywa  </div><div class="t m0 xa7 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">finansowe </div></div><div class="c xbe y5e1 w118 hd"><div class="t m0 x2a ha y74 ff6 fs3 fc4 sc0 ls0 ws0">Zobowiązania<span class="ff5"> </span></div><div class="t m0 x5a ha y76 ff5 fs3 fc4 sc0 ls0 ws0"> finansowe<span class="_ _0"></span> </div></div><div class="c xeb y5e1 w119 hd"><div class="t m0 x16 ha y74 ff5 fs3 fc4 sc0 ls0 ws0">Aktywa  </div><div class="t m0 xa7 ha y76 ff5 fs3 fc4 sc0 ls0 ws0">finansowe </div></div><div class="c xed y5e1 w11a hd"><div class="t m0 x2a ha y74 ff6 fs3 fc4 sc0 ls0 ws0">Zobowiązania<span class="ff5"> </span></div><div class="t m0 x5a ha y76 ff5 fs3 fc4 sc0 ls0 ws0"> finansowe<span class="_ _0"></span> </div></div><div class="c x8 y679 w11b h9"><div class="t m0 x9 ha y72 ff7 fs3 fc0 sc0 ls0 ws0">Udzielone pożyczki<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xec y679 w117 h9"><div class="t m0 x14 ha y72 ff1 fs3 fc0 sc0 ls7 ws0">2 216<span class="ff5 ls0"> </span></div></div><div class="c xbe y679 w118 h9"><div class="t m0 x43 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xeb y679 w119 h9"><div class="t m0 x14 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">4 416<span class="ls0"> </span></div></div><div class="c xed y679 w11a h9"><div class="t m0 x43 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y67a w11b hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Należności handlo<span class="_ _0"></span>we oraz pozostał<span class="_ _0"></span>e należności z tyt. kauc<span class="_ _0"></span>ji </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">i aktywa obrotow<span class="_ _0"></span>e </div></div><div class="c xec y67a w117 hd"><div class="t m0 x14 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">8 780<span class="ls0"> </span></div></div><div class="c xbe y67a w118 hd"><div class="t m0 x43 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xeb y67a w119 hd"><div class="t m0 x14 hc y78 ff1 fs3 fc0 sc0 ls7 ws0">9 517<span class="ls0"> </span></div></div><div class="c xed y67a w11a hd"><div class="t m0 x43 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y67b w11b h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Środki pieniężne oraz ic<span class="_ _0"></span>h ekwiwale<span class="_ _0"></span>nty<span class="ff1"> </span></div></div><div class="c xec y67b w117 h9"><div class="t m0 x14 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">7 876<span class="ls0"> </span></div></div><div class="c xbe y67b w118 h9"><div class="t m0 x43 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xeb y67b w119 h9"><div class="t m0 x13 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">52 652 </div></div><div class="c xed y67b w11a h9"><div class="t m0 x43 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y67c w11b hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania długo<span class="_ _0"></span>terminowe z<span class="ff1"> </span>ty<span class="_ _0"></span>t. kredytó<span class="_ _0"></span>w, pożyczek </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">oraz leasingowe<span class="_ _0"></span> </div></div><div class="c xec y67c w117 hd"><div class="t m0 x73 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbe y67c w118 hd"><div class="t m0 x13 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">93 328 </div></div><div class="c xeb y67c w119 hd"><div class="t m0 x73 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xed y67c w11a hd"><div class="t m0 x13 ha y78 ff1 fs3 fc0 sc0 ls0 ws0">87 439<span class="ff5"> </span></div></div><div class="c x8 y67d w11b hd"><div class="t m0 x9 h12 y74 ff9 fs3 fc0 sc0 ls0 ws0"> w tym: z <span class="ffa">tytułu leasin<span class="_ _0"></span>gu lokali <span class="_ _0"></span>handlowyc<span class="_ _0"></span>h oraz powier<span class="_ _0"></span>zchni </span></div><div class="t m0 x9 h12 y76 ff9 fs3 fc0 sc0 ls0 ws0">biurowych </div></div><div class="c xec y67d w117 hd"><div class="t m0 x73 h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbe y67d w118 hd"><div class="t m0 x13 h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">89 637 </div></div><div class="c xeb y67d w119 hd"><div class="t m0 x73 h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xed y67d w11a hd"><div class="t m0 x13 h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">86 449 </div></div><div class="c x8 y67e w11b h18"><div class="t m0 x9 hc y4bc ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania krótko<span class="_ _0"></span>terminowe <span class="_ _0"></span>z<span class="ff1"> </span>tyt. kredytó<span class="_ _0"></span>w, pożyczek </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">oraz leasingowe <span class="ff7">pozosta<span class="_ _0"></span>łe<span class="ff9"> </span></span></div></div><div class="c xec y67e w117 h18"><div class="t m0 x73 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbe y67e w118 h18"><div class="t m0 x13 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">77 918 </div></div><div class="c xeb y67e w119 h18"><div class="t m0 x73 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xed y67e w11a h18"><div class="t m0 x13 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">60 741<span class="ff9"> </span></div></div><div class="c x8 y67f w11b hd"><div class="t m0 x9 h12 y74 ff9 fs3 fc0 sc0 ls0 ws0"> w tym: z <span class="ffa">tytułu leasin<span class="_ _0"></span>gu lokali <span class="_ _0"></span>handlowyc<span class="_ _0"></span>h oraz powier<span class="_ _0"></span>zchni </span></div><div class="t m0 x9 h12 y76 ff9 fs3 fc0 sc0 ls0 ws0">biurowych </div></div><div class="c xec y67f w117 hd"><div class="t m0 x73 h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbe y67f w118 hd"><div class="t m0 x13 h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">50 648 </div></div><div class="c xeb y67f w119 hd"><div class="t m0 x73 h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xed y67f w11a hd"><div class="t m0 x13 h12 y78 ff9 fs3 fc0 sc0 ls0 ws0">52 042 </div></div><div class="c x8 y562 w11b hd"><div class="t m0 x9 hc y74 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania hand<span class="_ _0"></span>lowe, pozosta<span class="_ _0"></span>łe oraz zobo<span class="_ _0"></span>wiązania z tyt. </div><div class="t m0 x9 hc y76 ff1 fs3 fc0 sc0 ls0 ws0">kaucji<span class="ff9"> </span></div></div><div class="c xec y562 w117 hd"><div class="t m0 x73 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbe y562 w118 hd"><div class="t m0 x13 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">99 823 </div></div><div class="c xeb y562 w119 hd"><div class="t m0 x73 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xed y562 w11a hd"><div class="t m0 x13 hc y78 ff1 fs3 fc0 sc0 ls0 ws0">91 553<span class="ff9"> </span></div></div><div class="c x8 y680 w11b h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c xec y680 w117 h9"><div class="t m0 x13 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">18 872 </div></div><div class="c xbe y680 w118 h9"><div class="t m0 x12 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">271 069 </div></div><div class="c xeb y680 w119 h9"><div class="t m0 x13 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">66 585 </div></div><div class="c xed y680 w11a h9"><div class="t m0 x12 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">239 733 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y681 ff7 fs0 fc0 sc0 ls0 ws0">Powyższe <span class="ff1">aktywa i z</span>obowiązania finansowe zostały wycenione w zamortyzowanym koszcie.<span class="ff1"> </span></div><div class="t m0 x1 h2 y682 ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _11"></span>przeprowadziła <span class="_ _11"></span>analizę <span class="_ _11"></span>w<span class="ff1"> </span>wyniku, <span class="_ _11"></span>której <span class="_ _14"></span>stwierdzono, <span class="_ _6"></span>iż <span class="_ _14"></span>wartość <span class="_ _11"></span>instrumentów <span class="_ _11"></span>finansowych <span class="_ _11"></span>wykazanych <span class="_ _11"></span>w<span class="_ _6"></span><span class="ff1"> sprawozdaniu </span></div><div class="t m0 x1 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">z <span class="ff7">sytuacji <span class="_ _6"></span>finansowej <span class="_ _6"></span>nie <span class="_ _6"></span>odbiega znacz<span class="_ _6"></span>ąco od <span class="_ _11"></span>ich <span class="_ _6"></span>wartości <span class="_ _6"></span>godziwej z<span class="_ _6"></span></span> <span class="_ _6"></span><span class="ff7">uwagi n<span class="_ _6"></span>a <span class="_ _6"></span>fakt, <span class="_ _6"></span>że <span class="_ _6"></span>większość <span class="_ _6"></span>tych <span class="_ _6"></span>instrumentów <span class="_ _6"></span>jest oprocen-</span></div><div class="t m0 x1 h2 y12c ff1 fs0 fc0 sc0 ls0 ws0">towana w oparciu o <span class="ff7">stopę zmienną.</span> </div><div class="t m0 x1 h2 y684 ff7 fs0 fc0 sc0 ls0 ws0">Udziały <span class="_ _11"></span>i<span class="ff1"> <span class="_ _6"></span>akcje <span class="_ _11"></span>w </span>innych <span class="_ _11"></span>s<span class="_ _6"></span>półkach <span class="_ _11"></span>Spółka <span class="_ _11"></span>wycenia <span class="_ _14"></span>w<span class="ff1"> koszcie <span class="_ _11"></span>nabycia <span class="_ _11"></span>s<span class="_ _6"></span>korygowanym <span class="_ _11"></span>o ewentualne <span class="_ _14"></span>odpisy <span class="_ _11"></span>z </span>tytułu <span class="_ _14"></span>utraty <span class="_ _11"></span>wartości </div><div class="t m0 x1 h2 y685 ff1 fs0 fc0 sc0 ls0 ws0">i <span class="ff7">są zaprezentowane w</span> nocie 14,14a. </div><div class="t m0 x1 h23 y686 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 28B  <span class="_ _2d"> </span>INSTRUMENTY F<span class="_ _0"></span>INANSOWE - PRZ<span class="_ _0"></span>YCHODY I K<span class="_ _0"></span>OSZTY ORAZ </div><div class="t m0 x1 h23 y687 ff4 fs6 fc1 sc0 ls0 ws0">ZYSKI I STRATY Z <span class="_ _0"></span><span class="ff3">TYT. UTRATY W<span class="_ _0"></span>ARTOŚCI<span class="_ _0"></span><span class="ff4"> </span></span></div></div><div class="c x1 y688 w11c h73"><div class="t m0 x9 ha y58e ff5 fs3 fc2 sc0 ls0 ws0">Pozycje bilanso<span class="_ _0"></span>we (<span class="ff6">w tys. zł)<span class="ff1 fc6"> </span></span></div><div class="t m0 x9 ha y36d ff5 fs3 fc2 sc0 ls0 ws0">Rok 2024 / okres od <span class="_ _0"></span>01-<span class="ls9">01</span>-</div><div class="t m0 x9 ha y3b4 ff5 fs3 fc2 sc0 ls7 ws0">2024<span class="ls0"> do 31-</span>12<span class="ls0">-2<span class="_ _0"></span>024 </span></div></div><div class="c xee y688 w11d h73"><div class="t m0 x54 ha y58e ff5 fs3 fc4 sc0 ls0 ws0">Przychody </div><div class="t m0 x89 ha y36d ff5 fs3 fc4 sc0 ls0 ws0">z tyt.  </div><div class="t m0 xbc ha y3b4 ff5 fs3 fc4 sc0 ls0 ws0">odsetek </div></div><div class="c x7d y688 w11e h73"><div class="t m0 x1c ha y592 ff5 fs3 fc4 sc0 ls0 ws0">Koszty z tyt. <span class="_ _0"></span> </div><div class="t m0 x7a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">odsetek </div></div><div class="c xef y688 w11f h73"><div class="t m0 xa7 ha y590 ff5 fs3 fc4 sc0 ls0 ws0">Zyski / </div><div class="t m0 x54 ha y591 ff5 fs3 fc4 sc0 ls0 ws0">straty z ty-</div><div class="t m0 x1c ha y592 ff6 fs3 fc4 sc0 ls0 ws0">tułu wyceny </div><div class="t m0 xb9 ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">wg. zamor-</div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">tyzowanego </div><div class="t m0 xa7 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">kosztu </div></div><div class="c xf0 y688 wd8 h73"><div class="t m0 x19 ha y590 ff5 fs3 fc4 sc0 ls0 ws0">Zyski / </div><div class="t m0 x1c ha y591 ff5 fs3 fc4 sc0 ls0 ws0">straty  z ty-</div><div class="t m0 x3f ha y592 ff6 fs3 fc4 sc0 ls0 ws0">tułu wy-</div><div class="t m0 x2a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">ceny  wg. </div><div class="t m0 x21 ha ya4 ff6 fs3 fc4 sc0 ls0 ws0">wartości </div><div class="t m0 x82 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">godziwej </div></div><div class="c x22 y688 w120 h73"><div class="t m0 x3c ha y58e ff5 fs3 fc4 sc0 ls0 ws0">Utworzone </div><div class="t m0 xca ha y36d ff5 fs3 fc4 sc0 ls0 ws0">odpisy aktu-</div><div class="t m0 x1a ha y3b4 ff6 fs3 fc4 sc0 ls0 ws0">alizujące<span class="ff5"> </span></div></div><div class="c xc3 y688 wb7 h73"><div class="t m0 xca ha y58e ff6 fs3 fc4 sc0 ls0 ws0">Rozwiązane </div><div class="t m0 x9 ha y36d ff5 fs3 fc4 sc0 ls0 ws0">odpisy aktu-</div><div class="t m0 x64 ha y3b4 ff6 fs3 fc4 sc0 ls0 ws0">alizujące<span class="ff5"> </span></div></div><div class="c xbb y688 w121 h73"><div class="t m0 x50 ha y58e ff5 fs3 fc4 sc0 ls0 ws0">Zyski /straty </div><div class="t m0 xc2 ha y36d ff5 fs3 fc4 sc0 ls0 ws0">z <span class="ff6">tyt. różnic </span></div><div class="t m0 xb9 ha y3b4 ff5 fs3 fc4 sc0 ls0 ws0">kursowych </div></div><div class="c x1 y689 w11c h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Udzielone pożyczki<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xb6 y689 w11f h9"><div class="t m0 x16 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">164<span class="ls0"> </span></div></div><div class="c x7d y689 w122 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls7 ws0">135<span class="ls0"> </span></div></div><div class="c xef y689 w123 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 y689 we0 h9"><div class="t m0 x1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 y689 w100 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y689 wbe h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y689 w124 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y68a w11c h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Należności handlo<span class="_ _0"></span>we oraz po-</div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">zostałe<span class="ff1"> </span></div></div><div class="c xb6 y68a w11f h11"><div class="t m0 x42 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c x7d y68a w122 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xef y68a w123 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 y68a we0 h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 y68a w100 h11"><div class="t m0 x6f hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">317<span class="ls0"> </span></div></div><div class="c xc3 y68a wbe h11"><div class="t m0 x9d hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">203<span class="ls0"> </span></div></div><div class="c xd0 y68a w124 h11"><div class="t m0 x2f hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">22<span class="ls0"> </span></div></div><div class="c x1 y68b w11c h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Środki pieniężne oraz ic<span class="_ _0"></span>h </div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">ekwiwalenty </div></div><div class="c xb6 y68b w11f h11"><div class="t m0 x16 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">202<span class="ls0"> </span></div></div><div class="c x7d y68b w122 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xef y68b w123 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 y68b we0 h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 y68b w100 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y68b wbe h11"><div class="t m0 x2d hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y68b w124 h11"><div class="t m0 x6f hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">215<span class="ls0"> </span></div></div><div class="c x1 y68c w11c h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Transakcje Forward<span class="_ _0"></span> </div></div><div class="c xb6 y68c w11f h9"><div class="t m0 x42 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7d y68c w122 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xef y68c w123 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 y68c we0 h9"><div class="t m0 x20 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">57</span> </div></div><div class="c x22 y68c w100 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y68c wbe h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y68c w124 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y68d w11c h54"><div class="t m0 x9 hc y497 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> tyt. kred<span class="_ _0"></span>ytów, </span></div><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">pożyczek oraz leasingo<span class="_ _0"></span>we<span class="ff1"> po-</span></div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">zostałe<span class="ff1"> </span></div></div><div class="c xb6 y68d w11f h54"><div class="t m0 x42 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7d y68d w122 h54"><div class="t m0 x97 hc ya4 ff1 fs3 fc0 sc0 ls7 ws0">2 620<span class="ls0"> </span></div></div><div class="c xef y68d w123 h54"><div class="t m0 x13 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">37</span> </div></div><div class="c xf0 y68d we0 h54"><div class="t m0 x1 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 y68d w100 h54"><div class="t m0 x7 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y68d wbe h54"><div class="t m0 x2d hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y68d w124 h54"><div class="t m0 x7 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y68e w11c h45"><div class="t m0 x9 hc y3ae ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania<span class="ff1"> leasing<span class="_ _0"></span>owe </span></div><div class="t m0 x9 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">z tyt. umów lokali han<span class="_ _0"></span>dlowych<span class="_ _0"></span> </div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">oraz powierzchni b<span class="_ _0"></span>iurowych </div></div><div class="c xb6 y68e w11f h45"><div class="t m0 x42 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7d y68e w122 h45"><div class="t m0 x97 hc ya4 ff1 fs3 fc0 sc0 ls7 ws0">4 947<span class="ls0"> </span></div></div><div class="c xef y68e w123 h45"><div class="t m0 x7 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 y68e we0 h45"><div class="t m0 x1 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 y68e w100 h45"><div class="t m0 x7 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y68e wbe h45"><div class="t m0 x2d hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y68e w124 h45"><div class="t m0 x97 hc ya4 ff1 fs3 fc0 sc0 ls7 ws0">2 279<span class="ls0"> </span></div></div><div class="c x1 y68f w11c h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania hand<span class="_ _0"></span>lowe oraz </div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">pozostałe<span class="ff1"> </span></div></div><div class="c xb6 y68f w11f h11"><div class="t m0 x42 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7d y68f w122 h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">68<span class="ls0"> </span></div></div><div class="c xef y68f w123 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 y68f we0 h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 y68f w100 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y68f wbe h11"><div class="t m0 x2d hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y68f w124 h11"><div class="t m0 x12 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">672</span> </div></div><div class="c x1 y690 w11c h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c xb6 y690 w11f h9"><div class="t m0 x16 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">368<span class="ls0"> </span></div></div><div class="c x7d y690 w122 h9"><div class="t m0 x97 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">7 770<span class="ls0"> </span></div></div><div class="c xef y690 w123 h9"><div class="t m0 x13 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">37</span> </div></div><div class="c xf0 y690 we0 h9"><div class="t m0 x20 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">57</span> </div></div><div class="c x22 y690 w100 h9"><div class="t m0 x6f ha y8e ff5 fs3 fc0 sc0 ls7 ws0">317<span class="ls0"> </span></div></div><div class="c xc3 y690 wbe h9"><div class="t m0 x9d ha y8e ff5 fs3 fc0 sc0 ls7 ws0">203<span class="ls0"> </span></div></div><div class="c xd0 y690 w124 h9"><div class="t m0 x97 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 844<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y691 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x2f y692 w95 h74" alt="" src="data:image/png;base64,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class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w53 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls3a ws0">52<span class="ls0"> </span></div></div><div class="c x1 y693 w11c h73"><div class="t m0 x9 ha y58e ff5 fs3 fc2 sc0 ls0 ws0">Pozycje bilanso<span class="_ _0"></span>we (<span class="ff6">w tys. zł)<span class="ff1 fc6"> </span></span></div><div class="t m0 x9 ha y36d ff5 fs3 fc2 sc0 ls0 ws0">Rok 2023 / okres od <span class="_ _0"></span>01-<span class="ls9">01</span>-</div><div class="t m0 x9 ha y3b4 ff5 fs3 fc2 sc0 ls7 ws0">2023<span class="ls0"> do 31-</span>12<span class="ls0">-2<span class="_ _0"></span>023 </span></div></div><div class="c xee y693 w11d h73"><div class="t m0 x54 ha y58e ff5 fs3 fc4 sc0 ls0 ws0">Przychody </div><div class="t m0 xb9 ha y36d ff5 fs3 fc4 sc0 ls0 ws0">z tyt. odse-</div><div class="t m0 x13 ha y3b4 ff5 fs3 fc4 sc0 ls0 ws0">tek </div></div><div class="c x7d y693 w11e h73"><div class="t m0 x1c ha y592 ff5 fs3 fc4 sc0 ls0 ws0">Koszty z tyt. <span class="_ _0"></span> </div><div class="t m0 x7a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">odsetek </div></div><div class="c xef y693 w11f h73"><div class="t m0 xa7 ha y590 ff5 fs3 fc4 sc0 ls0 ws0">Zyski / </div><div class="t m0 x54 ha y591 ff5 fs3 fc4 sc0 ls0 ws0">straty z ty-</div><div class="t m0 x1c ha y592 ff6 fs3 fc4 sc0 ls0 ws0">tułu wyceny </div><div class="t m0 xb9 ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">wg. zamor-</div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">tyzowanego </div><div class="t m0 xa7 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">kosztu </div></div><div class="c xf0 y693 wd8 h73"><div class="t m0 x19 ha y590 ff5 fs3 fc4 sc0 ls0 ws0">Zyski / </div><div class="t m0 x1c ha y591 ff5 fs3 fc4 sc0 ls0 ws0">straty  z ty-</div><div class="t m0 x3f ha y592 ff6 fs3 fc4 sc0 ls0 ws0">tułu wy-</div><div class="t m0 x2a ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">ceny  wg. </div><div class="t m0 x21 ha ya4 ff6 fs3 fc4 sc0 ls0 ws0">wartości </div><div class="t m0 x82 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">godziwej </div></div><div class="c x22 y693 w120 h73"><div class="t m0 x3c ha y58e ff5 fs3 fc4 sc0 ls0 ws0">Utworzone </div><div class="t m0 xca ha y36d ff5 fs3 fc4 sc0 ls0 ws0">odpisy aktu-</div><div class="t m0 x1a ha y3b4 ff6 fs3 fc4 sc0 ls0 ws0">alizujące<span class="ff5"> </span></div></div><div class="c xc3 y693 wb7 h73"><div class="t m0 xca ha y58e ff6 fs3 fc4 sc0 ls0 ws0">Rozwiązane </div><div class="t m0 x9 ha y36d ff5 fs3 fc4 sc0 ls0 ws0">odpisy aktu-</div><div class="t m0 x64 ha y3b4 ff6 fs3 fc4 sc0 ls0 ws0">alizujące<span class="ff5"> </span></div></div><div class="c xbb y693 w121 h73"><div class="t m0 x50 ha y58e ff5 fs3 fc4 sc0 ls0 ws0">Zyski /straty </div><div class="t m0 xc2 ha y36d ff5 fs3 fc4 sc0 ls0 ws0">z <span class="ff6">tyt. różnic </span></div><div class="t m0 xb9 ha y3b4 ff5 fs3 fc4 sc0 ls0 ws0">kursowych </div></div><div class="c x1 y694 w11c h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Udzielone <span class="ff7">pożyczki<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb6 y694 w11f h9"><div class="t m0 x16 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">139<span class="ls0"> </span></div></div><div class="c x7d y694 w122 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xef y694 w123 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 y694 we0 h9"><div class="t m0 x1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 y694 w100 h9"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls7 ws0">400<span class="ls0"> </span></div></div><div class="c xc3 y694 wbe h9"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y694 w124 h9"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y695 w11c h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Należności handlo<span class="_ _0"></span>we oraz po-</div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">zostałe<span class="ff1"> </span></div></div><div class="c xb6 y695 w11f h11"><div class="t m0 x2f hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">55<span class="ls0"> </span></div></div><div class="c x7d y695 w122 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xef y695 w123 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 y695 we0 h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 y695 w100 h11"><div class="t m0 x6f hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">319<span class="ls0"> </span></div></div><div class="c xc3 y695 wbe h11"><div class="t m0 x9d hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">707<span class="ls0"> </span></div></div><div class="c xd0 y695 w124 h11"><div class="t m0 x13 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">40</span> </div></div><div class="c x1 y696 w11c h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Środki pieniężne oraz ic<span class="_ _0"></span>h </div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">ekwiwalenty </div></div><div class="c xb6 y696 w11f h11"><div class="t m0 x41 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">1 827<span class="ls0"> </span></div></div><div class="c x7d y696 w122 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xef y696 w123 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 y696 we0 h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 y696 w100 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y696 wbe h11"><div class="t m0 x2d hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y696 w124 h11"><div class="t m0 x12 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">586</span> </div></div><div class="c x1 y697 w11c hf"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Transakcje Forward<span class="_ _0"></span> </div></div><div class="c xb6 y697 w11f hf"><div class="t m0 x42 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7d y697 w122 hf"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xef y697 w123 hf"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 y697 we0 hf"><div class="t m0 x6f hc y8e ff1 fs3 fc0 sc0 ls7 ws0">57<span class="ls0"> </span></div></div><div class="c x22 y697 w100 hf"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y697 wbe hf"><div class="t m0 x2d hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y697 w124 hf"><div class="t m0 x7 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y698 w11c h45"><div class="t m0 x9 hc y3ae ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> tyt. kred<span class="_ _0"></span>ytów, </span></div><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">pożyczek oraz leasingo<span class="_ _0"></span>we<span class="ff1"> po-</span></div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">zostałe<span class="ff1"> </span></div></div><div class="c xb6 y698 w11f h45"><div class="t m0 x42 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7d y698 w122 h45"><div class="t m0 x97 hc ya4 ff1 fs3 fc0 sc0 ls7 ws0">1 051<span class="ls0"> </span></div></div><div class="c xef y698 w123 h45"><div class="t m0 x13 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">73</span> </div></div><div class="c xf0 y698 we0 h45"><div class="t m0 x1 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 y698 w100 h45"><div class="t m0 x7 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y698 wbe h45"><div class="t m0 x2d hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y698 w124 h45"><div class="t m0 x7 hc ya4 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y699 w11c h54"><div class="t m0 x9 hc y497 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania leasin<span class="_ _0"></span>gowe </div><div class="t m0 x9 hc y494 ff1 fs3 fc0 sc0 ls0 ws0">z tyt. umów lokali han<span class="_ _0"></span>dlowych<span class="_ _0"></span> </div><div class="t m0 x9 hc ya5 ff1 fs3 fc0 sc0 ls0 ws0">oraz powierzchni b<span class="_ _0"></span>iurowych </div></div><div class="c xb6 y699 w11f h54"><div class="t m0 x42 hc y494 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7d y699 w122 h54"><div class="t m0 x97 hc y494 ff1 fs3 fc0 sc0 ls7 ws0">3 092<span class="ls0"> </span></div></div><div class="c xef y699 w123 h54"><div class="t m0 x7 hc y494 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 y699 we0 h54"><div class="t m0 x1 hc y494 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 y699 w100 h54"><div class="t m0 x7 hc y494 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y699 wbe h54"><div class="t m0 x2d hc y494 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 y699 w124 h54"><div class="t m0 x5a hc y494 ff1 fs3 fc0 sc0 ls0 ws0">11 544 </div></div><div class="c x1 ya1 w11c h11"><div class="t m0 x9 hc ya4 ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania hand<span class="_ _0"></span>lowe oraz </div><div class="t m0 x9 hc ya5 ff7 fs3 fc0 sc0 ls0 ws0">pozostałe<span class="ff1"> </span></div></div><div class="c xb6 ya1 w11f h11"><div class="t m0 x42 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x7d ya1 w122 h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">19<span class="ls0"> </span></div></div><div class="c xef ya1 w123 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf0 ya1 we0 h11"><div class="t m0 x1 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x22 ya1 w100 h11"><div class="t m0 x7 hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 ya1 wbe h11"><div class="t m0 x2d hc ya6 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xd0 ya1 w124 h11"><div class="t m0 x97 hc ya6 ff1 fs3 fc0 sc0 ls7 ws0">2 739<span class="ls0"> </span></div></div><div class="c x1 y69a w11c h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c xb6 y69a w11f h9"><div class="t m0 x41 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">2 021<span class="ff1 ls0"> </span></div></div><div class="c x7d y69a w122 h9"><div class="t m0 x97 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">4 162<span class="ff1 ls0"> </span></div></div><div class="c xef y69a w123 h9"><div class="t m0 x13 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">73</span><span class="ff1"> </span></div></div><div class="c xf0 y69a we0 h9"><div class="t m0 x6f ha y8e ff5 fs3 fc0 sc0 ls7 ws0">57<span class="ls0"> </span></div></div><div class="c x22 y69a w100 h9"><div class="t m0 x6f ha y8e ff5 fs3 fc0 sc0 ls7 ws0">719<span class="ff1 ls0"> </span></div></div><div class="c xc3 y69a wbe h9"><div class="t m0 x9d ha y8e ff5 fs3 fc0 sc0 ls7 ws0">707<span class="ff1 ls0"> </span></div></div><div class="c xd0 y69a w124 h9"><div class="t m0 x5a ha y8e ff5 fs3 fc0 sc0 ls0 ws0">13 657<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y69b ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _14"></span>korzysta <span class="_ _14"></span>z <span class="_ _14"></span>finansowania <span class="_ _14"></span>zewnętrznego <span class="_ _14"></span>oprocentowanego <span class="_ _15"></span>zmienną <span class="_ _14"></span>stopą <span class="_ _14"></span>procentową <span class="_ _15"></span><span class="ff1">w <span class="_ _14"></span>formie <span class="_ _14"></span>kredytu <span class="_ _14"></span>obroto<span class="_ _6"></span>wego <span class="_ _14"></span>oraz </span></div><div class="t m0 x1 h2 y25b ff7 fs0 fc0 sc0 ls0 ws0">faktoringu odwrotnego. W związku z tym <span class="_ _6"></span>Spółka jest narażona na ryzyko stopy procentowej w postaci możliwego wzrostu kosztów </div><div class="t m0 x1 h2 y69c ff7 fs0 fc0 sc0 ls0 ws0">finansowania, <span class="_ _1a"> </span>a <span class="_ _1a"> </span>w <span class="_ _1a"> </span>konsekwencji <span class="_ _15"> </span>o<span class="_ _6"></span>bniżenia <span class="_ _1a"> </span>rentowności <span class="_ _1a"> </span>Spółki<span class="ff1 fc5 ls3">. <span class="_ _1a"> </span></span>W <span class="_ _1a"> </span>sprawozdaniu  finansowym <span class="_ _15"></span>w <span class="_ _1a"> </span>pkt.8.11  p<span class="_ _0"></span>rzedstawiono <span class="_ _1a"> </span>analizę </div><div class="t m0 x1 h2 y69d ff7 fs0 fc0 sc0 ls0 ws0">wrażliwości wyniku finansoweg<span class="_ _0"></span>o. Tym samym Spółka rozpoznaje<span class="_ _0"></span> możliwy wpływ<span class="_ _0"></span> na wartość godziwą aktywów finansowych<span class="_ _0"></span> <span class="_ _6"></span><span class="ff1">i zobo-</span></div><div class="t m0 x1 h2 y69e ff7 fs0 fc0 sc0 ls0 ws0">wiązań finansowych.<span class="ff1"> </span></div><div class="t m0 x1 h23 y330 ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls31">29</span> <span class="_ _1e"> </span>N<span class="ff3">ALEŻNOŚCI</span> I <span class="ff3">ZOBOWIĄZA<span class="_ _0"></span>NIA WA<span class="_ _0"></span>RUNKOWE<span class="ff4"> </span></span></div></div><div class="c x30 y52c w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">Pozycje pozabil<span class="_ _0"></span>ansowe (w tys. zł)<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x3e y52c w10f h9"><div class="t m0 x6f ha y8e ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xf1 y52c w125 h9"><div class="t m0 x6f ha y8e ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x30 y69f w96 he"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">wystawione gw<span class="_ _0"></span>arancje bankowe n<span class="_ _0"></span>a czynsze z <span class="ff7">tytułu wy<span class="_ _0"></span>najmu lokali s<span class="_ _0"></span>klepowych<span class="ff5"> </span></span></div></div><div class="c x3e y69f w110 he"><div class="t m0 x9b ha y8e ff1 fs3 fc0 sc0 ls0 ws0">30 949 <span class="ff5"> </span></div></div><div class="c xf1 y69f w9a he"><div class="t m0 x9b ha y8e ff1 fs3 fc0 sc0 ls0 ws0">29 863 <span class="ff5"> </span></div></div><div class="c x30 y6a0 w96 h9"><div class="t m0 x9 ha y8e ff1 fs3 fc0 sc0 ls0 ws0">otwarte akredytyw<span class="_ _0"></span>y<span class="ff5"> </span></div></div><div class="c x3e y6a0 w110 h9"><div class="t m0 x9b ha y8e ff1 fs3 fc0 sc0 ls0 ws0">19 740 <span class="ff5"> </span></div></div><div class="c xf1 y6a0 w9a h9"><div class="t m0 x9b ha y8e ff1 fs3 fc0 sc0 ls0 ws0">17 794 <span class="ff5"> </span></div></div><div class="c x30 y102 w96 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">weksle własne będąc<span class="_ _0"></span>e zabezpiecze<span class="_ _0"></span>niem zobo<span class="_ _0"></span>wiązań leasingow<span class="_ _0"></span>ych<span class="ff1"> </span></div></div><div class="c x3e y102 w110 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf1 y102 w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">0 <span class="ls0"> </span></div></div><div class="c x93 y6a1 w126 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls8 ws0">  <span class="ff6 ls0">Razem zobowiąz<span class="_ _0"></span>ania warun<span class="_ _0"></span>kowe<span class="ff5"> </span></span></div></div><div class="c x3e y6a1 w110 h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">50 689 </div></div><div class="c xf1 y6a1 w9a h9"><div class="t m0 x2c ha y8e ff5 fs3 fc0 sc0 ls0 ws0">47 657 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y6a2 ff7 fs0 fc0 sc0 ls0 ws0">Brak należności warunkowych.