<?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>JSF_vrc-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 */
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')format("woff");}.ff1{font-family:ff1;line-height:1.364258;font-style:normal;font-weight:normal;visibility:visible;}
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')format("woff");}.ff4{font-family:ff4;line-height:1.346191;font-style:normal;font-weight:normal;visibility:visible;}
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rl6BQyBcYHtCOtuHUEzz6UQHuOMJiBkw5Y8B6N6PtGLUctxELPSb496jvqIz4Ya7YjzlEncYbmL3gBv42SaBMOoqCqLjpe6x8fPjE+HB4PB8eEE7XgeHi8Fg7q+xbNumjmH1G1p6d//ERtTOjpgaE+Ot6zzVxQrxdeaWvFKlJP+8M1G1Zwst3vE1lFznSUOwOyxYV9YsAf8Jfauzq7OjvK2Uw2g///h7Dpk723MC+d1O58+ZW7tn/zpTv9rlDIbQ/yot8ZcLgFR4gzNd/18mufv+Plb90luoJh3hF2+rxciHMLXJAzr//XSvNX33j4K997Zfej3+9wBoae+UJ/i9/J+YoLb3tiQTnoGL/k9S9/5c03d3/5u2XOf/mDX51bCnCOQHneFx+aW/Y5EMLozPpacjfwiwcNaE3bXM/ypMt0P/mi7QnyqM2MX0IM95LT6+Q4OLZV5C2SpWhhYOrv1WyagIWl3g33BVWY1LGacKJHgH9UHauOtbWiGq5hH2uBf7fggef2ZZBbQOTudW0zM63nLCjX/lp/Bi8yry/MnLbiC3vqr9XfqY9cNLuj/Qz8NzwTa3gM7i0E97Zcv7czNbnTtM18Kz/Cm+4jD9geI0/aTHB3Xrg7kCDBkmjclXsxvSsR+JHjnK3eM2+Duzuu35h+k6fdnbejkxLCLRCgRIef3l1oXduMrHFzeHH9mfrawqxpKz6/F0/FTXiOfnN1Z/2F+rfrXhA1uL/p9QfwN3EJBVCX5v4nwRb9nt70zOPspgU+YFXNgUsSj/lpwa9/gd5I7fj4GNzC8THsrlSAs+Am+jBlBUW2NDilpHPN2qsusVgsLBdTu8+5cM7STV+vP9DS/vBZbpvV4l7ZN/3Cm6/a/mvjHlZM/Ak/jsvIgeQDaB7rYEawV3MkbK02YgtxG+D5Fwkna/30Z+EHT2NJjGafv2bWrPPPx2W9mzVrDb0emfgtqer6o1OLwTRWDbFGDMbEwexBYTNIeovphVn0ecYWCSfopUFsTokLlQ5Src/Ygl8E/txovp3eJ0HzJ44xB83rkB+peL4WskVYiU3bcgFLMOJL+NLBnM1ixddYYyPYvs9jzkK3n3V6AiOMXUsjLZUpI00tQFPqhKa7t6yhAbQb7jKc9/CyJBOZHuna7sROzesrO0MtH/2VPvoJdbh/rDZjmRaQtVS2LNOLyPQiMr3IBhkPUZleDgfqg/6xGcsOo8DEkf1wcAC02344Xu/hFNofhLNWBxpnNbhpxrXaGtycSEpJwvIuwUXYlJJWCOvg7JyNs3Im1ucX/YQNBcPBSJBhCWawCTNss5pTCRt3y2tQxgJN1BtYg5vM0CRdsTVY4bJrUNAPIxXDSNc9tGlu/N2AhvAQFi0uAgSl2qSj3NWHgX8CfrNAtxWqdNxCII51ncMcrMhX3r10zX/0tiTVvtLoVRu/3zqj/qbJnglNUUPpsMhPKbSHmlny2Pf2Xnb7GRfWZg498JVfHX7gK1++9flf4gu772hLBJVnxv9SP7pmTmtiytUG/21DiLkA6BpAN72AXPjruANZ8aOH5FWWDRaCpzn1PRb8T6QgP34U8fjvyAd7/IRoLt6KzFYLBzslTO0GqBSXa4DfwO/hGQHEJhR0fYsgZCWvoSAJ4N8gqmqOLQI5qvX0C+O1Hsp5nspHYyfxR6CXVWBwtxjH3diX7Ci1g2S5ywUMs5BNk13+2f3SeGfqnPlhT1uiNM+D/2Ze9/HXrp/Vkk43zd5CXjyvmEykjhnP1A7P9BA8UxS9q6VuJd8gTzNMlruXIXaH3YGROeLZ7T/gJ/4ogbuyO6zREbz6kKcY2BsggREs78MeK2UZhxPMJpM64DJjDsTyuBZBZsFMzL/0/IiP4hejOBqO8xi/iDEOxZ7Dy/AORFn2WG0IdNVQ//Hx2jFUrY6pM1Yu07xWze+sWrWAC5oQD42zovMgTAN8b/AsHKHzKhyk9xFB7/dF3VX92GOgddyeCoZPzV3xVGBTeIOqIVTLAU08HWXKM1nKRHGwVhYWzFwf7ioxAyd/hzd86cbzHlyS7vzljoufWj3/ovrTOH3ZtGY55ccHcWHHJXc86DwysvrxeTffdrh+0KPOovOYnPg9czvMo4re0iQLH+DXqdeqN/tu9u/y3ut/0vOY/zmvIx+tRoloxSMYTApCYCIQSjqm2fBqZEVJ8ibKkP9EYWSFx3G6y/q8enzQk/88pLnMYScSR4j3QAJjs/05fC9y4PChuDHNoBCedf8I5YQcyVHl4OYDOBDO83EcpyoiHmo5bc5VmPMh0BTHwZAdH3dXiqHwWA8KVqvhMVUVxo8JxzyVYm3MUzGmC3f0kdNmi2pVC50ylJSzhhbXpQ7MfAYXh5dp1674/Jr03N/e/oVnl5x79XX179frTy+uTFeTMeHlJfMvPUKeUJKVq3vOuuaLzsefePrKBXd0VB7/3I/rb1eaqoVpLuvDV6+47U8wMSXgy6/DfNqREz2gBatOXMKYQSZisdnNVieHTFan0+EYwSs1AWERSOBA2GJ1OLEJPY9PAjq0E0HjrNhs5ZzIKliJ9XnGBhe24NVasGiqmghvkkzEFOYRnSIUchla9Bg18bX+4z26zFXBop7oAeahjOSpbCuoJtD8PM8bc+PFJXfJpwBITXYl3SWyddNnP1sfq/vOx7fjCeaSkzvfqo/i1rdIQLcLC8EuvKTrjyxwiU1k8Fr/Rj+xU3TqA2TZzKR8r/uYqtUsB4OS2ZbxfZN8F+zSvXC2DT94MJMRkFkCc3FAcMq/5Ebwb/ejcC44Qt44yIelMAlT0jtE+jhiqMl4nOOg52u67TpB7SKokOKYMHZMfxr6TLpKL0TSdm8qE43EIoT1pF2ZtF1eg+Pu8BqU4GGkODJrcMQrrUFJJzRoUj2rzeoNN6Aa6CMAQC5iAYyhM4gLNFEGmMaTwqxP9FAg2NkhUC3NvHTwF5uVlti06fd/74rvXnn9j6/5Bb6n/oa1o5DMF+bOUOc1mddFC3e99UDcJv7qxVuObroNW3cdw7e9N37F7drt9Xo5vf6rWLxkpj6fewAPnGReAjwQQO2HUQgAesjjLbPzkIWb53HwzDxby4s+7AsF33lLnwsg6/gkagNLcxpC8J6OFpbqEOH882c2UAPz0vkGajh/fPgT/EBAgJF5L9AziVK4VbtHFhye6lpho3CNsk24RXnK+axguc+530lwSiFIVpSk3eWI2QPJYCzgsGEbscZsfrcv5scpO5L9Vyq8kFBQUkiSpEKSebcgut2CQpQkaXLxosvFk40u7LJvcuOkW+BNfiXpdhETDii8nGoCAcD4mKAJPBPw++12m5X3Y/9z+Eak4IKmJOyh1sxgZktmd2Y0cxTAuJBJZLTMAOzZkdmbsWy/HCZoSKgdD4X7xwE7Bqs6kKz2hKntGQcJcHsClGEClRpo1Mo2V0G1giRAH6SD2isqVbiVShAJY1g4YrS10zcs4HJYenoaeFnFSQurewlgwEDxgnj7jQ1qwClOLGIHZs6uJyvRQuTSeu+882bhP3jxe7Pzct/4YGRxws+S6KXfHcU3bp2uViKCNZ12XLDLNPXjJ/4jJ5nTab8Q93ht0/+Gf1TPA3ZSgVYu80IUQSnUhpdod90fwJ6LIhvJxtbHg19reS7+XMubll/m/1m0N+EpeC6eF1lClkcuIreQra1P4Ndbftzyx/i78on4P+R/tLrnWjPpaCqVdSViNlnmEzFRVlrTcSaFConWtmaUjqeiILJitJBO28RUwecTSXPBarVZUUJIkMSvQ1/ymMKlVBuflbIkm+ddofbSCDbtT/Yu09048NFqx6jQzlh2CBWEAin0v1eLPFPoH1t+nCL7HmGMftxUmkO01eW5Ye+ARnARi+DqobMN4t2u5pOKP2i2BNJyJpBmMy1pxZ8oYpk2qqVQxMlgijYK7FPy5uYiiLjQMynk8HfDDVTOMTW/mmdT63t5kmlRWyvy8pZbWn5qYelXy6EBClJTCgb2FCLpSOr2lTXTPbDDEsIW0V9qbDHbv71o8Lqd9aPji8+bEYnMrJHb33tp8M7x3965be6crXfjrs6BbXOXPUjeymvn3vXAhdemlSlXMINXVOT0WY/W1jzg0a5aseLKHjz+UL2/vbNrzrazVu3sMXDNGRO/NZ8D2D6FY4eRf2LLfpu9HB0xerbRO6HXlsOAC9sind7+8C3+O8LbI7dFrevd6z3Xuq/13OZ+nH3C+Wjg9cD3InbWjzIz/NOiW/w3B26JbI0+a3o+bi9m1knXsBudGyO3eJ/jLV0utycVQytIDIOZF8GtWJF80u1xmS+NMa5LfTa8qujG7vBgBmc86SsO43bdJANmt/F2yU7s/aHQcUrq/cZoDNB67USt/5iutEC8/gz+lABOFaJgZsFZ1z7TbgUCp/xR1skBaa02i42wkYzTb08jNgqNI+hKI1vYnMYGOZspMXFtCNWGdOpit0JxI0uF0UP1dJePau+Urr3BtOu7zOdkWz68f/OP26orX3loy082Dv/90Z/V9zz7Pbz8pe0Prwwlihbz+nrzyCt3b9x5+FD9Jw8M3nb1Neu/gWePvIRXHulLFUuGXxQBGRzSZVDFDm1leAtMvUIbgTYqbS72rgtenH4wN9Jkvth9CWzsdN/v/6qXvcBlScSQLFsTMZesRAu8i8gdkQiyevJRPibFSKzP2mrBAxZsub6l96Ch7YeoGAF6hukVUEbIkEw/EgWxVWTETphUmOZDmf5WEetbY8sbYgUgyJja8+jUzldUIezxur2Ebcrmss1Zhv1ki7B+X8AX9IV8JjaVVoVMGjfTRglDk/VGaaPCPjXtk9OniZTh0+gSRTdLHXSSO3WBUTFITMDvASNKwE9m3GIjjuLW/ZxIvrvK2/wzKnmy6m9fPPj8yrtfvL33phWCN1J6fNlnzpy2dm46nfBdwnx2XTmbnn5GfeSt7X/90qowZ5r4+NdnZ+z88IN4JjY/tKlFAhnJIWT6F9CjDS/SxvymkI0kSq2lwdKO0hOBt8W3A38M/D1gu9Z+le+zhduYu0Xzbfb7mfvt9/ieYJ6wswlxlk8rDZSuZcx2xm4nJU3kql80PWT7qukbtsdEM4eR5QyO+541ZkkkYkFZVs9oa/ttS0xlz8D4e+YYm0zEcrKCWcRZnMgn+IjPr4o+PxOwBPz7PYVgW1MOFzgumCNBK2vhLYstpArNdssey1uW31hYnnpdlvbSHvVFlRTVqrpYXaVuUDer29WHVat6k+Af9O/wM/6wVsIlxDslJ3H2JROh9gZ76MzREK/aEPUThoaLFPIZEEkYG+tp2DzwIHTlqoLo/RkJ441ucpMRzA2zpg7V4A98VTclaAlEiyiGl0Y3GcO26YSmtKSkptIHuIgUIjdcJWQyXP/a873lqWd86w/t6d6PL8t3p8Iuh9keyUzPmzZkYpesnvKgqT7+ziP/MT71qi+W6jcOtif2Hqifkfa55OBa5rMrfQowXX3DPVviHoO+5AOgr4Ru1/JJrStatSdiRJbDiZhHliOJGGh7RyLmlhWPmxBsDfMRKUIifQ47jXUGZyvVo3bcatfsg/YjdtMqaIg9lEjSLyORWPloEg8mjyRJa1JLrkpuSe6FDbZ3I0wuzCSNAEGrT7IeNKGMTlFX2nfaNBj87qMhIVBAdKpK5IPxbuO5dS5/lY55R2BGJZ2efEzK28b45FYY6/q+gBA7AM/ajc8/jHrBc5Kbyr30Th8SwJXCdqej6Oieh+c5r3BuBEf+Qfygc3fvCP4mN+J8tntv70nk2d2LLYVAoRv3Oc8qnt19Kb64YEWu7m4A+92FQjHPg25xAjfHEzG/LOcTscxKuat7SqyLxcDNQiLmW6lIiVhaVvhO3FnsiHW+XsTFwqvduNDEd4twFYwMpy/vcgKcc6JuJ3XxYJq76Y1OoYMiaDYnRtZe4dTQ39WZSRO/z8Ja2bDWi3vzvCAJROiTdoN7F+rpfYGcDRC0F4eMEPDQJGPrwV4a5e2ZhG6qat3WX1BrLkBupm2A3PRRrYHZQBedBtcaGzXB2mPt0cGEzuJDcJSNGvqSjtsAqGGLTrf/hawNqmIjAgw7XNjCLMG/umheR/d434zsyvob7cGZC8bPPo3eX5kF5Obw3y9R/ecQ95wz7mZmjX/tc/lEOs3G/c1X4W3N9TsvLf8bL4iuZOji+gq8c0kp43cw6bQ5txF4IgYYYCfwRBIP7fN4gG//sc9ZoZ12DVcRolFeiMZivHNqzKpLQ0CWydSYRVbcQOGFDSQeS8SSQjSA+Visz/AzYxEZuXkXxrFA0mq1WBAJ+K28DVOU7sSrnNh5/YCCFcHdFEURPBDBKLIBpOp6WRcN4fhQbRgoBGYJNI8+ApXTY8Btz6SfCQ1F2NtM17+CYGdwkj6quk3ouf6VbcIrmEoTDeChib2a6u1AvMB3oeHEYHJLYkvyLrSD35HYkTyADiSdpoQp2WzKOmRvc5gVRibO3eftgO4xzevpMGEkiFgQduDd0b3C3qgVvDmVEnk5QL2DglWMVOHQo5rNE6wiq8tbRSMTHza2eLHKj0z8aT8cA/3P97kCVQMwgn+43IapkrNQohOfW8Fgx/RYFcWFWdB5HbhOvqS0DuEjS7uT8sn162cl6tLgspg6vc+88OSzZM4mdSoBSK8sXv3xTtMlJx+5+sx0Gq+4jPlmqlMmaR1PDAB9PwSM50Rx/DWttE5Y573f/rbn7dA74Xeib8f+5LFZgpZ4gAS5QDgQzQpZb1ZsCtvjFGgEaONrAEH+NEBIeysFhhdSpEiPwrTx7MT3kQfYB6z3cTudj5HHuNfNr9tei72N33Y6icliZW2sPYADJMAFnP6YbW1obfQz5mu4jaGNsZ38oeCh2NuRD62OpS5XB2L8HRabxxGSrlimMwSAfC2EIgIwSb/GYCZcTFTBSeA9kod4AKVQGzVE0YrGf+oAT/+Y8dXYZHSWopYzKGrpwXEhHcuIGVvanAmFg2HC8k5PGuYpksY+K4wCLIzcnCuNnVECLfba/WkUNkGjqj3wbwAVA/1jsGkU+x+wsp6KeWTiuObwVEjQU+HgQ0Ym3t3nrnAjE3+Gzky3nBUbbD3jrJzKJi0/5UoAc+EUcgsWkkxkM24BmWWaNzFAjqdDIBkmABjl3p3fqd9Tv/s7/4F34SnPnb9405IHLp61bM2Fu8yruPoV9R/W66/UT/7jFezEBXzPwm89VP9l/dHHrmrXcOh3sM9xBeWPMuCbR0H+w+DzvXUYJUD+uUqCyv9KR2VxBu8MngicSPxTNjVbowhzCZB9GSdirKw4qYVUIgUPKkSjrNcDUMwqJHHy16v9W/wPA6i4vQgIPmIEc/NOxAkcGeBWc4S7Pp15ARNdH1saKbnhBgylSEN33qo9BsSA2WhgByBZXFLEcDAQChBWEZNFLIWhkX3glyUCceqQUYo0QCPdmFS6p3laCT02xzJuvxGOU0guMmvlKddqMU7Vv7rj/D8l3Zu2br2JrK3fSh2pT1yq0Ye2viAHyf3jh8hd9+/8vIHZM4DZfwZzqKA8/oxWXRIeDt/vY6xKUFkQnhOdI58fvUC2eJAZsYJZYE2txYsj10SukW9V3ox8TxktWh/w/zj8z+DHoY/D5qKVGyE/OaDPsj6gEw0DrUInOxoxRCCvyKKiyJuVOxSioOZoMrJFPiYflxlBHpBHZWZUxnKgOSormXQhMoJ/pwUUMP2pfMELZEr8MJmUZZa1WAGmYLNm41Cz0Eyafx0YYYjm51Jp0BwNqnHcANXVhd7DuuUUTtR6aKxDz5+Nj9UEqpiNLeprj1Oa9YyN9zSc7KHhWoUGRSo1qqh1OxrUEQ6QMpFtEcO+dCjTlG4Rm4s4G4ZG9eeLOBfMFFE48olvbdDTCGs3AWM6uIpq5SrRoNfXpydjl+sh2P+F2I2wtaURNsGM23CqgeoJoPb4/AbVN544tuOyWZ/Fs7VIrrO+pL5geeWO2xff9WVyaX3rp+k/89nr7lvTJ9U7lvslJk0uJQ+Mf6N08/pdX6T46tKJo6Yk6NoKzmuVYOs5uWuSDOvCNt6isq1BPqDmeVXIuYtyQk21dDZ3qhfnbsvd1vxkeaT5ubK3csolnqf50Aq+U+oknU+2xWLxFYmYlJCwNALcNTu+AoWFMAk/6cupvDXDO3g+6ojypo38xtwu/lHHQccrPKvmeIdJMXe0MUqHz7YYr8Ib8Ga8HZvxOYaTN4IFzeUJd2sOZ7mbt0pWYoVdB6S2QmjqCK4809C6x8ZAs6onQCSPGblSdwBcAErbSgUJf6bh8YarTcf68BmWzDh7mZZgHAxP0rmMeqnjEn6T41r+ltzN6r38047nHd91fJd3gnO9nKKlIVzDXsO/NhLiAT1CYtKTWNTpVtylRuwcTGKBnBZN72JecuRiv9+69hpfTCs+9cFZZ9b//qY2vLRVCk/1pNMtH981eHNp3dbDj5zzwcHpfcVtkXDcCU54z1NvXT4nrxQLybOvXrfulqc+CqfEphxB7/x+0xmtK86Ydu6W/1j1yDGBm5boNeIk80G+OZDvBHr6MJIBjgbDZZnC0W7BU07IGgjdEdnUCgOCf2WxnAQqBhMxQZZtiRgvK9KvwuGT8ZhkCTehBBF4KxrElMzNmgyYSLIRW19ICOJEcCC4I8gEE4KEE9KAtFnaIZmk53AzCpJv7E9SQyicoA67AB8QwuMNp2G8Z9LXmnS2wIWgEBQbjpN6ehLMAJ+6L6G4zVwqsWhmZtVFgRlT8+NTDS9izW195wQy5oX1uzZvSHo+fv8TR8Lkn3rGfXiDMSetE0fNX4U5KWBG+3KQD8kkaM/Kzcp1yhdcdyp7lO8rE4qN5o8RI2BA4swgHiSb/ZsDh13faXqn6d0ml1nxuQQ5kcwobckVsuWl5EcKecx1yEVKVgt1u2RJd4mbE4UYklNuij2VYCCA4ZrcpSkbYMfEZgmvkiYkIl3f2qq1DrQOtu5uNbdaaVkCsfTlcgPNuPn6YgNTNnKEuo0ZMjDlmKG81EmlJCebbLw9k0m70o60tYiyTU5FAAuTtGW5IuJlaOgk96jGOVQxDQ1j+Hipf+bChndmKCDKvbrbZnhtNGAEmE7XTJZW8oKyuDvU9bnVV+zqz8TyZ+KfRCsL3c7q8R/tXX3TZWFtqXlhOjn1qvF1hzYuuuAb75DcuYv4QDpdKCTOGh//y4/3FbXvPEnuv7oiY0oLz8RvLdSHbSOstn+77R85Mi94SejJ4EjwO6H3Qu/lLJUgtrQEUBp1osXtq9oHSusBmbYLJRqbGCxtKe0o7S7tLdlewm+1/x79DU20m6+0XRm6qulm202h3ehx3170MrIFQzmYkGKpguYlZrcNo2FsQ0JEqG5B2BYKWWw2eygUDIetDhQBqv/BhGMIIIybuAOemDvRBF4CAk7g+JgghUEa2ppbY22aKWdCjpGJrfuDDjugjuu0S3JA/bCRjLLmc01iLtfEIYfgIA5HPhgQg8GAzW6z2puCIRiHWIulKdcMBzUHOIfdJDSFQzarhQ2yS4D0ueYcbAcDHOBOR1tCogUnDrvVYisFAmE0zY6/CSKdIz1IAxGrwliYOHIIXGGBRprJxfuT2y8PjuCWmylCUcOh/vFwcDwcGg+eqhLSHUfDdfRUhiugHGFIvUdq6szbjLC/MXDR+P8nI3AAdCNZCX8qGfC/pASMjY9q26iTSd2aHlxTDSX7bHPC5iwnmjA4JMtpsq1WGxpCw0M00YSp2VNo8QV1JKhbCdoVe0GBUq5kjfKjCNatYbbD8kGmLLKV+jnZ+t76nen69JmdGlk4p9iG7T+ZUmifViV3zYr7gvm//0oRpiwG5mRSaW77x19mLj15n+msx2ez6TTJxjLXjV9ByI6Ni8FiYrsl6QtsHP8cmbViejRX1N0RmgMGXdoOvCrigObAgideRRnwlPxUnbZ64mXApWbkiGG3w7zH/CT7uHDcZlrNbmS3mW9m7zXfyz5uflI4ZN7LviA87+YatoanWXirl/X7HIJNKGPqfjlg4GhCBDfZrbrlovoQqBPRSharx+vwcthKHAhj4o5Wcd7uEO1wFeLgNvgBLQTCmnXAuto6aN1iNVvPQSPkl1pYtO61YqsdcU2iiAiBC4urvDfZQz7/c/gscKDLz1yug9n+48cM1UJzD7UiFurHazrLDCGqbbaZgUHUbeC1GhEzLLwhvLHcSPlQ99WGk+1depo9SYsVXMSieE2/O/l7TJ6dd83TyWzXxxkm/sbV6dnXnQEqwbzwYxRIffuRut9MLM7+LWvwF3RMunLib8yvmZdRG+ohKzUfKwgVU0KotGs9M8t3dNxj2dXB9NE5P39Bx6EK/pzlsfzTPc/mX8u/k3w7/07HH/O2Dsssy3zv/MC8jmWBtdZ70a6OR/EhfMjKlSx4S98DpgfzD7WZUN9A3wX+1X3Dgft8e/CjU1/ER/vsVv9A31XdzFwr8Xl8xIjbBCp/6cbtJSsIp9rSpLak1ZZcT+lrpedLjKnUW+ovXV/6Qunh0tdL3yz9Z+lXpbGSg9YLdoOT+aa202YjS0Rr0nqR9WqriVi7rQutm6y3WR+2Pmb9jvVnVpvDGgFKMaLHygSdGUmFa+fWFrvnkvadqFYskqCWU8t8UAquCm4IPhzcE3wxaPlN8M/Bk2Btg5pLKAcJGAwH3yK1FFuqLaaWmbkZfFpKk/T7CPQe/fmirWrbbHvRZkpAR5BNAKs9gp/XBK1vSx/R+lb3kb4nfNgXoU/bNNBUnYjgiIq6hC7S1W7WlHR5A7jhpNWsmQfMq80mc6h3yhJQLm03G1F4tX9s6PiQ+u0aGPfjtdqwSnH2CQq6qp6KWoQDgHWO05Dr+PFjggHDhlU9HttIvFeEN6xCj6unh+aahw3JOMAFY0GCasuNFNeUqVHFLjAmHtzeZNqRqWRccXcccQlbHMvKVKYrjoSoM47tMjRTTN3xRhbbsHaNFBcG/aLrmCEV0bKndCMjnO4wimt0FDeZJ27UHzXsYldAT3pn3axxVKmdzPvarQOXjuCOgNY0rTkczczrri4ZfvOKm3cFXHbRGY7E29fPHFhhv7Y7mwzl22/fecni9V+787xLu3IxT9AnqU1tsxaW5t40e2h68876vVpSSAfnz1hwL67MOaOzq6BEDP9MnThmioDOCaAsPkPjPbOtKCAECA6G3CkpMII/0CJKZitjiWccDtcwzwuOAEIC+FCaJezJ0YqZBR05nY27e8sDudEcac1puYHcYG53bm/uSM6Sc7kQH5JCJNTs9mgCbhU0YUA4IoyCvxdqWjSke05DugMDJmZ/KEkDRgAjE3q/LyDRepzlFNRVigIQX9UPzRmH5hqH5k479ETDRxaO6aqNcQk9YBYMKofTJqc5ncpEwtEwYW2ZRDptkrM4xoXiyOmS7DBW2EwWh53xOEpa49lPUVnPfc1YpinXmwdtg4nNqfusj5sfsz5rst5ovdlGNps22zdLm9P3mXemWD3ksRy7O436IIO4gCvLRvDKLQYaaEivaMR7Nn5+9VOrN71508KNlV2yxa6W8FbWvrC7NK+tMzsdIM/4+Kah0Vsf+NdNrZ0XmR49wxuNkPT4V+urNyvd86Y+ffTtgamGDVk0cYxZBbpNQX/VLv+IxSkbXm57LP4qeVV5B7+Pf0csdituIc3iOdJa28XSRttG+3B8p/dp79PiCHlOPBR/Tnk1/lbajbDPixhXdBQdBS4ZxUcxMWER/N6k1xcMBT90Y/d/BTMOS3KuycG7sEvFlBTtoSrWw/s2d5nHeDfeC2eE96T/AvqCj0pREm23NI6j/aEmtTxqwXQIrrarbAmlptxpVJ3UaIGhHroC+Vb7jw3rhmpsSOjR6wRqQ5Uh3WY1irJA5oaH0roMgRfUKCNhG8V+huTpebBORpOmv7rh+aNrr3vnrq/NmtLdb2MDAalVLp89r2tB27K/Bj97LQ6/9uJde+5eUZm56MJqKFTqf3jrX7vVgiEvi0FeZoG8xFEeb9KU+51POA87n/WbPJ4uK4oLcRKQ8jZr8BEp/qpiYG2QoQP4EVaCwbnPWtWtHGd1gLu6SgsFrk1mRAtcChmYDrwZIUiCzfoUumCOeLwYk73gEIWLhqTRbj8IGu01EWZsoDhaJIPF3UVSlDI4o1GZ0Xz01ElJGxVMQqgw5YbgKWVKZxXkSD1hbI0ZvhK4p9QsC3qFYM0Qm1OC0yQ3O72ptJImrCdjZC5dadmbyaJmJzRpdzKLs7yabYSZQFKadUkpDjoHvYPyYPPe4pEiO+ja7NkY2KwM5q7L3xK4PX+/c6d/V8tj/q+1PNfi2sLf5iaUjrXluoQXDQkvNiS82JBwrBeT1gwBCvjMHbrzcEqd6vKldHiNgs4G0buYH7LW/JT61XM2zN6/7ux1B9fNWNdt41qnb5u/Ph1MF8v5QNOyRYAW3rxcTCZMyf4vLu3bfeM3d/5lU3kaDq/3x6LN47fcKUoPffmZpzLe2yf5gKmBnPlQAndoy1jPArEmbhDX+S4KXita0vbHyWvkDfcPyA+Yd5zv+P7G/MNp3+wDren1lZcya5kN8jXMZvkm5hbX+853fbZm64QfW202lTJCwspYa+aEH+HZ/hHcdCCS8VrMIzi+n3PYdCzoAPr6tZBc9l+CqBRRcoPo63WUrjLSk2/uDhQuylV5lfwX2SQnckbQql1oSJ/exz1Gn2kt63zDAUONgh8SSjakUM8YGKUktROqStlFVY0CqOPj1D08XjsGEG3ICEC647G0EYCMeqQ4Cov+OI67I5RM0DQCkDQYrFIyD+GkIZGG5aMk9AAFLeWGwMYwUxufsK2YdX7PminywpFrR9cvHX/qzh98oKR9SjnZjT967rKzZpzj33XD7htefB/73nvky5+RPKXluxSj3hwhZrp5PUipqq3Uipj1SinCs8gisYLF1KwCus25BSfHeUDxqwLPpSTLqzJOSSzIbUSKVCPMHoAp7ZkbfTjvuqkFDgHLbC/SqlK+KBV/U2SKAIVxUAfnoUg5GM/JGvTyjlzx57/J4/xPEco1pr2ZG+Ux/9NR0JM/dTo9Oa5ReUp7rZhrLye4UY4A2OBauS3cDm43x9KQ8Gp9OMp9yFm4UKLYWiSF4neTz+ELMUtDw0OL9BQpKEewdUPHhgAV6aM/CifU498G+lFcDZNd1V0xcOpBf1JlSnNxtJZKL/AxWirmelkViJW/i6ZZSIdb6Sh1ZMufqFKqVw1zxfoCvpIP/0ZMLB3/WbVDvPVW/KMD110zv7fcy5o4IRDLktuZWePXnBcEZyiFI60LyW1rZhV3HFk5JT+9M2mLunmfnW/t2HPNGiAT6q/PZn4BstSKetFC/CPtnLTg4Kst6W22W/P35A6aDtv25Q4VPkx9NNNuL9k62ArbnVhktoLo5mw5aYo0V/q89ebmXbbH84/PcGhzU9OTzlxQQMxUS0rsyzmLXF/Z4yFLdEwfBqbv0zyVPi2TLfdpcQkaX7Dc2of79HrZYLlvhDFpPtEog4x17eS4WJEwWrGtzIwwUY0DTm7bWbTMysT4ubrIeaq01+xwz4m