<span class="ff1"> </span></div><div class="t m0 x1 h23 y6a3 ff4 fs6 fc1 sc0 ls0 ws0">NOTA <span class="ls3b">30</span> <span class="_ _2e"> </span>INFORMACJA O <span class="ff3">IS<span class="_ _0"></span>TOTNYCH ZM<span class="_ _0"></span>IANACH W<span class="_ _0"></span>IELKOŚCI <span class="_ _0"></span>SZACUN-</span></div><div class="t m0 x1 h23 y6a4 ff4 fs6 fc1 sc0 ls0 ws0">KOWYCH </div><div class="t m0 x1 h2 y6a5 ff7 fs0 fc0 sc0 ls0 ws0">Wykaz ważniejszych szacunków<span class="ff1"> i </span>osądów dla poszczególnych pozycji <span class="ff1">sprawozdania z sytuacji finansowej: </span></div><div class="t m0 x1 h2 y6a6 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y6a7 w3e h75"><div class="t m0 x9 h7 y6a8 ff5 fs0 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x6a y6a7 w127 h75"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls2 ws0">10<span class="ls0"> </span></div></div><div class="c xf2 y6a7 w128 h75"><div class="t m0 x6b h2 y6a8 ff7 fs0 fc0 sc0 ls0 ws0">Test na utratę wartości firmy<span class="ff1"> </span></div></div><div class="c x8 y338 w3e h76"><div class="t m0 x9 h7 y6a9 ff5 fs0 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x6a y338 w127 h76"><div class="t m0 x6b h2 y6a9 ff1 fs0 fc0 sc0 ls2 ws0">11<span class="ls0"> </span></div></div><div class="c xf2 y338 w128 h76"><div class="t m0 x6b h2 y6a9 ff7 fs0 fc0 sc0 ls0 ws0">Inne wartości niematerialne (okresy użytkowania)<span class="ff1"> </span></div></div><div class="c x8 y6aa w3e h77"><div class="t m0 x9 h7 y6a8 ff5 fs0 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x6a y6aa w127 h77"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">12,13 </div></div><div class="c xf2 y6aa w128 h77"><div class="t m0 x6b h2 y6a8 ff7 fs0 fc0 sc0 ls0 ws0">Rzeczowe aktywa trwałe oraz nieruchomości inwestycyjne (okresy użytkowania)<span class="ff1"> </span></div></div><div class="c x8 ye4 w3e h77"><div class="t m0 x9 h7 y6a8 ff5 fs0 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x6a ye4 w127 h77"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls2 ws0">12a<span class="ls0"> </span></div></div><div class="c xf2 ye4 w128 h77"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">Aktywa z <span class="ff7">tytułu praw do użytkowania</span> </div></div><div class="c x8 y6ab w3e h77"><div class="t m0 x9 h7 y6a8 ff5 fs0 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x6a y6ab w127 h77"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">15<span class="ls1e">,1<span class="_ _6"></span></span>8 </div></div><div class="c xf2 y6ab w128 h77"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">Odpis na zapasy </div></div><div class="c x8 y6ac w3e h77"><div class="t m0 x9 h7 y6a8 ff5 fs0 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x6a y6ac w127 h77"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">17<span class="ls1e">,1<span class="_ _6"></span></span>8 </div></div><div class="c xf2 y6ac w128 h77"><div class="t m0 x6b h2 y6a8 ff7 fs0 fc0 sc0 ls0 ws0">Odpis na należności<span class="ff1"> </span></div></div><div class="c x8 y6ad w3e h76"><div class="t m0 x9 h7 y6a8 ff5 fs0 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x6a y6ad w127 h76"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">14a,18 </div></div><div class="c xf2 y6ad w128 h76"><div class="t m0 x6b h2 y6a8 ff7 fs0 fc0 sc0 ls0 ws0">Odpis na udziały<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x7 y6ae w3d h78" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w4e h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls3a ws0">53<span class="ls0"> </span></div></div><div class="c x8 y6af w3e h77"><div class="t m0 x9 h7 y6a8 ff5 fs0 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x6a y6af w127 h77"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">8 </div></div><div class="c xf2 y6af w128 h77"><div class="t m0 x6b h2 y6a8 ff7 fs0 fc0 sc0 ls0 ws0">Aktywo oraz rezerwa z tytułu podatku odroczonego<span class="ff1"> </span></div></div><div class="c x8 y6b0 w3e h77"><div class="t m0 x9 h7 y6a8 ff5 fs0 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x6a y6b0 w127 h77"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">23 </div></div><div class="c xf2 y6b0 w128 h77"><div class="t m0 x6b h2 y6a8 ff7 fs0 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> </span>tytułu programu lojalnościowego<span class="ff1"> </span></div></div><div class="c x8 y6b1 w3e h77"><div class="t m0 x9 h7 y6a8 ff5 fs0 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x6a y6b1 w127 h77"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">24 </div></div><div class="c xf2 y6b1 w128 h77"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">Rezerwy na <span class="ff7">zobowiązania</span> </div></div><div class="c x8 y15e w3e h76"><div class="t m0 x9 h7 y6a8 ff5 fs0 fc4 sc0 ls0 ws0">Nota </div></div><div class="c x6a y15e w127 h76"><div class="t m0 x6b h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">31 </div></div><div class="c xf2 y15e w128 h76"><div class="t m0 x6b h2 y6a8 ff7 fs0 fc0 sc0 ls0 ws0">Płatności regulowane akcjami<span class="ff1"> </span></div></div><div class="c x8 y6b2 w3e h76"><div class="t m0 x9 h7 y6a9 ff5 fs0 fc4 sc0 ls0 ws0">Punkt </div></div><div class="c x6a y6b2 w127 h76"><div class="t m0 x6b h2 y6a9 ff1 fs0 fc0 sc0 ls0 ws0">8.7 </div></div><div class="c xf2 y6b2 w128 h76"><div class="t m0 x6b h2 y6a9 ff1 fs0 fc0 sc0 ls0 ws0">Rozliczenia podatkowe </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y606 ff4 fs6 fc1 sc0 ls0 ws0">NOTA 31 <span class="_ _22"> </span><span class="ff3">PŁATNOŚ<span class="_ _0"></span>CI REGULOWA<span class="_ _0"></span>NE<span class="ff4"> AKCJAM<span class="_ _0"></span>I </span></span></div><div class="t m0 x1 h2 y6b3 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _1"></span>27<span class="_ _6"></span>.06.2018 <span class="_ _0"></span>r. <span class="_ _1"></span>Zwyczajne W<span class="_ _0"></span>alne <span class="_ _0"></span>Zgromadzenie <span class="_ _1"></span>Akcjonariuszy uchwaliło <span class="_ _1"></span>program <span class="_ _0"></span>motywacyjny<span class="_ _0"></span> <span class="_ _0"></span>dla <span class="_ _0"></span>członków <span class="_ _0"></span>Zarządu <span class="_ _1"></span>Spółki, </div><div class="t m0 x1 h2 y6b4 ff7 fs0 fc0 sc0 ls0 ws0">kluczowych <span class="_ _14"></span>menedżerów <span class="_ _14"></span>lub <span class="_ _14"></span>innych <span class="_ _14"></span>osób <span class="_ _14"></span>o<span class="ff1"> <span class="_ _6"></span></span>istotnym <span class="_ _11"></span>zn<span class="_ _6"></span>aczeniu <span class="_ _14"></span>dla <span class="_ _14"></span>Spółki <span class="_ _11"></span>(oraz <span class="_ _14"></span>s<span class="_ _6"></span>półek <span class="_ _11"></span>z<span class="_ _6"></span><span class="ff1"> </span>jej <span class="_ _14"></span>grupy <span class="_ _14"></span>kapitałowej) <span class="_ _14"></span>oparty <span class="_ _14"></span>o<span class="ff1"> <span class="_ _6"></span></span>płatność </div><div class="t m0 x1 h2 y6b5 ff1 fs0 fc0 sc0 ls0 ws0">w posta<span class="ff7">ci <span class="_ _14"></span>akcji <span class="_ _14"></span>Spółki. <span class="_ _14"></span>Sz<span class="_ _6"></span>czegółowe <span class="_ _11"></span>warunki <span class="_ _14"></span>programu <span class="_ _15"></span>motywacyjnego <span class="_ _11"></span>(<span class="_ _6"></span>zakładającego <span class="_ _14"></span>w<span class="_ _6"></span></span> <span class="ff7">pełnej <span class="_ _14"></span>wysokości <span class="_ _15"></span>przyznanie <span class="_ _14"></span>7.050.000 </span></div><div class="t m0 x1 h2 y6b6 ff7 fs0 fc0 sc0 ls0 ws0">szt. warrantów subskryp<span class="_ _0"></span>cyjnych) zostały zawarte<span class="_ _0"></span> w<span class="ff1"> </span>raporcie bieżącym nr 33/2018 z<span class="ff1"> </span>dnia <span class="_ _0"></span>27.06.2018r. Wartość prog<span class="_ _0"></span>ramu motyw<span class="_ _0"></span>a-</div><div class="t m0 x1 h2 y6b7 ff1 fs0 fc0 sc0 ls0 ws0">cyjnego <span class="_ _6"></span>oszacowana <span class="_ _11"></span>przy z<span class="_ _6"></span>astosowaniu m<span class="_ _6"></span>odelu <span class="_ _6"></span>Monte <span class="_ _6"></span>Carlo <span class="_ _6"></span>w <span class="_ _6"></span><span class="ff7">połączeniu <span class="_ _6"></span>wyniosła <span class="_ _6"></span>2<span class="_ _6"></span>.675.618,31 zł, <span class="_ _11"></span>tj. 0,48 <span class="_ _11"></span>zł <span class="_ _6"></span>za <span class="_ _6"></span>akcję <span class="_ _6"></span>i<span class="_ _6"></span></span> jest <span class="_ _11"></span>rozli-</div><div class="t m0 x1 h2 y6b8 ff1 fs0 fc0 sc0 ls0 ws0">czana  proporcjonalnie  do<span class="_ _0"></span>  czasu  trwania  programu  z <span class="ff7">uwzględnieniem  praw<span class="_ _0"></span>dopodobieństwa  realizacji  warunków  nie<span class="_ _0"></span>rynkowych. </span></div><div class="t m0 x1 h2 y6b9 ff1 fs0 fc0 sc0 ls0 ws0">Kwota policzona przy prawdopo<span class="ff7">dobieństwie 100%.</span> </div><div class="t m0 x1 h2 y6ba ff7 fs0 fc0 sc0 ls0 ws0">Przewidywany <span class="_ _14"></span>stopień <span class="_ _14"></span>z<span class="_ _6"></span>mienności <span class="_ _14"></span>ustalony <span class="_ _15"></span>został <span class="_ _14"></span>na <span class="_ _14"></span>podstawie <span class="_ _14"></span>o<span class="_ _6"></span>sądu <span class="_ _14"></span>historycznego <span class="_ _15"></span>poparteg<span class="_ _0"></span>o <span class="_ _15"></span>analizą <span class="_ _14"></span>zmienności <span class="_ _14"></span>s<span class="_ _6"></span>tóp <span class="_ _11"></span>z<span class="_ _6"></span>wrotu </div><div class="t m0 x1 h2 y6bb ff1 fs0 fc0 sc0 ls0 ws0">z <span class="ff7">cen zamknięcia dla akcji spółki notowanych na GPW.</span> </div><div class="t m0 x1 h2 y6bc ff7 fs0 fc0 sc0 ls0 ws0">Oczekiwany okres życia opcji został określony w<span class="ff1"> oparciu o </span>maksymalny okres wynikający z<span class="ff1"> </span>podjętej uchwały.<span class="ff1"> </span></div><div class="t m0 x1 h2 y6bd ff7 fs0 fc0 sc0 ls0 ws0">Cena emisyjna akcji serii P była równa 4,48 zł.<span class="ff1"> </span></div><div class="t m0 x1 h2 y348 ff7 fs0 fc0 sc0 ls0 ws0">Warranty subskrypcyjne serii F zostały przydzielone uczestnikom programu w<span class="ff1"> 2019 roku.  </span></div><div class="t m0 x1 h2 y6be ff7 fs0 fc0 sc0 ls0 ws0">Przyznawane transzy warrantów subskrypcyjnych zostało zakończone w<span class="ff1"> 2020 roku.  </span></div><div class="t m0 x1 h2 y6bf ff7 fs0 fc0 sc0 ls0 ws0">Każdy warrant s<span class="_ _0"></span>ubskrypcyjny seri<span class="_ _0"></span>i F upraw<span class="_ _0"></span>nia do objęci<span class="_ _0"></span>a jednej <span class="_ _0"></span>akcji zwyk<span class="_ _0"></span>łej na <span class="_ _0"></span>okaziciela serii <span class="_ _0"></span>P Spółki <span class="_ _0"></span>o wartości<span class="_ _0"></span> nominaln<span class="ff1">ej 20 g<span class="_ _0"></span>r </span></div><div class="t m0 x1 h2 y38c ff7 fs0 fc0 sc0 ls0 ws0">(dwadzieścia groszy) każda, po cenie emisyjnej równej 4,48 zł (cztery<span class="_ _0"></span> złote i czterdzieści osiem groszy) za jedną akcję.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y42b ff7 fs0 fc0 sc0 ls0 ws0">Wykonanie praw z <span class="_ _6"></span>wyemitowanych przez <span class="_ _6"></span>Spółkę Warrantów moż<span class="_ _6"></span>e nastąpić nie <span class="_ _6"></span>później niż do <span class="_ _6"></span>dnia <span class="_ _11"></span><span class="ff1">31 grudnia 2024 <span class="_ _6"></span>roku. Warrant </span></div><div class="t m0 x1 h2 y6c0 ff7 fs0 fc0 sc0 ls0 ws0">traci ważność z chwilą wykonania prawa do objęcia akcji serii P.<span class="ff1"> </span></div><div class="t m0 x1 h2 y448 ff1 fs0 fc0 sc0 ls0 ws0">W 2024 roku odniesiono w <span class="ff7">koszty ogólnego zarządu z</span> <span class="ff7">tytułu wyceny programu motywacyjnego kwotę 0 tys. zł. (w</span> 2023 roku: 0 tys. </div><div class="t m0 x1 h2 y6c1 ff7 fs0 fc0 sc0 ls0 ws0">zł.).<span class="ff1"> </span></div><div class="t m0 x1 h22 y6c2 ff4 fs5 fc1 sc0 ls20 ws0">8.<span class="ffb ls0"> <span class="_ _1d"> </span><span class="ff3">POZOSTAŁE NO<span class="_ _6"></span>TY OBJAŚNIA<span class="_ _6"></span>JĄCE<span class="ff4"> </span></span></span></div><div class="t m0 x1 h23 y6c3 ff4 fs6 fc1 sc0 ls0 ws0">8.1.<span class="ffb"> <span class="_ _1b"> </span><span class="ff3">ZNACZĄCE WY<span class="_ _0"></span>DARZENIA W<span class="ff4"> 2<span class="_ _0"></span>024 ROKU </span></span></span></div><div class="t m0 x1 h2 y6c4 ff1 fs0 fc0 sc0 ls0 ws0">W 202<span class="ls6">4 </span><span class="ff7">roku miało miejsce wiele wydarzeń wewnętrznych i w otoczeniu Spółki, które m<span class="_ _6"></span>iały wpły<span class="_ _0"></span>w na biznes VRG. <span class="ff1"> </span></span></div><div class="t m0 x1 h2 y3f3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y6c5 ff5 fs0 fc3 sc0 ls0 ws0">OTOCZENIE RYNKOWE: </div><div class="t m0 x1 h2 y6c6 ff7 fs0 fc0 sc0 ls0 ws0">W 2024 <span class="_ _6"></span>roku Grupa VRG działała w <span class="_ _6"></span>warunkach stopniowej poprawy<span class="_ _0"></span> koniunktury <span class="_ _6"></span>gospodarczej w Polsce, która nabierała <span class="_ _6"></span>tempa po </div><div class="t m0 x1 h2 y6c7 ff7 fs0 fc0 sc0 ls0 ws0">trudnym <span class="_ _0"></span>okresie <span class="_ _0"></span>stagnacji <span class="_ _0"></span>w <span class="_ _0"></span>2023 <span class="_ _0"></span>roku, <span class="_ _0"></span>kiedy <span class="_ _1"></span>wzros<span class="_ _6"></span>t <span class="_ _0"></span>PKB w<span class="_ _0"></span>yniósł <span class="_ _0"></span>zaledwie <span class="_ _0"></span>0,2 <span class="_ _0"></span>proc. <span class="_ _0"></span>Gospodarka <span class="_ _0"></span>w <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _1"></span>odn<span class="_ _6"></span>otowała <span class="_ _0"></span>wyraźne<span class="_ _0"></span> </div><div class="t m0 x1 h2 y24a ff7 fs0 fc0 sc0 ls0 ws0">ożywienie, <span class="_ _6"></span>z <span class="_ _11"></span>wzrostem <span class="_ _6"></span>PKB <span class="_ _6"></span>na <span class="_ _11"></span>poziomie <span class="_ _6"></span>2,9 <span class="_ _11"></span>proc., <span class="_ _6"></span>napędzanym <span class="_ _6"></span>głównie <span class="_ _11"></span>konsumpcją <span class="_ _6"></span>prywatną <span class="_ _6"></span>i <span class="_ _11"></span>odbiciem <span class="_ _6"></span>w <span class="_ _11"></span>inwestycjach. <span class="_ _6"></span>Inflacja, </div><div class="t m0 x1 h2 y572 ff7 fs0 fc0 sc0 ls0 ws0">choć <span class="_ _6"></span>wciąż <span class="_ _11"></span>odczuwalna, <span class="_ _6"></span>malała <span class="_ _11"></span>w <span class="_ _6"></span>porównaniu <span class="_ _11"></span>z <span class="_ _6"></span>11,6 <span class="_ _11"></span>proc. <span class="_ _6"></span>w <span class="_ _6"></span>2<span class="_ _6"></span>023 <span class="_ _11"></span>roku, <span class="_ _6"></span>osiągając <span class="_ _6"></span>średnio <span class="_ _6"></span>3<span class="_ _6"></span>,7 <span class="_ _6"></span>proc. <span class="_ _11"></span>w <span class="_ _6"></span>skali <span class="_ _6"></span>roku. <span class="_ _11"></span>Ten <span class="_ _6"></span>s<span class="_ _6"></span>padek <span class="_ _6"></span>prz<span class="_ _11"></span><span class="ff1 ls18">y-</span></div><div class="t m0 x1 h2 y6c8 ff7 fs0 fc0 sc0 ls0 ws0">czynił się <span class="_ _1"></span>do poprawy <span class="_ _0"></span>nastrojów <span class="_ _0"></span>konsumentów, ch<span class="_ _0"></span>oć <span class="_ _0"></span>siła naby<span class="_ _0"></span>wcza <span class="_ _0"></span>części go<span class="_ _0"></span>spodarstw do<span class="_ _0"></span>mowych <span class="_ _0"></span>pozostała <span class="_ _0"></span>ograniczona <span class="_ _0"></span>przez sta-</div><div class="t m0 x1 h2 y6c9 ff7 fs0 fc0 sc0 ls0 ws0">bilne, lecz wciąż relatywnie wysokie, stopy procentowe NBP n<span class="_ _0"></span>a poziomie 5,75 proc.<span class="_ _6"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 wec h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls3a ws0">54<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff1 fs0 fc0 sc0 ls0 ws0"> <span class="ff7">Pierwsze <span class="_ _6"></span>półrocze <span class="_ _6"></span>2024 <span class="_ _6"></span>roku ch<span class="_ _6"></span>arakteryzowało się <span class="_ _6"></span>um<span class="_ _6"></span>iarkowaną inflacją <span class="_ _6"></span>na <span class="_ _11"></span>poziomie <span class="_ _6"></span>2,7 <span class="_ _6"></span>proc., jednak <span class="_ _6"></span>dynam<span class="_ _6"></span>ika s<span class="_ _6"></span>przedaży deta-</span></div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">licznej w kate<span class="_ _0"></span>gorii tekstylia, odzież i <span class="_ _0"></span>obuwie była ne<span class="_ _0"></span>gatywna. Konsumenci dokonywal<span class="_ _0"></span>i zakupów z wię<span class="_ _0"></span>kszą ostrożnością, co <span class="_ _0"></span>szcze<span class="_ _6"></span><span class="ff1">gól-</span></div><div class="t m0 x1 h2 y3e ff1 fs0 fc0 sc0 ls0 ws0">nie d<span class="ff7">otknęło <span class="_ _6"></span>marki Grupy, <span class="_ _6"></span>takie <span class="_ _6"></span>jak Vistula <span class="_ _6"></span>i D<span class="_ _6"></span>eni Cler</span> <span class="_ _6"></span>Milano<span class="ff7">. <span class="_ _6"></span>Z <span class="_ _6"></span>kolei marki <span class="_ _6"></span>Bytom <span class="_ _6"></span>i Wólczanka radziły <span class="_ _6"></span>sobie <span class="_ _6"></span>lepiej, notując <span class="_ _6"></span>wzrost </span></div><div class="t m0 x1 h2 y3f ff7 fs0 fc0 sc0 ls0 ws0">sprzedaży <span class="ff1">. <span class="_ _6"></span></span>W <span class="_ _6"></span>segmencie jubilerskim u<span class="_ _6"></span>trzymał się popyt <span class="_ _6"></span>na <span class="_ _6"></span>złoto i <span class="_ _6"></span>srebro, natomiast <span class="_ _6"></span>sprzedaż zegarków <span class="_ _11"></span><span class="ff1">luksusowych </span>u<span class="_ _6"></span>legła ochło-</div><div class="t m0 x1 h2 y40 ff1 fs0 fc0 sc0 ls0 ws0">dzeniu, zgodnie z trendami obserwowanymi na rynkach zagranicznych. </div><div class="t m0 x1 h2 y209 ff7 fs0 fc0 sc0 ls0 ws0">W III <span class="_ _6"></span>kwartale 2024 <span class="_ _6"></span>roku sytuacja na <span class="_ _6"></span>rynku pozostawała trudna, <span class="_ _6"></span>a sprzedaż <span class="_ _6"></span>detaliczna w kategorii tekstylia, odzież <span class="_ _6"></span>i <span class="_ _6"></span>obuwie s<span class="_ _11"></span>padła </div><div class="t m0 x1 h2 y20a ff7 fs0 fc0 sc0 ls0 ws0">o 12,5 proc. w porównaniu z<span class="_ _0"></span> analogicznym okresem 2023 roku<span class="_ _0"></span>. Wrzesień okazał się jednym <span class="_ _0"></span>z najgorszych miesięcy dla handlu deta-</div><div class="t m0 x1 h2 y20b ff7 fs0 fc0 sc0 ls0 ws0">licznego <span class="_ _6"></span>w <span class="_ _11"></span>ostatnich <span class="_ _11"></span>latach, <span class="_ _6"></span>z<span class="_ _6"></span>e <span class="_ _6"></span>spadkiem <span class="_ _11"></span>sprzedaży <span class="_ _6"></span>o <span class="_ _11"></span>3 <span class="_ _6"></span>proc. <span class="_ _11"></span>r/r <span class="_ _11"></span>i <span class="_ _6"></span>5,7 <span class="_ _11"></span>proc. <span class="_ _11"></span>m/m. <span class="_ _11"></span>Inflacja <span class="_ _6"></span>w <span class="_ _11"></span>tym <span class="_ _6"></span>okresie <span class="_ _11"></span>wzrosła <span class="_ _6"></span>do <span class="_ _11"></span>4,9 <span class="_ _11"></span>proc.<span class="_ _6"></span><span class="ff1"> <span class="_ _11"></span>r/r, <span class="_ _11"></span>co </span></div><div class="t m0 x1 h2 y6ca ff7 fs0 fc0 sc0 ls0 ws0">dodatkowo ograniczało siłę nabywczą konsumentów.<span class="ff1"> </span></div><div class="t m0 x1 h2 y307 ff7 fs0 fc0 sc0 ls0 ws0">IV kw<span class="_ _0"></span>artał p<span class="_ _0"></span>rzyniósł wy<span class="_ _0"></span>raźne ożywie<span class="_ _0"></span>nie w<span class="_ _0"></span> polskiej <span class="_ _0"></span>gospodarce, <span class="_ _0"></span>napędzane <span class="_ _0"></span>sezonowym w<span class="_ _0"></span>zrostem <span class="_ _0"></span>konsumpcji <span class="_ _0"></span>związanym <span class="_ _0"></span>z ok<span class="_ _0"></span>resem </div><div class="t m0 x1 h2 y166 ff7 fs0 fc0 sc0 ls0 ws0">przedświątecznym, k<span class="_ _0"></span>tóry tra<span class="_ _0"></span>dycyjnie <span class="_ _0"></span>pobudził <span class="_ _0"></span>handel <span class="_ _0"></span>detaliczny. <span class="_ _0"></span>Wzrost <span class="_ _0"></span>PKB <span class="_ _1"></span>w tym <span class="_ _1"></span>o<span class="_ _6"></span>kresie <span class="_ _0"></span>szacowano <span class="_ _0"></span>na <span class="_ _0"></span>3,2<span class="ff1">-3,5 proc. <span class="_ _0"></span>r/r, <span class="_ _1"></span>wsparty </span></div><div class="t m0 x1 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">odbic<span class="ff7">iem <span class="_ _6"></span>w <span class="_ _11"></span>wydatkach <span class="_ _6"></span>gospodarstw <span class="_ _6"></span>domowych <span class="_ _6"></span>oraz <span class="_ _11"></span>zwiększoną <span class="_ _6"></span>aktywnością <span class="_ _6"></span>w <span class="_ _6"></span>sektorze <span class="_ _6"></span>usług <span class="_ _11"></span>i <span class="_ _6"></span>produkcji. <span class="_ _6"></span>Inflacja <span class="_ _6"></span>us<span class="_ _6"></span>tabilizowała </span></div><div class="t m0 x1 h2 y6cb ff7 fs0 fc0 sc0 ls0 ws0">się na poziomie <span class="_ _0"></span>około 4,8 proc., <span class="_ _0"></span>co nadal w<span class="_ _0"></span>ywierało p<span class="_ _0"></span>resję na koszty życia, <span class="_ _0"></span>jednak popraw<span class="_ _0"></span>a wskaźników ufności ko<span class="_ _0"></span>nsumenckiej G<span class="ff1">US </span></div><div class="t m0 x1 h2 y6cc ff7 fs0 fc0 sc0 ls0 ws0">sugerowała <span class="_ _11"></span>większą <span class="_ _11"></span>s<span class="_ _6"></span>kłonność <span class="_ _11"></span>do <span class="_ _11"></span>wydatków <span class="_ _11"></span>w <span class="_ _11"></span>porównaniu <span class="_ _14"></span>z <span class="_ _11"></span>wcześniejszymi <span class="_ _14"></span>kwartałami. <span class="_ _14"></span><span class="ff1">Pomimo<span class="_ _6"></span> <span class="_ _11"></span>tego <span class="_ _11"></span>ruch <span class="_ _14"></span>w <span class="_ _11"></span>galeriach <span class="_ _11"></span>handlo-</span></div><div class="t m0 x1 h2 y6cd ff7 fs0 fc0 sc0 ls0 ws0">wych <span class="_ _6"></span>również <span class="_ _6"></span>w <span class="_ _6"></span>IV <span class="_ _11"></span>kwartale <span class="_ _6"></span>znajdował <span class="_ _6"></span>się <span class="_ _6"></span>pod <span class="_ _6"></span>duż<span class="_ _6"></span>ą <span class="_ _6"></span>presją<span class="ff1 ls1e">. <span class="_ _11"></span></span>Jednocześnie <span class="_ _6"></span>rosnące <span class="_ _11"></span>koszty energii <span class="_ _6"></span>i <span class="_ _11"></span>transportu, <span class="_ _6"></span>będące <span class="_ _6"></span>efektem <span class="_ _11"></span>glo-</div><div class="t m0 x1 h2 y6ce ff7 fs0 fc0 sc0 ls0 ws0">balnych napię<span class="_ _0"></span>ć w <span class="_ _1"></span>łańcu<span class="_ _6"></span>chach dostaw, utrudniały<span class="_ _0"></span> pe<span class="_ _0"></span>łne wy<span class="_ _0"></span>korzystanie potencjału <span class="_ _0"></span>ożywienia, <span class="_ _0"></span>szczególnie w<span class="_ _0"></span> sektorach <span class="_ _0"></span>wrażliw<span class="_ _0"></span>ych n<span class="ff1 ls3c">a </span></div><div class="t m0 x1 h2 y234 ff1 fs0 fc0 sc0 ls0 ws0">ceny. </div><div class="t m0 x1 h2 y2cf ff1 fs0 fc0 sc0 ls0 ws0">Dodatkowo <span class="_ _6"></span><span class="ls14">w <span class="_ _11"></span></span>roku <span class="_ _6"></span>2024 <span class="_ _6"></span>wzrost <span class="_ _6"></span>koszt<span class="lsa">ów</span> <span class="_ _6"></span><span class="ff7">pracy w<span class="_ _6"></span>ynikając</span>ych <span class="_ _6"></span><span class="ff7">z <span class="_ _6"></span>podwyżek <span class="_ _6"></span>płacy <span class="_ _6"></span>minimalnej <span class="_ _6"></span>i <span class="_ _6"></span>presji <span class="_ _6"></span>płacowej <span class="_ _6"></span>do<span class="_ _6"></span>datkowo <span class="_ _6"></span>obciążały </span></div><div class="t m0 x1 h2 y236 ff7 fs0 fc0 sc0 ls0 ws0">marże Spółki. <span class="ff1"> </span></div><div class="t m0 x1 h2 y2d0 ff7 fs0 fc0 sc0 ls0 ws0">Podsumowując, otoczenie rynk<span class="_ _0"></span>owe w<span class="_ _0"></span> 2024 roku dla <span class="_ _0"></span>VRG cechow<span class="_ _0"></span>ało się nierównomiernym te<span class="_ _0"></span>mpem: trudności w<span class="_ _0"></span> pierwszych <span class="_ _0"></span>trzech </div><div class="t m0 x1 h2 y2d1 ff7 fs0 fc0 sc0 ls0 ws0">kwartałach ustąpiły miejsca lepszej koniunkturze w końcówce roku.<span class="ff1"> </span></div><div class="t m0 x1 h7 y662 ff6 fs0 fc3 sc0 ls0 ws0">ODWOŁANIE STRATEGII GRUPY KAPITAŁOWEJ NA LATA 2023<span class="ff5">-2025 </span></div><div class="t m0 x1 h2 y260 ff7 fs0 fc0 sc0 ls0 ws0">30 stycznia 2024 r.<span class="_ _0"></span> Zarząd Spół<span class="_ _0"></span>ki poinformował, że p<span class="_ _0"></span>odjął decyzję o odw<span class="_ _0"></span>ołaniu Strategii <span class="_ _0"></span>Grupy Kap<span class="_ _0"></span>itałowej na lata 2023<span class="_ _6"></span><span class="ff1">-2025. De-</span></div><div class="t m0 x1 h2 y6cf ff7 fs0 fc0 sc0 ls0 ws0">cyzja <span class="_ _11"></span>o <span class="_ _11"></span>odwołaniu <span class="_ _11"></span>Strategii <span class="_ _11"></span>została <span class="_ _11"></span>podjęta <span class="_ _11"></span>w <span class="_ _11"></span>na <span class="_ _11"></span>bazie <span class="_ _14"></span>bieżącej <span class="_ _6"></span>an<span class="_ _6"></span>alizy <span class="_ _11"></span>popytu, <span class="_ _11"></span>działalności <span class="_ _6"></span>Spółki <span class="_ _14"></span>i <span class="_ _11"></span>jej <span class="_ _11"></span>szans <span class="_ _11"></span>na <span class="_ _11"></span>realizacje<span class="_ _6"></span><span class="ff1"> <span class="_ _14"></span></span>założeń </div><div class="t m0 x1 h2 y6d0 ff7 fs0 fc0 sc0 ls0 ws0">Strategii w kluczowych <span class="_ _6"></span>parametrach wzrostu. Wpływ na decyzję o <span class="_ _6"></span>odwołaniu miały założenia dotyczące <span class="_ _6"></span>w szczególności: dynamiki </div><div class="t m0 x1 h2 y6d1 ff7 fs0 fc0 sc0 ls0 ws0">planowanego <span class="_ _11"></span>wzrostu <span class="_ _11"></span>przychodów <span class="_ _11"></span>Grupy <span class="_ _11"></span>i <span class="_ _14"></span>operacyjnych <span class="_ _11"></span>źródeł <span class="_ _11"></span>ich <span class="_ _14"></span>generowania, <span class="_ _11"></span>planów <span class="_ _11"></span>wzrostu <span class="_ _11"></span>powierzchni <span class="_ _11"></span>s<span class="_ _6"></span>ieci <span class="_ _11"></span>stacjonarnej, </div><div class="t m0 x1 h2 y6d2 ff1 fs0 fc0 sc0 ls0 ws0">str<span class="ff7">uktury <span class="_ _11"></span>przychodów <span class="_ _6"></span>Grupy <span class="_ _11"></span>w <span class="_ _11"></span>podziale <span class="_ _11"></span>na <span class="_ _11"></span>poszczególne <span class="_ _11"></span>kanały <span class="_ _11"></span>dystrybucji <span class="_ _11"></span>detalicznej, <span class="_ _6"></span>wielkości <span class="_ _11"></span>nakładów <span class="_ _11"></span>inwestycyjnych <span class="_ _11"></span>oraz </span></div><div class="t m0 x1 h2 y6d3 ff7 fs0 fc0 sc0 ls0 ws0">kształtowania się poziomu marży brutto i marży operacyjnej Grupy. Wraz z decyzją o odwołaniu Strategii, Zarząd poinformow<span class="_ _0"></span>ał, <span class="_ _6"></span>ż<span class="_ _6"></span>e </div><div class="t m0 x1 h2 y6d4 ff1 fs0 fc0 sc0 ls0 ws0">przeki<span class="ff7">erowuje <span class="_ _14"></span>o<span class="_ _6"></span>becnie <span class="_ _15"></span>swoje <span class="_ _14"></span>dz<span class="_ _6"></span>iałania <span class="_ _15"></span>na <span class="_ _15"></span>wzmacnianie <span class="_ _14"></span>dz<span class="_ _6"></span>iałalności <span class="_ _14"></span>operacyjnej <span class="_ _15"></span>Grupy <span class="_ _15"></span>w <span class="_ _15"></span>segmencie <span class="_ _15"></span>odzieżowym, <span class="_ _15"></span>aby <span class="_ _15"></span>poprawić </span></div><div class="t m0 x1 h2 y2d9 ff7 fs0 fc0 sc0 ls0 ws0">efektywność kosztową marek. Je<span class="_ _0"></span>dnocześnie Zarząd VRG S.A. będzie dbał o utrzymanie dal<span class="_ _0"></span>szego dynamicznego rozwoju mark<span class="_ _0"></span>i jubi-</div><div class="t m0 x1 h2 yb3 ff1 fs0 fc0 sc0 ls0 ws0">lerskiej W.KRUK w k<span class="ff7">raju i za granicą.</span> </div><div class="t m0 x1 h7 y2da ff5 fs0 fc3 sc0 ls0 ws0">ISTOTNE ZMIANY W AKCJONARIACIE VRG S.A. </div><div class="t m0 x1 h2 y2db ff7 fs0 fc0 sc0 ls0 ws0">W dniu <span class="_ _0"></span>1 marca<span class="_ _0"></span> 2024<span class="_ _0"></span> r. Sp<span class="_ _0"></span>ółka otrzymała <span class="_ _0"></span>od IPOP<span class="_ _0"></span>EMA TFI, <span class="_ _0"></span>na podstawie<span class="_ _0"></span> przepisów<span class="_ _0"></span> ustawy <span class="_ _0"></span>z <span class="_ _0"></span>dnia 29 <span class="_ _0"></span>lipca <span class="_ _0"></span>2005 r. <span class="_ _0"></span>o <span class="_ _0"></span>ofercie publi<span class="ff1">cz-</span></div><div class="t m0 x1 h2 y2dc ff7 fs0 fc0 sc0 ls0 ws0">nej  i  warunkach <span class="_ _10"> </span>wprow<span class="_ _0"></span>adzania  instrum<span class="_ _6"></span>entów  finansowych  do  zorganizowanego  systemu  obrotu  oraz <span class="_ _10"> </span>o  spółkach  publicznych </div><div class="t m0 x1 h7 y2dd ff7 fs0 fc0 sc0 ls2 ws0">(„<span class="ff5 ls0">Ustawa<span class="ff7">”), <span class="_ _14"></span>zawiadomienie, <span class="_ _15"></span>iż <span class="_ _15"></span>porozumienie <span class="_ _14"></span>akcjonarius<span class="_ _6"></span>zy <span class="_ _14"></span>Spółki <span class="_ _15"></span>zawarte <span class="_ _15"></span>w <span class="_ _14"></span>sprawie <span class="_ _15"></span>nabywania <span class="_ _15"></span>bezpośrednio <span class="_ _15"></span>lub <span class="_ _15"></span>pośrednio <span class="_ _15"></span>lub </span></span></div><div class="t m0 x1 h2 y6d5 ff7 fs0 fc0 sc0 ls0 ws0">obejmowania <span class="_ _11"></span>akcji <span class="_ _14"></span>Spółki, <span class="_ _14"></span>zgodnego <span class="_ _11"></span>głos<span class="_ _6"></span>owania <span class="_ _11"></span>na <span class="_ _14"></span>Walnym <span class="_ _14"></span>Zgromadzeniu <span class="_ _14"></span>Spółki <span class="_ _11"></span>i <span class="_ _14"></span>prowadzenia <span class="_ _14"></span>trwałej <span class="_ _11"></span>polityki <span class="_ _14"></span>wobec <span class="_ _14"></span>Spółki, <span class="_ _11"></span>o </div><div class="t m0 x1 h2 y6d6 ff1 fs0 fc0 sc0 ls0 ws0">którym mowa w <span class="_ _6"></span>art. 87 u<span class="_ _6"></span><span class="ff7">st. 1 <span class="_ _6"></span>pkt 5) Ustawy, w <span class="_ _6"></span>którego skład wchodzili: <span class="_ _6"></span>Pan Jan Kolański, Colian <span class="_ _6"></span>sp. z o.o., <span class="_ _6"></span>Colian Developer Spółka </span></div><div class="t m0 x1 h2 y6d7 ff7 fs0 fc0 sc0 ls0 ws0">z o.o. (poprzednio Colian <span class="_ _0"></span>Developer <span class="_ _0"></span>sp. z o.o. sp. <span class="_ _0"></span>k.)  oraz<span class="_ _0"></span> IPOPEMA 21 F<span class="_ _0"></span>IZAN, w wynik<span class="_ _0"></span>u transakcji kup<span class="_ _0"></span>na akcji Spółki <span class="_ _0"></span>na rynk<span class="_ _6"></span><span class="ff1">u regu-</span></div><div class="t m0 x1 h2 y6d8 ff1 fs0 fc0 sc0 ls0 ws0">lowanym przez Co<span class="ff7">lian sp. z o.o. zwiększyło swój dotychczasowy udział w ogólnej liczbie głosów<span class="_ _0"></span> w Spółce powyżej progu 30%.<span class="_ _6"></span><span class="ff1"> </span></span></div><div class="t m0 x1 h2 y6d9 ff1 fs0 fc0 sc0 ls0 ws0">W dniu <span class="_ _6"></span>2<span class="_ _6"></span>5 <span class="ff7">marca <span class="_ _6"></span>2<span class="_ _6"></span>024 <span class="_ _11"></span>r. <span class="_ _6"></span>Spółka <span class="_ _11"></span>otrzymała <span class="_ _11"></span>od <span class="_ _6"></span>IPOPE<span class="_ _6"></span>MA <span class="_ _6"></span>TFI, <span class="_ _11"></span>na <span class="_ _11"></span>podstawie <span class="_ _6"></span>przepisów <span class="_ _11"></span>Ustawy <span class="_ _6"></span>zawiadomienie, <span class="_ _11"></span>iż <span class="_ _11"></span>w<span class="_ _6"></span></span> dniu <span class="_ _11"></span>21 <span class="_ _6"></span>m<span class="_ _6"></span>arca </div><div class="t m0 x1 h2 y5db ff7 fs0 fc0 sc0 ls0 ws0">2024 <span class="_ _6"></span>r. został z<span class="_ _6"></span>awarty aneks do <span class="_ _6"></span>porozumienia akcjonariuszy S<span class="_ _6"></span>półki z<span class="_ _6"></span><span class="ff1"> </span>dn<span class="_ _6"></span>ia 26 września <span class="_ _6"></span>2023 r. <span class="_ _6"></span>W<span class="ff1"> wyniku z<span class="_ _6"></span>awarcia aneksu <span class="_ _6"></span>do poro-</span></div><div class="t m0 x1 h2 y6da ff1 fs0 fc0 sc0 ls0 ws0">zumienia <span class="_ _11"></span>d<span class="ff7">ołączył <span class="_ _11"></span>nowy <span class="_ _11"></span>podmiot: <span class="_ _11"></span>COL<span class="_ _6"></span>IAN <span class="_ _11"></span>HOLDING <span class="_ _11"></span>sp. <span class="_ _11"></span>z</span> <span class="ff7">o.o. <span class="_ _11"></span>W <span class="_ _11"></span>związku <span class="_ _11"></span>z <span class="_ _14"></span>powyższym <span class="_ _11"></span>zawiadomieniem <span class="_ _11"></span>stronami <span class="_ _11"></span>porozumienia </span></div><div class="t m0 x1 h2 ye1 ff7 fs0 fc0 sc0 ls0 ws0">byli: Jan Kolański, Colian sp. z<span class="ff1"> <span class="_ _6"></span>o.o. Colian Developer sp. z </span>o<span class="_ _6"></span>.o., IPOPEMA 21 Fundusz Inwestycyjny Zamknięty Akty<span class="_ _0"></span>wów Niepublicz-</div><div class="t m0 x1 h2 y6db ff1 fs0 fc0 sc0 ls0 ws0">nych oraz <span class="_ _6"></span>Colian <span class="_ _6"></span>Holding sp. <span class="_ _6"></span>z <span class="ff7">o.o. <span class="_ _6"></span>Zgodnie <span class="_ _6"></span>z zawiadomieniem z <span class="_ _6"></span>dnia <span class="_ _6"></span>25 marca <span class="_ _6"></span>2024 r. <span class="_ _6"></span>łączny udział <span class="_ _6"></span>porozumienia w<span class="_ _11"></span></span> ogólnej liczbie </div><div class="t m0 x1 h2 y554 ff7 fs0 fc0 sc0 ls0 ws0">głosów w<span class="ff1"> </span>Spółce wzrósł do 31,04%.<span class="ff1"> </span></div><div class="t m0 x1 h2 y6dc ff7 fs0 fc0 sc0 ls0 ws0">W dniu 22 <span class="_ _6"></span>maja 2024 r. Spółka otrzymała od Pan<span class="_ _6"></span>a Jerzego Mazgaja zawiadomienie w<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span></span>trybie art. 69 <span class="_ _6"></span>Ustawy, iż w dniu 17 <span class="_ _6"></span>maja 2024 </div><div class="t m0 x1 h2 y6dd ff7 fs0 fc0 sc0 ls0 ws0">r. w <span class="_ _1"></span>transakcji na <span class="_ _0"></span>rynku<span class="_ _0"></span> re<span class="_ _0"></span>gulowanym Pan<span class="_ _0"></span> Je<span class="_ _0"></span>rzy Mazgaj<span class="_ _0"></span> <span class="_ _0"></span>dokonał <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>3.500.000 <span class="_ _0"></span>akcji <span class="_ _1"></span>Spółki. Przed <span class="_ _0"></span>zmianą <span class="_ _0"></span>dokonaną <span class="_ _1"></span>w wynik<span class="ff1 lsa">u </span></div><div class="t m0 x1 h2 y6de ff7 fs0 fc0 sc0 ls14 ws0">wyż<span class="ls0">ej w<span class="_ _0"></span>ymienionej <span class="_ _0"></span>transakcji <span class="_ _1"></span>Pan<span class="_ _6"></span> <span class="_ _0"></span>Jerzy <span class="_ _1"></span>Mazgaj  <span class="_ _0"></span> <span class="_ _1"></span>posiadał 2<span class="_ _0"></span>8.000.000 <span class="_ _0"></span>akcji <span class="_ _1"></span>Spółki, co<span class="_ _0"></span> <span class="_ _0"></span>stanowiło <span class="_ _1"></span>11,94% kapitału <span class="_ _1"></span>zakładowego Spółk<span class="ff1 ls3d">i </span></span></div><div class="t m0 x1 h2 y6df ff7 fs0 fc0 sc0 ls0 ws0">i <span class="_ _11"></span>uprawniało <span class="_ _11"></span>do <span class="_ _14"></span>28.000.000 <span class="_ _11"></span>głosów, <span class="_ _11"></span>stanowiących <span class="_ _11"></span>11,94% <span class="_ _14"></span>w <span class="_ _6"></span>o<span class="_ _6"></span>gólnej <span class="_ _11"></span>liczbie <span class="_ _11"></span>głosów <span class="_ _11"></span>n<span class="_ _6"></span>a <span class="_ _11"></span>Walnym <span class="_ _11"></span>Zgromadzeniu <span class="_ _11"></span>Spółki. <span class="_ _11"></span>Po <span class="_ _11"></span>zmianie </div><div class="t m0 x1 h2 y6e0 ff1 fs0 fc0 sc0 ls0 ws0">dokonan<span class="ff7">ej w <span class="_ _1"></span>wyniku wyżej <span class="_ _0"></span>wymienionej tra<span class="_ _0"></span>nsakcji <span class="_ _0"></span>Pan <span class="_ _0"></span>Jerzy <span class="_ _0"></span>Mazgaj <span class="_ _0"></span>posiadał <span class="_ _0"></span>24.500.000 ak<span class="_ _0"></span>cji <span class="_ _0"></span>Spółki, <span class="_ _0"></span>co <span class="_ _0"></span>stanowiło <span class="_ _1"></span>1<span class="_ _6"></span>0,45% <span class="_ _0"></span>kapitału </span></div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y5 w129 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls3a ws0">55<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff7 fs0 fc0 sc0 ls0 ws0">zakładowego Spółki i <span class="_ _6"></span>uprawniało <span class="_ _6"></span>do 24<span class="_ _6"></span>.500.000 głosów, stanowiących 10<span class="_ _6"></span>,45% w <span class="_ _6"></span>ogólnej liczbie głos<span class="_ _6"></span>ów na <span class="_ _6"></span>Walnym Zgromadzeniu </div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">Spółki.<span class="ff1"> </span></div><div class="t m0 x1 h2 y206 ff7 fs0 fc0 sc0 ls0 ws0">W dniu 31 <span class="_ _6"></span>maja 2024 r. Spółka otrzymała od Pan<span class="_ _6"></span>a Jerzego Mazgaja zawiadomienie w<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span></span>trybie art. 69 <span class="_ _6"></span>Ustawy, iż w dniu 28 <span class="_ _6"></span>maja 2024 </div><div class="t m0 x1 h2 y207 ff7 fs0 fc0 sc0 ls0 ws0">r. w <span class="_ _1"></span>transakcji na <span class="_ _0"></span>rynku<span class="_ _0"></span> re<span class="_ _0"></span>gulowanym Pan<span class="_ _0"></span> Je<span class="_ _0"></span>rzy Mazgaj<span class="_ _0"></span> <span class="_ _0"></span>dokonał <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>1.044.904 <span class="_ _0"></span>akcji <span class="_ _1"></span>Spółki. Przed <span class="_ _0"></span>zmianą <span class="_ _0"></span>dokonaną <span class="_ _1"></span>w wynik<span class="ff1 lsa">u </span></div><div class="t m0 x1 h2 y208 ff7 fs0 fc0 sc0 ls14 ws0">wyż<span class="ls0">ej wymienionej <span class="_ _0"></span>transakcji <span class="_ _0"></span>Pan <span class="_ _0"></span>Jerzy <span class="_ _0"></span>Mazgaj <span class="_ _1"></span> posiadał 2<span class="_ _0"></span>3.500.000 <span class="_ _0"></span>akcji <span class="_ _0"></span>Spółki, c<span class="_ _0"></span>o <span class="_ _0"></span>stanowiło <span class="_ _0"></span>10,02% <span class="_ _1"></span>kapitału zakładowego <span class="_ _1"></span>S<span class="_ _6"></span>półki<span class="_ _6"></span><span class="ff1"> </span></span></div><div class="t m0 x1 h2 y209 ff7 fs0 fc0 sc0 ls0 ws0">i <span class="_ _11"></span>uprawniało <span class="_ _11"></span>do <span class="_ _14"></span>23.500.000 <span class="_ _11"></span>głosów, <span class="_ _11"></span>stanowiących <span class="_ _11"></span>10,02% <span class="_ _14"></span>w <span class="_ _6"></span>o<span class="_ _6"></span>gólnej <span class="_ _11"></span>liczbie <span class="_ _11"></span>głosów <span class="_ _11"></span>n<span class="_ _6"></span>a <span class="_ _11"></span>Walnym <span class="_ _11"></span>Zgromadzeniu <span class="_ _11"></span>Spółki. <span class="_ _11"></span>Po <span class="_ _11"></span>zmianie </div><div class="t m0 x1 h2 y20a ff1 fs0 fc0 sc0 ls0 ws0">dokonane<span class="ff7">j w wyniku wyżej wymienionej transakcji<span class="_ _0"></span> Pan Jerzy Mazgaj  posiadał<span class="_ _0"></span> 22.455.096 akcji Spółki, co sta<span class="_ _0"></span>nowiło 9,58% kap<span class="_ _0"></span>itału </span></div><div class="t m0 x1 h2 y20b ff7 fs0 fc0 sc0 ls0 ws0">zakładowego <span class="_ _6"></span>Spółki <span class="_ _11"></span>i <span class="_ _11"></span>uprawniało <span class="_ _11"></span>do <span class="_ _11"></span>22.455.096 <span class="_ _11"></span>głosów, <span class="_ _6"></span>stanowiących <span class="_ _11"></span>9,58% <span class="_ _11"></span>w <span class="_ _11"></span>ogólnej <span class="_ _11"></span>liczbie <span class="_ _6"></span>głosów <span class="_ _11"></span>na <span class="_ _11"></span>Walnym <span class="_ _11"></span>Zgromadzeniu </div><div class="t m0 x1 h2 y6ca ff7 fs0 fc0 sc0 ls0 ws0">Spółki. <span class="ff1"> </span></div><div class="t m0 x1 h2 y307 ff7 fs0 fc0 sc0 ls0 ws0">W dniu 25 lip<span class="_ _0"></span>ca 2024 r. Spółk<span class="_ _0"></span>a otrzymała od IPOPEMA TF<span class="_ _0"></span>I zawiadomienie<span class="_ _0"></span> na podstawie p<span class="_ _0"></span>rzepisów<span class="ff1">  </span>Ustawy, iż porozumienie akcjo-</div><div class="t m0 x1 h2 y166 ff7 fs0 fc0 sc0 ls0 ws0">nariuszy <span class="_ _11"></span>Spółki <span class="_ _6"></span>zawarte <span class="_ _11"></span>w<span class="ff1"> </span>sprawie <span class="_ _11"></span>nabywania <span class="_ _6"></span>bezpośrednio <span class="_ _11"></span>lub <span class="_ _11"></span>pośrednio <span class="_ _11"></span>lub <span class="_ _6"></span>obejmowania <span class="_ _11"></span>akcji <span class="_ _11"></span>Spółki, <span class="_ _6"></span>zgodnego <span class="_ _11"></span>głosowania <span class="_ _11"></span>na </div><div class="t m0 x1 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">Walnym Zg<span class="ff7">romadzeniu <span class="_ _0"></span>Spółki i<span class="_ _0"></span><span class="ff1"> <span class="ff7">prowadzenia trwałej <span class="_ _0"></span>polityki w<span class="_ _0"></span>obec Spółki,<span class="_ _0"></span> o<span class="ff1"> którym mowa<span class="_ _0"></span> w art. <span class="_ _0"></span>87 u<span class="_ _0"></span>st. 1 pkt <span class="_ _0"></span>5) Ustawy<span class="_ _0"></span>, w któreg<span class="_ _0"></span>o </span></span></span></span></div><div class="t m0 x1 h2 y6cb ff7 fs0 fc0 sc0 ls0 ws0">skład <span class="_ _6"></span>wchodzą: Pan <span class="_ _6"></span>Jan <span class="_ _6"></span>Kolański, <span class="_ _6"></span>Colian <span class="_ _6"></span>sp. z<span class="_ _6"></span><span class="ff1"> </span>o.o., <span class="_ _6"></span>Colian <span class="_ _6"></span>Holding Spółka <span class="_ _6"></span>z<span class="ff1"> </span>ograniczoną <span class="_ _6"></span>odpowiedzialnością, IPOPEMA <span class="_ _6"></span>21 <span class="_ _6"></span>Fundusz </div><div class="t m0 x1 h2 y6cc ff1 fs0 fc0 sc0 ls0 ws0">Inwestycyj<span class="ff7">ny <span class="_ _0"></span>Zamknięty <span class="_ _0"></span>Aktywów Nie<span class="_ _0"></span>publicznych oraz<span class="_ _0"></span> Coli<span class="_ _0"></span>an Develop<span class="_ _0"></span>er Sp<span class="_ _0"></span>ółka z<span class="ff1"> </span>ograniczoną odp<span class="_ _0"></span>owiedzialnością <span class="_ _0"></span>(„Porozumienie </span></div><div class="t m0 x1 h2 y6cd ff7 fs0 fc0 sc0 ls0 ws0">Akcjonariuszy”), <span class="_ _14"></span>w<span class="ff1"> </span>wyniku <span class="_ _14"></span>trans<span class="_ _6"></span>akcji <span class="_ _14"></span>kupna <span class="_ _14"></span>5.000.000 <span class="_ _15"></span>akcji <span class="_ _14"></span>Spółki <span class="_ _11"></span>w<span class="_ _6"></span><span class="ff1"> </span>transakcji <span class="_ _14"></span>pakietowej <span class="_ _15"></span>przez <span class="_ _14"></span>Colian <span class="_ _14"></span>H<span class="_ _6"></span>olding <span class="_ _14"></span>Spółka <span class="_ _14"></span>z<span class="_ _6"></span><span class="ff1"> ograni-</span></div><div class="t m0 x1 h2 y6ce ff7 fs0 fc0 sc0 ls0 ws0">czoną  odpowiedzialnością  dokonanej  w<span class="_ _0"></span>  dniu <span class="_ _1a"> </span>23  lipca  2024 <span class="_ _1a"> </span>r.,  zwiększyło  swój  dotychczasowy  ud<span class="_ _0"></span>ział  w<span class="ff1"> </span>ogólnej  liczbie  głosów </div><div class="t m0 x1 h2 y234 ff1 fs0 fc0 sc0 ls0 ws0">w <span class="ff7">Spółce.</span> </div><div class="t m0 x1 h2 y2cf ff7 fs0 fc0 sc0 ls0 ws0">Przed <span class="_ _14"></span>zmianą <span class="_ _14"></span>dokonaną <span class="_ _14"></span>w <span class="_ _15"></span>wynik<span class="_ _0"></span>u <span class="_ _14"></span>wyżej <span class="_ _14"></span>wymienionej <span class="_ _14"></span>transakcji <span class="_ _14"></span>Porozumienie <span class="_ _14"></span>Akcjonariuszy <span class="_ _14"></span>posiadało <span class="_ _15"></span>łącznie <span class="_ _11"></span>74.756.187 <span class="_ _14"></span>akcji<span class="_ _6"></span> </div><div class="t m0 x1 h2 y236 ff7 fs0 fc0 sc0 ls0 ws0">Spółki, co stanowiło 31,89% kapitału zakładowego Spółki i uprawniało do 74.756.187 głosów, stanowiących 31,89% w ogólnej licz-</div><div class="t m0 x1 h2 y237 ff7 fs0 fc0 sc0 ls0 ws0">bie głosów na Walnym <span class="_ _0"></span>Zgromadzeniu Spółki. Po <span class="_ _0"></span>zmianie dokonanej <span class="_ _0"></span>w wyniku <span class="_ _0"></span>wyżej wymienionej transakcji Porozumienie <span class="_ _0"></span>Akcjona-</div><div class="t m0 x1 h2 y6e1 ff7 fs0 fc0 sc0 ls0 ws0">riuszy <span class="_ _14"></span>posiadało <span class="_ _14"></span>79.756.187 <span class="_ _14"></span>akcji <span class="_ _11"></span>S<span class="_ _6"></span>półki, <span class="_ _14"></span>co <span class="_ _14"></span>stanowiło <span class="_ _11"></span>34<span class="_ _6"></span>,02% <span class="_ _14"></span>kapitału <span class="_ _14"></span>zakładowego <span class="_ _11"></span>Spółki <span class="_ _14"></span>i <span class="_ _14"></span>uprawniało <span class="_ _14"></span>do <span class="_ _14"></span>79.756.187 <span class="_ _14"></span>głosów, </div><div class="t m0 x1 h2 y6e2 ff7 fs0 fc0 sc0 ls0 ws0">stanowiących 34,02%<span class="ff1"> </span>w ogólnej liczbie głosów na Walnym Zgromadzeniu Spółki.<span class="ff1"> </span></div><div class="t m0 x1 h2 y2d3 ff7 fs0 fc0 sc0 ls0 ws0">W dniu 26 sierpnia 2024 <span class="_ _6"></span>r. Spółka otrzymała od IPOPEMA <span class="_ _6"></span>Towarzystwo Funduszy Inwestycyjnych S.A. z siedzibą w Warszawie, na </div><div class="t m0 x1 h2 y2d4 ff7 fs0 fc0 sc0 ls0 ws0">podstawie <span class="_ _14"></span>przepisów <span class="_ _14"></span>U<span class="_ _6"></span>stawy <span class="_ _14"></span>zawiadomienie, <span class="_ _14"></span>iż <span class="_ _15"></span>w <span class="_ _15"></span>dniu <span class="_ _14"></span>21 <span class="_ _14"></span>s<span class="_ _6"></span>ierpnia <span class="_ _11"></span>2<span class="_ _6"></span>024 <span class="_ _14"></span>r. <span class="_ _15"></span>został <span class="_ _14"></span>zawarty <span class="_ _14"></span>an<span class="_ _6"></span>eks <span class="_ _14"></span>do <span class="_ _15"></span>porozumienia <span class="_ _14"></span>akcjonariuszy </div><div class="t m0 x1 h2 y46a ff7 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _6"></span>z<span class="_ _6"></span> <span class="_ _11"></span>dnia <span class="_ _6"></span>2<span class="_ _6"></span>6 <span class="_ _11"></span>września <span class="_ _6"></span>2023 <span class="_ _11"></span>r. <span class="_ _11"></span>W <span class="_ _11"></span>wyniku <span class="_ _11"></span>zawarcia <span class="_ _6"></span>aneksu <span class="_ _11"></span>do <span class="_ _11"></span>porozumienia <span class="_ _11"></span>dołączył <span class="_ _6"></span>nowy <span class="_ _11"></span>podmiot: <span class="_ _11"></span>Kolański <span class="_ _11"></span>Foundation <span class="_ _6"></span>Fun<span class="_ _11"></span><span class="ff1">-</span></div><div class="t m0 x1 h2 y46b ff7 fs0 fc0 sc0 ls0 ws0">dacja <span class="_ _11"></span>Rodzinna. <span class="_ _11"></span>Od <span class="_ _11"></span>dnia <span class="_ _6"></span>2<span class="_ _6"></span>1 <span class="_ _11"></span>sierpnia <span class="_ _6"></span>2024 <span class="_ _11"></span>r. <span class="_ _11"></span>stronami <span class="_ _11"></span>porozumienia <span class="_ _11"></span>byli: <span class="_ _6"></span>Jan <span class="_ _11"></span>Kolańs<span class="_ _6"></span>ki, <span class="_ _11"></span>COLIAN <span class="_ _11"></span>HOLDING <span class="_ _6"></span>s<span class="_ _6"></span>p. <span class="_ _11"></span>z <span class="_ _11"></span>o.o., <span class="_ _11"></span>Colian <span class="_ _6"></span>D<span class="_ _6"></span>eve<span class="_ _6"></span><span class="ff1">-</span></div><div class="t m0 x1 h2 y5b7 ff1 fs0 fc0 sc0 ls0 ws0">loper sp. z o.o., C<span class="ff7">olian sp. z<span class="_ _0"></span> o.o. IPOPEMA 21<span class="_ _0"></span> Fundusz Inwestycyjny<span class="_ _0"></span> Zamknięty Aktywów Niepublicznych, Kolański<span class="_ _0"></span> Foundation Fun-</span></div><div class="t m0 x1 h2 yfe ff1 fs0 fc0 sc0 ls0 ws0">dacja Rodzinna. </div><div class="t m0 x1 h2 y2d8 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _11"></span>dniu <span class="_ _14"></span>7<span class="_ _6"></span> <span class="_ _11"></span>października <span class="_ _14"></span>2024 <span class="_ _14"></span>r. <span class="_ _11"></span>Spółka <span class="_ _14"></span>otrzymała <span class="_ _14"></span>zawiadomienie, <span class="_ _11"></span>iż <span class="_ _14"></span>Po<span class="_ _6"></span>rozumienie <span class="_ _11"></span>Akcjonariuszy, <span class="_ _14"></span>w<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>wyniku <span class="_ _11"></span>transakcji <span class="_ _14"></span>kupna <span class="_ _11"></span>akcji<span class="_ _6"></span> </span></div><div class="t m0 x1 h2 y6e3 ff7 fs0 fc0 sc0 ls0 ws0">Spółki w <span class="_ _6"></span>dn<span class="_ _6"></span>iu 2 <span class="_ _6"></span>października <span class="_ _6"></span>2024 <span class="_ _6"></span>r. <span class="_ _6"></span>na <span class="_ _6"></span>rynku <span class="_ _6"></span>regulowanym przez <span class="_ _6"></span>Colian H<span class="_ _6"></span>olding Spółka <span class="_ _6"></span>z<span class="_ _6"></span><span class="ff1"> </span>ograniczoną <span class="_ _6"></span>o<span class="_ _6"></span>dpowiedzialnością zwięk-</div><div class="t m0 x1 h2 y6e4 ff7 fs0 fc0 sc0 ls0 ws0">szyło <span class="_ _11"></span>s<span class="_ _6"></span>wój <span class="_ _11"></span>do<span class="_ _6"></span>tychczasowy <span class="_ _11"></span>udział <span class="_ _11"></span>w<span class="ff1"> </span>o<span class="_ _6"></span>gólnej <span class="_ _11"></span>liczbie <span class="_ _14"></span>głosów <span class="_ _11"></span>w<span class="_ _6"></span><span class="ff1"> </span>Spółce. <span class="_ _11"></span>Przed <span class="_ _14"></span>zmianą <span class="_ _11"></span>Po<span class="_ _6"></span>rozumienie <span class="_ _11"></span>Akcjonariuszy <span class="_ _14"></span>posiadało <span class="_ _11"></span>łącznie </div><div class="t m0 x1 h2 y6e5 ff7 fs0 fc0 sc0 ls0 ws0">81.886.794 <span class="_ _15"> </span>akcji <span class="_ _1a"> </span>Spółki, <span class="_ _15"> </span>co <span class="_ _1a"> </span>stanowiło <span class="_ _15"></span>34,933% <span class="_ _15"> </span>kapitału <span class="_ _1a"> </span>zakładowego <span class="_ _15"></span>Spółki <span class="_ _15"> </span>i <span class="_ _1a"> </span>uprawniało <span class="_ _15"></span>do <span class="_ _1a"> </span>81.886.794 <span class="_ _15"></span>głosów, <span class="_ _15"> </span>stanowiących </div><div class="t m0 x1 h2 y6e6 ff1 fs0 fc0 sc0 ls0 ws0">34,933% <span class="_ _1a"> </span>w <span class="_ _15"> </span>o<span class="_ _6"></span>gólne<span class="ff7">j <span class="_ _1a"> </span>liczbie <span class="_ _1a"> </span>głosów <span class="_ _1a"> </span>na <span class="_ _1a"> </span>Walnym <span class="_ _1a"> </span>Zgromadzeniu <span class="_ _15"></span>Spółki. <span class="_ _1a"> </span>Po <span class="_ _1a"> </span>zmianie <span class="_ _15"> </span>Po<span class="_ _6"></span>rozumienie <span class="_ _15"></span>Akcjonariuszy  p<span class="_ _0"></span>osiadało <span class="_ _1a"> </span>łącznie </span></div><div class="t m0 x1 h2 y6e7 ff7 fs0 fc0 sc0 ls0 ws0">83.891.794  akcji <span class="_ _1a"> </span>Spółki,  co <span class="_ _1a"> </span>stanowiło  35,78%  k<span class="_ _0"></span>apitału  zakł<span class="_ _0"></span>adowego  Sp<span class="_ _0"></span>ółki  i <span class="_ _1a"> </span>uprawniało  do  83.891.794 <span class="_ _1a"> </span>głosów,  stano<span class="_ _0"></span>wiących </div><div class="t m0 x1 h2 y6e8 ff7 fs0 fc0 sc0 ls0 ws0">35,78% w ogólnej liczbie głosów<span class="ff1"> </span>na Walnym Zgromadzeniu Spółki.<span class="ff1"> </span></div><div class="t m0 x1 h2 y6e9 ff1 fs0 fc0 sc0 ls0 ws0">W dniu w <span class="ff7">dniu 18 października <span class="_ _1"></span>2<span class="_ _6"></span>024 r. Spółka otrzymała <span class="_ _0"></span>od Pana Je<span class="_ _0"></span>rzego Mazgaja zawiadomienie <span class="_ _0"></span>w<span class="ff1"> sprawie zmiany stanu posiada-</span></span></div><div class="t m0 x1 h2 y6ea ff7 fs0 fc0 sc0 ls0 ws0">nia <span class="_ _6"></span>akcji <span class="_ _11"></span>Spółki. <span class="_ _6"></span>W <span class="_ _6"></span>wyniku <span class="_ _6"></span>trans<span class="_ _6"></span>akcji <span class="_ _6"></span>sprzedaży <span class="_ _11"></span>akcji <span class="_ _6"></span>Spółki <span class="_ _6"></span>dokonanych <span class="_ _11"></span>w <span class="_ _6"></span>dniu <span class="_ _6"></span>16<span class="_ _6"></span> <span class="_ _6"></span>października <span class="_ _6"></span>Pan <span class="_ _11"></span>Jerzy <span class="_ _6"></span>Mazgaj <span class="_ _11"></span>zmniejszył s<span class="_ _6"></span>w<span class="_ _6"></span><span class="ff1">ój </span></div><div class="t m0 x1 h2 y6eb ff1 fs0 fc0 sc0 ls0 ws0">dotyc<span class="ff7">hczasowy udz<span class="_ _6"></span>iał w <span class="_ _6"></span>ogólnej <span class="_ _6"></span>liczbie <span class="_ _6"></span>głosów w<span class="_ _6"></span></span> <span class="ff7">Spółce <span class="_ _6"></span>do <span class="_ _6"></span>0,023%. Przed <span class="_ _6"></span>zmianą <span class="_ _6"></span>dokonaną w <span class="_ _6"></span>wyniku <span class="_ _6"></span>wyżej <span class="_ _6"></span>wymienionych trans<span class="_ _6"></span>-</span></div><div class="t m0 x1 h2 y42f ff7 fs0 fc0 sc0 ls0 ws0">akcji <span class="_ _10"> </span>Pan  Jerzy <span class="_ _10"> </span>Mazgaj <span class="_ _10"> </span>posiadał <span class="_ _10"> </span>13.055.100  akcji <span class="_ _10"> </span>Spółki,  co <span class="_ _10"> </span>stanowiło <span class="_ _10"> </span>5,568%  kapitału <span class="_ _10"> </span>zakładowego  Spółki <span class="_ _10"> </span>i <span class="_ _10"> </span>uprawniało  do </div><div class="t m0 x1 h2 y6ec ff7 fs0 fc0 sc0 ls0 ws0">13.055.100 głosów, stanowiących 5,568% w ogólnej liczbie głosów na Walnym Zgromadzeniu Spółki.<span class="ff1"> </span></div><div class="t m0 x1 h2 y6ed ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>dniu <span class="_ _11"></span>18 <span class="_ _11"></span>października 2<span class="_ _6"></span>024 <span class="_ _6"></span>r. <span class="_ _11"></span>Spółka <span class="_ _6"></span>otrzymała <span class="_ _11"></span>zawiadomienie, <span class="_ _6"></span>iż <span class="_ _11"></span>Porozumienie <span class="_ _6"></span>Akcjonariuszy, <span class="_ _11"></span>w<span class="_ _6"></span><span class="ff1"> wyniku <span class="_ _6"></span>transakcji <span class="_ _11"></span>kupna <span class="_ _6"></span>akcji </span></div><div class="t m0 x1 h2 y6ee ff7 fs0 fc0 sc0 ls0 ws0">Spółki na <span class="_ _0"></span>rynku <span class="_ _0"></span>regulowanym <span class="_ _0"></span>w <span class="_ _0"></span>dniu 1<span class="_ _0"></span>6 października <span class="_ _1"></span>przez Colian <span class="_ _0"></span>Sp. z<span class="ff1"> </span>o.o., <span class="_ _0"></span>zwiększyło swój<span class="_ _0"></span> <span class="_ _0"></span>dotychczasowy <span class="_ _0"></span>udział <span class="_ _0"></span>w<span class="ff1"> ogólnej liczbie </span></div><div class="t m0 x1 h2 y6ef ff7 fs0 fc0 sc0 ls0 ws0">głosów <span class="_ _6"></span>w<span class="ff1"> </span>Spółce. <span class="_ _11"></span>Przed <span class="_ _6"></span>zmianą <span class="_ _6"></span>Po<span class="_ _6"></span>rozumienie <span class="_ _6"></span>Akcjonariuszy <span class="_ _11"></span>posiadało <span class="_ _6"></span>łącznie <span class="_ _6"></span>85.473.420 <span class="_ _6"></span>akcji <span class="_ _6"></span>Spółki, <span class="_ _11"></span>co <span class="_ _6"></span>s<span class="_ _6"></span>tanowiło <span class="_ _6"></span>36,46% <span class="_ _6"></span>kapi-</div><div class="t m0 x1 h2 y6f0 ff7 fs0 fc0 sc0 ls0 ws0">tału <span class="_ _11"></span>zakładowego <span class="_ _6"></span>Spółki <span class="_ _11"></span>i <span class="_ _11"></span>uprawniało <span class="_ _6"></span>do <span class="_ _11"></span>85.473.420 <span class="_ _11"></span>głosów, <span class="_ _6"></span>stanowiących <span class="_ _11"></span>36,46% <span class="_ _11"></span>w <span class="_ _6"></span>o<span class="_ _6"></span>gólnej <span class="_ _6"></span>liczbie <span class="_ _11"></span>głosów <span class="_ _11"></span>na <span class="_ _6"></span>Walnym <span class="_ _11"></span>Zgroma-</div><div class="t m0 x1 h2 y6f1 ff7 fs0 fc0 sc0 ls0 ws0">dzeniu Spół<span class="_ _6"></span>ki. Po zmianie <span class="_ _6"></span>Porozumienie Akcjonariuszy posiadało <span class="_ _6"></span>łącznie 96.772.005 akcji <span class="_ _6"></span>Spółki, co stanowiło 4<span class="_ _6"></span>1,28% kapitału za-</div><div class="t m0 x1 h2 y6f2 ff7 fs0 fc0 sc0 ls0 ws0">kładowego <span class="_ _11"></span>Spółki <span class="_ _14"></span>i <span class="_ _11"></span>u<span class="_ _6"></span>prawniało <span class="_ _14"></span>do <span class="_ _11"></span>96<span class="_ _6"></span>.772.005 <span class="_ _11"></span>głosów, <span class="_ _14"></span>stanowiących <span class="_ _11"></span>41,28% <span class="_ _14"></span>w <span class="_ _14"></span>ogólnej <span class="_ _11"></span>liczbie <span class="_ _11"></span>głosó<span class="_ _6"></span>w <span class="_ _11"></span>na <span class="_ _14"></span>Walnym <span class="_ _14"></span>Zgromadzeniu </div><div class="t m0 x1 h2 y6f3 ff7 fs0 fc0 sc0 ls0 ws0">Spółki.<span class="ff1"> </span></div><div class="t m0 x1 h2 y51a ff7 fs0 fc0 sc0 ls0 ws0">W dniu 21 października 2024<span class="_ _0"></span> r. Spółka otrzymała od Santander Towarzystwo Fund<span class="_ _0"></span>uszy Inwestycyjnych S.A. działającego w<span class="_ _0"></span> imieniu </div><div class="t m0 x1 h2 y6f4 ff7 fs0 fc0 sc0 ls0 ws0">Santander <span class="_ _6"></span>Funduszu <span class="_ _11"></span>Inwestycy<span class="_ _0"></span>jnego <span class="_ _6"></span>Otwartego, <span class="_ _6"></span>San<span class="_ _6"></span>tander <span class="_ _6"></span>Prestiż <span class="_ _6"></span>Specjalistycznego <span class="_ _6"></span>Funduszu <span class="_ _11"></span>Inwestycyjnego <span class="_ _6"></span>Otwar<span class="_ _6"></span><span class="ff1">-tego, <span class="_ _11"></span>San-</span></div><div class="t m0 x1 h2 y15a ff1 fs0 fc0 sc0 ls0 ws0">tander <span class="_ _1a"> </span>PPK  Specjalistycznego <span class="_ _1a"> </span>Funduszu  Inwestycy<span class="_ _0"></span>jnego <span class="_ _1a"> </span>Otwartego  oraz <span class="_ _15"> </span>Credit  Agricole <span class="_ _1a"> </span>Funduszu  Inwestycyjnego <span class="_ _15"> </span>Otwartego </div><div class="t m0 x1 h2 y6f5 ff7 fs0 fc0 sc0 ls0 ws0">(„Fundusze”), <span class="_ _11"></span>zawiadomienie, <span class="_ _14"></span>że <span class="_ _11"></span>w <span class="_ _14"></span>wyniku <span class="_ _11"></span>kupna <span class="_ _14"></span>akcji, <span class="_ _14"></span>wymienione <span class="_ _14"></span>wyżej <span class="_ _11"></span>Fundusze <span class="_ _11"></span>s<span class="_ _6"></span>tały <span class="_ _11"></span>się <span class="_ _14"></span>posiadaczami <span class="_ _11"></span>akcji <span class="_ _14"></span>za<span class="_ _6"></span><span class="ff1">-</span>pewniających </div><div class="t m0 x1 h2 y6f6 ff7 fs0 fc0 sc0 ls0 ws0">więcej <span class="_ _11"></span>niż <span class="_ _14"></span>5% <span class="_ _14"></span>ogólnej <span class="_ _11"></span>liczby <span class="_ _14"></span>głosów <span class="_ _11"></span>na <span class="_ _14"></span>Walnym <span class="_ _11"></span>Zgromadzeniu <span class="_ _14"></span>Akcjonariuszy <span class="_ _11"></span>Spółki. <span class="_ _14"></span>Przed <span class="_ _11"></span>zwiększeniem <span class="_ _14"></span>udziałów <span class="_ _11"></span>w <span class="_ _14"></span>posiadaniu </div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w5d h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls3a ws0">56<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff7 fs0 fc0 sc0 ls0 ws0">Funduszy <span class="_ _14"></span>znajdowało <span class="_ _14"></span>s<span class="_ _6"></span>ię <span class="_ _14"></span>11.062.138 <span class="_ _14"></span>akcji <span class="_ _14"></span>Spółki, <span class="_ _14"></span>co <span class="_ _15"></span>stanowiło <span class="_ _14"></span>4,72% <span class="_ _15"></span>w <span class="_ _14"></span>kapitale <span class="_ _11"></span>zakładow<span class="_ _6"></span>ym <span class="_ _14"></span>Spółki. <span class="_ _14"></span>Z <span class="_ _15"></span>akcji <span class="_ _14"></span>tych <span class="_ _14"></span>przysługiwało </div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">11.062.138 <span class="_ _0"></span>głosów <span class="_ _1"></span>na Walnym <span class="_ _1"></span>Zgromadzeniu Sp<span class="_ _0"></span>ółki, <span class="_ _0"></span>co <span class="_ _1"></span>stan<span class="_ _6"></span>owiło <span class="_ _1"></span>4<span class="_ _6"></span>,72% <span class="_ _0"></span>w <span class="_ _1"></span>ogólnej liczbie <span class="_ _1"></span>głosów na<span class="_ _0"></span> <span class="_ _0"></span>Walnym <span class="_ _1"></span>Zgromadzeniu <span class="_ _0"></span>Spółki. </div><div class="t m0 x1 h2 y3e ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>dn<span class="_ _6"></span>iu <span class="_ _11"></span><span class="ff7">16 <span class="_ _11"></span>października <span class="_ _6"></span>2<span class="_ _6"></span>024 <span class="_ _6"></span>roku <span class="_ _11"></span>w <span class="_ _11"></span>posiadaniu <span class="_ _11"></span>Funduszy <span class="_ _11"></span>znajdowały <span class="_ _6"></span>się <span class="_ _11"></span>łącznie <span class="_ _11"></span>12<span class="_ _6"></span>.763.553 <span class="_ _6"></span>akcje <span class="_ _11"></span>Spółki, <span class="_ _11"></span>co <span class="_ _6"></span>s<span class="_ _6"></span>tanowiło <span class="_ _6"></span>5,44% <span class="_ _11"></span>w </span></div><div class="t m0 x1 h2 y3f ff7 fs0 fc0 sc0 ls0 ws0">kapitale <span class="_ _6"></span>zakładowym <span class="_ _11"></span>Spółki. <span class="_ _11"></span>Z <span class="_ _6"></span>akcji <span class="_ _11"></span>tych <span class="_ _11"></span>przysługiwały <span class="_ _6"></span>12<span class="_ _6"></span>.763.553 <span class="_ _6"></span>głosy, <span class="_ _11"></span>co <span class="_ _11"></span>stanowiło <span class="_ _6"></span>5,44% <span class="_ _11"></span>udziału <span class="_ _11"></span>w <span class="_ _11"></span>ogólnej <span class="_ _6"></span>liczbie <span class="_ _11"></span>głosów <span class="_ _14"></span><span class="ff1">na </span></div><div class="t m0 x1 h2 y40 ff1 fs0 fc0 sc0 ls0 ws0">Walnym Zgro<span class="ff7">madzeniu Spółki.</span> </div><div class="t m0 x1 h2 y209 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="ff7">dniu 20 <span class="_ _6"></span>grudnia 2024<span class="_ _6"></span> r. S<span class="_ _6"></span>półka otrzymała od <span class="_ _6"></span>IPOPEMA <span class="_ _6"></span>Towarzystwo Funduszy <span class="_ _6"></span>Inwestycyjnych S.A. <span class="_ _6"></span>z<span class="_ _11"></span></span> <span class="ff7">siedzibą w</span> Warszawie, na </div><div class="t m0 x1 h2 y20a ff7 fs0 fc0 sc0 ls0 ws0">podstawie przepisów Ustawy, zawiadomienie, iż w<span class="ff1"> </span>dniu 20 grudnia <span class="_ _6"></span>2024 roku został podpisany aneks do Porozumienia Akcjonariu-</div><div class="t m0 x1 h2 y20b ff7 fs0 fc0 sc0 ls0 ws0">szy Spółki <span class="_ _0"></span><span class="ff1">zawartego <span class="_ _0"></span>w <span class="ff7">sprawie <span class="_ _0"></span>nabywania <span class="_ _0"></span>bezpośrednio <span class="_ _0"></span>lub <span class="_ _1"></span>poś<span class="_ _6"></span>rednio lub <span class="_ _1"></span>obejmo<span class="_ _6"></span>wania ak<span class="_ _0"></span>cji <span class="_ _0"></span>Spółki, <span class="_ _0"></span>zgodnego głos<span class="_ _0"></span>owania <span class="_ _0"></span>na W<span class="_ _0"></span>al-</span></span></div><div class="t m0 x1 h2 y6ca ff7 fs0 fc0 sc0 ls0 ws0">nym <span class="_ _14"></span>Zgromadzeniu <span class="_ _14"></span>Spółki <span class="_ _14"></span>i<span class="ff1"> </span>prowadzenia <span class="_ _15"></span>trwałej <span class="_ _11"></span>polityki <span class="_ _14"></span>wobec <span class="_ _15"></span>Spółki, <span class="_ _14"></span>o<span class="ff1"> którym <span class="_ _15"></span>mowa <span class="_ _11"></span>w art. <span class="_ _15"></span>87 <span class="_ _14"></span>ust. <span class="_ _14"></span>1 pkt <span class="_ _14"></span>5) <span class="_ _14"></span>Ustawy, <span class="_ _14"></span>w którego </span></div><div class="t m0 x1 h2 y6f7 ff7 fs0 fc0 sc0 ls0 ws0">skład <span class="_ _11"></span>wchodzili: <span class="_ _11"></span>Pan <span class="_ _11"></span>Jan <span class="_ _6"></span>Ko<span class="_ _6"></span>lański, <span class="_ _6"></span>Colian <span class="_ _11"></span>Sp. <span class="_ _11"></span>z<span class="_ _6"></span><span class="ff1"> </span>o.o., <span class="_ _6"></span>Kolańs<span class="_ _6"></span>ki <span class="_ _11"></span>Foundation <span class="_ _6"></span>Fundacja <span class="_ _11"></span>Rodzinna,<span class="ff1">  <span class="_ _11"></span></span>Colian <span class="_ _11"></span>Holding <span class="_ _11"></span>Spółka <span class="_ _11"></span>z<span class="ff1"> </span>ograniczoną </div><div class="t m0 x1 h2 y6f8 ff7 fs0 fc0 sc0 ls0 ws0">odpowiedzialnością,  Colian  Developer  Spółka  z<span class="_ _6"></span><span class="ff1"> </span>o<span class="_ _6"></span>graniczoną  odpowiedzialnością  oraz <span class="_ _10"> </span>IPOPEMA  21  Fundusz  Inwestycyjny  Za-</div><div class="t m0 x1 h2 y6f9 ff7 fs0 fc0 sc0 ls0 ws0">mknięty <span class="_ _14"></span>Aktywów <span class="_ _14"></span>Niepubliczny<span class="ff1">ch<span class="_ _6"></span>. <span class="_ _14"></span>Zgodnie <span class="_ _14"></span>z<span class="_ _6"></span> przedmiotowym <span class="_ _14"></span>aneksem <span class="_ _14"></span>w <span class="_ _6"></span></span>związku <span class="_ _14"></span>ze <span class="_ _14"></span>sprzedażą <span class="_ _14"></span>w<span class="ff1"> <span class="_ _6"></span>dniu <span class="_ _14"></span>20 <span class="_ _15"></span>grudnia <span class="_ _14"></span>2024 <span class="_ _14"></span>r. <span class="_ _14"></span>przez </span></div><div class="t m0 x1 h2 y6fa ff7 fs0 fc0 sc0 ls0 ws0">IPOPEMA <span class="_ _11"></span>21 <span class="_ _11"></span>Fundusz <span class="_ _11"></span>Inwestycyjny <span class="_ _11"></span>Zamknięty <span class="_ _11"></span>Aktywów <span class="_ _11"></span>Niepublicznych <span class="_ _11"></span>całego <span class="_ _11"></span>posiadanego <span class="_ _11"></span>pakietu <span class="_ _11"></span>akcji <span class="_ _11"></span>Spółki <span class="_ _14"></span>na <span class="_ _11"></span>rynku <span class="_ _11"></span>OTC, </div><div class="t m0 x1 h2 y6fb ff7 fs0 fc0 sc0 ls0 ws0">nastąpiło <span class="_ _0"></span>wystąpienie <span class="_ _1"></span>IPOPEMA 21 <span class="_ _1"></span>Fundusz Inw<span class="_ _0"></span>estycyjny <span class="_ _0"></span>Zamknięty <span class="_ _0"></span>Aktywów<span class="_ _0"></span> <span class="_ _0"></span>Niepublicznych <span class="_ _0"></span>z<span class="ff1"> porozumienia akcjonariu<span class="_ _0"></span>szy.  <span class="_ _0"></span>Jed-</span></div><div class="t m0 x1 h2 y5c8 ff7 fs0 fc0 sc0 ls0 ws0">nocześnie <span class="_ _15"></span>w<span class="ff1"> </span>wyniku <span class="_ _15"></span>w/w <span class="_ _15"></span>sprzedaży <span class="_ _15"></span>w<span class="ff1"> </span>dniu <span class="_ _15"></span>20 <span class="_ _15"> </span>grudnia <span class="_ _15"></span>2024 <span class="_ _15"></span>r. <span class="_ _15"></span>Kolański <span class="_ _15"></span>Foundation <span class="_ _15"></span>Fundacja <span class="_ _14"></span>Rodzinn<span class="_ _6"></span>a <span class="_ _14"></span>n<span class="_ _6"></span>abyła <span class="_ _14"></span>36.238.137 <span class="_ _15"></span>akcji </div><div class="t m0 x1 h2 y6fc ff7 fs0 fc0 sc0 ls0 ws0">Spółki stanowiących 15,46 %<span class="ff1"> </span>kapitału zakładowego Spółki i<span class="ff1"> <span class="ls6">15</span>,46 <span class="_ _6"></span>% w </span>ogólnej liczbie głosów na Walnym Zgromadzeniu Spółki.<span class="ff1"> </span></div><div class="t m0 x1 h2 y234 ff7 fs0 fc0 sc0 ls0 ws0">Przed <span class="_ _11"></span>zmianą <span class="_ _11"></span>Porozumienie <span class="_ _11"></span>Akcjonariuszy <span class="_ _11"></span>posiadało <span class="_ _11"></span>łącznie <span class="_ _11"></span>97.183.229 <span class="_ _11"></span>akcji <span class="_ _11"></span>Spółki, <span class="_ _14"></span>co <span class="_ _6"></span>s<span class="_ _6"></span>tanowiło <span class="_ _11"></span>41,45% <span class="_ _11"></span>kapitału <span class="_ _11"></span>zakładowego </div><div class="t m0 x1 h2 y235 ff7 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _14"></span>i <span class="_ _15"></span>uprawniało <span class="_ _14"></span>do<span class="_ _6"></span> <span class="_ _14"></span>97.183.229 <span class="_ _15"></span>głosów, <span class="_ _14"></span>stanowiących <span class="_ _15"></span>41,45% <span class="_ _15"></span>w <span class="_ _14"></span>ogólnej <span class="_ _15"></span>liczbie <span class="_ _14"></span>głosó<span class="_ _6"></span>w <span class="_ _14"></span>na <span class="_ _15"></span>Walnym <span class="_ _14"></span>Zgromadzeniu <span class="_ _15"></span>Spółki. <span class="_ _14"></span>Po </div><div class="t m0 x1 h2 y6fd ff1 fs0 fc0 sc0 ls0 ws0">zmianie <span class="_ _15"></span>Por<span class="ff7">ozumienie <span class="_ _15"> </span>Akcjonariuszy <span class="_ _15"></span>posiada <span class="_ _15"> </span>łącznie <span class="_ _15"></span>97.183.229 <span class="_ _15"> </span>akcji <span class="_ _15"> </span>Spółki, <span class="_ _15"> </span>co <span class="_ _15"> </span>stanowi <span class="_ _15"> </span>41,45% <span class="_ _15"> </span>kapitału <span class="_ _15"> </span>zakładowego <span class="_ _15"> </span>Spółki <span class="_ _15"></span>i </span></div><div class="t m0 x1 h2 y6fe ff7 fs0 fc0 sc0 ls0 ws0">uprawnia do 97.183.229 głosów, stanowiących 41,45% w ogólnej liczbie głosów na Walny<span class="_ _0"></span>m Zgromadzeniu Spółki.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h7 y6e1 ff6 fs0 fc3 sc0 ls0 ws0">ZMIANY W SKŁADZIE RADY NADZORCZEJ VRG S.A.<span class="ff5"> </span></div><div class="t m0 x1 h2 y2d2 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="ff7">dniu <span class="_ _15"></span>19 <span class="_ _14"></span>m<span class="_ _6"></span>arca <span class="_ _14"></span>2024 <span class="_ _15"></span>roku <span class="_ _15"></span>Rada <span class="_ _14"></span>Nadzo<span class="_ _6"></span>rcza <span class="_ _14"></span>Spółki <span class="_ _15"></span>podjęła <span class="_ _15"></span>uchwałę <span class="_ _14"></span>o<span class="_ _6"></span></span> <span class="_ _6"></span><span class="ff7">uzupełnieniu <span class="_ _14"></span>składu <span class="_ _15"></span>Rady <span class="_ _15"></span>Nadzorczej <span class="_ _15"></span>w</span> trybie <span class="_ _15"></span>kooptacji </div><div class="t m0 x1 h2 y2d3 ff1 fs0 fc0 sc0 ls0 ws0">przewidzianym w paragrafie <span class="_ _6"></span>22<span class="_ _6"></span> <span class="_ _6"></span>ust. 3 <span class="_ _6"></span><span class="ff7">statutu <span class="_ _6"></span>Spółki <span class="_ _6"></span>powołując do <span class="_ _6"></span>składu <span class="_ _6"></span>Rady <span class="_ _6"></span>Nadzorczej Spółki <span class="_ _6"></span>obecnej <span class="_ _6"></span>wspólnej <span class="_ _6"></span>kadencji <span class="_ _6"></span>Panią </span></div><div class="t m0 x1 h2 y2d4 ff7 fs0 fc0 sc0 ls0 ws0">Blankę Borkowską.<span class="ff1"> </span></div><div class="t m0 x1 h2 y2d5 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="ff7">dniu <span class="_ _11"></span>26 <span class="_ _11"></span>czerwca <span class="_ _6"></span>2<span class="_ _6"></span>024 <span class="_ _6"></span>r. <span class="_ _11"></span>Zwyczajne <span class="_ _11"></span>Walne <span class="_ _6"></span>Zgromadz<span class="_ _6"></span>enie <span class="_ _6"></span>S<span class="_ _6"></span>półki <span class="_ _6"></span>odwołało <span class="_ _11"></span>z<span class="_ _6"></span>e <span class="_ _11"></span>składu <span class="_ _11"></span>Rady <span class="_ _6"></span>Nadzorczej <span class="_ _11"></span>Spółki <span class="_ _11"></span>obecnej <span class="_ _11"></span>wspólnej </span></div><div class="t m0 x1 h2 y2d6 ff7 fs0 fc0 sc0 ls0 ws0">kadencji Pana <span class="_ _6"></span>Wacława Szarego <span class="_ _6"></span>oraz powołało do<span class="_ _6"></span> składu <span class="_ _6"></span>Rady Nadzorczej S<span class="_ _6"></span>półki obecnej <span class="_ _6"></span>wspólnej kadencji Pana <span class="_ _6"></span>Wojciecha Olej-</div><div class="t m0 x1 h2 y146 ff1 fs0 fc0 sc0 ls0 ws0">niczaka.  </div><div class="t m0 x1 h7 y6d3 ff6 fs0 fc3 sc0 ls0 ws0">POWOŁANIE ZARZĄDU VRG S.A. NA OKRES NOWEJ WSPÓLNEJ KADENCJI I <span class="ff5">ZMIANY W </span>SKŁADZIE ZARZĄDU VRG S.A. <span class="ff5"> </span></div><div class="t m0 x1 h2 y6ff ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _14"></span>posiedzeniu <span class="_ _14"></span>odbytym <span class="_ _14"></span>w <span class="_ _15"></span>dniu <span class="_ _14"></span>17 <span class="_ _14"></span>maja <span class="_ _14"></span>2024 <span class="_ _14"></span>roku <span class="_ _14"></span>Rada <span class="_ _15"></span>Nadzorcza <span class="_ _14"></span>VRG <span class="_ _14"></span>S.A. <span class="_ _14"></span>dokonała <span class="_ _14"></span>wyboru <span class="_ _14"></span>Zarz<span class="_ _6"></span>ądu <span class="_ _14"></span>Spółki <span class="_ _14"></span>na <span class="_ _14"></span>okres <span class="_ _14"></span>nowej </div><div class="t m0 x1 h2 y378 ff7 fs0 fc0 sc0 ls0 ws0">wspólnej <span class="_ _11"></span>kadencji <span class="_ _14"></span>rozpoczynającej <span class="_ _14"></span>się <span class="_ _14"></span>z <span class="_ _14"></span>chwilą <span class="_ _11"></span>zakończ<span class="_ _6"></span>enia <span class="_ _11"></span>obrad <span class="_ _14"></span>Zwyczajnego <span class="_ _14"></span>Walnego <span class="_ _11"></span>Zgromadzenia <span class="_ _14"></span>Spółki <span class="_ _14"></span>zatwierdzającego </div><div class="t m0 x1 h2 y700 ff1 fs0 fc0 sc0 ls0 ws0">sprawozdanie fin<span class="ff7">anso<span class="_ _6"></span>we Spółki za <span class="_ _6"></span>rok obrotowy 2023, <span class="_ _6"></span>co miało <span class="_ _6"></span>miejsce w <span class="_ _6"></span>dniu 26 czerwca <span class="_ _6"></span>2024 r. D<span class="_ _6"></span>o Zarządu S<span class="_ _6"></span>półki na okres no-</span></div><div class="t m0 x1 h2 y2da ff7 fs0 fc0 sc0 ls0 ws0">wej, wspólnej <span class="_ _6"></span>kadencji <span class="_ _6"></span>powołani <span class="_ _6"></span>zostali <span class="_ _6"></span>dotychczasowi <span class="_ _6"></span>członkowie i <span class="_ _6"></span>członkini <span class="_ _6"></span>Zarz<span class="_ _6"></span>ądu Spółki <span class="_ _6"></span>w <span class="_ _6"></span>osobach: <span class="_ _6"></span>Pan <span class="_ _6"></span>Mateusz <span class="_ _6"></span>Kolański <span class="_ _6"></span>n<span class="_ _11"></span><span class="ff1 ls10">a </span></div><div class="t m0 x1 h2 y701 ff1 fs0 fc0 sc0 ls0 ws0">stanowisko Prezesa Za<span class="ff7">rządu; Pani Marta Fryzowska na stanowisko Wiceprezeski Zarządu; Pan Łu<span class="_ _6"></span>kasz Bernacki na stanowisko Wi-</span></div><div class="t m0 x1 h2 y702 ff7 fs0 fc0 sc0 ls0 ws0">ceprezesa Zarządu; Pan Michał Zimnicki na stanowisko Wicepre<span class="_ _0"></span>zesa Zarządu.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2dd ff1 fs0 fc0 sc0 ls0 ws0">W dniu 4 <span class="ff7">listopada 2024 roku Pani Marta Fryzowska, Wiceprezeska Zarządu odpowiedzialna za segment odzieżowy (marki Vistula,<span class="_ _0"></span> </span></div><div class="t m0 x1 h2 y6d5 ff7 fs0 fc0 sc0 ls0 ws0">Bytom i Wólczanka) zł<span class="_ _0"></span>ożyła rez<span class="_ _0"></span>ygnację z<span class="ff1"> </span>pełnienia funkcji w<span class="ff1"> </span>Zarządzie Spółki. <span class="_ _0"></span>Rezygnacja odniosła skutek <span class="_ _0"></span>z<span class="ff1"> dniem 4 listopada 2024 </span></div><div class="t m0 x1 h2 y6d6 ff1 fs0 fc0 sc0 ls36 ws0">ro<span class="ff7 ls0">ku. <span class="_ _6"></span>Pan<span class="_ _6"></span>i <span class="_ _6"></span>Marta <span class="_ _6"></span>Fryzowska <span class="_ _6"></span>była <span class="_ _6"></span>z<span class="_ _6"></span>wiązana <span class="_ _6"></span>z <span class="_ _6"></span>grupą <span class="_ _6"></span>od <span class="_ _11"></span>grudnia <span class="_ _6"></span>2021 <span class="_ _6"></span>roku. <span class="_ _6"></span>Po <span class="_ _6"></span>tej <span class="_ _6"></span>zm<span class="_ _6"></span>ianie <span class="_ _6"></span>Zarząd <span class="_ _6"></span>VRG <span class="_ _6"></span>działa <span class="_ _11"></span>w s<span class="_ _6"></span>kładzie <span class="_ _6"></span>trzyosobo-</span></div><div class="t m0 x1 h2 y6d7 ff7 fs0 fc0 sc0 ls0 ws0">wym, <span class="_ _11"></span>tj.: <span class="_ _14"></span>Mateusz<span class="_ _6"></span> <span class="_ _11"></span>Kolański, <span class="_ _14"></span>Prezes <span class="_ _11"></span>Zarz<span class="_ _6"></span>ądu, <span class="_ _14"></span>Michał <span class="_ _11"></span>Zimnicki, <span class="_ _14"></span>Wiceprezes <span class="_ _11"></span>Zarządu <span class="_ _14"></span>(<span class="_ _6"></span>CFO) <span class="_ _11"></span>i <span class="_ _14"></span>Łukasz <span class="_ _14"></span>Bernacki, <span class="_ _11"></span>Wiceprezes <span class="_ _14"></span>Zarządu </div><div class="t m0 x1 h2 y6d8 ff1 fs0 fc0 sc0 ls0 ws0">odpowiedzi<span class="ff7">alny <span class="_ _6"></span>za <span class="_ _11"></span>s<span class="_ _6"></span>egment <span class="_ _11"></span>jubilerski. <span class="_ _6"></span>Dotychczasowe <span class="_ _11"></span>obowiązki <span class="_ _11"></span>Pani <span class="_ _11"></span>Marty <span class="_ _6"></span>Fryzowskiej <span class="_ _11"></span>zostały <span class="_ _11"></span>przejęte <span class="_ _6"></span>przez <span class="_ _11"></span>Mateusza <span class="_ _11"></span>Kolań-</span></div><div class="t m0 x1 h2 y703 ff7 fs0 fc0 sc0 ls0 ws0">skiego i <span class="_ _11"></span>Michała Zim<span class="_ _6"></span>nickiego oraz <span class="_ _6"></span>podlegających <span class="_ _6"></span>im <span class="_ _6"></span>bezpośrednio <span class="_ _6"></span>doświadczonych <span class="_ _6"></span>menadżerów <span class="_ _6"></span>związanych <span class="_ _6"></span>z <span class="_ _6"></span>segmentem <span class="_ _6"></span>fashion </div><div class="t m0 x1 h2 y704 ff1 fs0 fc0 sc0 ls0 ws0">Grupy VRG. </div><div class="t m0 x1 h7 y6da ff6 fs0 fc3 sc0 ls0 ws0">PODJĘCIE PRZEZ ZWYCZAJNE WALNE ZGROMADZENIE VRG<span class="_ _0"></span> S.A. UCHWAŁY O<span class="ff5"> <span class="_ _6"></span></span>WYPŁACIE DYWIDENDY<span class="ff5"> </span></div><div class="t m0 x1 h2 y705 ff7 fs0 fc0 sc0 ls0 ws0">Zwyczajne <span class="_ _0"></span>Walne <span class="_ _1"></span>Zgromadzenie Spółki <span class="_ _1"></span>w<span class="ff1"> <span class="_ _6"></span></span>dniu 26 <span class="_ _1"></span>czerwca <span class="_ _0"></span>2024 <span class="_ _0"></span>r. <span class="_ _0"></span>podjęło <span class="_ _1"></span>uch<span class="_ _6"></span>wałę <span class="_ _0"></span>w<span class="ff1"> </span>sprawie <span class="_ _1"></span>wypłaty dyw<span class="_ _0"></span>idendy <span class="_ _0"></span>w<span class="ff1"> </span>wysokości <span class="_ _0"></span>0,09 </div><div class="t m0 x1 h2 y61d ff7 fs0 fc0 sc0 ls0 ws0">zł <span class="_ _6"></span>na <span class="_ _6"></span>akcję, <span class="_ _6"></span>tj. <span class="_ _6"></span>łącznie 2<span class="_ _6"></span>1.101.025,60 z<span class="_ _6"></span>ł. Uprawnionymi <span class="_ _6"></span>do <span class="_ _11"></span>dywide<span class="_ _0"></span>ndy <span class="_ _6"></span>byli akcjonarius<span class="_ _6"></span>ze <span class="_ _6"></span>Spółki <span class="_ _6"></span>na <span class="_ _6"></span>dzień <span class="_ _6"></span>20 <span class="_ _6"></span>września <span class="_ _6"></span>2024 <span class="_ _6"></span>r. <span class="_ _6"></span>(<span class="_ _11"></span>dzień </div><div class="t m0 x1 h2 y61e ff1 fs0 fc0 sc0 ls1a ws0">dy<span class="ff7 ls0">widendy). Dniem wypłaty dywidendy był 16 grudnia 2024 r. Liczba akcji objętych dywide<span class="_ _0"></span>ndą wynosiła 234.455.840.<span class="_ _6"></span><span class="ff1"> </span></span></div><div class="t m0 x1 h7 y61f ff6 fs0 fc3 sc0 ls0 ws0">ZMIANY UMÓW KREDYTOWYCH ZAWARTYCH PRZEZ SPÓŁ<span class="_ _0"></span>KĘ<span class="ff5"> VRG. </span></div><div class="t m0 x1 h2 y58a ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _1"></span>26 czerw<span class="_ _0"></span>ca <span class="_ _0"></span>2024 <span class="_ _1"></span>r. z<span class="_ _0"></span>ostała <span class="_ _0"></span>zawarta <span class="_ _1"></span>dokumentacja <span class="_ _0"></span>dotycząca <span class="_ _1"></span>zmiany <span class="_ _0"></span>umowy <span class="_ _0"></span>kredytowe<span class="_ _0"></span>j <span class="_ _0"></span>limitu <span class="_ _0"></span>wielocelowe<span class="_ _0"></span>go <span class="_ _0"></span>z<span class="_ _6"></span><span class="ff1"> dnia <span class="_ _1"></span>9 marca </span></div><div class="t m0 x1 h7 y673 ff1 fs0 fc0 sc0 ls0 ws0">2015 <span class="_ _11"></span>r. <span class="_ _11"></span>z <span class="ff7">poźn. <span class="_ _11"></span>zm<span class="_ _6"></span>. <span class="_ _11"></span>zawartej <span class="_ _11"></span>pomiędzy <span class="_ _11"></span>bankiem <span class="_ _11"></span>Powszechna <span class="_ _6"></span>Kas<span class="_ _6"></span>a <span class="_ _11"></span>Oszczędności <span class="_ _11"></span>Bank <span class="_ _11"></span>Polski <span class="_ _11"></span>S.A <span class="_ _11"></span>(dalej: <span class="_ _14"></span>„<span class="_ _6"></span><span class="ff5">Bank</span>“) <span class="_ _11"></span>i</span> <span class="ff7">Spółką <span class="_ _11"></span>(„<span class="ff5">Umowa </span></span></div><div class="t m0 x1 h7 y706 ff5 fs0 fc0 sc0 ls0 ws0">Kredytu <span class="_ _10"> </span>Wielocelowego<span class="ff7">“), <span class="_ _10"> </span>o<span class="ff1"> </span>której  Spółka<span class="ff1"> <span class="_ _10"> </span></span>informowała <span class="_ _10"> </span>w<span class="ff1"> </span>raportach <span class="_ _10"> </span>bieżących <span class="_ _10"> </span>nr <span class="_ _10"> </span>8/2015,<span class="ff1">  <span class="_ _10"> </span>57/2016, <span class="_ _10"> </span>37/2017,  36<span class="_ _6"></span>/2020  oraz </span></span></div><div class="t m0 x1 h2 y675 ff7 fs0 fc0 sc0 ls0 ws0">28/2022. Zmiany U<span class="_ _0"></span>mowy Kred<span class="_ _0"></span>ytu Wieloce<span class="_ _0"></span>lowego obejmują p<span class="_ _0"></span>rzedłużenie na <span class="_ _0"></span>okres 2<span class="_ _0"></span>4 miesię<span class="_ _0"></span>cy, tj. <span class="_ _0"></span>do dnia<span class="_ _0"></span> 30 cze<span class="_ _0"></span>rwca 2026<span class="_ _0"></span> r. <span class="_ _0"></span>limitu<span class="_ _6"></span><span class="ff1"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:719.960000px;bottom:705.820000px;width:180.010000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y5 w4d h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls3a ws0">57<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff7 fs0 fc0 sc0 ls0 ws0">kredytowego wielocelowego do <span class="_ _6"></span>kwoty 105.000 tys. z<span class="_ _6"></span>ł składającego się <span class="_ _6"></span>z<span class="_ _6"></span><span class="ff1"> </span>następujących sublimitów <span class="_ _6"></span>na: (i) kredyt <span class="_ _6"></span>w<span class="ff1"> </span>rachunku <span class="_ _6"></span>bieżą-</div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">cym do kwoty 50.000 ty<span class="_ _0"></span>s. zł; (ii) <span class="_ _0"></span>gwarancje bankowe<span class="_ _0"></span> do kwoty 35.000 tys. zł;<span class="_ _0"></span> (iii) akredytyw<span class="_ _0"></span>y dokumentowe do kwoty <span class="_ _0"></span>35.000 tys<span class="_ _6"></span>. zł.<span class="ff1"> </span></div><div class="t m0 x1 h2 y206 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _1"></span>1<span class="_ _6"></span> <span class="ff7">lipca <span class="_ _0"></span>2024 <span class="_ _0"></span>r. <span class="_ _1"></span>została <span class="_ _0"></span>zawarta <span class="_ _1"></span>dokumentacja dotycząca <span class="_ _1"></span>poniższych zmian <span class="_ _1"></span>umów <span class="_ _0"></span>kredytowy<span class="_ _0"></span>ch <span class="_ _0"></span>zawartych <span class="_ _0"></span>pomiędzy <span class="_ _1"></span>bankiem </span></div><div class="t m0 x1 h7 y207 ff1 fs0 fc0 sc0 ls0 ws0">mBank S.A. z <span class="ff7">siedzibą w</span> <span class="ff7">Warszawie (dalej: „<span class="ff5">Bank</span>“) i</span> <span class="ff7">Spółką</span>: </div><div class="t m0 x1 h2 y24e ff1 fs0 fc0 sc0 ls0 ws0">1) <span class="_ _0"></span>zmiana <span class="_ _0"></span>Umowy<span class="_ _0"></span> <span class="_ _0"></span>Ramowej <span class="_ _0"></span>z dnia <span class="_ _0"></span>23.04.2019 <span class="_ _0"></span>roku <span class="_ _1"></span>z <span class="_ _6"></span><span class="ff7">późn. <span class="_ _1"></span>z<span class="_ _6"></span>m., <span class="_ _0"></span>obejmująca <span class="_ _0"></span>przedłużenie<span class="_ _0"></span> <span class="_ _0"></span>na <span class="_ _0"></span>okres <span class="_ _1"></span>24<span class="_ _6"></span> <span class="_ _0"></span>miesięcy, <span class="_ _1"></span>tj. do <span class="_ _1"></span>dnia 30 <span class="_ _1"></span>czerwca </span></div><div class="t m0 x1 h2 y24f ff7 fs0 fc0 sc0 ls0 ws0">2026 r. <span class="_ _1"></span>limitu <span class="_ _0"></span>kredytowego <span class="_ _1"></span>linii wielop<span class="_ _0"></span>roduktowej do <span class="_ _1"></span>kwoty <span class="_ _0"></span>57.000 tys. <span class="_ _1"></span>z<span class="_ _6"></span>ł, <span class="_ _1"></span>w<span class="_ _6"></span><span class="ff1"> ramach<span class="_ _6"></span> <span class="_ _0"></span>której <span class="_ _1"></span>i<span class="_ _6"></span> <span class="ff7">do <span class="_ _0"></span>jej <span class="_ _1"></span>wysokoś<span class="_ _6"></span>ci <span class="_ _0"></span>Spółka <span class="_ _0"></span>może <span class="_ _1"></span>korzys<span class="_ _6"></span>tać </span></span></div><div class="t m0 x1 h2 y250 ff1 fs0 fc0 sc0 ls0 ws0">z <span class="ff7">następujących p<span class="_ _0"></span>roduktów: (i) <span class="_ _0"></span>kredy<span class="_ _0"></span>t w<span class="ff1"> </span>rachunku bieżący<span class="_ _0"></span>m do <span class="_ _0"></span>kwoty <span class="_ _0"></span>57.000 tys. <span class="_ _0"></span>zł; <span class="_ _0"></span>(ii) gw<span class="_ _0"></span>arancje bankow<span class="_ _0"></span>e do <span class="_ _0"></span>kwoty <span class="_ _1"></span>5<span class="_ _6"></span>7.000 tys. <span class="_ _0"></span>zł; </span></div><div class="t m0 x1 h2 y306 ff7 fs0 fc0 sc0 ls0 ws0">(iii) akredytywy dokumentowe do kwoty 57.000 tys. zł.<span class="ff1"> </span></div><div class="t m0 x1 h2 y252 ff1 fs0 fc0 sc0 ls0 ws0">2) <span class="_ _11"></span>zmiana <span class="_ _14"></span>Umowy <span class="_ _14"></span>o <span class="ff7">elektroniczny <span class="_ _11"></span>kredyt <span class="_ _14"></span>na <span class="_ _11"></span>zapłatę <span class="_ _14"></span>zobowiązań <span class="_ _11"></span>z<span class="_ _6"></span></span> dnia <span class="_ _11"></span>2<span class="_ _6"></span>0.09.2022 <span class="_ _11"></span>roku <span class="_ _14"></span>z <span class="ff7">późn. <span class="_ _14"></span>zm., <span class="_ _11"></span>obejmująca <span class="_ _14"></span>przedłużenie <span class="_ _11"></span>do </span></div><div class="t m0 x1 h2 y20d ff7 fs0 fc0 sc0 ls0 ws0">dnia 31 grudnia 2026 r. limitu kredytu na zapłatę zobowiązań wobec dostawców Spółki do k<span class="_ _0"></span>woty 15.000 tys. zł.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h7 y254 ff5 fs0 fc3 sc0 ls0 ws0">ROZWÓJ OMNICHANNEL </div><div class="t m0 x1 h2 y707 ff7 fs0 fc0 sc0 ls0 ws0">W 2024 roku Grupa VRG kontynuowała dynamiczny roz<span class="_ _6"></span>wój w modelu omnichannel, integrując kanały sprzedaży online i offline. W<span class="_ _6"></span> </div><div class="t m0 x1 h2 y256 ff7 fs0 fc0 sc0 ls0 ws0">pierwszej <span class="_ _6"></span>połowie roku <span class="_ _6"></span>Spółka <span class="_ _6"></span>udostępniła <span class="_ _6"></span>klientom <span class="_ _6"></span>nową <span class="_ _6"></span>wersję aplikacji <span class="_ _6"></span>mobilnych <span class="_ _6"></span>dla <span class="_ _6"></span>marek Vistula, <span class="_ _6"></span>B<span class="_ _6"></span>ytom i <span class="_ _6"></span>Wólczanka, <span class="_ _6"></span>któr<span class="_ _11"></span><span class="ff1 lsd">e </span></div><div class="t m0 x1 h2 y257 ff7 fs0 fc0 sc0 ls0 ws0">zostały <span class="_ _6"></span>zoptymalizowane pod kątem <span class="_ _6"></span>intuicyjnej n<span class="_ _6"></span>awigacji, łatwiejszego logowania <span class="_ _6"></span>oraz <span class="_ _6"></span>poprawionego UX. <span class="_ _6"></span>Jednocześnie <span class="_ _6"></span>wdrożono </div><div class="t m0 x1 h2 y258 ff7 fs0 fc0 sc0 ls0 ws0">zaawansowane <span class="_ _11"></span>narzędzie <span class="_ _11"></span>Marketing <span class="_ _11"></span>Automation <span class="_ _11"></span>firmy <span class="_ _11"></span>Salesforce, <span class="_ _11"></span>umożliwiające <span class="_ _11"></span>personalizację <span class="_ _11"></span>komunikacji <span class="_ _11"></span>i <span class="_ _11"></span>oferty <span class="_ _11"></span>dla <span class="_ _14"></span>klientów </div><div class="t m0 x1 h2 y259 ff7 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _15"> </span>z<span class="_ _6"></span>większenie <span class="_ _15"></span>efektywności <span class="_ _15"> </span>dz<span class="_ _6"></span>iałań <span class="_ _15"> </span>m<span class="_ _6"></span>arketingowych. <span class="_ _15"></span>Dodatkowo <span class="_ _15"> </span>w <span class="_ _1a"> </span>e<span class="ff1">-</span>s<span class="_ _6"></span>klepach <span class="_ _15"></span>uruchomiono<span class="_ _6"></span> <span class="_ _15"> </span>funkcjonalność <span class="_ _1a"> </span>zwrotów <span class="_ _15"></span>przez </div><div class="t m0 x1 h2 y32c ff7 fs0 fc0 sc0 ls0 ws0">DPD <span class="_ _6"></span>pickup, a <span class="_ _11"></span>projekt „one <span class="_ _6"></span>basket” zo<span class="_ _6"></span>stał roz<span class="_ _6"></span>winięty o <span class="_ _6"></span>usprawnienia <span class="_ _6"></span>widoczności <span class="_ _6"></span>produktów z<span class="_ _6"></span>arówno <span class="_ _6"></span>w kanałach <span class="_ _6"></span>online, <span class="_ _6"></span>jak <span class="_ _6"></span>i <span class="_ _6"></span>st<span class="_ _11"></span><span class="ff1 ls3e">a-</span></div><div class="t m0 x1 h2 y708 ff1 fs0 fc0 sc0 ls0 ws0">cjonarnych. </div><div class="t m0 x1 h2 y25d ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _11"></span>III <span class="_ _11"></span>kwartale <span class="_ _11"></span>zakończono <span class="_ _11"></span>pięciomiesięczny <span class="_ _11"></span>projekt <span class="_ _6"></span>m<span class="_ _6"></span>odernizacji <span class="_ _11"></span>aplikacji <span class="_ _6"></span>m<span class="_ _6"></span>obilnych, <span class="_ _6"></span>odś<span class="_ _6"></span>wieżając <span class="_ _11"></span>ich <span class="_ _11"></span>layouty <span class="_ _11"></span>oraz <span class="_ _11"></span>dodając <span class="_ _11"></span>now<span class="_ _6"></span><span class="ff1 lsd">e </span></div><div class="t m0 x1 h2 y709 ff7 fs0 fc0 sc0 ls0 ws0">funkcjonalności, <span class="_ _6"></span>takie jak <span class="_ _6"></span>ramki <span class="_ _6"></span>rekomendacji <span class="_ _6"></span>produktów czy <span class="_ _6"></span>przypomnienia <span class="_ _6"></span>o <span class="_ _6"></span>porzuconych koszykach. <span class="_ _6"></span>Aplikacja <span class="_ _6"></span>marki <span class="_ _6"></span>Vistula zo-</div><div class="t m0 x1 h2 y25f ff7 fs0 fc0 sc0 ls0 ws0">stała wzbogacona o podział na <span class="_ _0"></span>komunikację kierowaną do kobie<span class="_ _0"></span>t i mężczyzn, co pozwoliło lepie<span class="_ _0"></span>j dopasować ofertę do potrzeb użyt-</div><div class="t m0 x1 h2 y4cf ff7 fs0 fc0 sc0 ls0 ws0">kowników. <span class="_ _0"></span>W <span class="_ _0"></span>ramach <span class="_ _0"></span>stałych p<span class="_ _0"></span>rac <span class="_ _0"></span>utrzymaniowych <span class="_ _0"></span>zespół <span class="_ _0"></span>omnichannel <span class="_ _0"></span>VRG re<span class="_ _0"></span>gularnie <span class="_ _0"></span>aktualizował <span class="_ _0"></span>prezentację <span class="_ _1"></span>kategorii produk-</div><div class="t m0 x1 h2 y260 ff1 fs0 fc0 sc0 ls0 ws0">towych i kart produktów w sklepach e-<span class="ff7">commerce, aby zapewnić ich maksymalną funkcjonalność.</span> </div><div class="t m0 x1 h2 y70a ff7 fs0 fc0 sc0 ls0 ws0">IV <span class="_ _6"></span>kwartał przyniósł <span class="_ _6"></span>dalsze <span class="_ _6"></span>usprawnienia <span class="_ _6"></span>w <span class="_ _6"></span>kanale <span class="_ _6"></span>online. <span class="_ _6"></span>Odświeżono prezentację <span class="_ _6"></span>listingu <span class="_ _6"></span>produktów <span class="_ _6"></span>oraz <span class="_ _6"></span>karty produktu, <span class="_ _6"></span>wpro-</div><div class="t m0 x1 h2 y70b ff7 fs0 fc0 sc0 ls0 ws0">wadzając <span class="_ _1"></span>funkcjonalno<span class="_ _6"></span>ść <span class="_ _0"></span>Mix <span class="_ _1"></span>and <span class="_ _0"></span>Match <span class="_ _1"></span>dla <span class="_ _0"></span>marek <span class="_ _1"></span>Vistula i <span class="_ _1"></span>Bytom. <span class="_ _1"></span>Rozwiązanie <span class="_ _0"></span>to <span class="_ _1"></span>umożliwia <span class="_ _0"></span>łatwą <span class="_ _1"></span>komunikację, <span class="_ _0"></span>możliwości <span class="_ _1"></span>zakup<span class="_ _6"></span><span class="ff1 lsa">u </span></div><div class="t m0 x1 h2 y70c ff1 fs0 fc0 sc0 ls0 ws0">mary<span class="ff7">narki <span class="_ _6"></span>lub <span class="_ _11"></span>spodni <span class="_ _6"></span>z <span class="_ _6"></span>zestawu <span class="_ _6"></span>garniturowego <span class="_ _11"></span>bezpośrednio <span class="_ _6"></span>z <span class="_ _6"></span>poziomu <span class="_ _11"></span>jednej karty <span class="_ _11"></span>produktu, <span class="_ _6"></span>co <span class="_ _6"></span>znacząco <span class="_ _11"></span>poprawiło <span class="_ _6"></span>wygodę <span class="_ _6"></span>za-</span></div><div class="t m0 x1 h2 y70d ff7 fs0 fc0 sc0 ls0 ws0">kupów i wspiera <span class="_ _6"></span>decyzje klientó<span class="_ _6"></span>w. Na <span class="_ _6"></span>koniec roku <span class="_ _6"></span>Grupa <span class="_ _6"></span>Kapitałowa VRG prowadziła <span class="_ _6"></span>działalność <span class="_ _6"></span>w sieci <span class="_ _6"></span>496 s<span class="_ _6"></span>klepów, operując na<span class="_ _11"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y70e ff1 fs0 fc0 sc0 ls0 ws0">powierzchni <span class="ff7">50,6 tys. mkw., łącząc działania online i offline w ramach spójnej strategii omnichannel.</span> </div><div class="t m0 x1 h7 y70f ff5 fs0 fc3 sc0 ls0 ws0">OFERTA HANDLOWA <span class="ff6">–</span> <span class="ff6">SEGMENT ODZIEŻOWY</span> </div><div class="t m0 x1 h2 y710 ff7 fs0 fc0 sc0 ls0 ws0">W 2024 <span class="_ _0"></span>roku Gr<span class="_ _0"></span>upa VRG <span class="_ _1"></span>koncentrowała się <span class="_ _0"></span>na p<span class="_ _0"></span>oprawie re<span class="_ _0"></span>ntowności i w<span class="_ _0"></span>yników <span class="_ _0"></span>marek <span class="_ _0"></span>odzieżowych, dostosowując ofertę<span class="_ _0"></span> do <span class="_ _0"></span>zmie-</div><div class="t m0 x1 h2 y711 ff7 fs0 fc0 sc0 ls0 ws0">niających się potrzeb klientów oraz wzmacniając pozycję swoich kluczowych brandów. <span class="ff1"> </span></div><div class="t m0 x1 h2 y712 ff7 fs0 fc0 sc0 ls0 ws0">Marka <span class="_ _11"></span>Vistula <span class="_ _11"></span>prowadziła <span class="_ _11"></span>intens<span class="_ _6"></span>ywne <span class="_ _11"></span>działania <span class="_ _11"></span>marketingowe, <span class="_ _11"></span>koncentrując <span class="_ _14"></span>się <span class="_ _11"></span>na <span class="_ _11"></span>wzmacnianiu <span class="_ _11"></span>swojej <span class="_ _14"></span>pozycji <span class="_ _11"></span>w <span class="_ _11"></span>kategorii <span class="_ _11"></span>mody </div><div class="t m0 x1 h2 y3f1 ff7 fs0 fc0 sc0 ls0 ws0">formalnej. W <span class="_ _1"></span>pierwszej połowie <span class="_ _0"></span>roku <span class="_ _0"></span>wprowadzono <span class="_ _0"></span>liczne <span class="_ _0"></span>zmiany<span class="_ _0"></span> w <span class="_ _1"></span>s<span class="_ _6"></span>trategii <span class="_ _0"></span>produktowej <span class="_ _0"></span>i m<span class="_ _0"></span>arketingowej, <span class="_ _0"></span>a także <span class="_ _1"></span>dz<span class="_ _6"></span>iałania <span class="_ _1"></span>m<span class="_ _6"></span>ają<span class="_ _6"></span><span class="ff1">ce </span></div><div class="t m0 x1 h2 y713 ff1 fs0 fc0 sc0 ls0 ws0">na c<span class="ff7">elu <span class="_ _6"></span>zwiększenie ruchu <span class="_ _6"></span>w salonach <span class="_ _6"></span>stacjonarnych. W <span class="_ _6"></span>lutym ruszyła kampania <span class="_ _6"></span>„Vistula Icons” <span class="_ _6"></span>z Mateuszem B<span class="_ _6"></span>anasiukiem, promu-</span></div><div class="t m0 x1 h2 y714 ff7 fs0 fc0 sc0 ls0 ws0">jąca <span class="_ _6"></span>główne benefity <span class="_ _6"></span>oferty <span class="_ _6"></span>garn<span class="_ _6"></span>iturowej: klasykę <span class="_ _6"></span>i <span class="_ _6"></span>nowoczesność. <span class="_ _11"></span>Z kolei <span class="_ _6"></span>w <span class="_ _6"></span>marcu <span class="_ _6"></span>rozpoczęto <span class="_ _6"></span>komunikację kolekcji <span class="_ _6"></span>„Vistula <span class="_ _6"></span>Ce<span class="_ _11"></span><span class="ff1">le-</span></div><div class="t m0 x1 h2 y715 ff7 fs0 fc0 sc0 ls0 ws0">brations”,<span class="ff1"> <span class="_ _6"></span>dedykowanej <span class="_ _6"></span>wiosenno-</span>letnim <span class="_ _6"></span>uroczystościom, <span class="_ _6"></span>takim <span class="_ _6"></span>jak <span class="_ _6"></span>śluby, <span class="_ _6"></span>komunie <span class="_ _6"></span>czy <span class="_ _6"></span>urodziny. <span class="_ _6"></span><span class="ff1">Marka <span class="_ _6"></span>ubiera</span><span class="ls3f">ła</span><span class="ff1"> <span class="_ _6"></span>redaktorów <span class="_ _6"></span>TVP, </span></div><div class="t m0 x1 h2 y716 ff1 fs0 fc0 sc0 ls0 ws0">TVP Sport i TVP Info<span class="_ _6"></span> przy okazji <span class="ff7">Mistrzostw Europy w Piłce Nożnej 2024. W drugiej połowie roku działania marketingowe skupiały </span></div><div class="t m0 x1 h2 y717 ff7 fs0 fc0 sc0 ls0 ws0">się na wsparciu sprzedaży podczas letnich wyprzedaży<span class="_ _0"></span> oraz wprowadzaniu do sklepów kolekcji na sezon jesień<span class="_ _6"></span><span class="ff1">-zima 2024.  </span></div><div class="t m0 x1 h2 y718 ff7 fs0 fc0 sc0 ls0 ws0">Jesienna <span class="_ _14"></span>kolekcja <span class="_ _15"></span>marki <span class="_ _14"></span>Vistul<span class="_ _6"></span>a, <span class="_ _15"></span>promowana <span class="_ _15"></span>pod <span class="_ _14"></span>has<span class="_ _6"></span>łem <span class="_ _14"></span>„Your <span class="_ _15"></span>Signature”, <span class="_ _14"></span>obejmo<span class="_ _6"></span>wała <span class="_ _14"></span>idealnie <span class="_ _15"></span>skrojone <span class="_ _15"></span>garnitury, <span class="_ _14"></span>kasz<span class="_ _6"></span>mirowe </div><div class="t m0 x1 h2 y431 ff7 fs0 fc0 sc0 ls0 ws0">płaszcze i eleganckie akcesoria, zgodne<span class="_ _0"></span> z trendami mody mę<span class="_ _0"></span>skiej, gdzie dominowały fa<span class="_ _0"></span>sony slim. W kolek<span class="_ _0"></span>cji damskiej wyraźnie p<span class="_ _6"></span><span class="ff1">od-</span></div><div class="t m0 x1 h2 y719 ff7 fs0 fc0 sc0 ls0 ws0">kreślono <span class="_ _6"></span>talię <span class="_ _11"></span>i <span class="_ _6"></span>sylwetkę, <span class="_ _6"></span>inspirując <span class="_ _6"></span>się <span class="_ _6"></span>estetyką <span class="_ _6"></span>przełomu <span class="_ _11"></span>lat 80<span class="_ _6"></span>. <span class="_ _6"></span>i <span class="_ _6"></span>90. <span class="_ _6"></span>XX <span class="_ _6"></span>wieku. <span class="_ _11"></span>W <span class="_ _6"></span>IV <span class="_ _6"></span>kwartale <span class="_ _6"></span>2024 <span class="_ _11"></span>roku <span class="_ _6"></span>Vistula s<span class="_ _6"></span>koncentrowała </div><div class="t m0 x1 h2 y71a ff7 fs0 fc0 sc0 ls0 ws0">się <span class="_ _6"></span>na <span class="_ _6"></span>działaniach <span class="_ _6"></span>wspierających sprzedaż <span class="_ _6"></span>oferty <span class="_ _6"></span>zimowej, <span class="_ _6"></span>wieczorowej o<span class="_ _6"></span>raz s<span class="_ _6"></span>tudniówkowej. Realizowano <span class="_ _6"></span>szeroko <span class="_ _6"></span>zakrojone <span class="_ _6"></span>kam-</div><div class="t m0 x1 h2 y71b ff1 fs0 fc0 sc0 ls0 ws0">panie <span class="_ _11"></span>me<span class="ff7">diowe, <span class="_ _11"></span>współprace <span class="_ _11"></span>inf<span class="_ _6"></span>luencerskie, <span class="_ _11"></span>direct <span class="_ _11"></span>marketing, <span class="_ _14"></span>content <span class="_ _11"></span>marketing <span class="_ _11"></span>&amp;<span class="_ _6"></span> <span class="_ _11"></span>SEO <span class="_ _11"></span>oraz <span class="_ _11"></span>PR, <span class="_ _14"></span>zarówno <span class="_ _14"></span>w <span class="_ _11"></span>kanałach <span class="_ _11"></span>online, <span class="_ _11"></span>jak <span class="_ _11"></span>i </span></div><div class="t m0 x1 h2 y71c ff7 fs0 fc0 sc0 ls0 ws0">offline. Równolegle prowadzono komunikację w gale<span class="_ _0"></span>riach handlowych i salonach stacjonarnych, wzmacniając wizerunek ma<span class="_ _0"></span>rki jako </div><div class="t m0 x1 h2 y71d ff1 fs0 fc0 sc0 ls0 ws0">lidera w kategorii mody formalnej. </div><div class="t m0 x1 h2 y71e ff1 fs0 fc0 sc0 lsf ws0">W <span class="_ _6"></span><span class="ls0">marce <span class="_ _6"></span>Wólczanka <span class="_ _6"></span><span class="ff7">rok <span class="_ _6"></span>2024 to<span class="_ _6"></span> <span class="_ _6"></span>czas <span class="_ _6"></span>powrotu <span class="_ _6"></span>do <span class="_ _6"></span>korzeni. Marka <span class="_ _6"></span>skupiła <span class="_ _6"></span>się <span class="_ _6"></span>przede <span class="_ _6"></span>wszystkim n<span class="_ _6"></span>a <span class="_ _6"></span>rozwoju <span class="_ _6"></span>oferty koszulowej <span class="_ _6"></span>i <span class="_ _6"></span>ko-</span></span></div><div class="t m0 x1 h2 y58a ff7 fs0 fc0 sc0 ls0 ws0">munikacji <span class="_ _6"></span>wiążącej ją <span class="_ _11"></span>ponownie z <span class="_ _6"></span>tym <span class="_ _6"></span>kluczowym <span class="_ _6"></span>produktem. Zim<span class="_ _6"></span>ą sprzedaż <span class="_ _6"></span>kolekcji <span class="_ _6"></span>wspierała <span class="_ _6"></span>kampania <span class="_ _6"></span>„KOSZULA <span class="_ _6"></span>IDEALNA na </div><div class="t m0 x1 h2 y673 ff7 fs0 fc0 sc0 ls0 ws0">wyjątkowe <span class="_ _14"></span>okazje”, <span class="_ _14"></span>która <span class="_ _14"></span>podkreślała <span class="_ _14"></span>jakoś<span class="_ _6"></span>ć <span class="_ _14"></span>materiałów <span class="_ _14"></span>flagowych <span class="_ _14"></span>produktów <span class="_ _14"></span>marki. <span class="_ _14"></span>W <span class="_ _14"></span>drugim <span class="_ _15"></span>kwartale <span class="_ _11"></span>kom<span class="_ _6"></span>unikacja <span class="_ _14"></span>skupiona </div><div class="t m0 x1 h2 y706 ff7 fs0 fc0 sc0 ls0 ws0">była <span class="_ _14"></span>na <span class="_ _14"></span>ofercie <span class="_ _14"></span>sezonowej. <span class="_ _14"></span>W <span class="_ _14"></span>ramach <span class="_ _14"></span>kampanii <span class="_ _15"></span>„CELEBRACJE” <span class="_ _11"></span>prom<span class="_ _6"></span>owane <span class="_ _14"></span>były <span class="_ _14"></span>jakościowe, <span class="_ _14"></span>białe <span class="_ _14"></span>koszule <span class="_ _14"></span>Wólczanki. <span class="_ _14"></span>Z <span class="_ _14"></span>myślą <span class="_ _15"></span>o </div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 wa0 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls3a ws0">58<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff7 fs0 fc0 sc0 ls0 ws0">wsparciu sprzedaży kolekcji <span class="_ _6"></span>w wybranych salonach w n<span class="_ _6"></span>ajwiększych miastach klienci uzyskali moż<span class="_ _6"></span>liwość personalizacji kupionych <span class="_ _11"></span><span class="ff1 ls40">w </span></div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">Wólczance koszul przy użyciu haftu. Akcja spotkała się z bard<span class="_ _0"></span>zo dobrym przyjęciem osób odwiedzających salony Wólczanka. <span class="ff1"> </span></div><div class="t m0 x1 h2 y206 ff7 fs0 fc0 sc0 ls0 ws0">Trzeci kwartał <span class="_ _6"></span>to <span class="_ _6"></span>kontynuacja <span class="_ _6"></span>strategii <span class="_ _6"></span>komunikacyjnej <span class="_ _6"></span>„Koszula <span class="_ _6"></span>idealna”. <span class="_ _6"></span>Zarówno, <span class="_ _6"></span>jeśli <span class="_ _6"></span>chodzi o <span class="_ _6"></span>ofertę <span class="_ _6"></span>handlową, <span class="_ _6"></span>jak <span class="_ _6"></span>i mark<span class="_ _11"></span><span class="ff1">eting, </span></div><div class="t m0 x1 h2 y207 ff7 fs0 fc0 sc0 ls0 ws0">start sezo<span class="_ _6"></span>nu jesień<span class="ff1">-</span>zima <span class="_ _6"></span>koncentrował się <span class="_ _6"></span>na <span class="_ _6"></span>motywie idealnej <span class="_ _6"></span>koszuli <span class="_ _6"></span>do biura, <span class="_ _6"></span>a Wólczanka podkreślała <span class="_ _6"></span>mocne <span class="_ _6"></span>strony <span class="_ _6"></span>koszul <span class="_ _6"></span><span class="ff1">for-</span></div><div class="t m0 x1 h2 y208 ff7 fs0 fc0 sc0 ls0 ws0">malnych <span class="_ _11"></span>z <span class="_ _11"></span>portfolio <span class="_ _11"></span>m<span class="_ _6"></span>arki. <span class="_ _11"></span>W <span class="_ _11"></span>tym <span class="_ _11"></span>okresie <span class="_ _11"></span>prowadzone <span class="_ _11"></span>były <span class="_ _14"></span>również <span class="_ _11"></span>kampanie <span class="_ _11"></span>cross<span class="_ _6"></span><span class="ff1">-</span>marketingowe <span class="_ _11"></span>z <span class="_ _14"></span>marką <span class="_ _11"></span>W.KRUK, <span class="_ _11"></span>promujące </div><div class="t m0 x1 h2 y209 ff7 fs0 fc0 sc0 ls0 ws0">białe <span class="_ _0"></span>koszule <span class="_ _0"></span>idealne <span class="_ _1"></span>do biura<span class="_ _0"></span> <span class="_ _0"></span>i <span class="_ _1"></span>tworzące <span class="_ _0"></span>w <span class="_ _0"></span>parze <span class="_ _1"></span>z zegark<span class="_ _0"></span>ami <span class="_ _0"></span>i <span class="_ _0"></span>biżuteri<span class="_ _0"></span>ą <span class="_ _0"></span>profesjonalny, <span class="_ _0"></span>bizneso<span class="_ _0"></span>wy <span class="_ _0"></span>wizerunek. <span class="_ _1"></span>Jesień to <span class="_ _1"></span>także<span class="_ _6"></span><span class="ff1"> <span class="_ _0"></span>szeroka </span></div><div class="t m0 x1 h2 y20a ff7 fs0 fc0 sc0 ls0 ws0">oferta swetrów damskich i męskich, z naciskiem na kapsułę produktów z wełną merino. <span class="ff1"> </span></div><div class="t m0 x1 h2 y306 ff7 fs0 fc0 sc0 ls0 ws0">Bytom umacniał swoją pozycję jako <span class="_ _6"></span>marka premium, specjalizująca się w <span class="_ _6"></span>eleganckiej modzie męskiej. W pierwszym półroczu marka </div><div class="t m0 x1 h2 y20c ff7 fs0 fc0 sc0 ls0 ws0">zaprezentowała kolek<span class="_ _0"></span>cję na sezon uroczyst<span class="_ _0"></span>ości rodzinnych or<span class="_ _0"></span>az kampanię <span class="_ _0"></span>promującą garnitury <span class="_ _0"></span>szyte z tkani<span class="_ _0"></span>n Vitale Barberis C<span class="_ _0"></span>an<span class="_ _6"></span><span class="ff1 lsa">o-</span></div><div class="t m0 x1 h2 y307 ff1 fs0 fc0 sc0 ls0 ws0">nico <span class="ff7">–</span> <span class="_ _0"></span><span class="ff7">jednej <span class="_ _0"></span>z <span class="_ _0"></span>najbardziej <span class="_ _0"></span>renomowanych <span class="_ _0"></span>włoskich <span class="_ _0"></span>fabryk. <span class="_ _0"></span>W <span class="_ _0"></span>kwietniu <span class="_ _0"></span>zainicjowano <span class="_ _0"></span>kampanię <span class="_ _0"></span>edukacyjną <span class="_ _0"></span>promującą <span class="_ _0"></span>usługę <span class="_ _0"></span>Made<span class="ff1">-</span></span></div><div class="t m0 x1 h2 y166 ff1 fs0 fc0 sc0 ls41 ws0">To<span class="ls0">-<span class="ff7">Measure, umożliwiającą klientom personalizację garniturów. </span> </span></div><div class="t m0 x1 h2 y167 ff7 fs0 fc0 sc0 ls0 ws0">Wejście w <span class="_ _6"></span>kolekcję <span class="_ _6"></span>jesień<span class="ff1">-</span>z<span class="_ _6"></span>ima <span class="_ _6"></span>odbyło <span class="_ _6"></span>się <span class="_ _6"></span>„w <span class="_ _6"></span>an<span class="_ _6"></span>gielskim s<span class="_ _6"></span>tylu”, z <span class="_ _6"></span>ses<span class="_ _6"></span>ją zdjęciową <span class="_ _6"></span>prezentującą <span class="_ _6"></span>garnitury, <span class="_ _6"></span>okrycia <span class="_ _6"></span>wierzchnie <span class="_ _6"></span>i <span class="_ _6"></span>dzia-</div><div class="t m0 x1 h2 y20f ff7 fs0 fc0 sc0 ls0 ws0">niny w scenerii <span class="_ _0"></span>wiejskiej posiadłości. We<span class="_ _0"></span> wrześniu do skle<span class="_ _0"></span>pów trafiła <span class="_ _0"></span>trzecia odsłona popularnej li<span class="_ _0"></span>nii DON PEDRO, z <span class="_ _0"></span>nadrukami<span class="ff1"> baj-</span></div><div class="t m0 x1 h2 y210 ff1 fs0 fc0 sc0 ls0 ws0">kowych <span class="_ _6"></span>postaci <span class="_ _6"></span>takich <span class="_ _11"></span>jak Smok <span class="_ _6"></span>Wawelski <span class="_ _6"></span>c<span class="_ _6"></span><span class="ff7">zy <span class="_ _6"></span>Bartolini <span class="_ _6"></span>Bartłomiej. <span class="_ _6"></span>Jesienią <span class="_ _6"></span>marka <span class="_ _6"></span>kontynuowała <span class="_ _11"></span>działania <span class="_ _6"></span>wzmacniające swój <span class="_ _11"></span>wi-</span></div><div class="t m0 x1 h2 y71f ff7 fs0 fc0 sc0 ls0 ws0">zerunek. 1 października rozpoczęto dr<span class="_ _0"></span>ugą odsłonę kampanii<span class="_ _0"></span> jesień<span class="_ _6"></span><span class="ff1">-</span>zima 2024/2025, koncentrującą się<span class="_ _0"></span> na płaszczach i kurtk<span class="_ _0"></span>ach pu-</div><div class="t m0 x1 h2 y720 ff7 fs0 fc0 sc0 ls0 ws0">chowych, a 14 listopada wystartowała kolekcja wieczorowa, skierowana do klientów poszukujących eleganckich stylizacji na wyjąt-</div><div class="t m0 x1 h2 y721 ff1 fs0 fc0 sc0 ls0 ws0">kowe okazje. </div><div class="t m0 x1 h2 y214 ff7 fs0 fc0 sc0 ls0 ws0">Pod koniec października Bytom zaprezentował minikolek<span class="_ _0"></span>cję „Polonia Restituta” z koszulkami ozdobionymi reprodukcjami obrazów </div><div class="t m0 x1 h2 y215 ff7 fs0 fc0 sc0 ls0 ws0">Juliusza Kossaka, <span class="_ _0"></span>będącą <span class="_ _0"></span>drugą <span class="_ _0"></span>odsłoną seri<span class="_ _0"></span>i te<span class="_ _0"></span>matycznej (rok <span class="_ _1"></span>wcześniej zadebiutowała kap<span class="_ _0"></span>suła z <span class="_ _0"></span>grafikami <span class="_ _0"></span>dzieł <span class="_ _0"></span>Artura Gr<span class="_ _0"></span>ottg<span class="_ _6"></span><span class="ff1">era). </span></div><div class="t m0 x1 h2 y2d0 ff1 fs0 fc0 sc0 ls0 ws0">3<span class="ff7">1 października ruszyła nowa <span class="_ _0"></span>akcja cross<span class="ff1">-</span>marketingowa BYTOM x W.KR<span class="_ _0"></span>UK, łącząca ofertę obu marek<span class="_ _0"></span> w ramach w<span class="_ _0"></span>spólnej komuni-</span></div><div class="t m0 x1 h2 y2d1 ff7 fs0 fc0 sc0 ls0 ws0">kacji. <span class="_ _6"></span>W <span class="_ _11"></span>grudniu <span class="_ _11"></span>Bytom <span class="_ _11"></span>rozpoczął <span class="_ _11"></span>celebrację <span class="_ _6"></span>swojego <span class="_ _11"></span>nadchodzącego <span class="_ _11"></span>80<span class="_ _6"></span><span class="ff1">-</span>lecia, <span class="_ _11"></span>dodając <span class="_ _11"></span>do <span class="_ _6"></span>zakupów <span class="_ _11"></span>kalendarz <span class="_ _11"></span>Bytom <span class="_ _6"></span>2<span class="_ _6"></span>025, <span class="_ _11"></span>który </div><div class="t m0 x1 h2 y2d2 ff7 fs0 fc0 sc0 ls0 ws0">cieszył <span class="_ _6"></span>się <span class="_ _11"></span>dużym <span class="_ _6"></span>zainteresowaniem <span class="_ _6"></span>klientów. <span class="_ _6"></span>Po<span class="_ _6"></span>czątek <span class="_ _6"></span>grudnia <span class="_ _6"></span>to <span class="_ _11"></span>także <span class="_ _6"></span>start <span class="_ _11"></span>komunikacji <span class="_ _6"></span>studniówkowej, <span class="_ _6"></span>promującej <span class="_ _6"></span>eleganckie </div><div class="t m0 x1 h2 y2d3 ff7 fs0 fc0 sc0 ls0 ws0">garnitury i dodatki dedykowane młodym klientom przygotowującym się do tego ważnego wydarzenia.<span class="ff1"> </span></div><div class="t m0 x1 h7 y722 ff6 fs0 fc3 sc0 ls0 ws0">ZRÓWNOWAŻONY ROZWÓJ<span class="ff5"> </span></div><div class="t m0 x1 h2 y6d0 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>2024 <span class="_ _6"></span>roku <span class="_ _6"></span>VRG <span class="_ _11"></span>S.A. <span class="_ _6"></span><span class="ff7">konsekwentnie <span class="_ _6"></span>realizowała <span class="_ _6"></span>działania <span class="_ _6"></span>z <span class="_ _6"></span>zakresu <span class="_ _6"></span>zrównoważonego <span class="_ _6"></span>rozwoju, <span class="_ _6"></span>wspierając <span class="_ _6"></span>inicjatywy <span class="_ _6"></span>pro<span class="_ _6"></span>ekolo-</span></div><div class="t m0 x1 h2 y6d1 ff7 fs0 fc0 sc0 ls0 ws0">giczne <span class="_ _6"></span>i <span class="_ _11"></span>s<span class="_ _6"></span>połeczne. <span class="_ _6"></span>Marki <span class="_ _11"></span>Bytom <span class="_ _11"></span>i <span class="_ _11"></span>Wólczanka <span class="_ _6"></span>kontynuowały <span class="_ _6"></span>współpracę <span class="_ _11"></span>z <span class="_ _11"></span>firmą <span class="_ _11"></span>„Ubrania <span class="_ _11"></span>Do <span class="_ _6"></span>Od<span class="_ _6"></span>dania” <span class="_ _11"></span>w <span class="_ _6"></span>ramach <span class="_ _11"></span>akcji <span class="_ _6"></span>#<span class="_ _6"></span>Poczujra-</div><div class="t m0 x1 h2 y6d2 ff7 fs0 fc0 sc0 ls0 ws0">dośćpomagania. Klienci mogli oddawać ubrania dowolnych marek w wybranych salonach sieci, a zebrane rzeczy trafiały do butików </div><div class="t m0 x1 h2 y6d3 ff7 fs0 fc0 sc0 ls0 ws0">cyrkularnych lub firm <span class="_ _6"></span>zajmujących się odzieżą używaną. <span class="_ _6"></span>Za każdy kilogram zebranej <span class="_ _6"></span>odzieży „Ubrania Do Oddania” <span class="_ _6"></span>przekazywały<span class="_ _0"></span> 1<span class="_ _11"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y6d4 ff7 fs0 fc0 sc0 ls0 ws0">zł na rzecz Fundacji „Zdążyć z Pomocą”. <span class="ff1">W roku 2024 </span>udało się zebrać <span class="_ _6"></span><span class="ff1">4,1 </span>ton ubrań, co stanowiło wkład w promowanie idei gospo-</div><div class="t m0 x1 h7 y2d9 ff7 fs0 fc0 sc0 ls0 ws0">darki cyrkularnej i wsparcie działań charytatywnych<span class="ff1">.<span class="ff5"> </span></span></div><div class="t m0 x1 h7 y700 ff6 fs0 fc3 sc0 ls0 ws0">PODATKOWA GRUPA KAPITAŁOWA:<span class="ff5"> </span></div><div class="t m0 x1 h2 y723 ff7 fs0 fc0 sc0 ls0 ws0">W dniu 15.11.2024 r. Zarząd<span class="_ _0"></span> VRG. S.A. podjął uchwałę <span class="_ _0"></span>nr 02/11/2024 r. w spraw<span class="_ _0"></span>ie:<span class="ff1"> <span class="_ _6"></span> </span>wyrażenia zgody na zawarcie Umow<span class="_ _0"></span>y Podatko-</div><div class="t m0 x1 h2 y2db ff7 fs0 fc0 sc0 ls0 ws0">wej Grupy Kapitałowej<span class="ff1">  </span>(„PGK”) w skład w której weszły VRG S.A. oraz spółka zależna W. KRUK S.A. <span class="ff1"> </span></div><div class="t m0 x1 h2 y2dc ff7 fs0 fc0 sc0 ls0 ws0">Umowa PGK VRG została zawarta z dniem 15.11.2024 z pierwszym rokiem podatkowym rozpoczynającym się w dniu 01.01.2025r. </div><div class="t m0 x1 h2 y2dd ff1 fs0 fc0 sc0 ls0 ws0">na okres 3 lat. </div><div class="t m0 x1 h2 y6d5 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _11"></span>umowie <span class="_ _11"></span>o <span class="_ _14"></span>utworzeniu <span class="_ _11"></span>Podatkowej <span class="_ _11"></span>Grupy <span class="_ _11"></span>Kapitałowej, <span class="_ _14"></span>VRG <span class="_ _14"></span>S.A. <span class="_ _11"></span>została <span class="_ _14"></span>wskazana <span class="_ _11"></span>jako <span class="_ _11"></span>spółka <span class="_ _11"></span>reprezentująca <span class="_ _11"></span>PGK <span class="_ _14"></span>w <span class="_ _11"></span>zakresie </div><div class="t m0 x1 h2 y6d6 ff7 fs0 fc0 sc0 ls0 ws0">obowiązków wynikających z ustawy o podatku dochodowym od osób prawnych oraz z przep<span class="_ _0"></span>isów ordynacji podatkowej.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y6d7 ff7 fs0 fc0 sc0 ls0 ws0">W dniu 05.12.2024 <span class="_ _6"></span>r. Zarząd <span class="_ _6"></span>VRG S.A. otrzymał decyzję <span class="_ _6"></span>Naczelnika Pierwszego Mazowieckiego <span class="_ _6"></span>Urzędu Skarbowego w <span class="_ _6"></span>Warszawie </div><div class="t m0 x1 h2 y6d8 ff1 fs0 fc0 sc0 ls0 ws0">o dokonaniu rejestracji umowy o utworzeniu PGK VRG. </div><div class="t m0 x1 h23 y719 ff4 fs6 fc1 sc0 ls0 ws0">8.2.<span class="ffb"> <span class="_ _2f"> </span><span class="ff3">ZNACZĄCE ZDA<span class="_ _0"></span>RZENIA PO <span class="_ _0"></span>DACIE <span class="_ _0"></span>BILANSOWEJ<span class="ff4"> </span></span></span></div><div class="t m0 x1 h7 ye2 ff6 fs0 fc3 sc0 ls0 ws0">ZMIANY W SKŁADZIE RADY NADZORCZEJ VRG S.A.<span class="ff5"> </span></div><div class="t m0 x1 h2 y35b ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>15 <span class="_ _14"></span>stycznia <span class="_ _14"></span>2025 <span class="_ _14"></span>roku <span class="_ _14"></span>Pan <span class="_ _14"></span>Wojciech <span class="_ _14"></span>Olejniczak <span class="_ _14"></span>złożył <span class="_ _14"></span>rezygnację <span class="_ _14"></span>z <span class="_ _15"></span>funkcji <span class="_ _14"></span>Członka <span class="_ _14"></span>Rady <span class="_ _14"></span>Nadzorczej <span class="_ _14"></span>Spółki. <span class="_ _14"></span>Rezygnacja </div><div class="t m0 x1 h2 y35c ff7 fs0 fc0 sc0 ls0 ws0">odnosiła skutek z dniem 15 stycznia 2025 roku.<span class="ff1"> </span></div><div class="t m0 x1 h2 y35d ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>dniu <span class="_ _11"></span>31 <span class="_ _11"></span><span class="ff7">stycznia <span class="_ _6"></span>2025 <span class="_ _11"></span>roku <span class="_ _6"></span>Rada <span class="_ _6"></span>Nadzo<span class="_ _6"></span>rcza <span class="_ _6"></span>Spółki <span class="_ _11"></span>podjęła <span class="_ _6"></span>uchwałę <span class="_ _6"></span>o <span class="_ _11"></span>uzupełnieniu <span class="_ _11"></span>składu <span class="_ _6"></span>Rady <span class="_ _6"></span>Nadzorczej <span class="_ _11"></span>w <span class="_ _6"></span>trybie <span class="_ _6"></span>ko<span class="_ _6"></span>optacji </span></div><div class="t m0 x1 h2 y35e ff7 fs0 fc0 sc0 ls0 ws0">przewidzianym <span class="_ _6"></span>w <span class="_ _6"></span>paragrafie <span class="_ _6"></span>2<span class="_ _6"></span>2 <span class="_ _6"></span>ust. <span class="_ _11"></span>3 <span class="_ _6"></span>statutu <span class="_ _6"></span>Spółki <span class="_ _6"></span>powołując <span class="_ _6"></span>do <span class="_ _11"></span>składu <span class="_ _6"></span>Rady <span class="_ _6"></span>Nadzorczej <span class="_ _6"></span>Spółki <span class="_ _6"></span>o<span class="_ _6"></span>becnej <span class="_ _6"></span>wspólnej <span class="_ _11"></span>kadencji Pana<span class="_ _11"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y724 ff7 fs0 fc0 sc0 ls0 ws0">Pawła Kucharskie<span class="ff1">go. </span></div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x7 y225 w5 h79" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 wec h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls3a ws0">59<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">8.3.<span class="ffb"> <span class="_ _9"> </span><span class="ff3">TRANSA<span class="_ _0"></span>KCJE ZE S<span class="_ _0"></span>TRONAMI / <span class="_ _0"></span>PODM<span class="_ _0"></span>IOTAMI POWIĄ<span class="_ _0"></span>ZANYMI<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y1b6 ff7 fs0 fc0 sc0 ls0 ws0">W roku obrotowym Spółka zawarła następujące transakcje handlowe z<span class="ff1"> </span>podmiotami powiązanymi<span class="ff1"> w Grupie: </span></div><div class="t m0 x1 h2 y725 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y726 ff6 fs0 fc0 sc0 ls0 ws0">Obroty z podmiotami powiązanymi<span class="ff5">  </span></div></div><div class="c x8 y727 w12a h45"><div class="t m0 x9 ha y3b4 ff6 fs3 fc2 sc0 ls0 ws0">Sprzedaż produktów,<span class="_ _0"></span> towarów, m<span class="_ _0"></span>ateriałów i <span class="_ _0"></span>usług<span class="ff1"> </span></div><div class="t m0 x9 ha ya6 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c xc7 y727 wcc h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024 <span class="ff1"> </span></div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2024 <span class="ff1"> </span></div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2024<span class="ff1"> </span></div></div><div class="c xa0 y727 wcd h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023 <span class="ff1"> </span></div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2023 <span class="ff1"> </span></div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2023<span class="ff1"> </span></div></div><div class="c x8 y728 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c xc7 y728 w97 h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">540<span class="ls0"> </span></div></div><div class="c xa0 y728 wce h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">339<span class="ls0"> </span></div></div><div class="c x8 y729 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">VG Property sp. z <span class="ls2d">o.o.</span> w likwid<span class="_ _0"></span>acji </div></div><div class="c xc7 y729 w97 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">31<span class="ls0"> </span></div></div><div class="c xa0 y729 wce h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">92<span class="ls0"> </span></div></div><div class="c x8 y72a w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK SA </div></div><div class="c xc7 y72a w97 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">6 734<span class="ls0"> </span></div></div><div class="c xa0 y72a wce h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">6 266<span class="ls0"> </span></div></div><div class="c x8 y3fd w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory s<span class="ff7">p. z o.<span class="_ _0"></span>o. w upadłości<span class="_ _0"></span><span class="ff1">* </span></span></div></div><div class="c xc7 y3fd w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y3fd wce h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">13<span class="ls0"> </span></div></div><div class="c x8 y3fe w12a h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c xc7 y3fe w97 h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">7 305<span class="ls0"> </span></div></div><div class="c xa0 y3fe wce h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">6 710<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y72b ff7 fs4 fc0 sc0 ls0 ws0">* WSM Factory Sp. z<span class="_ _6"></span> o.o. w upadło<span class="_ _6"></span>ści ujęt<span class="_ _6"></span>y za okres 5 m<span class="ff1">-cy 2<span class="_ _6"></span>023, czyli do dni<span class="_ _6"></span>a utraty kontroli<span class="_ _6"></span> </span></div><div class="t m0 x1 h14 y3c1 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y19 w12a h45"><div class="t m0 x9 ha y3b4 ff6 fs3 fc2 sc0 ls0 ws0">Zakup produkt<span class="_ _0"></span>ów, towarów, m<span class="_ _0"></span>ateriałów i usłu<span class="_ _0"></span>g<span class="ff5"> </span></div><div class="t m0 x9 ha ya6 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c xc7 y19 wcc h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2024  </div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2024 </div></div><div class="c xa0 y19 wcd h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2023  </div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2023 </div></div><div class="c x8 y72c w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c xc7 y72c w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y72c wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y6bc w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">VG Property sp. z o.o.<span class="_ _0"></span> w likwidacji<span class="_ _0"></span> </div></div><div class="c xc7 y6bc w97 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">82<span class="ls0"> </span></div></div><div class="c xa0 y6bc wce h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">324<span class="ls0"> </span></div></div><div class="c x8 y72d w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK SA </div></div><div class="c xc7 y72d w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c xa0 y72d wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">4 </div></div><div class="c x8 y2d4 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory s<span class="ff7">p. z o.<span class="_ _0"></span>o. w upadłości<span class="_ _0"></span><span class="ff1">* </span></span></div></div><div class="c xc7 y2d4 w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y2d4 wce h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">304<span class="ls0"> </span></div></div><div class="c x8 yfa w12a h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xc7 yfa w97 h9"><div class="t m0 xac ha y8e ff5 fs3 fc0 sc0 ls7 ws0">85<span class="ls0"> </span></div></div><div class="c xa0 yfa wce h9"><div class="t m0 x65 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">632<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y72e ff7 fs4 fc0 sc0 ls0 ws0">* WSM Factory Sp. z<span class="_ _6"></span> o.o. w upadło<span class="_ _6"></span>ści ujęty za okres 5 m<span class="_ _6"></span><span class="ff1">-cy 2<span class="_ _6"></span>023, czyli do dni<span class="_ _6"></span>a utraty kontroli<span class="_ _6"></span> </span></div><div class="t m0 x1 h14 y3ed ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y34d w12a h45"><div class="t m0 x9 ha y161 ff5 fs3 fc2 sc0 ls0 ws0">Przychody finansow<span class="_ _0"></span>e <span class="ff1"> </span></div><div class="t m0 x9 ha y14d ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c xc7 y34d wcc h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2024  </div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2024 </div></div><div class="c xa0 y34d wcd h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls30 ws0">od <span class="ls7">01<span class="ls0">-<span class="ls9">01</span>-2023  </span></span></div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2023 </div></div><div class="c x8 y1a8 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c xc7 y1a8 w97 h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">254<span class="ls0"> </span></div></div><div class="c xa0 y1a8 wce h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">196<span class="ls0"> </span></div></div><div class="c x8 y72f w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">VG Property sp. z o.o.<span class="_ _0"></span> w likwidacji<span class="_ _0"></span> </div></div><div class="c xc7 y72f w97 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">26<span class="ls0"> </span></div></div><div class="c xa0 y72f wce h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">61<span class="ls0"> </span></div></div><div class="c x8 y730 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK SA </div></div><div class="c xc7 y730 w97 h9"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">69<span class="ls0"> </span></div></div><div class="c xa0 y730 wce h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">136<span class="ls0"> </span></div></div><div class="c x8 y731 w12a hf"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory s<span class="ff7">p. z o.<span class="_ _0"></span>o. w upadłości<span class="_ _0"></span><span class="ff1">* </span></span></div></div><div class="c xc7 y731 w97 hf"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y731 wce hf"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y531 w12a h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xc7 y531 w97 h9"><div class="t m0 x65 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">349<span class="ls0"> </span></div></div><div class="c xa0 y531 wce h9"><div class="t m0 x65 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">393<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y732 ff7 fs4 fc0 sc0 ls0 ws0">* WSM Factory Sp. z<span class="_ _6"></span> o.o. w upadło<span class="_ _6"></span>ści ujęty za okres 5 m<span class="_ _6"></span><span class="ff1">-cy 2<span class="_ _6"></span>023, czyli do dni<span class="_ _6"></span>a utraty kont<span class="_ _6"></span>roli </span></div><div class="t m0 x1 h14 y733 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y734 w12a h45"><div class="t m0 x9 ha y161 ff5 fs3 fc2 sc0 ls0 ws0">Koszty finansowe <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x9 ha y14d ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c xc7 y734 wcc h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2024  </div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2024 </div></div><div class="c xa0 y734 wcd h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2023  </div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2023 </div></div><div class="c x8 y735 w12a he"><div class="t m0 x9 hc y413 ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c xc7 y735 w97 he"><div class="t m0 x68 hc y413 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y735 wce he"><div class="t m0 x68 hc y413 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y736 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">VG Property sp. z o.o.<span class="_ _0"></span> w likwidacji<span class="_ _0"></span> </div></div><div class="c xc7 y736 w97 h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">135<span class="ls0"> </span></div></div><div class="c xa0 y736 wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y737 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK SA </div></div><div class="c xc7 y737 w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y737 wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y1b2 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory s<span class="ff7">p. z o.<span class="_ _0"></span>o. w upadłości<span class="_ _0"></span><span class="ff1">* </span></span></div></div><div class="c xc7 y1b2 w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y1b2 wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y738 w12a h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xc7 y738 w97 h9"><div class="t m0 x65 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">135<span class="ls0"> </span></div></div><div class="c xa0 y738 wce h9"><div class="t m0 x68 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y739 ff1 fs4 fc0 sc0 ls0 ws0">* WSM <span class="ff7">Factory Sp. z<span class="_ _6"></span> o.o. w up<span class="_ _6"></span>adłości ujęty za o<span class="_ _6"></span>kres 5 m</span>-cy 2<span class="_ _6"></span>023, czyli do dni<span class="_ _6"></span>a utraty kontroli<span class="_ _6"></span> </div><div class="t m0 x1 h14 y73a ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x7 yc1 w5 h16" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 w12b h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls42 ws0">60<span class="ls0"> </span></div></div><div class="c x8 y3b9 w12a h45"><div class="t m0 x9 ha y161 ff6 fs3 fc2 sc0 ls0 ws0">Udzielone poż<span class="_ _0"></span>yczki <span class="ff1"> </span></div><div class="t m0 x9 ha y14d ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c xc7 y3b9 wcc h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2024  </div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2024 </div></div><div class="c xa0 y3b9 wcd h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2023  </div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2023 </div></div><div class="c x8 y4a0 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c xc7 y4a0 w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y4a0 wce h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 000<span class="ls0"> </span></div></div><div class="c x8 yed w12a hf"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">VG Property sp. z o.o.<span class="_ _0"></span> w likwidacji<span class="_ _0"></span> </div></div><div class="c xc7 yed w97 hf"><div class="t m0 xac hc y8e ff1 fs3 fc0 sc0 ls7 ws0">75<span class="ls0"> </span></div></div><div class="c xa0 yed wce hf"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">310<span class="ls0"> </span></div></div><div class="c x8 y657 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK SA </div></div><div class="c xc7 y657 w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y657 wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y290 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory s<span class="ff7">p. z o.<span class="_ _0"></span>o. w upadłości<span class="_ _0"></span><span class="ff1">* </span></span></div></div><div class="c xc7 y290 w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y290 wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y3e1 w12a h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xc7 y3e1 w97 h9"><div class="t m0 xac ha y8e ff5 fs3 fc0 sc0 ls7 ws0">75<span class="ls0"> </span></div></div><div class="c xa0 y3e1 wce h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">2 310<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y73b ff7 fs4 fc0 sc0 ls0 ws0">* WSM Factory Sp. z<span class="_ _6"></span> o.o. w upadło<span class="_ _6"></span>ści ujęty za okres 5 m<span class="_ _6"></span><span class="ff1">-cy 2<span class="_ _6"></span>023, czyli do dni<span class="_ _6"></span>a utraty kontroli<span class="_ _6"></span> </span></div><div class="t m0 x1 h14 y73c ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y73d w12a h45"><div class="t m0 x9 ha y161 ff6 fs3 fc2 sc0 ls0 ws0">Otrzymane  poż<span class="_ _0"></span>yczki <span class="ff1"> </span></div><div class="t m0 x9 ha y14d ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c xc7 y73d wcc h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2024  </div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls43 ws0">do <span class="ls7">31<span class="ls0">-<span class="ls9">12</span>-2024 </span></span></div></div><div class="c xa0 y73d wcd h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2023  </div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2023 </div></div><div class="c x8 y73e w12a he"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c xc7 y73e w97 he"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y73e wce he"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y73f w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">VG Property sp. z o.o.<span class="_ _0"></span> w likwidacji<span class="_ _0"></span> </div></div><div class="c xc7 y73f w97 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 000<span class="ls0"> </span></div></div><div class="c xa0 y73f wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y740 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK SA </div></div><div class="c xc7 y740 w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y740 wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y487 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory s<span class="ff7">p. z o.<span class="_ _0"></span>o. w upadłości<span class="_ _0"></span><span class="ff1">* </span></span></div></div><div class="c xc7 y487 w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y487 wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y488 w12a h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xc7 y488 w97 h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">3 000<span class="ls0"> </span></div></div><div class="c xa0 y488 wce h9"><div class="t m0 x68 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y741 ff7 fs4 fc0 sc0 ls0 ws0">* WSM Factory Sp. z<span class="_ _6"></span> o.o. w upadło<span class="_ _6"></span>ści ujęty za okres 5 m<span class="_ _6"></span><span class="ff1">-cy 2<span class="_ _6"></span>023, czyli do <span class="_ _6"></span>dnia utraty kont<span class="_ _6"></span>roli </span></div><div class="t m0 x1 h14 y742 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y469 w12a h45"><div class="t m0 x9 ha y161 ff6 fs3 fc2 sc0 ls0 ws0">Spłata udzielonej <span class="_ _0"></span>pożyczki<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x9 ha y14d ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c xc7 y469 wcc h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2024  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2024  </div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2024 </div></div><div class="c xa0 y469 wcd h45"><div class="t m0 x5f ha y3ae ff5 fs3 fc4 sc0 ls0 ws0">Rok 2023  </div><div class="t m0 x60 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">od 01-<span class="ls9">01</span>-2023  </div><div class="t m0 x60 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">do 31-<span class="ls9">12</span>-2023 </div></div><div class="c x8 y85 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c xc7 y85 w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y85 wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y743 w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">VG Property sp. z o.o.<span class="_ _0"></span> w likwidacji<span class="_ _0"></span> </div></div><div class="c xc7 y743 w97 h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">2 413<span class="ls0"> </span></div></div><div class="c xa0 y743 wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 yfd w12a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK SA </div></div><div class="c xc7 yfd w97 h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 yfd wce h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y744 w12a he"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory s<span class="ff7">p. z o.<span class="_ _0"></span>o. w upadłości<span class="_ _0"></span><span class="ff1">* </span></span></div></div><div class="c xc7 y744 w97 he"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y744 wce he"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y8a w12a h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xc7 y8a w97 h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls7 ws0">2 413<span class="ls0"> </span></div></div><div class="c xa0 y8a wce h9"><div class="t m0 x68 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y6e3 ff7 fs4 fc0 sc0 ls0 ws0">* WSM Factory Sp. z<span class="_ _6"></span> o.o. w upadło<span class="_ _6"></span>ści ujęty za okres 5 m<span class="_ _6"></span><span class="ff1">-cy 2<span class="_ _6"></span>023, czyli do dni<span class="_ _6"></span>a utraty kontroli<span class="_ _6"></span> </span></div><div class="t m0 x1 h14 y745 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y14b ff5 fs0 fc0 sc0 ls0 ws0">Salda <span class="ff6">z podmiotami powiązanymi</span> </div></div><div class="c x8 y746 w96 h11"><div class="t m0 x9 ha ya4 ff6 fs3 fc2 sc0 ls0 ws0">Należności<span class="ff5"> </span>od pod<span class="_ _0"></span>miotów powiąz<span class="_ _1"></span>anych <span class="ff1"> </span></div><div class="t m0 x9 ha ya5 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x9f y746 w97 h11"><div class="t m0 x18 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na<span class="ff1"> </span></div><div class="t m0 x6f ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y746 w98 h11"><div class="t m0 x18 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na<span class="ff1"> </span></div><div class="t m0 x6f ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y747 w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c x9f y747 w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">464<span class="ls0"> </span></div></div><div class="c xa0 y747 w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">259<span class="ls0"> </span></div></div><div class="c x8 y1fa w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">VG Property sp. z <span class="ls2d">o.o.</span> w likwid<span class="_ _0"></span>acji </div></div><div class="c x9f y1fa w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c xa0 y1fa w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x8 y2fd w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK SA </div></div><div class="c x9f y2fd w99 h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">771<span class="ls0"> </span></div></div><div class="c xa0 y2fd w9a h9"><div class="t m0 xc4 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">886<span class="ls0"> </span></div></div><div class="c x8 y748 w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory s<span class="ff7">p. z o.<span class="_ _0"></span>o. w upadłości<span class="_ _0"></span><span class="ff1">* </span></span></div></div><div class="c x9f y748 w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y748 w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y749 w96 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x9f y749 w99 h9"><div class="t m0 xde ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 238<span class="ls0"> </span></div></div><div class="c xa0 y749 w9a h9"><div class="t m0 xde ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 148<span class="ls0"> </span></div></div><div class="c x8 y74a w96 h9"><div class="t m0 x9 ha y8e ff7 fs3 fc0 sc0 ls0 ws0">Saldo odpisów aktu<span class="_ _0"></span>alizujących<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x9f y74a w99 h9"><div class="t m0 x37 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y74a w9a h9"><div class="t m0 xa1 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y74b w96 he"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Kwoty należne od<span class="_ _0"></span> podmiotów<span class="_ _0"></span> powiązanych n<span class="_ _0"></span>etto<span class="ff5"> </span></div></div><div class="c x9f y74b w99 he"><div class="t m0 xde ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 238<span class="ls0"> </span></div></div><div class="c xa0 y74b w9a he"><div class="t m0 xde ha y8e ff5 fs3 fc0 sc0 ls7 ws0">1 148<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y74c ff1 fs4 fc0 sc0 ls0 ws0">* WSM Factory Sp. z<span class="_ _6"></span> o.o. w <span class="ff7">up<span class="_ _6"></span>adłości ujęty<span class="_ _6"></span> za okres 5 m</span>-cy 2<span class="_ _6"></span>023, czyli do dni<span class="_ _6"></span>a utraty kontroli<span class="_ _6"></span> </div><div class="t m0 x1 h14 y74d ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y74e w96 h7a"><div class="t m0 x9 ha y74f ff6 fs3 fc2 sc0 ls0 ws0">Zobowiązania<span class="ff5"> <span class="ls43">do </span></span>podm<span class="_ _0"></span>iotów powi<span class="_ _0"></span>ązanych <span class="ff1"> </span></div><div class="t m0 x9 ha y76 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x9f y74e w97 h7a"><div class="t m0 x18 ha y750 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na </div><div class="t m0 x6f ha y486 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa0 y74e w98 h7a"><div class="t m0 x18 ha y750 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na </div><div class="t m0 x6f ha y486 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x8 y751 w96 h9"><div class="t m0 x9 hc y478 ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c x9f y751 w99 h9"><div class="t m0 xa1 hc y478 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y751 w9a h9"><div class="t m0 xa1 hc y478 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y752 w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">VG Property sp. z <span class="ls2d">o.o.</span> w likwid<span class="_ _0"></span>acji </div></div><div class="c x9f y752 w99 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y752 w9a h9"><div class="t m0 xac hc y72 ff1 fs3 fc0 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x8 ye7 w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK SA </div></div><div class="c x9f ye7 w99 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 ye7 w9a h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 ye8 w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory sp. z o.<span class="_ _0"></span>o. w <span class="ff7">upadłości<span class="_ _0"></span><span class="ff1">* </span></span></div></div><div class="c x9f ye8 w99 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 ye8 w9a h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi x7 y753 w5 h7b" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w53 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls42 ws0">61<span class="ls0"> </span></div></div><div class="c x8 y754 w96 h7a"><div class="t m0 x9 ha y74f ff6 fs3 fc2 sc0 ls0 ws0">Zobowiązania<span class="ff5"> <span class="ls43">do </span></span>podm<span class="_ _0"></span>iotów powi<span class="_ _0"></span>ązanych <span class="ff1"> </span></div><div class="t m0 x9 ha y76 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x9f y754 w97 h7a"><div class="t m0 x18 ha y750 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na </div><div class="t m0 x6f ha y486 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa0 y754 w98 h7a"><div class="t m0 x18 ha y750 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na </div><div class="t m0 x6f ha y486 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x8 y755 w96 hf"><div class="t m0 x9 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x9f y755 w99 hf"><div class="t m0 xa1 ha y7d ff1 fs3 fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xa0 y755 w9a hf"><div class="t m0 xac ha y7d ff5 fs3 fc0 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y756 ff7 fs4 fc0 sc0 ls0 ws0">* WSM Factory Sp. z<span class="_ _6"></span> o.o. w upadło<span class="_ _6"></span>ści ujęty za okres 5 m<span class="_ _6"></span><span class="ff1">-cy 2<span class="_ _6"></span>023, czyli do dni<span class="_ _6"></span>a utraty kontroli<span class="_ _6"></span> </span></div><div class="t m0 x1 h14 y1b8 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y757 w96 h7a"><div class="t m0 x9 ha y74f ff6 fs3 fc2 sc0 ls0 ws0">Saldo pożycze<span class="_ _0"></span>k udzielonych<span class="_ _0"></span><span class="ff5"> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="ff1"> </span></span></div><div class="t m0 x9 ha y76 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x9f y757 w97 h7a"><div class="t m0 x18 ha y750 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na </div><div class="t m0 x6f ha y486 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa0 y757 w98 h7a"><div class="t m0 x18 ha y750 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na </div><div class="t m0 x6f ha y486 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x8 y758 w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c x9f y758 w99 h9"><div class="t m0 xde hc y72 ff1 fs3 fc0 sc0 ls7 ws0">2 216<span class="ls0"> </span></div></div><div class="c xa0 y758 w9a h9"><div class="t m0 xde hc y72 ff1 fs3 fc0 sc0 ls7 ws0">2 078<span class="ls0"> </span></div></div><div class="c x8 y759 w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">VG Property sp. z <span class="ls2d">o.o.</span> w likwid<span class="_ _0"></span>acji </div></div><div class="c x9f y759 w99 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y759 w9a h9"><div class="t m0 xde hc y72 ff1 fs3 fc0 sc0 ls7 ws0">2 338<span class="ls0"> </span></div></div><div class="c x8 y75a w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK SA </div></div><div class="c x9f y75a w99 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y75a w9a h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y75b w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory s<span class="ff7">p. z o.<span class="_ _0"></span>o. w upadłości<span class="_ _0"></span><span class="ff1">* </span></span></div></div><div class="c x9f y75b w99 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y75b w9a h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y75c w96 he"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x9f y75c w99 he"><div class="t m0 xde ha y72 ff5 fs3 fc0 sc0 ls7 ws0">2 216<span class="ls0"> </span></div></div><div class="c xa0 y75c w9a he"><div class="t m0 xde ha y72 ff5 fs3 fc0 sc0 ls7 ws0">4 416<span class="ls0"> </span></div></div><div class="c x8 y75d w96 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Saldo odpisów <span class="_ _4"> </span> <span class="_ _31"> </span> </div></div><div class="c x9f y75d w99 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y75d w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y75e w96 h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Saldo pożycze<span class="_ _0"></span>k udzielonych <span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x9f y75e w99 h9"><div class="t m0 xde ha y8e ff5 fs3 fc0 sc0 ls7 ws0">2 216<span class="ls0"> </span></div></div><div class="c xa0 y75e w9a h9"><div class="t m0 xde ha y8e ff5 fs3 fc0 sc0 ls7 ws0">4 416<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y75f ff7 fs4 fc0 sc0 ls0 ws0">* WSM Factory Sp. z<span class="_ _6"></span> o.o. w upadło<span class="_ _6"></span>ści ujęty za okres 5 m<span class="_ _6"></span><span class="ff1">-cy 2<span class="_ _6"></span>023, czyli do dni<span class="_ _6"></span>a utraty kont<span class="_ _6"></span>roli </span></div><div class="t m0 x1 h14 y65e ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y760 w96 h7a"><div class="t m0 x9 ha y74f ff6 fs3 fc2 sc0 ls0 ws0">Saldo pożycze<span class="_ _0"></span>k otrzymany<span class="_ _0"></span>ch <span class="ff1"> </span></div><div class="t m0 x9 ha y76 ff6 fs3 fc2 sc0 ls0 ws0">(w tys. zł)<span class="ff5"> </span></div></div><div class="c x9f y760 w97 h7a"><div class="t m0 x18 ha y750 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na </div><div class="t m0 x6f ha y486 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa0 y760 w98 h7a"><div class="t m0 x18 ha y750 ff5 fs3 fc4 sc0 ls0 ws0">Saldo na </div><div class="t m0 x6f ha y486 ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x8 y761 w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">DCG SA </div></div><div class="c x9f y761 w99 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y761 w9a h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y32f w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">VG Property sp. z <span class="ls2d">o.o.</span> w likwid<span class="_ _0"></span>acji </div></div><div class="c x9f y32f w99 h9"><div class="t m0 xde hc y72 ff1 fs3 fc0 sc0 ls7 ws0">3 135<span class="ls0"> </span></div></div><div class="c xa0 y32f w9a h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y762 w96 hf"><div class="t m0 x9 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">W.KRUK SA </div></div><div class="c x9f y762 w99 hf"><div class="t m0 xa1 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y762 w9a hf"><div class="t m0 xa1 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y763 w96 h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">WSM Factory s<span class="ff7">p. z o.<span class="_ _0"></span>o. w upadłości<span class="_ _0"></span><span class="ff1">* </span></span></div></div><div class="c x9f y763 w99 h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y763 w9a h9"><div class="t m0 xa1 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y1a3 w96 hf"><div class="t m0 x9 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x9f y1a3 w99 hf"><div class="t m0 xde ha y7d ff5 fs3 fc0 sc0 ls7 ws0">3 135<span class="ls0"> </span></div></div><div class="c xa0 y1a3 w9a hf"><div class="t m0 xa1 ha y7d ff5 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h14 y764 ff1 fs4 fc0 sc0 ls0 ws0">* WSM Factory Sp. z<span class="_ _6"></span> o.o. w <span class="ff7">up<span class="_ _6"></span>adłości ujęty<span class="_ _6"></span> za okres 5 m</span>-cy 2<span class="_ _6"></span>023, czyli do dni<span class="_ _6"></span>a utraty kontroli<span class="_ _6"></span> </div><div class="t m0 x1 h2 y765 ff7 fs0 fc0 sc0 ls0 ws0">Sprzedaż <span class="_ _6"></span>towarów <span class="_ _6"></span>podmiotom powiązanym <span class="_ _6"></span>dokonana <span class="_ _6"></span>była po <span class="_ _6"></span>cenach <span class="_ _6"></span>wynikających z<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span></span>cennika Spółki. <span class="_ _6"></span>Zakupy <span class="_ _6"></span>były <span class="_ _6"></span>dokonywane po </div><div class="t m0 x1 h2 y766 ff7 fs0 fc0 sc0 ls0 ws0">zdyskontowanych cenach rynkowych, aby odzwierciedlić ilość towarów zakupionych i<span class="ff1"> </span>związki pomiędzy stronami. <span class="ff1"> </span></div><div class="t m0 x1 h2 y767 ff7 fs0 fc0 sc0 ls0 ws0">W dniu 21 maja 2024 roku spółka VG Property Sp. z o.o. spłaci<span class="_ _0"></span>ła pożyczkę. Kwota otrzymanej spłaty wynosi 2<span class="_ _6"></span><span class="ff1"> </span>439 tys. zł.<span class="ff1"> </span></div><div class="t m0 x1 h2 y768 ff7 fs0 fc0 sc0 ls0 ws0">W dniu 14 <span class="_ _6"></span>czerwca 2024 roku spółka <span class="_ _6"></span>zależna VG Property S<span class="_ _6"></span>p. z o.o<span class="_ _6"></span><span class="ff1">. </span>(<span class="_ _6"></span>pożyczkodawca) zawarła ze spółką <span class="_ _6"></span>VRG S.A.<span class="ff1"> </span>(pożyczkobiorca)<span class="ff1"> </span></div><div class="t m0 x1 h2 y769 ff7 fs0 fc0 sc0 ls0 ws0">umowę pożyczki do kwoty 3<span class="_ _6"></span><span class="ff1"> </span>000 tys. zł. Oprocentowanie nominalne wynosi WIBOR  powiększon<span class="_ _6"></span>e o marżę. Pożyczka zwrócona zo-</div><div class="t m0 x1 h2 y40d ff1 fs0 fc0 sc0 ls0 ws0">stanie w terminie 3 lat od daty podpisania umowy. </div><div class="t m0 x1 h7 y76a ff5 fs0 fc0 sc0 ls0 ws0">PODMIOTY I <span class="ff6">OSOBY POWIĄZANE Z</span> <span class="ff6">KLUCZOWYM PERSONELEM KIEROWNICZYM SPÓŁKI WEDŁUG STANU NA <span class="_ _0"></span>DZIEŃ <span class="_ _6"></span><span class="ff5 ls6">31 </span></span></div><div class="t m0 x1 h7 y76b ff5 fs0 fc0 sc0 ls0 ws0">GRUDNIA 2024 R. Z KTÓRYMI ZREALIZOWANO TRANSAKCJE W OKRESIE SPRAWOZDAWCZYM </div><div class="t m0 x1 h2 y76c ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">PZU Zdrowie S.A. <span class="_ _6"></span><span class="ff7">–</span> <span class="ff7">powiązany z <span class="_ _6"></span>Członkiem Rady Nadzorczej, Panem Marcinem Gomoła,  <span class="_ _6"></span>podmiot<span class="_ _0"></span> świadczący usłu<span class="_ _6"></span>gi medyczne </span></span></span></div><div class="t m0 x7b h2 y76d ff7 fs0 fc0 sc0 ls0 ws0">dla Spółki VRG S.A.<span class="ff1"> </span></div><div class="t m0 x1 h2 y2a5 ff7 fs0 fc0 sc0 ls0 ws0">Od dnia 29 kwietnia 2024 roku PZU Zdrowie S.A. nie jest już podmiotem powią<span class="_ _0"></span>zanym z Panem Marcinem Gomołą.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y650 ff1 fs0 fc0 sc0 ls0 ws0">W roku 2024 <span class="_ _6"></span><span class="ff7">roku Spółka zawierała transakcje z podmiotami, na które z<span class="_ _6"></span>nacząco wpływa lub posiada w niej znaczącą <span class="_ _6"></span>liczbę głosów, </span></div><div class="t m0 x1 h2 y76e ff7 fs0 fc0 sc0 ls0 ws0">bezpośrednio lub pośrednio osoba będąca członkiem kluczowego personelu kierowniczeg<span class="_ _0"></span>o Spółki.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y652 ff1 fs0 fc0 sc0 ls0 ws0">- PZU Zdrowie S.A. - w okresie od 01.01.2024-<span class="ff7">28.04.2024 łączne obroty brutto wyniosły </span><span class="ls6">20</span> <span class="ff7">tys. z<span class="_ _6"></span>ł.</span> </div><div class="t m0 x1 h2 y76f ff1 fs0 fc0 sc0 ls0 ws0">- Colian Sp. z o.o.- zakup produktów w 2024 roku w kwocie 3 <span class="ff7">tys. zł. brutto.</span> </div><div class="t m0 x1 h2 y435 ff7 fs0 fc0 sc0 ls0 ws0">Kluczowy personel został opisany w punkcie 8.<span class="ff1">9 </span></div><div class="t m0 x1 h7 y770 ff5 fs0 fc0 sc0 ls0 ws0">TRANSAKCJE Z <span class="ff6">PODMIOTAMI POWIĄZANYMI ZAWIERANE BYŁY NA WARUNKACH ODPOWIADAJĄCYCH WAR<span class="_ _0"></span>UNKOM </span></div><div class="t m0 x1 h7 y771 ff5 fs0 fc0 sc0 ls0 ws0">RYNKOWYM. </div></div></div><div class="pi" ></div></div><div id="pf3e" class="pf w0 h0" ><div class="pc pc3e w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 w66 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls42 ws0">62<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff7 fs0 fc0 sc0 ls0 ws0">Na 3<span class="_ _6"></span>1.12.2024roku saldo u<span class="_ _6"></span>dzielonych w poprzednich <span class="_ _6"></span>okresach przez <span class="_ _6"></span>Spółkę poręczeń <span class="_ _6"></span>spółkom <span class="_ _6"></span>zależnym <span class="_ _6"></span>W.KRUK S.A., i <span class="_ _6"></span>DCG <span class="_ _6"></span>S.A. </div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">za zobowiązania W.KRUK S.A. i DCG S.A. wobec Banku PKO BP S.A. wy<span class="_ _0"></span>nikające umów kredytowych wynosi:<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y206 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Umowa <span class="_ _10"> </span>limitu  kredytowego  wielocelowego <span class="_ _10"> </span>do  kwoty <span class="_ _10"> </span>18.000.000,00  PLN  z<span class="_ _6"></span>awarta  przez <span class="_ _10"> </span>spółkę  zależną <span class="_ _10"> </span>DCG  S.A. <span class="_ _10"> </span>w  dniu </span></span></div><div class="t m0 x7b h2 y207 ff7 fs0 fc0 sc0 ls0 ws0">26.06.2015 <span class="_ _11"></span>roku <span class="_ _11"></span>z <span class="_ _14"></span>poźn, <span class="_ _11"></span>zm. <span class="_ _11"></span>Jednym <span class="_ _11"></span>z <span class="_ _14"></span>zabezpieczeń <span class="_ _11"></span>spłaty <span class="_ _11"></span>zobowiązań <span class="_ _11"></span>DCG <span class="_ _14"></span>S.A. <span class="_ _11"></span>wobec <span class="_ _11"></span>banku <span class="_ _11"></span>z <span class="_ _11"></span>tytułu <span class="_ _14"></span>niniejszej <span class="_ _11"></span>umowy <span class="_ _11"></span>jest </div><div class="t m0 x7b h2 y208 ff7 fs0 fc0 sc0 ls0 ws0">poręczenie <span class="_ _1"></span>przez Spółkę <span class="_ _1"></span>do maksymalnej <span class="_ _1"></span>kwoty <span class="_ _0"></span>nieprzekraczającej <span class="_ _0"></span>27.00.000 <span class="_ _0"></span>PLN, <span class="_ _1"></span>poręczenie <span class="_ _0"></span>ważne <span class="_ _0"></span>jest <span class="_ _1"></span>do 11 <span class="_ _1"></span>lipca 2027 <span class="_ _1"></span>roku. </div><div class="t m0 x7b h2 y209 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>dniu <span class="_ _6"></span>03.07.2024 <span class="_ _6"></span>roku <span class="_ _11"></span>został <span class="_ _6"></span>podpisany <span class="_ _6"></span>aneks <span class="_ _6"></span>w <span class="_ _6"></span>w<span class="_ _6"></span>yniku, <span class="_ _6"></span>którego <span class="_ _6"></span>kwota <span class="_ _11"></span>poręczenia <span class="_ _6"></span>przez Spółkę <span class="_ _11"></span>została <span class="_ _6"></span>zmieniona <span class="_ _6"></span>do <span class="_ _6"></span>mak-</div><div class="t m0 x7b h2 y20a ff7 fs0 fc0 sc0 ls0 ws0">symalnej kwoty nieprzekraczającej 22.500.000 PLN.<span class="ff1"> </span></div><div class="t m0 x1 h2 y20b ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">W dniu 31.12.2024 roku kredyt terminowy (Kredyt B) został spłacony przez W.KRUK S.A., tym samym Spółka nie jest odpowie<span class="_ _0"></span>-</span></span></div><div class="t m0 x7b h2 y6ca ff7 fs0 fc0 sc0 ls0 ws0">dzialna z tytułu jego poręczenia.<span class="ff1"> </span></div><div class="t m0 x1 h23 y254 ff4 fs6 fc1 sc0 ls0 ws0">8.4.<span class="ffb"> <span class="_ _2f"> </span></span>EMISJA, <span class="_ _10"></span>WYK<span class="_ _0"></span>UP <span class="_ _10"> </span>I <span class="ff3">SPŁATA <span class="_ _10"></span>DŁ<span class="_ _0"></span>UŻNYCH<span class="ff4"> <span class="_ _10"></span>I </span>KAPITA<span class="_ _0"></span>ŁOWYCH <span class="_ _10"></span>PAPIE<span class="_ _0"></span>RÓW </span></div><div class="t m0 x7f h23 y772 ff3 fs6 fc1 sc0 ls0 ws0">WARTOŚCIOW<span class="_ _0"></span>YCH<span class="ff4"> </span></div><div class="t m0 x1 h2 y72b ff1 fs0 fc0 sc0 ls0 ws0">W okresie <span class="ls2">12</span> <span class="ff7">miesięcy zakończonych </span>31 grudnia 2024 rok <span class="ff7">roku Spółka nie dokonała emisji akcji. </span> </div><div class="t m0 x1 h23 y3a5 ff4 fs6 fc1 sc0 ls0 ws0">8.5.<span class="ffb"> <span class="_ _9"> </span><span class="ff3">DYWIDENDY WYPŁACONE I</span></span> ZADE<span class="_ _0"></span>KLAROWA<span class="_ _0"></span>NE </div><div class="t m0 x1 h2 y773 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _6"></span>Spółce <span class="_ _11"></span>funkcjonuje <span class="_ _11"></span>Polityka <span class="_ _11"></span>dywidendowa <span class="_ _6"></span>przyjęta <span class="_ _11"></span>przez <span class="_ _11"></span>Zarząd <span class="_ _11"></span>Spółki <span class="_ _11"></span>w<span class="_ _6"></span><span class="ff1"> dniu <span class="_ _11"></span>18 <span class="_ _11"></span>maja <span class="_ _6"></span>20<span class="_ _6"></span>22 <span class="_ _11"></span>r. <span class="_ _6"></span></span>o<span class="_ _6"></span> <span class="_ _11"></span>której <span class="_ _6"></span>Spółka <span class="_ _11"></span>informowała <span class="_ _11"></span>w </div><div class="t m0 x1 h2 y774 ff7 fs0 fc0 sc0 ls0 ws0">raporcie bieżącym nr 18/2022 <span class="ff1">o </span>następującej treści:<span class="ff1"> </span></div><div class="t m0 x1 h2 y775 ff1 fs0 fc0 sc0 ls0 ws0">Polityka dywidendowa VRG S.A. z <span class="ff7">siedzibą w</span> Krakowie . </div><div class="t m0 x1 h2 y776 ff1 fs0 fc0 sc0 ls0 ws0">Jednym <span class="_ _6"></span>z <span class="_ _6"></span><span class="ff7">głównych <span class="_ _6"></span>celów <span class="_ _6"></span>Zarządu <span class="_ _11"></span>VRG <span class="_ _6"></span>S.A.<span class="_ _6"></span></span> <span class="_ _6"></span>z <span class="ff7">siedzibą</span> <span class="_ _11"></span>w <span class="ff7">Krakowie <span class="_ _6"></span>(„Spółka”) <span class="_ _6"></span>jest <span class="_ _11"></span>dzielenie <span class="_ _6"></span>się <span class="_ _6"></span>z<span class="_ _6"></span>yskiem</span> <span class="_ _11"></span>z akcjonariuszami <span class="_ _11"></span>poprzez </div><div class="t m0 x1 h2 y429 ff7 fs0 fc0 sc0 ls0 ws0">wypłatę dywidendy. Zarz<span class="_ _6"></span>ąd Spółki <span class="_ _6"></span>zamierza <span class="_ _6"></span>rekomendować akcjonariuszom <span class="_ _6"></span>wypłatę dywidendy <span class="_ _6"></span>zgodnie<span class="_ _6"></span><span class="ff1"> <span class="_ _6"></span>z </span>niniejszą <span class="_ _6"></span>polityką dywi-</div><div class="t m0 x1 h2 y777 ff7 fs0 fc0 sc0 ls0 ws0">dendową. <span class="ff1"> </span></div><div class="t m0 x1 h2 y778 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _1a"> </span>Spółki <span class="_ _1a"> </span>zamierza <span class="_ _1a"> </span>corocznie <span class="_ _1a"> </span>rekomendować <span class="_ _1a"> </span>walnemu <span class="_ _1a"> </span>zgromadzeniu  Spółki <span class="_ _15"></span>wypłatę <span class="_ _1a"> </span>dywidendy<span class="_ _6"></span><span class="ff1">  w </span>przedziale<span class="_ _0"></span> <span class="_ _1a"> </span>między <span class="_ _1a"> </span>20%<span class="ff1"> </span></div><div class="t m0 x1 h2 y779 ff1 fs0 fc0 sc0 ls0 ws0">a <span class="ff7">70% <span class="_ _29"> </span>wartości <span class="_ _10"> </span>skonsolidowanego <span class="_ _10"> </span>z<span class="_ _6"></span>ysku <span class="_ _10"> </span>netto <span class="_ _29"> </span>wynikającego</span> <span class="_ _29"> </span>z zaudytowanego <span class="_ _29"> </span>skonsolidowanego <span class="_ _10"> </span>sprawozdania <span class="_ _29"> </span>finansowego </div><div class="t m0 x1 h2 y77a ff7 fs0 fc0 sc0 ls0 ws0">Spółki, przy założeniu, że wskaźnik dług netto/ EBITDA na ko<span class="_ _0"></span>niec roku obrotowego wyniesie mniej niż 2,5. <span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y77b ff7 fs0 fc0 sc0 ls0 ws0">Każdorazowo przed <span class="_ _6"></span>przedstawieniem rekomendacji <span class="_ _6"></span>walnemu zgromadz<span class="_ _6"></span>eniu Spółki, <span class="_ _6"></span>Zarząd Spółki będzie <span class="_ _6"></span>brał pod <span class="_ _6"></span>uwagę na<span class="_ _6"></span>stępu-</div><div class="t m0 x1 h2 y77c ff7 fs0 fc0 sc0 ls0 ws0">jące czynniki: <span class="ff1"> </span></div><div class="t m0 x1 h2 y77d ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">sytuację finansową Spółki<span class="ff1"> i </span>jej grupy kapitałowej, <span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y77e ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">potrzeby inwestycyjne,  </span></span></div><div class="t m0 x1 h2 y77f ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">sytuację płynnościową, <span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y780 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">perspektywy rozwoju grupy kapitałowej Spółki<span class="ff1"> w danej sytuacji rynkowej i makroekonomicznej,  </span></span></span></div><div class="t m0 x1 h2 y586 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">plany akwizycyjne,  </span></span></div><div class="t m0 x1 h2 y781 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">kowenanty bankowe. </span></span></div><div class="t m0 x1 h2 y782 ff7 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>17 <span class="_ _0"></span>maja <span class="_ _1"></span>2024 r. <span class="_ _1"></span>Zarząd <span class="_ _0"></span>VRG <span class="_ _1"></span>S.A. podjął <span class="_ _0"></span>uchwałę <span class="_ _1"></span>w spra<span class="_ _0"></span>wie <span class="_ _1"></span>przyjęcia wniosku <span class="_ _1"></span>Zarz<span class="_ _6"></span>ądu <span class="_ _0"></span>VRG <span class="_ _1"></span>S.A. w <span class="_ _0"></span>Krakowie<span class="_ _0"></span> <span class="_ _0"></span>do <span class="_ _0"></span> <span class="_ _0"></span>Zwyczajnego<span class="ff1"> </span></div><div class="t m0 x1 h2 y783 ff7 fs0 fc0 sc0 ls0 ws0">Walnego Zgromadzenia Spółki w sprawie sposobu podziału zysku netto Spółki za rok obroto<span class="_ _0"></span>wy 2023 oraz wypłaty dywidendy.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y784 ff7 fs0 fc0 sc0 ls0 ws0">Powyższy wniosek zawiera następujące prop<span class="_ _0"></span>ozycje:<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2c3 ff7 fs0 fc0 sc0 ls0 ws0">1) <span class="_ _1a"> </span>propozycję  przeznac<span class="_ _0"></span>zenia <span class="_ _1a"> </span>zysku <span class="_ _1a"> </span>netto  w<span class="_ _0"></span>ykazanego <span class="_ _15"> </span>w  spraw<span class="_ _0"></span>ozdaniu <span class="_ _1a"> </span>finansowym  Spółki<span class="_ _0"></span> <span class="_ _1a"> </span>za <span class="_ _1a"> </span>rok  o<span class="_ _0"></span>brotowy <span class="_ _15"> </span>2023  w <span class="_ _15"> </span>wysokości </div><div class="t m0 x1 h2 y785 ff7 fs0 fc0 sc0 ls0 ws0">28.193.220,51 zł w całości na zasilenie kapitał<span class="_ _0"></span>u zapasowego;<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2c5 ff7 fs0 fc0 sc0 ls0 ws0">2) <span class="_ _6"></span>propozycję <span class="_ _6"></span>wypłaty <span class="_ _6"></span>dywidendy <span class="_ _11"></span>w <span class="_ _6"></span>kwocie <span class="_ _6"></span>0,09 <span class="_ _6"></span>zł <span class="_ _6"></span>n<span class="_ _6"></span>a <span class="_ _6"></span>jedną akcję, <span class="_ _11"></span>tj. <span class="_ _6"></span>w <span class="_ _6"></span>łącznej <span class="_ _6"></span>kwocie <span class="_ _11"></span>21.101.025,60 <span class="_ _6"></span>zł <span class="_ _6"></span>z <span class="_ _6"></span>kapitału <span class="_ _6"></span>z<span class="_ _6"></span>apasowe<span class="_ _0"></span>go <span class="_ _14"></span><span class="ff1 ls2">(w </span></div><div class="t m0 x1 h2 y2c6 ff7 fs0 fc0 sc0 ls0 ws0">części utworzonej z zysków <span class="ff1">- </span>art. 348 § 1 Kodeksu Spółek Handlowych).<span class="ff1"> </span></div><div class="t m0 x1 h2 y2c7 ff7 fs0 fc0 sc0 ls0 ws0">Jednocześnie w przedmiotowym <span class="_ _0"></span>wniosku Zarząd wnio<span class="_ _0"></span>skował do <span class="_ _0"></span>Zwyczajnego Walnego <span class="_ _0"></span>Zgromadzenia Spółki o <span class="_ _0"></span>ustalenie, iż <span class="_ _0"></span>upraw-</div><div class="t m0 x1 h2 y2c8 ff7 fs0 fc0 sc0 ls0 ws0">nionymi <span class="_ _6"></span>do <span class="_ _11"></span>dywidendy <span class="_ _6"></span>będą <span class="_ _6"></span>akcjonariusze <span class="_ _6"></span>Spółki <span class="_ _6"></span>na <span class="_ _11"></span>dzień <span class="_ _6"></span>20 <span class="_ _6"></span>września <span class="_ _6"></span>2<span class="_ _6"></span>024 <span class="_ _6"></span>r. <span class="_ _6"></span>(dzień <span class="_ _6"></span>dywidendy), <span class="_ _11"></span>a <span class="_ _6"></span>wypłata <span class="_ _6"></span>dywidendy <span class="_ _6"></span>nastąpi <span class="_ _6"></span>w<span class="_ _6"></span> </div><div class="t m0 x1 h2 y2c9 ff1 fs0 fc0 sc0 ls0 ws0">dniu 16 grud<span class="ff7">nia 2024 r. Dywidendą objętych zostanie 234.455.840 akcji Spółki.</span> </div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w0 h0" ><div class="pc pc3f w0 h0"><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w41 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls42 ws0">63<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ff7 fs0 fc0 sc0 ls0 ws0">Propozycja <span class="_ _14"></span>podziału <span class="_ _14"></span>zysku <span class="_ _11"></span>n<span class="_ _6"></span>etto <span class="_ _14"></span>wykazanego <span class="_ _14"></span>w <span class="_ _14"></span>sprawozdaniu <span class="_ _14"></span>finansowym <span class="_ _11"></span>Spółki <span class="_ _14"></span>za <span class="_ _14"></span>rok <span class="_ _14"></span>2023, <span class="_ _14"></span>o <span class="_ _14"></span>której <span class="_ _14"></span>mowa <span class="_ _14"></span>w <span class="_ _14"></span>pkt. <span class="_ _14"></span>1) <span class="_ _14"></span>powyżej </div><div class="t m0 x1 h2 y3d ff7 fs0 fc0 sc0 ls0 ws0">stanowi spełnienie wymagań art. 395 § 2 pkt. 2) w związku z art. 396 Kodeksu Spółek Handlowy<span class="_ _0"></span>ch.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y206 ff7 fs0 fc0 sc0 ls0 ws0">Propozycja wypłaty<span class="_ _0"></span> dywidendy dla Ak<span class="_ _0"></span>cjonariuszy Sp<span class="_ _0"></span>ółki, o k<span class="_ _0"></span>tórej mowa <span class="_ _0"></span>w p<span class="_ _0"></span>kt. 2) <span class="_ _0"></span>powyżej sta<span class="_ _0"></span>nowi realizację <span class="_ _0"></span>założeń przyjętej <span class="_ _0"></span>p<span class="ff1">rzez </span></div><div class="t m0 x1 h2 y207 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd w dniu 18 maja 2022 r. Polityki Dywidendowej Spółki, o której Spółka informowała w<span class="_ _0"></span> raporcie bieżącym nr 18/2022.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y24e ff7 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _11"></span>Nadzorcza <span class="_ _11"></span>Spółki <span class="_ _11"></span>na <span class="_ _14"></span>posiedzeniu <span class="_ _11"></span>w <span class="_ _11"></span>dniu <span class="_ _11"></span>1<span class="_ _6"></span>7 <span class="_ _11"></span>maja <span class="_ _11"></span>2024 <span class="_ _11"></span>r. <span class="_ _11"></span>podjęła <span class="_ _11"></span>u<span class="_ _6"></span>chwałę, <span class="_ _11"></span>na <span class="_ _11"></span>podstawie <span class="_ _11"></span>której <span class="_ _11"></span>dokonała <span class="_ _14"></span>pozytywnej <span class="_ _11"></span>oceny </div><div class="t m0 x1 h2 y24f ff7 fs0 fc0 sc0 ls0 ws0">powyższego <span class="_ _6"></span>wniosku <span class="_ _6"></span>Zarządu.<span class="ff1"> <span class="_ _6"></span></span>Zwyczajne <span class="_ _6"></span>Walne <span class="_ _6"></span>Zgromadzenie <span class="_ _6"></span>Spółki <span class="_ _6"></span>w <span class="_ _6"></span>dniu <span class="_ _6"></span>26 <span class="_ _6"></span>czerwca <span class="_ _6"></span>2024 <span class="_ _6"></span>r. <span class="_ _6"></span>podjęło <span class="_ _6"></span>uchwałę <span class="_ _6"></span>nr <span class="_ _6"></span>08/06/2024 </div><div class="t m0 x1 h2 y250 ff7 fs0 fc0 sc0 ls0 ws0">w sprawie wypłaty dywidendy uwzgledniającą w całości powyższy wniosek Zarządu.<span class="ff1"> </span></div><div class="t m0 x1 h2 y251 ff1 fs0 fc0 sc0 ls0 ws0">W<span class="ff7">ypłata dywidendy akcjonariuszom nastąpiła w dniu </span><span class="ls6">16<span class="_ _6"></span></span> grudnia 2024 r. </div><div class="t m0 x1 h23 y275 ff4 fs6 fc1 sc0 ls0 ws0">8.6.<span class="ffb"> <span class="_ _22"> </span><span class="ff3">POSTĘPOWANIA TOCZACE <span class="_ _6"></span>SIĘ PRZED <span class="_ _6"></span>SĄDEM LUB <span class="_ _6"></span>ORGANEM <span class="_ _6"></span>ADMI-</span></span></div><div class="t m0 x7f h23 y786 ff4 fs6 fc1 sc0 ls0 ws0">NISTRACJI PU<span class="_ _0"></span>BLICZNEJ </div><div class="t m0 x1 h2 y787 ff7 fs0 fc0 sc0 ls0 ws0">Przed sądem, organem właściwym dla postępowania arbitrażo<span class="_ _0"></span>wego lub organem administracji publicznej nie toczą się<span class="_ _0"></span> żadne postę-</div><div class="t m0 x1 h2 y5ca ff7 fs0 fc0 sc0 ls0 ws0">powania dotyczące zobowiązań lub wierzytelności Spółki, którego wartość m<span class="_ _6"></span>iałaby istotny wpływ<span class="_ _0"></span> na ocenę sytuacji Spółki.<span class="ff1"> </span></div><div class="t m0 x1 h23 y788 ff4 fs6 fc1 sc0 ls0 ws0">8.7.<span class="ffb"> <span class="_ _13"> </span></span>ROZLICZE<span class="_ _0"></span>NIA PODATKOWE<span class="_ _0"></span> </div><div class="t m0 x1 h2 y789 ff7 fs0 fc0 sc0 ls0 ws0">Obowiązujące <span class="_ _14"></span>w <span class="_ _14"></span>Polsce <span class="_ _15"></span>przepisy <span class="_ _11"></span>podatkowe <span class="_ _14"></span>podlegają <span class="_ _14"></span>częst<span class="_ _6"></span>ym <span class="_ _14"></span>zmianom, <span class="_ _15"></span>powodując <span class="_ _14"></span>istotne <span class="_ _14"></span>różnice <span class="_ _14"></span>w <span class="_ _14"></span>ich <span class="_ _15"></span>interpretacji <span class="_ _11"></span>i<span class="_ _6"></span> <span class="_ _14"></span>istotne </div><div class="t m0 x1 h2 y78a ff7 fs0 fc0 sc0 ls0 ws0">wątpliwości w ich stosowaniu. Organy<span class="_ _0"></span> podatkowe posiadają instrumenty kontroli umożliwia<span class="_ _0"></span>jące im weryfikację podstaw opodatko-</div><div class="t m0 x1 h2 y50a ff1 fs0 fc0 sc0 ls0 ws0">wania <span class="_ _6"></span>(w <span class="_ _11"></span><span class="ff7">większości <span class="_ _6"></span>przypadków <span class="_ _6"></span>w <span class="_ _11"></span>okresie <span class="_ _6"></span>poprzednich <span class="_ _6"></span>5 <span class="_ _11"></span>lat <span class="_ _6"></span>obrotowych), <span class="_ _6"></span>o<span class="_ _6"></span>raz <span class="_ _6"></span>nakładanie <span class="_ _6"></span>kar <span class="_ _6"></span>i <span class="_ _11"></span>grzywien. <span class="_ _6"></span>Od <span class="_ _6"></span>15 <span class="_ _11"></span>lipca <span class="_ _6"></span>2016 <span class="_ _11"></span>roku </span></div><div class="t m0 x1 h2 y776 ff7 fs0 fc0 sc0 ls0 ws0">Ordynacja Podatkowa <span class="_ _0"></span>uwzględnie<span class="_ _0"></span>nia także <span class="_ _0"></span>postanowienia <span class="_ _0"></span>Ogólnej <span class="_ _0"></span>Klauzuli Zapobieg<span class="_ _0"></span>ającej Nadużyciom <span class="_ _0"></span>(GAAR), <span class="_ _0"></span>która ma <span class="_ _1"></span>zapobie-</div><div class="t m0 x1 h2 y429 ff7 fs0 fc0 sc0 ls0 ws0">gać <span class="_ _6"></span>powstawaniu <span class="_ _6"></span>i <span class="_ _6"></span>wykorzystywaniu <span class="_ _6"></span>sztucznych <span class="_ _6"></span>struktur <span class="_ _6"></span>prawnych <span class="_ _6"></span>tworzonych <span class="_ _6"></span>w <span class="_ _6"></span>celu <span class="_ _6"></span>uniknięcia opodatkowania. <span class="_ _6"></span>Klauz<span class="_ _6"></span>ulę GAAR </div><div class="t m0 x1 h2 y777 ff7 fs0 fc0 sc0 ls0 ws0">należy stosować <span class="_ _1"></span>tak w od<span class="_ _0"></span>niesieniu do<span class="_ _0"></span> tra<span class="_ _0"></span>nsakcji d<span class="_ _0"></span>okonanych <span class="_ _0"></span>po jej <span class="_ _1"></span>wejściu w <span class="_ _0"></span>życie, <span class="_ _0"></span>jak <span class="_ _0"></span>i do<span class="_ _0"></span> transakcji, <span class="_ _1"></span>które zostały p<span class="_ _0"></span>rzepro<span class="ff1">wadzon<span class="_ _6"></span>e </span></div><div class="t m0 x1 h2 y78b ff7 fs0 fc0 sc0 ls0 ws0">przed wejściem w życie klauzuli GAAR, ale dla których po <span class="_ _6"></span>dacie wejścia klauzuli w życie korzy<span class="_ _6"></span>ści były lub są <span class="_ _6"></span>nadal  osiągane. W kon-</div><div class="t m0 x1 h2 y78c ff7 fs0 fc0 sc0 ls0 ws0">sekwencji ustalenie zobowiązań podatkowy<span class="_ _0"></span>ch, aktywów oraz <span class="_ _0"></span>rezerwy z tytułu odroczonego<span class="_ _0"></span> podatku dochodowego może w<span class="_ _0"></span>ymagać </div><div class="t m0 x1 h2 y78d ff7 fs0 fc0 sc0 ls0 ws0">istotnego osądu, <span class="_ _6"></span>w <span class="_ _6"></span>tym dotyczącego trans<span class="_ _6"></span>akcji już <span class="_ _6"></span>zaistniałych, a <span class="_ _6"></span>kwoty prezentowane i <span class="_ _6"></span>ujawniane w <span class="_ _6"></span>sprawozdaniach <span class="_ _6"></span>finansowych </div><div class="t m0 x1 h2 y78e ff7 fs0 fc0 sc0 ls0 ws0">mogą się zmienić w przyszłości w wyniku kontroli organów podatkowy<span class="_ _0"></span>ch.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h23 y77d ff4 fs6 fc1 sc0 ls0 ws0">8.8.<span class="ffb"> <span class="_ _22"> </span></span>INFORMACJE <span class="_ _32"> </span>O UDZIELEN<span class="_ _0"></span>IU <span class="_ _32"> </span>PRZEZ <span class="_ _32"> </span>EMITENTA <span class="_ _32"> </span>LUB <span class="_ _32"> </span>PRZEZ <span class="_ _32"> </span>JED-</div><div class="t m0 x7f h23 y78f ff3 fs6 fc1 sc0 ls0 ws0">NOSTKĘ <span class="_ _29"> </span>OD <span class="_ _29"> </span>NIEGO <span class="_ _29"> </span>ZALEŻNĄ <span class="_ _29"> </span>PORĘCZEŃ <span class="_ _29"> </span>KREDYTU <span class="_ _10"> </span>LUB <span class="_ _33"> </span>POŻYCZKI<span class="_ _0"></span> </div><div class="t m0 x7f h23 y37a ff3 fs6 fc1 sc0 ls0 ws0">LUB UDZIELENIU GWARANCJI ŁĄCZNIE JEDNEMU PODMIOTO<span class="_ _0"></span>WI LUB </div><div class="t m0 x7f h23 y790 ff3 fs6 fc1 sc0 ls0 ws0">JEDNOSTCE <span class="_ _d"></span>ZALEŻNEJ <span class="_ _d"></span>OD <span class="_ _d"></span>TEGO <span class="_ _10"></span>P<span class="_ _0"></span>ODMIOTU, <span class="_ _d"></span>JEŻELI <span class="_ _d"></span>ŁĄCZNA <span class="_ _d"></span>WAR-</div><div class="t m0 x7f h23 y470 ff3 fs6 fc1 sc0 ls0 ws0">TOŚĆ ISTNIEJĄC<span class="_ _0"></span>YCH PORĘ<span class="_ _0"></span>CZEŃ L<span class="_ _0"></span>UB GWARAN<span class="_ _0"></span>CJI JEST <span class="_ _0"></span>ZNACZĄC<span class="ff4">A </span></div><div class="t m0 x1 h2 y791 ff1 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _15"> </span>31.12<span class="_ _6"></span>.2024 <span class="_ _15"></span><span class="ff7">roku <span class="_ _15"> </span>nie <span class="_ _1a"> </span>wystąpiły <span class="_ _15"></span>inne <span class="_ _15"> </span>poręczenia <span class="_ _1a"> </span>lub <span class="_ _1a"> </span>gwarancje <span class="_ _15"></span>niż <span class="_ _15"> </span>udz<span class="_ _6"></span>ielone <span class="_ _15"></span>jednostkom <span class="_ _15"> </span>powiązanym, <span class="_ _1a"> </span>które <span class="_ _15"></span>zostały <span class="_ _15"></span>opisane<span class="_ _6"></span></span> </div><div class="t m0 x1 h2 y270 ff1 fs0 fc0 sc0 ls0 ws0">w punkcie 8.3. </div><div class="t m0 x1 h23 y792 ff4 fs6 fc1 sc0 ls0 ws0">8.9.<span class="ffb"> <span class="_ _22"> </span><span class="ff3">WYNAGRODZENIA <span class="_ _c"> </span>ZARZĄDU <span class="_ _c"> </span>I</span></span> RADY <span class="_ _c"> </span>NADZORCZEJ <span class="_ _c"> </span>ZA <span class="_ _c"> </span>OKRES <span class="_ _c"> </span>202<span class="_ _6"></span>4 </div><div class="t m0 x7f h23 y793 ff4 fs6 fc1 sc0 ls0 ws0">ROKU </div><div class="t m0 x1 h2 y794 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x2f y795 w95 h7c" alt="" src="data:image/png;base64,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class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 wf8 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls42 ws0">64<span class="ls0"> </span></div></div><div class="c x8 yea w12c h9"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">Zarząd<span class="ff5"> </span></div></div><div class="c xf3 yea w12d h9"><div class="t m0 x9 ha y8e ff5 fs3 fc4 sc0 ls0 ws0"> </div></div><div class="c x5e yea w12e h9"><div class="t m0 xf4 ha y8e ff6 fs3 fc4 sc0 ls0 ws0">w tys. zł.<span class="ff5"> </span></div></div><div class="c x8 y459 w12c h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Mateusz Kolański<span class="_ _0"></span><span class="ff1 fc5"> </span></div></div><div class="c xf3 y459 w12f h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Prezes Zarządu <span class="_ _0"></span><span class="ff1 fc5"> </span></div></div><div class="c x5e y459 w130 h9"><div class="t m0 xf5 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> 1 020 <span class="fc5"> </span></div></div><div class="c x8 yec w12c h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Łukasz Bernacki<span class="ff1 fc5"> </span></div></div><div class="c xf3 yec w12f h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _0"></span>u <span class="ff1 fc5"> </span></div></div><div class="c x5e yec w130 h9"><div class="t m0 xf3 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">120 </span><span class="fc5"> </span></div></div><div class="c x8 y3ba w12c h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Michał Zimnicki<span class="_ _0"></span><span class="ff1 fc5"> </span></div></div><div class="c xf3 y3ba w12f h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _0"></span>u<span class="ff1 fc5"> </span></div></div><div class="c x5e y3ba w130 h9"><div class="t m0 xf3 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">540 </span><span class="fc5"> </span></div></div><div class="c x8 y3bb w12c h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Marta Fryzowska<span class="_ _0"></span><span class="ff10"> </span></div></div><div class="c xf3 y3bb w12f h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Wiceprezeska Zarząd<span class="_ _0"></span>u /do 04.11.2<span class="_ _0"></span>024 r./<span class="ff10"> </span></div></div><div class="c x5e y3bb w130 h9"><div class="t m0 xf3 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">689 </span><span class="fc5"> </span></div></div><div class="c x8 y290 w12c h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="fc5"> </span></div></div><div class="c xf3 y290 w12f h9"><div class="t m0 x9 ha y8e ff5 fs3 fc5 sc0 ls0 ws0"> </div></div><div class="c x5e y290 w130 h9"><div class="t m0 xf5 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> 2 369 <span class="fc5"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y796 ff7 fs0 fc0 sc0 ls0 ws0">Kwota wynagrodzenia p<span class="_ _0"></span>odana w tabeli <span class="_ _0"></span>powyżej dla Pani Marty Fry<span class="_ _0"></span>zowskiej nie zawiera war<span class="_ _0"></span>tości odprawy. Odprawa została wypła-</div><div class="t m0 x1 h2 y797 ff7 fs0 fc0 sc0 ls0 ws0">cona w marcu 2025 roku w kwocie 259 tys. zł<span class="ff1"> </span></div><div class="t m0 x1 h2 yf ff1 fs0 fc8 sc0 ls0 ws0"> </div></div><div class="c x8 y3e4 w12c hf"><div class="t m0 x9 ha y7d ff5 fs3 fc2 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _0"></span> </div></div><div class="c xf3 y3e4 w12d hf"><div class="t m0 x9 ha y7d ff5 fs3 fc4 sc0 ls0 ws0"> </div></div><div class="c x5e y3e4 w12e hf"><div class="t m0 xf4 ha y7d ff6 fs3 fc4 sc0 ls0 ws0">w tys. zł.<span class="ff5"> </span></div></div><div class="c x8 y9f w12c h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Piotr Stępniak<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xf3 y9f w12f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Przewodniczący<span class="_ _0"></span> Rady Nadzorczej<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5e y9f w130 h9"><div class="t m0 xf6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">459<span class="ls0"> </span></div></div><div class="c x8 ya0 w12c he"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Piotr Kaczmarek<span class="_ _0"></span> </div></div><div class="c xf3 ya0 w12f he"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Zastępca Przewod<span class="_ _0"></span>niczącego Rad<span class="_ _0"></span>y Nadzorczej<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x5e ya0 w130 he"><div class="t m0 xf6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">256<span class="ls0"> </span></div></div><div class="c x8 ya1 w12c h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Wacław Szary<span class="ff1"> </span></div></div><div class="c xf3 ya1 w12f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady Nadzo<span class="_ _0"></span>rczej /do <span class="ff1">26.0<span class="_ _0"></span>6.2024/ </span></div></div><div class="c x5e ya1 w130 h9"><div class="t m0 xf6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">126<span class="ls0"> </span></div></div><div class="c x8 ya2 w12c h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Andrzej Szumański<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xf3 ya2 w12f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady Nadzo<span class="_ _0"></span>rczej<span class="ff1"> </span></div></div><div class="c x5e ya2 w130 h9"><div class="t m0 xf6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">226<span class="ls0"> </span></div></div><div class="c x8 y3c2 w12c h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Marcin Gomoła<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xf3 y3c2 w12f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady Nadzo<span class="_ _0"></span>rczej<span class="ff1"> </span></div></div><div class="c x5e y3c2 w130 h9"><div class="t m0 xf6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">262<span class="ls0"> </span></div></div><div class="c x8 y25b w12c h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Danuta Dąbrow<span class="_ _0"></span>ska<span class="ff1"> </span></div></div><div class="c xf3 y25b w12f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Członkini Rady <span class="_ _0"></span>Nadzorczej<span class="ff1"> </span></div></div><div class="c x5e y25b w130 h9"><div class="t m0 xf6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">226<span class="ls0"> </span></div></div><div class="c x8 y798 w12c h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Blanka Borkowska<span class="_ _0"></span> </div></div><div class="c xf3 y798 w12f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Członkini Rady <span class="_ _0"></span>Nadzorczej<span class="ff1"> </span></div></div><div class="c x5e y798 w130 h9"><div class="t m0 xf6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">166<span class="ls0"> </span></div></div><div class="c x8 y799 w12c h9"><div class="t m0 x9 hc y72 ff1 fs3 fc0 sc0 ls0 ws0">Wojciech Olejnic<span class="_ _0"></span>zak </div></div><div class="c xf3 y799 w12f h9"><div class="t m0 x9 hc y72 ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady Nadzo<span class="_ _0"></span>rczej /od <span class="ff1">26.0<span class="_ _0"></span>6.2024/ </span></div></div><div class="c x5e y799 w130 h9"><div class="t m0 xf6 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">101<span class="ls0"> </span></div></div><div class="c x8 y79a w12c h9"><div class="t m0 x9 ha y72 ff5 fs3 fc0 sc0 ls0 ws0">Razem<span class="fc5"> </span></div></div><div class="c xf3 y79a w12f h9"><div class="t m0 x9 ha y72 ff5 fs3 fc5 sc0 ls0 ws0"> </div></div><div class="c x5e y79a w130 h9"><div class="t m0 xb3 ha y87 ff5 fs3 fc0 sc0 ls7 ws0">1 822<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y79b ff7 fs0 fc0 sc0 ls0 ws0">Osoby zarządzające i nadzorujące pobierały wynagrodzenia z tytułu pełnienia funkcji we wła<span class="_ _6"></span>dzach spółek zależnych. Wynagrodze-</div><div class="t m0 x1 h2 y79c ff7 fs0 fc0 sc0 ls0 ws0">nia te łącznie za 202<span class="ff1">4 </span>rok wyniosły:<span class="ff1"> <span class="_ _1a"> </span> </span></div></div><div class="c x1 y79d wf6 hf"><div class="t m0 x9 ha y128 ff5 fs3 fc5 sc0 ls0 ws0"> </div></div><div class="c xf7 y79d w131 hf"><div class="t m0 x9 ha y128 ff5 fs3 fc5 sc0 ls0 ws0"> </div></div><div class="c x70 y79d w132 hf"><div class="t m0 xf8 ha y7d ff6 fs3 fc4 sc0 ls0 ws0">w tys. zł.<span class="ff5"> </span></div></div><div class="c x1 y79e wf6 h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Piotr Kaczmarek<span class="_ _0"></span> </div></div><div class="c xf7 y79e w133 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zastępca Przewod<span class="_ _0"></span>niczącego<span class="ff1"> Rady<span class="_ _0"></span> Nadzorczej W.<span class="_ _0"></span>KRUK </span></div></div><div class="c x70 y79e w134 h9"><div class="t m0 xf2 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">98<span class="ls0"> </span></div></div><div class="c x1 y79f wf6 he"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Piotr Stępniak<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xf7 y79f w133 he"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady Nadzo<span class="_ _0"></span>rczej W.KRU<span class="_ _0"></span>K /do 10.04.2<span class="_ _0"></span>024/<span class="ff1"> </span></div></div><div class="c x70 y79f w134 he"><div class="t m0 xf2 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">27<span class="ls0"> </span></div></div><div class="c x1 y7a0 wf6 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Andrzej Szumański<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xf7 y7a0 w133 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Członek Rady Nadzo<span class="_ _0"></span>rczej W.KRU<span class="_ _0"></span>K /do 10.04.2<span class="_ _0"></span>024/<span class="ff1"> </span></div></div><div class="c x70 y7a0 w134 h9"><div class="t m0 xf2 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">27<span class="ls0"> </span></div></div><div class="c x1 y7a1 wf6 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Danuta Dąbrow<span class="_ _0"></span>ska<span class="ff1"> </span></div></div><div class="c xf7 y7a1 w133 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Członkini Rady <span class="_ _0"></span>Nadzorczej W.<span class="_ _0"></span>KRUK /od 11.04.20<span class="_ _0"></span>24/<span class="ff1"> </span></div></div><div class="c x70 y7a1 w134 h9"><div class="t m0 xf2 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">71<span class="ls0"> </span></div></div><div class="c x1 y7a2 wf6 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Łukasz Bernacki<span class="ff10"> </span></div></div><div class="c xf7 y7a2 w133 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Prezes Zarządu W.KR<span class="_ _0"></span>UK<span class="ff10"> </span></div></div><div class="c x70 y7a2 w134 h9"><div class="t m0 xf9 hc y72 ff1 fs3 fc0 sc0 ls7 ws0">1 367<span class="ls0"> </span></div></div><div class="c x1 y46c wf6 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Michał Zimnicki<span class="_ _0"></span><span class="ff10"> </span></div></div><div class="c xf7 y46c w133 h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Członek Zarządu W.<span class="_ _0"></span>KRUK<span class="ff10"> </span></div></div><div class="c x70 y46c w134 h9"><div class="t m0 xfa hc y72 ff1 fs3 fc0 sc0 ls7 ws0">491<span class="ls0"> </span></div></div><div class="c x1 y769 wf6 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xf7 y769 w133 h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x70 y769 w134 h9"><div class="t m0 xf9 ha y72 ff5 fs3 fc0 sc0 ls7 ws0">2 081<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y7a3 ff7 fs0 fc0 sc0 ls0 ws0">Osobom zarządzającym przysługują świadczenia określone w umowach o pracę lub z tytułu p<span class="_ _0"></span>owołania.<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y7a4 ff7 fs0 fc0 sc0 ls0 ws0">Poza <span class="_ _11"></span>świadczeniami <span class="_ _14"></span>wymienionymi <span class="_ _11"></span>powyżej <span class="_ _11"></span>nie <span class="_ _14"></span>wystąpiły <span class="_ _14"></span>inne <span class="_ _11"></span>świadczenia <span class="_ _11"></span>na <span class="_ _14"></span>rzecz <span class="_ _11"></span>osób <span class="_ _11"></span>zarz<span class="_ _6"></span>ądzających <span class="_ _11"></span>i <span class="_ _11"></span>nadz<span class="_ _6"></span>orujących, <span class="_ _11"></span>w <span class="_ _11"></span>tym </div><div class="t m0 x1 h2 y7a5 ff7 fs0 fc0 sc0 ls0 ws0">m.in. <span class="_ _6"></span>z<span class="_ _6"></span> <span class="_ _6"></span>tytułu <span class="_ _6"></span>ś<span class="_ _6"></span>wiadczeń <span class="_ _6"></span>po <span class="_ _6"></span>okresie <span class="_ _6"></span>z<span class="_ _6"></span>atrudnienia, <span class="_ _6"></span>świadczeń <span class="_ _11"></span>z <span class="_ _6"></span>tytułu <span class="_ _11"></span>rozwiązania <span class="_ _6"></span>stosunku <span class="_ _11"></span>pracy, <span class="_ _6"></span>innych <span class="_ _6"></span>świadczeń <span class="_ _11"></span>długotermin<span class="_ _6"></span><span class="ff1 lsa">o-</span></div><div class="t m0 x1 h2 y42e ff1 fs0 fc0 sc0 ls0 ws0">wych. </div><div class="t m0 x1 h23 y5da ff4 fs6 fc1 sc0 ls0 ws0">8.10.<span class="ffb"> <span class="_ _34"> </span></span>INNE <span class="_ _1c"> </span>INFO<span class="_ _0"></span>RMACJE<span class="ls44">, <span class="_ _1c"> </span></span><span class="ff3">KT<span class="_ _0"></span>ÓRE <span class="_ _35"> </span>SĄ<span class="ff4"> <span class="_ _35"> </span>ISTOTNE <span class="_ _35"> </span>DLA <span class="_ _35"> </span>OCENY <span class="_ _35"> </span>SYTUACJI </span></span></div><div class="t m0 x7f h23 y7a6 ff3 fs6 fc1 sc0 ls0 ws0">SPÓŁKI<span class="ff4"> </span></div><div class="t m0 x1 h2 y74d ff7 fs0 fc0 sc0 ls0 ws0">Poniżej przedstawiono <span class="_ _6"></span>skrót najważniejszych czynników <span class="_ _6"></span>ryzyka, które mogą mieć <span class="_ _6"></span>wpływ na wyniki <span class="_ _6"></span>i sytuację <span class="_ _6"></span>ekonomiczno <span class="_ _11"></span>–<span class="ff1"> <span class="_ _6"></span>finan-</span></div><div class="t m0 x1 h2 y7a7 ff7 fs0 fc0 sc0 ls0 ws0">sową <span class="_ _11"></span>Spółki. <span class="_ _6"></span>Wymienione <span class="_ _11"></span>niżej <span class="_ _6"></span>czynniki <span class="_ _11"></span>mogą <span class="_ _6"></span>mieć <span class="_ _11"></span>istotny <span class="_ _6"></span>n<span class="_ _6"></span>egatywny <span class="_ _6"></span>wpływ <span class="_ _11"></span>na <span class="_ _11"></span>perspektywy <span class="_ _6"></span>rozwoju, <span class="_ _11"></span>osiągane <span class="_ _11"></span>wyniki <span class="_ _6"></span>i <span class="_ _11"></span>sytuację </div><div class="t m0 x1 h2 y7a8 ff1 fs0 fc0 sc0 ls0 ws0">finansow<span class="ff7">ą Spółki.</span> </div><div class="t m0 x1 h2 y7a9 ff7 fs0 fc0 sc0 ls0 ws0">Negatywny wpływ na wyniki finansowe Spółki w ciągu najbliższych kilku kwartałów wp<span class="_ _0"></span>ływ może mieć:<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y7aa ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Inflacja oraz wzrost cen. </span></span></div><div class="t m0 x1 h2 y7ab ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Ograniczenie konsumpcji. </span></span></div><div class="t m0 x1 h2 y7ac ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Konflikt zbrojny w Ukrainie oraz niestabilna sytuacja polityczna na Bliskim Wschodzie. </span></span></div></div></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x7 y7ad w3d h7d" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 w5d h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls42 ws0">65<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y3c ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Deprecjacja PLN w stosunku do USD, EUR, CHF. </span></span></div><div class="t m0 x1 h2 y3d ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Sytuacja ekonomiczno <span class="ff7">–</span> <span class="ff7">społeczna w Polsce.</span> </span></span></div><div class="t m0 x1 h2 y3e ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Z<span class="ff7">miana polityki celnej krajów należących do czołowych gospodarek światowych.</span> </span></span></div><div class="t m0 x1 h2 y5e0 ff7 fs0 fc0 sc0 ls0 ws0">Pozytywny wpływ na wyniki finansowe Spółki w ciągu najbliższych kilku kwartał<span class="ff1 lsa">ów<span class="ls0"> </span></span>mogą wywierać:<span class="ff1"> </span></div><div class="t m0 x1 h2 y7ae ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Poszerzanie oferty <span class="ff7">Spółki  oraz lepsza oferta w kluczowych kateg<span class="_ _0"></span>oriach produktowych.<span class="ff1"> </span></span></span></span></div><div class="t m0 x1 h2 y5e2 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Efekt  wdrożonych  projektów <span class="_ _10"> </span>wspierających  sprzedaż  (<span class="_ _6"></span><span class="ff1">marketing  autom<span class="_ _6"></span>ation  i <span class="_ _10"> </span>CRM;  onebasket;  oparty  o  IA <span class="_ _10"> </span>model  reple-</span></span></span></div><div class="t m0 x7b h2 y97 ff1 fs0 fc0 sc0 ls0 ws0">nishmentu i alokacji). </div><div class="t m0 x1 h2 y251 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Wzrost nakładów marketingowych, lepszy marketing mix. <span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y252 ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Poprawa efektywności kosztowej sieci sprzedaży<span class="ff1"> oraz centrali. </span></span></span></div><div class="t m0 x1 h2 y20d ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff7">Rozwój kanału on<span class="ff1">-line. </span></span></span></div><div class="t m0 x1 h2 y20e ffd fs0 fc0 sc0 ls0 ws0">–<span class="ff8"> <span class="_ _19"> </span><span class="ff1">Aprecjacja PLN w stosunku do USD, EUR, CHF. </span></span></div><div class="t m0 x1 h23 y7af ff4 fs6 fc1 sc0 ls0 ws0">8.11.<span class="ffb"> <span class="_ _1e"> </span><span class="ff3">ISTOTNE CZY<span class="_ _0"></span>NNIKI  RYZY<span class="_ _0"></span>KA I ZAGROŻE<span class="_ _0"></span>Ń<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y595 ff7 fs0 fc0 sc0 ls0 ws0">Proces <span class="_ _6"></span>zarządzania <span class="_ _6"></span>ryzykiem jest <span class="_ _6"></span>realizowany <span class="_ _6"></span>w <span class="_ _11"></span>oparciu o <span class="_ _6"></span>Politykę z<span class="_ _6"></span>arządzania <span class="_ _6"></span>ryzykiem <span class="_ _6"></span>w <span class="_ _6"></span>Grupie Kapitałowej <span class="_ _6"></span>VRG. <span class="_ _6"></span>Wspiera o<span class="_ _6"></span>na </div><div class="t m0 x1 h2 y7b0 ff7 fs0 fc0 sc0 ls0 ws0">realizację <span class="_ _0"></span>strategii <span class="_ _0"></span>Grupy <span class="_ _0"></span>i <span class="_ _0"></span>ma <span class="_ _0"></span>na <span class="_ _0"></span>celu <span class="_ _0"></span>zagwarantowanie <span class="_ _0"></span>odpowiednieg<span class="_ _0"></span>o poziomu <span class="_ _0"></span>bezpieczeńst<span class="_ _0"></span>wa działalności<span class="_ _0"></span> bizne<span class="_ _0"></span>sowej ora<span class="_ _0"></span>z <span class="_ _0"></span>spr<span class="ff1 ls3e">a-</span></div><div class="t m0 x1 h2 y7b1 ff7 fs0 fc0 sc0 ls0 ws0">wozdawczości finansowej. <span class="_ _6"></span>Grupa Kapitałowa dąży do <span class="_ _6"></span>od<span class="_ _6"></span>powiednio wczesnego <span class="_ _6"></span>rozpoznania oraz zarządzania ryzykami z<span class="_ _6"></span>wiązanymi </div><div class="t m0 x1 h2 y30a ff7 fs0 fc0 sc0 ls0 ws0">z działalnością spółek Grupy. Proces i metody zarządzania ryzykie<span class="_ _0"></span>m są adekwatne do skali działalności Grupy oraz dostosowane <span class="_ _6"></span><span class="ff1">do </span></div><div class="t m0 x1 h2 y30b ff7 fs0 fc0 sc0 ls0 ws0">poziomu <span class="_ _6"></span>danego ryzyka. <span class="_ _6"></span>Proces z<span class="_ _6"></span>arządzania ryzykiem <span class="_ _6"></span>jest <span class="_ _6"></span>procesem <span class="_ _6"></span>systematycznym <span class="_ _6"></span>i podlegającym <span class="_ _6"></span>doskona<span class="_ _6"></span><span class="ff1">-leniu <span class="_ _6"></span>- jest <span class="_ _6"></span>dostoso-</span></div><div class="t m0 x1 h2 y30c ff7 fs0 fc0 sc0 ls0 ws0">wywany <span class="_ _0"></span>do nowy<span class="_ _0"></span>ch czynników <span class="_ _0"></span>i źródeł <span class="_ _0"></span>ryzyka, <span class="_ _1"></span>a także zmieniającego <span class="_ _0"></span>się otoczenia <span class="_ _0"></span>prawneg<span class="_ _0"></span>o i e<span class="_ _0"></span>konomicznego. Metody <span class="_ _0"></span>zarządzania </div><div class="t m0 x1 h2 y30d ff7 fs0 fc0 sc0 ls0 ws0">ryzykiem są okresowo weryfikowane.<span class="ff1"> </span></div><div class="t m0 x1 h2 yf9 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd odpowiada za skuteczne zarządzanie ryzykie<span class="_ _0"></span>m. Komitet Audytu jako stały organ kolegialny Rady Nadzorczej sprawuje stały<span class="ff1"> </span></div><div class="t m0 x1 h2 y7b2 ff7 fs0 fc0 sc0 ls0 ws0">nadzór nad działaniami Zarządu w zakresie zarządzania ryzykiem. <span class="ff1"> </span></div><div class="t m0 x1 h2 y7b3 ff7 fs0 fc0 sc0 ls0 ws0">Poniżej przedstawiono <span class="_ _6"></span>skrót najważniejszych czynników <span class="_ _6"></span>ryzyka, które mogą mieć <span class="_ _6"></span>wpływ na wyniki <span class="_ _6"></span>i sytuację <span class="_ _6"></span>ekonomiczno <span class="_ _11"></span>–<span class="ff1"> <span class="_ _6"></span>finan-</span></div><div class="t m0 x1 h2 y7b4 ff7 fs0 fc0 sc0 ls0 ws0">sową Emitenta. <span class="_ _0"></span>Wymienione <span class="_ _1"></span>niżej czynniki <span class="_ _0"></span>mogą <span class="_ _0"></span>mieć <span class="_ _0"></span>istotny <span class="_ _1"></span>negatywny wpływ <span class="_ _1"></span>n<span class="_ _6"></span>a pe<span class="_ _0"></span>rspektywy <span class="_ _0"></span>rozwoju, osiągane <span class="_ _0"></span>wyniki <span class="_ _1"></span>i sytuację<span class="_ _6"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y7b5 ff1 fs0 fc0 sc0 ls0 ws0">finans<span class="ff7">ową Spółki.</span> </div><div class="t m0 x1 h2 y7b6 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y44a w135 h7e"><div class="t m0 x80 h7 y17b ff5 fs0 fc4 sc0 ls0 ws0">Ryzyko </div></div><div class="c x8a y44a w136 h7e"><div class="t m0 x50 h7 y17b ff6 fs0 fc0 sc0 ls0 ws0">Zarządzanie Ryzykiem<span class="ff5"> </span></div></div><div class="c x8 y7b7 w5b h7f"><div class="t m0 xfb h7 y249 ff5 fs0 fc4 sc0 ls0 ws0">Ryzyka strategiczne </div></div><div class="c x8 y1db w135 h80"><div class="t m0 x80 h7 y7b8 ff6 fs0 fc4 sc0 ls0 ws0">Ryzyko <span class="_ _14"></span>związane <span class="_ _14"></span>z <span class="_ _14"></span>sytuacją </div><div class="t m0 x80 h7 y7b9 ff6 fs0 fc4 sc0 ls0 ws0">makroekonomiczną <span class="_ _0"></span>i <span class="_ _1"></span>geopo-</div><div class="t m0 x80 h7 y7ba ff6 fs0 fc4 sc0 ls0 ws0">lityczną<span class="ff5"> </span></div></div><div class="c x8a y1db w136 h80"><div class="t m0 x50 h2 y7b8 ff7 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _6"></span>związane <span class="_ _6"></span>z <span class="_ _11"></span>brakiem elastycznej <span class="_ _11"></span>reakcji <span class="_ _6"></span>na <span class="_ _6"></span>dynamicznie <span class="_ _6"></span>zmieniającą <span class="_ _6"></span>się, <span class="_ _6"></span>niestabilną </div><div class="t m0 x50 h2 y7b9 ff7 fs0 fc0 sc0 ls0 ws0">sytuację  makroekonomiczną  i  geopolityczną.  Czynniki  ryzyka  to<span class="_ _6"></span>  w  szczególności:  słaby </div><div class="t m0 x50 h2 y7ba ff7 fs0 fc0 sc0 ls0 ws0">wzrost go<span class="_ _0"></span>spodarczy, wzro<span class="_ _0"></span>st <span class="_ _0"></span>bezrobocia, <span class="_ _0"></span>spadek <span class="_ _0"></span>konsumpcji<span class="_ _0"></span> in<span class="_ _0"></span>dywidualnej, <span class="_ _0"></span>rosnąca <span class="_ _0"></span>i<span class="ff1">nflacja, </span></div><div class="t m0 x50 h2 y7bb ff7 fs0 fc0 sc0 ls0 ws0">kryzys energe<span class="_ _0"></span>tyczny, wzrost płacy <span class="_ _0"></span>minimalnej w <span class="_ _0"></span>Polsce, konflikt <span class="_ _0"></span>na Ukrainie, kry<span class="_ _0"></span>zys na Mo-</div><div class="t m0 x50 h2 y7bc ff7 fs0 fc0 sc0 ls0 ws0">rzu <span class="_ _6"></span>Czerwonym, <span class="_ _6"></span>zm<span class="_ _6"></span>iana <span class="_ _6"></span>polityki <span class="_ _6"></span>celnej <span class="_ _6"></span>krajów <span class="_ _6"></span>należących <span class="_ _11"></span>do <span class="_ _6"></span>czołowych <span class="_ _11"></span>gospodarek <span class="_ _6"></span>świa-</div><div class="t m0 x50 h2 y7bd ff1 fs0 fc0 sc0 ls0 ws0">towych. </div><div class="t m0 x50 h2 y7be ff7 fs0 fc0 sc0 ls0 ws0">Mechanizmy <span class="_ _11"></span>łagodzenia <span class="_ _11"></span>ryzyk<span class="_ _0"></span>a <span class="_ _11"></span>to <span class="_ _6"></span>m.in.: <span class="_ _11"></span>Optymalizacja <span class="_ _6"></span>kosztów. <span class="_ _11"></span>Stały <span class="_ _6"></span>monitoring <span class="_ _6"></span>sytuacji </div><div class="t m0 x50 h2 y7bf ff7 fs0 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _11"></span>(analiza <span class="_ _14"></span>wpływu <span class="_ _11"></span>otoczenia <span class="_ _14"></span>na <span class="_ _11"></span>działalność) <span class="_ _14"></span>i <span class="_ _11"></span>na <span class="_ _11"></span>tej <span class="_ _11"></span>podstawie <span class="_ _11"></span>weryfikowanie </div><div class="t m0 x50 h2 y7c0 ff7 fs0 fc0 sc0 ls0 ws0">kierunków i <span class="_ _6"></span>celów <span class="_ _6"></span>rozwoju. <span class="_ _6"></span>D<span class="_ _6"></span>ywersyfikacja źródeł <span class="_ _6"></span>do<span class="_ _6"></span>staw <span class="_ _6"></span>i <span class="_ _6"></span>miejsc <span class="_ _6"></span>zlecania <span class="_ _6"></span>produkcji. <span class="_ _6"></span>Wy-</div><div class="t m0 x50 h2 y17b ff7 fs0 fc0 sc0 ls0 ws0">cofanie się z p<span class="ff1">rojektów obarczonych wysokim ryzykiem. </span></div></div></div><div class="pi" ></div></div><div id="pf42" class="pf w0 h0" ><div class="pc pc42 w0 h0"><img class="bi x7 y7c1 w3d h81" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 wff h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls42 ws0">66<span class="ls0"> </span></div></div><div class="c x8 y7c2 w137 h82"><div class="t m0 x80 h7 y7c3 ff5 fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x80 h7 y7c4 ff6 fs0 fc4 sc0 ls0 ws0">Niewłaściwa strategia<span class="ff5"> </span></div></div><div class="c xfc y7c2 w138 h82"><div class="t m0 x50 h2 y7c3 ff7 fs0 fc0 sc0 ls0 ws0">Istnieje <span class="_ _15"></span>ryzyko, <span class="_ _15"></span>że <span class="_ _14"></span>zostały <span class="_ _15"></span>niewłaściwie <span class="_ _15"></span>nakreślone <span class="_ _15"></span>cele <span class="_ _15"></span>i/lub <span class="_ _15"></span>został <span class="_ _15"></span>przyjęty <span class="_ _14"></span>niewłaściwy </div><div class="t m0 x50 h2 y7c5 ff7 fs0 fc0 sc0 ls0 ws0">sposób <span class="_ _11"></span>realizacji <span class="_ _11"></span>n<span class="_ _6"></span>akreślonych <span class="_ _11"></span>celów. <span class="_ _11"></span>Przyjęte <span class="_ _11"></span>założenia <span class="_ _11"></span>Grup<span class="_ _6"></span>y <span class="_ _11"></span>okażą <span class="_ _11"></span>się <span class="_ _14"></span>niedostosowane </div><div class="t m0 x50 h2 y7c6 ff1 fs0 fc0 sc0 ls0 ws0">do <span class="_ _6"></span><span class="ff7">zmieniających się <span class="_ _6"></span>oczekiwań <span class="_ _6"></span>klientów lub <span class="_ _6"></span>warunków rynkowych. <span class="_ _6"></span>Istnieje <span class="_ _6"></span>ryzyko, <span class="_ _6"></span>że rea-</span></div><div class="t m0 x50 h2 y7c7 ff7 fs0 fc0 sc0 ls0 ws0">lizacja <span class="_ _11"></span>zadań <span class="_ _6"></span>opóźni <span class="_ _11"></span>się <span class="_ _11"></span>lub <span class="_ _6"></span>niektóre <span class="_ _11"></span>elementy <span class="_ _6"></span>n<span class="_ _6"></span>ie <span class="_ _6"></span>będą <span class="_ _11"></span>możliwe <span class="_ _11"></span>do <span class="_ _11"></span>realizacji <span class="_ _6"></span>lub <span class="_ _11"></span>nie <span class="_ _11"></span>dadzą </div><div class="t m0 x50 h2 y7c8 ff7 fs0 fc0 sc0 ls0 ws0">zakładanych wyników.<span class="ff1"> </span></div><div class="t m0 x50 h2 y7c9 ff7 fs0 fc0 sc0 ls0 ws0">Mechanizmy <span class="_ _6"></span>łagodzenia ryzyka <span class="_ _6"></span>to <span class="_ _6"></span>m.in.: <span class="_ _6"></span>Bieżące <span class="_ _6"></span>i <span class="_ _6"></span>cykliczne monitorowanie <span class="_ _6"></span>przez <span class="_ _6"></span>Zarządy <span class="_ _6"></span>i </div><div class="t m0 x50 h2 y7ca ff7 fs0 fc0 sc0 ls0 ws0">Rady Nadz<span class="_ _6"></span>orcze spółek <span class="_ _6"></span>Grupy <span class="_ _6"></span>realizacji <span class="_ _6"></span>założeń <span class="_ _6"></span>w <span class="_ _6"></span>oparciu <span class="_ _6"></span>o <span class="_ _6"></span>wskaźniki i <span class="_ _11"></span>zdefiniowane cele. </div><div class="t m0 x50 h2 y7cb ff1 fs0 fc0 sc0 ls0 ws0">Na podstawie monitoringu, wery<span class="_ _0"></span>fikowanie kierunków i celów rozwoju.<span class="_ _0"></span> Pozyskiwa<span class="_ _6"></span>-nie i ana-</div><div class="t m0 x50 h2 y7cc ff1 fs0 fc0 sc0 ls0 ws0">liza danych o rynku,<span class="_ _0"></span> klientach i <span class="_ _1"></span>kon<span class="_ _6"></span>kurencji. Zmiana struktury <span class="_ _1"></span>organizacyjnej i obszarów od-</div><div class="t m0 x50 h2 y7cd ff7 fs0 fc0 sc0 ls0 ws0">powiedzialności. Wycofanie<span class="_ _0"></span> się z projek<span class="_ _0"></span>tów obarczonych wy<span class="_ _0"></span>sokim ryzykie<span class="_ _0"></span>m. Optymalizacja </div><div class="t m0 x50 h2 y3ae ff1 fs0 fc0 sc0 ls0 ws0">poziomu zatowarowania sklepów i poziomu zapasów. Realizacja nowych in<span class="_ _6"></span>icjatyw. </div></div><div class="c x8 y7ce w137 h83"><div class="t m0 x80 h7 y7cf ff5 fs0 fc4 sc0 ls0 ws0">Nietrafiona <span class="_ _36"> </span>kolekcja <span class="_ _36"> </span>i <span class="_ _36"> </span>jej </div><div class="t m0 x80 h7 y7d0 ff6 fs0 fc4 sc0 ls0 ws0">nieoptymalne wdrożenie<span class="ff5"> </span></div></div><div class="c xfc y7ce w138 h83"><div class="t m0 x50 h2 y7cf ff7 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _14"></span>VRG <span class="_ _15"></span>działa <span class="_ _14"></span>na <span class="_ _15"></span>bardzo <span class="_ _14"></span>konkurencyjnym, <span class="_ _14"></span>z<span class="_ _6"></span>miennym <span class="_ _14"></span>i <span class="_ _14"></span>wymagającym <span class="_ _14"></span>rynku <span class="_ _15"></span>odzieżo-</div><div class="t m0 x50 h2 y7d0 ff7 fs0 fc0 sc0 ls0 ws0">wym. <span class="_ _15"></span>Błędnie <span class="_ _15"></span>zaplanowana <span class="_ _15"></span>kolekcja, <span class="_ _14"></span>nietrafiona <span class="_ _15"></span>kolekcja <span class="_ _15"></span>lub <span class="_ _15"></span>jej <span class="_ _15"> </span>nieoptymalne <span class="_ _15"></span>wdrożenie </div><div class="t m0 x50 h2 y7d1 ff7 fs0 fc0 sc0 ls0 ws0">może mieć istotny wpływ na wynik finansowy Spółki.<span class="ff1"> </span></div><div class="t m0 x50 h2 y7d2 ff7 fs0 fc0 sc0 ls0 ws0">Mechanizmy <span class="_ _14"></span>łagodzenia <span class="_ _11"></span>ryzyka <span class="_ _14"></span>to <span class="_ _14"></span>m.in.: <span class="_ _14"></span>Monitorowanie <span class="_ _14"></span>i <span class="_ _11"></span>analiza <span class="_ _14"></span>najnowszych <span class="_ _14"></span>trendów <span class="_ _14"></span>w </div><div class="t m0 x50 h2 y7d3 ff7 fs0 fc0 sc0 ls0 ws0">modzie.  Zdefiniow<span class="_ _0"></span>anie  grupy<span class="_ _0"></span> <span class="_ _1a"> </span>docelowej  dla  każdej<span class="_ _0"></span>  marki. <span class="_ _15"> </span>Dywersyfikacja  ID <span class="_ _1a"> </span>marek.  Cy-</div><div class="t m0 x50 h2 y7d4 ff7 fs0 fc0 sc0 ls0 ws0">kliczna <span class="_ _11"></span>weryfikacja <span class="_ _11"></span>przyjętych <span class="_ _11"></span>s<span class="_ _6"></span>trategicznych <span class="_ _11"></span>założeń <span class="_ _14"></span>kreacyjnych. <span class="_ _11"></span>Dopasowywanie <span class="_ _6"></span>planu </div><div class="t m0 x50 h2 y593 ff1 fs0 fc0 sc0 ls0 ws0">a<span class="ff7">sortymentowego <span class="_ _11"></span>do <span class="_ _14"></span>budżetu <span class="_ _11"></span>oraz <span class="_ _14"></span>do <span class="_ _14"></span>pików <span class="_ _11"></span>s<span class="_ _6"></span>przedażowych. <span class="_ _11"></span>Analiza <span class="_ _11"></span>rankingu <span class="_ _14"></span>sprzedaży, </span></div><div class="t m0 x50 h2 y2a3 ff1 fs0 fc0 sc0 ls0 ws0">analiza opinii klie<span class="_ _0"></span>ntów i kierow<span class="_ _0"></span>ników salonów <span class="_ _0"></span>oraz rozwijanie <span class="_ _0"></span>na tej pod<span class="_ _0"></span>stawie nowych p<span class="_ _0"></span>ro-</div><div class="t m0 x50 h2 y2a8 ff1 fs0 fc0 sc0 ls0 ws0">duktów. <span class="_ _1a"> </span>Piramida  kolekcji <span class="_ _1a"> </span>-  <span class="ff7">o<span class="_ _0"></span>ptymalne <span class="_ _1a"> </span>rozłożenie  produktó<span class="_ _0"></span>w <span class="_ _1a"> </span>bazowych,  komercyjnych <span class="_ _15"> </span>i </span></div><div class="t m0 x50 h2 y29f ff7 fs0 fc0 sc0 ls0 ws0">trendowych. <span class="_ _15"></span>Sterowanie <span class="_ _15"> </span>cenami <span class="_ _1a"> </span>pierwszymi <span class="_ _15"></span>oraz <span class="_ _15"> </span>rabatami. <span class="_ _15"></span>Zapas <span class="_ _1a"> </span>stały, <span class="_ _15"> </span>zapewnienie <span class="_ _15"> </span>do-</div><div class="t m0 x50 h2 y249 ff7 fs0 fc0 sc0 ls0 ws0">stępności produktów basic. Stała linia ekologiczna. Analiza konkurencji.<span class="ff1"> </span></div></div><div class="c x8 y1a9 w137 h84"><div class="t m0 x80 h7 y7d5 ff5 fs0 fc4 sc0 ls0 ws0">Nieoptymalne <span class="_ _21"> </span>planowanie </div><div class="t m0 x80 h7 y7d6 ff6 fs0 fc4 sc0 ls0 ws0">sprzedaży <span class="_ _29"> </span>i <span class="_ _29"> </span>budżetu <span class="_ _10"> </span>zaku-</div><div class="t m0 x80 h7 y7d7 ff5 fs0 fc4 sc0 ls0 ws0">powego </div></div><div class="c xfc y1a9 w138 h84"><div class="t m0 x50 h2 y7d8 ff7 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z procesem planowania sprzedaży oraz budżetu na zakupy. Błędy w pla-</div><div class="t m0 x50 h2 y7d9 ff7 fs0 fc0 sc0 ls0 ws0">nowaniu mogą mieć kluczowy wpływ na wynik finansowy.<span class="ff1"> </span></div><div class="t m0 x50 h2 y7da ff7 fs0 fc0 sc0 ls0 ws0">Mechanizmy łagodzenia ryzyka to m.in.: Budżet sprzedażowy (plan obrotu i marży). Stały </div><div class="t m0 x50 h2 y149 ff7 fs0 fc0 sc0 ls0 ws0">monitoring i analiza wyników, dostosowywanie pla<span class="_ _0"></span>nu do wielkości powierzchni handlowej. </div><div class="t m0 x50 h2 y14d ff1 fs0 fc0 sc0 ls0 ws0">Optymalizowanie <span class="ff7">wielkości</span> <span class="ff7">odsprzedaży nowej kolekcji. Dedykowany zespół ekspertów.</span> </div></div><div class="c x8 y7db w5b h7f"><div class="t m0 xfd h7 y249 ff5 fs0 fc4 sc0 ls0 ws0">Ryzyka finansowe </div></div></div><div class="pi" ></div></div><div id="pf43" class="pf w0 h0" ><div class="pc pc43 w0 h0"><img class="bi x7 y7dc w3d h85" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y5 wec h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls42 ws0">67<span class="ls0"> </span></div></div><div class="c x8 y258 w137 h86"><div class="t m0 x80 h7 y7dd ff5 fs0 fc4 sc0 ls0 ws0">Ryzyko  walutowe </div></div><div class="c xfc y258 w138 h86"><div class="t m0 x50 h2 y7dd ff7 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _11"></span></span>uzyskuje <span class="_ _11"></span>przychody <span class="_ _14"></span>zasadniczo <span class="_ _11"></span>w <span class="_ _11"></span>złotych, <span class="_ _11"></span>natomiast <span class="_ _11"></span>ponos<span class="_ _6"></span>i <span class="_ _11"></span>istotne <span class="_ _11"></span>koszty <span class="_ _11"></span>w <span class="_ _11"></span>euro, </div><div class="t m0 x50 h2 y7de ff7 fs0 fc0 sc0 ls0 ws0">dolarach <span class="_ _11"></span>amerykańskich <span class="_ _11"></span>i <span class="_ _14"></span>frankach <span class="_ _11"></span>szwajcarskich, <span class="_ _11"></span>co <span class="_ _15"></span>powoduje <span class="_ _6"></span>n<span class="_ _6"></span>arażenie <span class="_ _11"></span>wyniku <span class="_ _11"></span>finanso-</div><div class="t m0 x50 h2 y7df ff7 fs0 fc0 sc0 ls0 ws0">wego na ryzyko kursowe. W okresach <span class="_ _6"></span>osłabiania się złotego w stosunku do<span class="_ _6"></span> głównych walut </div><div class="t m0 x50 h2 y7e0 ff7 fs0 fc0 sc0 ls0 ws0">rozliczeniowych <span class="_ _1"></span>Grupa <span class="_ _0"></span>ponosi <span class="_ _1"></span>wyższe <span class="_ _0"></span>koszty. <span class="_ _1"></span>Jednocz<span class="_ _6"></span>eśnie <span class="_ _1"></span>potencjalnie <span class="_ _0"></span>negatywna <span class="_ _1"></span>wycena </div><div class="t m0 x50 h2 y7e1 ff7 fs0 fc0 sc0 ls0 ws0">zobowiązań w<span class="_ _0"></span> wal<span class="_ _0"></span>utach obcych <span class="_ _1"></span>wpływa na <span class="_ _0"></span>pogorszeni<span class="ff1">e struktury<span class="_ _0"></span> bilansu. <span class="_ _0"></span>Istotnym <span class="_ _0"></span>elemen-</span></div><div class="t m0 x50 h2 y7e2 ff7 fs0 fc0 sc0 ls0 ws0">tem <span class="_ _6"></span>ryzyka <span class="_ _6"></span>jest <span class="_ _11"></span>wycena <span class="_ _6"></span>skumulowanych <span class="_ _6"></span>zobowiązań <span class="_ _11"></span>leasingowy<span class="_ _0"></span>ch <span class="_ _6"></span>z <span class="_ _11"></span>tytułu <span class="_ _6"></span>wynajmu <span class="_ _6"></span>lokali </div><div class="t m0 x50 h2 y7e3 ff1 fs0 fc0 sc0 ls0 ws0">handlowych. </div><div class="t m0 x50 h2 y7e4 ff7 fs0 fc0 sc0 ls0 ws0">Mechanizmy <span class="_ _10"> </span>łagodzenia  ryzyka <span class="_ _10"> </span>to <span class="_ _10"> </span>m.in.:  Tworzenie <span class="_ _10"> </span>prognozy <span class="_ _10"> </span>przepły<span class="_ _0"></span>wów <span class="_ _10"> </span>walutowych.  </div><div class="t m0 x50 h2 y7e5 ff7 fs0 fc0 sc0 ls0 ws0">Wykorzystywanie instrumentów zabezpieczających <span class="_ _6"></span>(w przypadku <span class="_ _6"></span>negatywnych prognoz <span class="_ _6"></span>w </div><div class="t m0 x50 h2 y7e6 ff7 fs0 fc0 sc0 ls0 ws0">zakresie <span class="_ _11"></span>przyszłych <span class="_ _11"></span>kursów <span class="_ _11"></span>walutowych). <span class="_ _14"></span>Zabezpieczanie <span class="_ _11"></span>rezerwy <span class="_ _6"></span>na <span class="_ _14"></span>ryzyko <span class="_ _11"></span>walutowe <span class="_ _11"></span>na </div><div class="t m0 x50 h2 y7e7 ff1 fs0 fc0 sc0 ls0 ws0">poziomi<span class="ff7">e <span class="_ _6"></span>budżetu. <span class="_ _6"></span>Nabywanie waluty <span class="_ _6"></span>w <span class="_ _6"></span>ramach <span class="_ _6"></span>transakcji <span class="_ _6"></span>negocjowanych <span class="_ _6"></span>(transakcje s<span class="_ _6"></span>po-</span></div><div class="t m0 x50 h2 y7e8 ff7 fs0 fc0 sc0 ls0 ws0">towe). Zarządzanie ceną <span class="_ _0"></span>z uwzględnie<span class="_ _0"></span>niem zmiennych kursów <span class="_ _0"></span>walut. Korzystanie <span class="_ _0"></span>z prognoz </div><div class="t m0 x50 h2 y2a4 ff7 fs0 fc0 sc0 ls0 ws0">dotyczących <span class="_ _14"></span>przyszłych <span class="_ _15"></span>kursów <span class="_ _14"></span>walutowych. <span class="_ _15"></span>Stosowanie <span class="_ _15"></span>faktoringu <span class="_ _14"></span>odwrotnego <span class="_ _15"></span>w <span class="_ _15"></span>walu-</div><div class="t m0 x50 h2 y29f ff1 fs0 fc0 sc0 ls0 ws0">tach. <span class="_ _6"></span>Utrzymywanie <span class="_ _6"></span>aktywnych <span class="_ _6"></span>limitów s<span class="_ _6"></span>karbowych, w <span class="_ _6"></span>celu <span class="_ _11"></span>zawiera<span class="_ _0"></span>nia <span class="_ _6"></span>transakcji <span class="_ _6"></span>termino-</div><div class="t m0 x50 h2 y17b ff1 fs0 fc0 sc0 ls0 ws0">wych. </div></div><div class="c x8 y7e9 w137 h87"><div class="t m0 x80 h7 y7ea ff5 fs0 fc4 sc0 ls0 ws0">Ryzyko kredytowe </div></div><div class="c xfc y7e9 w138 h87"><div class="t m0 x50 h2 y7ea ff7 fs0 fc0 sc0 ls0 ws0">Spół<span class="ff1">ka VRG <span class="_ _0"></span>S.A.<span class="_ _0"></span> je<span class="_ _0"></span>st <span class="_ _0"></span><span class="ff7">stroną <span class="_ _0"></span>umów <span class="_ _0"></span>kredytowy<span class="_ _0"></span>ch. Umowy <span class="_ _0"></span>te <span class="_ _1"></span>z<span class="_ _6"></span>awierają <span class="_ _1"></span>s<span class="_ _6"></span>zereg <span class="_ _0"></span>warunków <span class="_ _0"></span>i k<span class="_ _0"></span>o-</span></span></div><div class="t m0 x50 h2 y475 ff1 fs0 fc0 sc0 ls0 ws0">wenanty, <span class="_ _6"></span>co <span class="_ _11"></span>do <span class="_ _11"></span>których <span class="_ _11"></span>realizacji <span class="_ _11"></span>s<span class="ff7">półki <span class="_ _11"></span>są <span class="_ _11"></span>zobowiązane. <span class="_ _6"></span>W <span class="_ _11"></span>przypadku <span class="_ _11"></span>pogorszenia <span class="_ _11"></span>się <span class="_ _11"></span>ko-</span></div><div class="t m0 x50 h2 y7eb ff7 fs0 fc0 sc0 ls0 ws0">niunktury gospodarczej,<span class="_ _0"></span> osłabi<span class="_ _0"></span>enia <span class="_ _0"></span>popytu <span class="_ _0"></span>na produkty <span class="_ _0"></span><span class="ff1">s<span class="ff7">półki, <span class="_ _0"></span>realizacja <span class="_ _0"></span>kowenantów <span class="_ _0"></span>może </span></span></div><div class="t m0 x50 h2 y7ec ff7 fs0 fc0 sc0 ls0 ws0">być <span class="_ _10"> </span>zagrożona, <span class="_ _10"> </span>co <span class="_ _10"> </span>powoduje <span class="_ _10"> </span>ryzyko <span class="_ _10"> </span>wypowiedzenia <span class="_ _10"> </span>umów <span class="_ _10"> </span>przez <span class="_ _10"> </span>banki <span class="_ _10"> </span>finansujące. <span class="_ _10"> </span>Ze </div><div class="t m0 x50 h2 y7ed ff7 fs0 fc0 sc0 ls0 ws0">względu na dużą kw<span class="_ _0"></span>otę finansowania może się <span class="_ _0"></span>okazać, iż <span class="ff1">s</span>półka nie będzie <span class="_ _0"></span>mogła w krótkim </div><div class="t m0 x50 h2 y7ee ff7 fs0 fc0 sc0 ls0 ws0">czasie pozyskać refinansowania.<span class="ff1"> </span></div><div class="t m0 x50 h2 y7ef ff7 fs0 fc0 sc0 ls0 ws0">Mechanizmy <span class="_ _6"></span>łagodzenia <span class="_ _11"></span>ryzyka <span class="_ _6"></span>to <span class="_ _11"></span>m.in.: <span class="_ _6"></span>Terminowa <span class="_ _6"></span>realizacja <span class="_ _11"></span>zobowiązań <span class="_ _11"></span>wobec <span class="_ _6"></span>banków. </div><div class="t m0 x50 h2 y7f0 ff7 fs0 fc0 sc0 ls0 ws0">Monitoring <span class="_ _14"></span>s<span class="_ _6"></span>pełniania <span class="_ _14"></span>kowenantów <span class="_ _14"></span>(w <span class="_ _15"></span>tym <span class="_ _15"></span>monitoring <span class="_ _14"></span>wyceny <span class="_ _14"></span>zabez<span class="_ _6"></span>pieczeń, <span class="_ _14"></span>np. <span class="_ _15"></span>znaków </div><div class="t m0 x50 h2 y7f1 ff7 fs0 fc0 sc0 ls0 ws0">towarowych, <span class="_ _6"></span>zapasów). <span class="_ _6"></span>Przekazywanie <span class="_ _6"></span>na <span class="_ _6"></span>bieżąco <span class="_ _6"></span>bankom <span class="_ _11"></span>finansującym <span class="_ _6"></span>informacji <span class="_ _6"></span>o <span class="_ _6"></span>sytu-</div><div class="t m0 x50 h2 y29f ff1 fs0 fc0 sc0 ls3e ws0">acji<span class="ls0"> <span class="ff7">finanso<span class="_ _6"></span>wej. Audyty z<span class="_ _6"></span>ewnętrzne sprawozdań <span class="_ _6"></span>finansowych (rocz<span class="_ _6"></span>ne i <span class="_ _6"></span>półroczne) potwier-</span></span></div><div class="t m0 x50 h2 y17b ff7 fs0 fc0 sc0 ls0 ws0">dzające rzetelność danych.<span class="ff1"> </span></div></div><div class="c x8 y7f2 w137 h88"><div class="t m0 x80 h7 y7f3 ff5 fs0 fc4 sc0 ls0 ws0">Ryzyko <span class="ff6">płynności</span>  </div><div class="t m0 x80 h7 y7f4 ff5 fs0 fc4 sc0 ls0 ws0">finansowej </div></div><div class="c xfc y7f2 w138 h88"><div class="t m0 x50 h2 y7f3 ff7 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _0"></span><span class="ff7">posiada <span class="_ _1"></span>zo<span class="_ _6"></span>bowiązania <span class="_ _1"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>umów <span class="_ _0"></span>kredy<span class="_ _0"></span>towych <span class="_ _0"></span>oraz <span class="_ _1"></span>zobowiązania ha<span class="_ _0"></span>ndlowe. <span class="_ _0"></span>Ob-</span></span></div><div class="t m0 x50 h2 y7f5 ff7 fs0 fc0 sc0 ls0 ws0">sługa powyższych zobowiązań odbywa się przede wszystkim przy wykorzystaniu bieżących </div><div class="t m0 x50 h2 y7f6 ff7 fs0 fc0 sc0 ls0 ws0">wpływów <span class="_ _6"></span>z <span class="_ _11"></span>działalności. <span class="_ _11"></span>W <span class="_ _6"></span>skrajnym <span class="_ _11"></span>przypadku <span class="_ _11"></span>gwałtownego, <span class="_ _6"></span>równoczesnego <span class="_ _6"></span>s<span class="_ _6"></span>padku <span class="_ _6"></span>po-</div><div class="t m0 x50 h2 y7f7 ff1 fs0 fc0 sc0 ls0 ws0">pytu i <span class="_ _6"></span>wzros<span class="ff7">tu <span class="_ _6"></span>kosztów (s<span class="_ _6"></span>zczególnie w sytuacji <span class="_ _6"></span>głębokiego os<span class="_ _6"></span>łabienia złotego) <span class="_ _6"></span>lub <span class="_ _6"></span>czasowej </span></div><div class="t m0 x50 h2 y7f8 ff7 fs0 fc0 sc0 ls0 ws0">utraty przychodów w<span class="_ _0"></span> wy<span class="_ _0"></span>niku zdarzeń nad<span class="_ _0"></span>zwyczajnych w<span class="_ _0"></span> Grupie<span class="_ _0"></span> mogą pojawić <span class="_ _0"></span>się tru<span class="_ _0"></span>dności </div><div class="t m0 x50 h2 y7f9 ff7 fs0 fc0 sc0 ls0 ws0">w utrzymaniu płynności finansowej.<span class="ff1"> </span></div><div class="t m0 x50 h2 y118 ff7 fs0 fc0 sc0 ls0 ws0">Mechanizmy <span class="_ _11"></span>łagodzenia <span class="_ _11"></span>ryzyka <span class="_ _11"></span>to <span class="_ _11"></span>m.in.: <span class="_ _11"></span> <span class="_ _11"></span>Opracowywanie <span class="_ _11"></span>budżetu <span class="_ _14"></span>na <span class="_ _11"></span>dany <span class="_ _11"></span>rok<span class="_ _6"></span><span class="ff1">. <span class="_ _11"></span>Monitoro-</span></div><div class="t m0 x50 h2 ya4 ff7 fs0 fc0 sc0 ls0 ws0">wanie przepływów pieniężnych (cash flow). <span class="ff1"> </span>Zarządzanie terminami płatności.<span class="ff1"> </span></div></div><div class="c x8 y7fa w5b h89"><div class="t m0 xfe h7 y17b ff5 fs0 fc4 sc0 ls0 ws0">Ryzyka operacyjne </div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi x7 y7fb w5 h8a" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 w139 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls42 ws0">68<span class="ls0"> </span></div></div><div class="c x8 y328 w137 h8b"><div class="t m0 x80 h7 y7fc ff6 fs0 fc4 sc0 ls0 ws0">Ryzyko <span class="_ _1f"> </span>cyberbezpieczeń-</div><div class="t m0 x80 h7 y7fd ff5 fs0 fc4 sc0 ls0 ws0">stwa </div></div><div class="c xfc y328 w138 h8b"><div class="t m0 x50 h2 y7fc ff7 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _0"></span>cyberbezpieczeństwa <span class="_ _1"></span>to<span class="_ _6"></span> <span class="_ _0"></span>ryzyko <span class="_ _1"></span>ataku, uszkodzenia lub<span class="_ _0"></span> <span class="_ _0"></span>nieautoryzowanego <span class="_ _1"></span>dos<span class="_ _6"></span>tępu </div><div class="t m0 x50 h2 y7fd ff1 fs0 fc0 sc0 ls0 ws0">do <span class="_ _6"></span>danych <span class="_ _6"></span><span class="ff7">przedsiębiorstwa, <span class="_ _6"></span>jego sieci <span class="_ _6"></span>informatycznych, <span class="_ _6"></span>urządzeń <span class="_ _6"></span>i <span class="_ _6"></span>programów. <span class="_ _6"></span> <span class="_ _6"></span>Zabezpie-</span></div><div class="t m0 x50 h2 y7fe ff7 fs0 fc0 sc0 ls0 ws0">czenia <span class="_ _0"></span>techniczne <span class="_ _0"></span>nie <span class="_ _0"></span>eliminują <span class="_ _1"></span>ryzyka. <span class="_ _0"></span>Czynnik <span class="_ _1"></span>ludz<span class="_ _6"></span>ki <span class="_ _0"></span>może <span class="_ _0"></span>być <span class="_ _0"></span>słabym <span class="_ _0"></span>punktem <span class="_ _1"></span>prowadzą-</div><div class="t m0 x50 h2 y7ff ff7 fs0 fc0 sc0 ls0 ws0">cym do wystąpienia ryzyka.<span class="ff1"> </span></div><div class="t m0 x50 h2 y2a3 ff7 fs0 fc0 sc0 ls0 ws0">Mechanizmy <span class="_ _15"></span>łagodzenia <span class="_ _15"></span>ryzyka <span class="_ _15"></span>to <span class="_ _15"></span>m.in.: <span class="_ _15"></span>Proces <span class="_ _15"> </span>nadawania <span class="_ _15"></span>uprawnień <span class="_ _15"></span>do <span class="_ _15"></span>systemów <span class="_ _15"> </span>oraz </div><div class="t m0 x50 h2 y2a8 ff7 fs0 fc0 sc0 ls0 ws0">procedury <span class="_ _15"></span>zarządzania <span class="_ _1a"> </span>dostępem <span class="_ _15"> </span>do <span class="_ _1a"> </span>systemów <span class="_ _15"> </span>wewnętrznych. <span class="_ _1a"> </span>Ciągła <span class="_ _15"></span>aktualizacja <span class="_ _1a"> </span>syste-</div><div class="t m0 x50 h2 y29f ff7 fs0 fc0 sc0 ls0 ws0">mowa <span class="_ _1a"> </span>zabezpieczeń <span class="_ _1a"> </span>technicznych <span class="_ _1a"> </span>i <span class="_ _1a"> </span>antywirusowych. <span class="_ _1a"> </span>Szkolenia <span class="_ _1a"> </span>pracowników, <span class="_ _1a"> </span>budowanie </div><div class="t m0 x50 h2 y249 ff7 fs0 fc0 sc0 ls0 ws0">świadomości, materiały informacyjne i procedury. Zewnętrzne audyty bezpieczeństwa.<span class="ff1"> </span></div></div><div class="c x8 y800 w137 h8c"><div class="t m0 x9 h7 y801 ff5 fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x9 h7 y7e6 ff6 fs0 fc4 sc0 ls0 ws0">Opóźnienia dostaw<span class="ff5"> </span></div></div><div class="c xfc y800 w138 h8c"><div class="t m0 x6b h2 y801 ff7 fs0 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _11"></span>związane <span class="_ _14"></span>z <span class="_ _14"></span>opóźnieniem <span class="_ _11"></span>dostaw <span class="_ _14"></span>wyrobów <span class="_ _11"></span>gotowych, <span class="_ _11"></span>surowców <span class="_ _14"></span>i <span class="_ _14"></span>dodatków. <span class="_ _11"></span>Poten-</div><div class="t m0 x6b h2 y802 ff7 fs0 fc0 sc0 ls0 ws0">cjalne <span class="_ _15"></span>opóźnienia <span class="_ _15"> </span>m<span class="_ _6"></span>ogą <span class="_ _15"></span>skutkować <span class="_ _15"></span>utratą <span class="_ _1a"> </span>potencjału <span class="_ _14"></span>s<span class="_ _6"></span>przedaży <span class="_ _15"></span>i <span class="_ _1a"> </span>wpływać <span class="_ _15"></span>na <span class="_ _15"> </span>wynik <span class="_ _1a"> </span>finan-</div><div class="t m0 x6b h2 y7ff ff1 fs0 fc0 sc0 ls0 ws0">sowy.  </div><div class="t m0 x6b h2 y2a3 ff1 fs0 fc0 sc0 ls0 ws0">M<span class="ff7">echanizmy łagodz<span class="_ _6"></span>enia ryzyka to m.in.: <span class="_ _6"></span>Monitorowanie dostaw. Weryfikacja operatorów lo-</span></div><div class="t m0 x6b h2 y2a8 ff7 fs0 fc0 sc0 ls0 ws0">gistycznych, współp<span class="_ _0"></span>raca ze <span class="_ _0"></span>sprawdzonymi <span class="_ _0"></span>dostawcami <span class="_ _0"></span>towarów <span class="_ _0"></span>i usług <span class="_ _0"></span>transportowy<span class="_ _0"></span>ch. Wy-</div><div class="t m0 x6b h2 y29f ff1 fs0 fc0 sc0 ls0 ws0">mogi dla <span class="_ _1"></span>dos<span class="_ _6"></span>tawców t<span class="_ _0"></span>owarów <span class="_ _0"></span>i <span class="_ _0"></span><span class="ff7">usług tran<span class="_ _0"></span>sportowych <span class="ff1">oraz<span class="_ _0"></span> <span class="ff7">kon<span class="_ _0"></span>trola jak<span class="_ _0"></span>ości. W<span class="_ _0"></span> razie<span class="_ _0"></span> potrzeby<span class="_ _0"></span>, </span></span></span></div><div class="t m0 x6b h2 y249 ff7 fs0 fc0 sc0 ls0 ws0">zmiana środka transportu lub serwisu. Ubezpieczenia. <span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h24 y803 ff6 fs7 fc2 sc0 ls0 ws0">TABELA WRAŻLIW<span class="_ _0"></span>OŚC<span class="_ _0"></span>I WYNIKU FI<span class="_ _0"></span>NANSOWEGO<span class="_ _0"></span> NA ZMIA<span class="_ _0"></span>NY KURSÓ<span class="_ _0"></span>W WALUTOWY<span class="_ _0"></span>CH POZ<span class="_ _0"></span>YCJI </div><div class="t m0 x1 h24 y2d2 ff5 fs7 fc2 sc0 ls0 ws0">BILANSOWY<span class="_ _0"></span>CH: </div></div><div class="c x8 y804 w13a h45"><div class="t m0 x9 ha ya4 ff5 fs3 fc2 sc0 ls0 ws0">mln PLN </div></div><div class="c x2 y804 w38 h45"><div class="t m0 x19 ha y3b4 ff5 fs3 fc4 sc0 ls45 ws0">Wahania kursu <span class="ff1 ls0"> </span></div><div class="t m0 x89 ha ya6 ff5 fs3 fc4 sc0 ls0 ws0">walutowego<span class="_ _0"></span> </div></div><div class="c x5e y804 w38 h45"><div class="t m0 x9d ha y3ae ff6 fs3 fc4 sc0 ls0 ws0">Wartość po<span class="ff1"> </span></div><div class="t m0 x9 ha ya4 ff5 fs3 fc4 sc0 ls0 ws0"> przeliczeniu na P<span class="_ _0"></span>LN<span class="ff1">  </span></div><div class="t m0 x35 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">EUR<span class="ff1"> </span></div></div><div class="c x61 y804 w39 h45"><div class="t m0 x9d ha y3ae ff6 fs3 fc4 sc0 ls0 ws0">Wartość po <span class="ff1"> </span></div><div class="t m0 x1c ha ya4 ff5 fs3 fc4 sc0 ls0 ws0">przeliczeniu na P<span class="_ _0"></span>LN<span class="ff1">  </span></div><div class="t m0 x69 ha ya5 ff5 fs3 fc4 sc0 ls0 ws0">USD<span class="ff1"> </span></div></div><div class="c x8 y805 w13a h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Aktywa finansowe<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x2 y805 w10f h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y805 w3b h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y805 w3c h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y744 w13a he"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x2 y744 w10f he"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y744 w3b he"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0,9 </div></div><div class="c xa0 y744 w3c he"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0,2 </div></div><div class="c x8 y806 w13a h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Należności z tytu<span class="_ _0"></span>łu dostaw i us<span class="_ _0"></span>ług<span class="ff1"> </span></div></div><div class="c x2 y806 w10f h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y806 w3b h9"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0,9 </div></div><div class="c xa0 y806 w3c h9"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">1,8 </div></div><div class="c x8 y8b w13a h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Zobowiązania<span class="ff1"> </span></div></div><div class="c x2 y8b w10f h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y8b w3b h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y8b w3c h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y807 w13a h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytu<span class="_ _0"></span>łu faktoring<span class="_ _0"></span>u<span class="ff1"> </span></div></div><div class="c x2 y807 w10f h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y807 w3b h9"><div class="t m0 x35 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">10,6 </div></div><div class="c xa0 y807 w3c h9"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">1,9 </div></div><div class="c x8 y808 w13a h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytu<span class="_ _0"></span>łu dostaw i usł<span class="_ _0"></span>ug<span class="ff1"> </span></div></div><div class="c x2 y808 w10f h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y808 w3b h9"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">6,3 </div></div><div class="c xa0 y808 w3c h9"><div class="t m0 x35 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">19,3 </div></div><div class="c x8 y809 w13a h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tytu<span class="_ _0"></span>łu leasingu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x2 y809 w10f h9"><div class="t m0 x62 hc y8e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y809 w3b h9"><div class="t m0 x63 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">137,6 </div></div><div class="c xa0 y809 w3c h9"><div class="t m0 x68 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y80a w13a h9"><div class="t m0 x9 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">Ekspozycja na ryz<span class="_ _0"></span>yko walu<span class="_ _0"></span>towe (saldo) </div></div><div class="c x2 y80a w10f h9"><div class="t m0 x62 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y80a w3b h9"><div class="t m0 x63 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">152,7 </div></div><div class="c xa0 y80a w3c h9"><div class="t m0 x35 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">19,2 </div></div><div class="c x8 y5bc w13a h9"><div class="t m0 x9 h69 y8e ffe fs3 fc0 sc0 ls0 ws0">Stan na 31.12.<span class="_ _0"></span>2024 </div></div><div class="c x2 y5bc w10f h9"><div class="t m0 x62 h69 y8e ffe fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y5bc w3b h9"><div class="t m0 x62 h69 y8e ffe fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y5bc w3c h9"><div class="t m0 x62 h69 y8e ffe fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y80b w13a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Wzrost kursu walutow<span class="_ _0"></span>ego </div></div><div class="c x2 y80b w10f h9"><div class="t m0 x35 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">+5%<span class="ls0"> </span></div></div><div class="c xc7 y80b w3b h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-7,6 </div></div><div class="c xa0 y80b w3c h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-1,0 </div></div><div class="c x8 y76b w13a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Spadek kursu walutoweg<span class="_ _0"></span>o </div></div><div class="c x2 y76b w10f h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">5%</span> </div></div><div class="c xc7 y76b w3b h9"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">7,6 </div></div><div class="c xa0 y76b w3c h9"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">1,0 </div></div><div class="c x8 y80c w13a h9"><div class="t m0 x9 h69 y8e ffe fs3 fc0 sc0 ls0 ws0">Stan na 31.12.<span class="_ _0"></span>2023 </div></div><div class="c x2 y80c w10f h9"><div class="t m0 x62 h69 y8e ffe fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y80c w3b h9"><div class="t m0 x62 h69 y8e ffe fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y80c w3c h9"><div class="t m0 x62 h69 y8e ffe fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y80d w13a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Wzrost kursu walutow<span class="_ _0"></span>ego </div></div><div class="c x2 y80d w10f h9"><div class="t m0 x35 hc y8e ff1 fs3 fc0 sc0 ls7 ws0">+5%<span class="ls0"> </span></div></div><div class="c xc7 y80d w3b h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-7,3 </div></div><div class="c xa0 y80d w3c h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-0,7 </div></div><div class="c x8 y80e w13a h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Spadek kursu walutoweg<span class="_ _0"></span>o </div></div><div class="c x2 y80e w10f h9"><div class="t m0 x65 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">-<span class="ls7">5%</span> </div></div><div class="c xc7 y80e w3b h9"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">7,3 </div></div><div class="c xa0 y80e w3c h9"><div class="t m0 x27 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0,7 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y80f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y810 ff8 fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w0 h0" ><div class="pc pc45 w0 h0"><img class="bi x7 y811 w5 h8d" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 wff h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls42 ws0">69<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h23 y15c ff4 fs6 fc1 sc0 ls0 ws0">8.12.<span class="ffb"> <span class="_ _19"> </span><span class="ff3">ZARZĄDZENIE <span class="_ _0"></span>KAPITAŁEM<span class="ff4"> </span></span></span></div></div><div class="c x8 y812 w13b h8e"><div class="t m0 x80 h7 y813 ff6 fs0 fc4 sc0 ls0 ws0">Zarządzanie kapitałem<span class="ff5"> </span></div></div><div class="c xff y812 w13c h8e"><div class="t m0 x50 h2 y814 ff7 fs0 fc0 sc0 ls0 ws0">Zarządzanie kapitałem<span class="ff1"> w </span>Spółce ma na celu zachowanie<span class="_ _0"></span> zdolności do kontynuowania<span class="_ _0"></span> działalno-</div><div class="t m0 x50 h2 y815 ff7 fs0 fc0 sc0 ls0 ws0">ści<span class="ff1"> z </span>u<span class="_ _6"></span>względnieniem realizacji planowanych inwestycji, tak <span class="_ _6"></span>aby Spółka generowała<span class="_ _6"></span><span class="ff1"> w </span>przyszło-</div><div class="t m0 x50 h2 y816 ff7 fs0 fc0 sc0 ls0 ws0">ści zwrot oraz korzyści ekonomiczne dla akcjonariuszy/inwestorów.<span class="ff1"> </span></div><div class="t m0 x50 h2 y817 ff7 fs0 fc0 sc0 ls0 ws0">Wykorzystanie <span class="_ _1"></span>kapitału jest <span class="_ _1"></span>na bie<span class="_ _0"></span>żąco <span class="_ _0"></span>monitorowane <span class="_ _0"></span>poprzez <span class="_ _1"></span>an<span class="_ _6"></span>alizę <span class="_ _0"></span>wskaźników <span class="_ _1"></span>oraz poró<span class="_ _0"></span>w-</div><div class="t m0 x50 h2 y7d9 ff7 fs0 fc0 sc0 ls0 ws0">nanie sytuacji Spółki na tle branży,<span class="ff1"> w </span>której działa Spółka.<span class="ff1"> </span></div><div class="t m0 x50 h2 y818 ff7 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _11"></span>Spółce <span class="_ _6"></span>nie <span class="_ _11"></span>spoczywają <span class="_ _6"></span>nałożone <span class="_ _11"></span>zewnętrznie <span class="_ _6"></span>wymogi <span class="_ _11"></span>kapitałowe.<span class="_ _6"></span><span class="ff1"> <span class="_ _11"></span>W stosunku <span class="_ _11"></span>do <span class="_ _6"></span>poprzed-</span></div><div class="t m0 x50 h2 y149 ff7 fs0 fc0 sc0 ls0 ws0">niego okresu sprawozdawczego nie wystąpiły zmiany<span class="ff1"> w z<span class="_ _6"></span>akresie zasad i </span>procesów służącym za-</div><div class="t m0 x50 h2 y14a ff7 fs0 fc0 sc0 ls0 ws0">rządzania kapitałem.<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y819 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y75c ff7 fs0 fc0 sc0 ls0 ws0">Poniższa tabela przedstawia wskaźnik zadłużenia w<span class="ff1"> </span>relacji do kapitałów własnych.<span class="ff1"> </span></div></div><div class="c x8 y3c0 w10e h9"><div class="t m0 x9 ha y8e ff6 fs3 fc2 sc0 ls0 ws0">Dług netto<span class="ff5"> </span>(w tys. z<span class="_ _0"></span>ł)<span class="ff1"> </span></div></div><div class="c x9f y3c0 w10f h9"><div class="t m0 x6f ha y8e ff5 fs3 fc4 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c xa0 y3c0 w98 h9"><div class="t m0 x6f ha y8e ff5 fs3 fc4 sc0 ls0 ws0">31.12.2023<span class="ff1"> </span></div></div><div class="c x8 y81a w10e h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Zadłużenie długot<span class="_ _0"></span>erminowe<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x9f y81a w110 h9"><div class="t m0 x9b ha y8e ff5 fs3 fc0 sc0 ls0 ws0">93 328 </div></div><div class="c xa0 y81a w9a h9"><div class="t m0 x9b ha y8e ff5 fs3 fc0 sc0 ls0 ws0">87 439 </div></div><div class="c x8 y81b w10e h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Kredyty i <span class="ff7">pożyczki dług<span class="_ _0"></span>oterminow<span class="_ _0"></span>e<span class="ff1"> </span></span></div></div><div class="c x9f y81b w110 h9"><div class="t m0 xde hc y8e ff1 fs3 fc0 sc0 ls7 ws0">3 135<span class="ls0"> </span></div></div><div class="c xa0 y81b w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y81c w10e h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu leasingu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y81c w110 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">90 193 </div></div><div class="c xa0 y81c w9a h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">87 439 </div></div><div class="c x8 y81d w10e h9"><div class="t m0 x9 h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">- w tym z <span class="ffa">tytułu leasi<span class="_ _0"></span>ngu lokali <span class="_ _0"></span>handlowych oraz p<span class="_ _0"></span>owierzchni biu<span class="_ _0"></span>rowych<span class="ff9"> </span></span></div></div><div class="c x9f y81d w110 h9"><div class="t m0 x9b h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">89 637 </div></div><div class="c xa0 y81d w9a h9"><div class="t m0 x9b h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">86 449 </div></div><div class="c x8 y81e w10e h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Zadłużenie <span class="ff5">krót<span class="_ _0"></span>koterminowe<span class="_ _0"></span> </span></div></div><div class="c x9f y81e w110 h9"><div class="t m0 x9b ha y8e ff5 fs3 fc0 sc0 ls0 ws0">90 406 </div></div><div class="c xa0 y81e w9a h9"><div class="t m0 x9b ha y8e ff5 fs3 fc0 sc0 ls0 ws0">69 167 </div></div><div class="c x8 y81f w10e h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">Kredyty i <span class="ff7">pożyczki <span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x9f y81f w110 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">26 837 </div></div><div class="c xa0 y81f w9a h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x8 y820 w10e h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Krótkoterminowa cz<span class="_ _0"></span>ęść kredytów<span class="_ _0"></span> długotermi<span class="_ _0"></span>nowych<span class="ff1"> </span></div></div><div class="c x9f y820 w110 h9"><div class="t m0 xa1 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c xa0 y820 w9a h9"><div class="t m0 xde hc y8e ff1 fs3 fc0 sc0 ls7 ws0">8 243<span class="ls0"> </span></div></div><div class="c x8 y821 w10e h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu faktoringu<span class="ff1"> </span></div></div><div class="c x9f y821 w110 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">12 488 </div></div><div class="c xa0 y821 w9a h9"><div class="t m0 xde hc y8e ff1 fs3 fc0 sc0 ls7 ws0">8 426<span class="ls0"> </span></div></div><div class="c x8 y822 w10e h9"><div class="t m0 x9 hc y8e ff7 fs3 fc0 sc0 ls0 ws0">Zobowiązania z<span class="ff1"> </span>tytu<span class="_ _0"></span>łu leasingu <span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y822 w110 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">51 081 </div></div><div class="c xa0 y822 w9a h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">52 498 </div></div><div class="c x8 y823 w10e h9"><div class="t m0 x9 h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">- w tym z <span class="ffa">tytułu leasi<span class="_ _0"></span>ngu lokali <span class="_ _0"></span><span class="ff9">handlowych oraz p<span class="_ _0"></span>owierzchni biu<span class="_ _0"></span>rowych </span></span></div></div><div class="c x9f y823 w110 h9"><div class="t m0 x9b h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">50 648 </div></div><div class="c xa0 y823 w9a h9"><div class="t m0 x9b h12 y8e ff9 fs3 fc0 sc0 ls0 ws0">52 042 </div></div><div class="c x8 y824 w10e he"><div class="t m0 x9 hc y50e ff7 fs3 fc0 sc0 ls0 ws0">Środki pieniężne<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x9f y824 w110 he"><div class="t m0 xde hc y50e ff1 fs3 fc0 sc0 ls7 ws0">7 876<span class="ls0"> </span></div></div><div class="c xa0 y824 w9a he"><div class="t m0 x9b hc y50e ff1 fs3 fc0 sc0 ls0 ws0">52 652 </div></div><div class="c x8 y312 w10e h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Dług netto<span class="ff5"> </span></div></div><div class="c x9f y312 w110 h9"><div class="t m0 x18 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">175 858 </div></div><div class="c xa0 y312 w9a h9"><div class="t m0 x18 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">103 954 </div></div><div class="c x8 y825 w10e h9"><div class="t m0 x9 hc y8e ff1 fs3 fc0 sc0 ls0 ws0">EBITDA </div></div><div class="c x9f y825 w110 h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">59 004 </div></div><div class="c xa0 y825 w9a h9"><div class="t m0 x9b hc y8e ff1 fs3 fc0 sc0 ls0 ws0">43 892 </div></div><div class="c x8 y77b w10e h9"><div class="t m0 x9 ha y8e ff6 fs3 fc0 sc0 ls0 ws0">Dług netto/EBITD<span class="_ _0"></span>A<span class="ff5"> </span></div></div><div class="c x9f y77b w110 h9"><div class="t m0 xd5 ha y8e ff5 fs3 fc0 sc0 ls0 ws0">2,98  </div></div><div class="c xa0 y77b w9a h9"><div class="t m0 x36 ha y8e ff5 fs3 fc0 sc0 ls0 ws0"> 2,4  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h2 y826 ff7 fs0 fc0 sc0 ls0 ws0">Zmiana wskaźnika jest <span class="_ _6"></span>zgodna z<span class="ff1"> <span class="_ _6"></span></span>działaniami podejmowanymi przez Spółkę, <span class="_ _6"></span>a<span class="ff1"> </span>wskaźnik jest <span class="_ _6"></span>na poziom<span class="_ _6"></span>ie oczekiwanym przez Zarząd </div><div class="t m0 x1 h2 y827 ff7 fs0 fc0 sc0 ls0 ws0">Spółki.<span class="ff1"> </span></div><div class="t m0 x1 h23 y828 ff4 fs6 fc1 sc0 ls0 ws0">8.13.<span class="ffb"> <span class="_ _1f"> </span></span>WYNAGRODZENI<span class="_ _0"></span>E FIRMY AUDYTO<span class="_ _0"></span>RSKIEJ </div><div class="t m0 x1 h2 y3d3 ff7 fs0 fc0 sc0 ls0 ws0">Podmiotem <span class="_ _6"></span>uprawnionym <span class="_ _11"></span>do <span class="_ _6"></span>przeglądu <span class="_ _11"></span>sprawozdań <span class="_ _6"></span>finansowych <span class="_ _6"></span>w <span class="_ _11"></span>zakresie <span class="_ _6"></span>jednostkowego <span class="_ _11"></span>i <span class="_ _6"></span>skons<span class="_ _6"></span>olidowanego <span class="_ _6"></span>sprawozdania <span class="_ _6"></span>fi-</div><div class="t m0 x1 h2 y829 ff7 fs0 fc0 sc0 ls0 ws0">nansowego Spółki <span class="_ _6"></span>za 2024 <span class="_ _6"></span>rok była spółka <span class="_ _6"></span>Grant <span class="_ _6"></span>Thornton <span class="_ _6"></span><span class="ff1">Polska <span class="_ _6"></span></span>P.S.A, z <span class="_ _6"></span>którą <span class="_ _6"></span>w dniu 29 <span class="_ _6"></span>lipca 2<span class="_ _6"></span>024 roku <span class="_ _6"></span>została zawarta um<span class="_ _6"></span>owa </div><div class="t m0 x1 h2 y82a ff7 fs0 fc0 sc0 ls0 ws0">na przegląd je<span class="_ _0"></span>dnostkowych i skonsolidowanych śródrocznych <span class="_ _0"></span>sprawozdań finansowych Spółk<span class="_ _0"></span>i i Grupy<span class="_ _0"></span> oraz badania jednostkowych </div><div class="t m0 x1 h2 y82b ff7 fs0 fc0 sc0 ls0 ws0">i skonsolidowanych rocznych spraw<span class="_ _0"></span>ozdań finansowych Spółki i Grupy za o<span class="_ _6"></span><span class="ff1">kres 2024-2026. </span></div><div class="t m0 x1 h2 y82c ff7 fs0 fc0 sc0 ls0 ws0">Łączne <span class="_ _6"></span>wynagrodzenie, <span class="_ _11"></span>wynikające <span class="_ _6"></span>z <span class="_ _11"></span>zawartej <span class="_ _11"></span>umowy <span class="_ _6"></span>za <span class="_ _11"></span>przegląd <span class="_ _6"></span>i <span class="_ _11"></span>badanie <span class="_ _6"></span>s<span class="_ _6"></span>prawozdań <span class="_ _6"></span>finansowych <span class="_ _6"></span>za <span class="_ _11"></span>202<span class="_ _6"></span><span class="ff1">4 <span class="_ _11"></span></span>rok <span class="_ _11"></span>wyniosło <span class="_ _6"></span><span class="ff1">344,5 </span></div><div class="t m0 x1 h2 y32 ff7 fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff1">, a za 2023 </span>rok wyniosło 1<span class="ff1">67,5 tys</span>. zł.<span class="ff1"> </span></div><div class="t m0 x1 h23 y82d ff4 fs6 fc1 sc0 ls0 ws0">8.14.<span class="ffb"> <span class="_ _19"> </span></span>ZATWIERDZEN<span class="_ _0"></span>IE SPRAWOZDA<span class="_ _0"></span>NIA FINANSOWEG<span class="_ _0"></span>O </div><div class="t m0 x1 h2 y397 ff7 fs0 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _6"></span>jednostkowe <span class="_ _11"></span>sprawozdanie <span class="_ _6"></span>finansowe <span class="_ _11"></span>zostało <span class="_ _6"></span>zatwierdzone <span class="_ _6"></span>do <span class="_ _11"></span>publikacji <span class="_ _6"></span>oraz <span class="_ _11"></span>podpisane <span class="_ _6"></span>przez <span class="_ _11"></span>Zarząd <span class="_ _6"></span>Spółki<span class="_ _11"></span><span class="ff1"> <span class="_ _6"></span>w dn<span class="_ _6"></span>iu <span class="_ _6"></span><span class="ls6">24</span> </span></div><div class="t m0 x1 h2 y82e ff1 fs0 fc0 sc0 ls0 ws0">kwietnia <span class="ls2">20</span>25 roku. </div><div class="t m0 x1 h2 y82f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi xe2 y830 w13d h8f" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwMAAAABCAIAAAANYOXiAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAKUlEQVRIx2NU0jJhGAWjYCiAu1dPDxWnKmubjsbXKBjhOWs0F4yCoQIALdwGggElVOUAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x2 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0">VRG SA </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y5 w66 h4"><div class="t m0 x0 h3 y6 ff2 fs0 fc2 sc0 ls14 ws0">70<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h22 y831 ff4 fs5 fc1 sc0 ls46 ws0">9.<span class="ffb ls0"> <span class="_ _1d"> </span><span class="ff3">OŚWIADCZENI<span class="_ _6"></span>E ZARZĄDU<span class="_ _6"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y322 ff7 fs0 fc0 sc0 ls0 ws0">Zarząd Spółki<span class="ff1"> </span>oświadcza,<span class="_ _0"></span> że <span class="_ _0"></span>wedle jeg<span class="_ _0"></span>o najlepszej <span class="_ _0"></span>wiedzy spraw<span class="_ _0"></span>ozdanie finansowe<span class="ff1"> i </span>dane por<span class="_ _0"></span>ównywalne <span class="_ _0"></span>sporządzone zostały<span class="_ _0"></span> zgod-</div><div class="t m0 x1 h2 y323 ff1 fs0 fc0 sc0 ls0 ws0">nie <span class="_ _14"></span>z <span class="ff7">obowiązującymi <span class="_ _14"></span>zasadami <span class="_ _14"></span>rachunkowości <span class="_ _14"></span>oraz <span class="_ _14"></span>ż<span class="_ _6"></span>e <span class="_ _14"></span>odzwierciedlają</span> <span class="_ _14"></span>w sposób <span class="_ _15"></span>prawdziwy, <span class="_ _11"></span>rzetelny <span class="_ _15"></span>i <span class="ff7">jasny <span class="_ _14"></span>sytuację <span class="_ _14"></span>majątkową</span> </div><div class="t m0 x1 h2 y324 ff1 fs0 fc0 sc0 ls0 ws0">i <span class="ff7">finansową <span class="_ _6"></span>Spółki <span class="_ _6"></span>VRG</span> <span class="_ _6"></span>oraz <span class="_ _6"></span>jego wynik <span class="_ _6"></span>finansowy <span class="_ _6"></span>oraz <span class="_ _6"></span><span class="ff7">że <span class="_ _6"></span>sprawozdanie z</span> <span class="_ _6"></span><span class="ff7">działalności <span class="_ _6"></span></span>zawiera prawdziwy <span class="_ _6"></span>obraz <span class="_ _6"></span>rozwoju <span class="_ _6"></span>i sytuacji </div><div class="t m0 x1 h2 y325 ff7 fs0 fc0 sc0 ls0 ws0">oraz osiągnięć Spółki VRG <span class="ff1">w tym opis podstawowych ryzyk i </span>zagrożeń.<span class="ff1"> </span></div><div class="t m0 x1 h2 y291 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y292 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y832 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y698 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y833 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y834 w13e h90"><div class="t m0 x76 h7 y78 ff6 fs0 fc0 sc0 ls0 ws0">Mateusz Kolański<span class="ff5"> </span></div></div><div class="c x100 y834 w13f h90"><div class="t m0 xca h7 y78 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y834 w13f h90"><div class="t m0 xca h7 y78 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y834 w140 h90"><div class="t m0 x60 h7 y78 ff6 fs0 fc0 sc0 ls0 ws0">Michał Zimnicki<span class="ff5"> </span></div></div><div class="c x101 y834 w13f h90"><div class="t m0 xca h7 y78 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y834 w13e h90"><div class="t m0 x60 h7 y78 ff6 fs0 fc0 sc0 ls0 ws0">Łukasz Bernacki<span class="ff5"> </span></div></div><div class="c xe2 y835 w13e h90"><div class="t m0 x7b h2 y836 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x100 y835 w13f h90"><div class="t m0 xca h2 y78 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y835 w13f h90"><div class="t m0 xca h2 y78 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y835 w140 h90"><div class="t m0 x7b h2 y836 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y835 w13f h90"><div class="t m0 xca h2 y78 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y835 w13e h90"><div class="t m0 x7b h2 y78 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y837 w13e h90"><div class="t m0 x7b h2 y78 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x100 y837 w13f h90"><div class="t m0 xca h2 y78 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y837 w13f h90"><div class="t m0 xca h2 y78 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y837 w140 h90"><div class="t m0 x7b h2 y78 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y837 w13f h90"><div class="t m0 xca h2 y78 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y837 w13e h90"><div class="t m0 x7b h2 y78 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y299 w13e h91"><div class="t m0 x5a h2 y677 ff7 fs0 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c x100 y299 w13f h91"><div class="t m0 xca h2 y677 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y299 w13f h91"><div class="t m0 xca h2 y677 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y299 w140 h91"><div class="t m0 x21 h2 y677 ff7 fs0 fc0 sc0 ls0 ws0">Wiceprezes Zarządu<span class="ff1"> </span></div></div><div class="c x101 y299 w13f h91"><div class="t m0 xca h2 y677 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y299 w13e h91"><div class="t m0 x21 h2 y677 ff7 fs0 fc0 sc0 ls0 ws0">Wiceprezes Zarządu<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1 h92 y48a ff9 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h92 y48b ff9 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h92 y27b ff9 fs0 fc0 sc0 ls0 ws0">Podpis osoby, której powierzono <span class="ffa">prowadzenie ksiąg rachunkowych</span> </div><div class="t m0 x1 h7 y3a8 ff5 fs0 fc0 sc0 ls0 ws0">Ewa Bosak </div><div class="t m0 x1 h2 y3a9 ff7 fs0 fc0 sc0 ls0 ws0">…...................<span class="ff1"> </span></div><div class="t m0 x1 h2 y838 ff7 fs0 fc0 sc0 ls0 ws0">Główny Księgowy<span class="ff1"> </span></div><div class="t m0 x2 h2 y5a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y839 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y83a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y3f0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y40d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y83b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y83c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y83d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y1ac ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa9 h2 y83e ff1 fs0 fc0 sc0 ls0 ws0">Kraków, dnia <span class="ls2">24</span> kwietnia 2025 roku </div><div class="t m0 x1 h2 y83f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x0 y840 w141 h93" alt="" 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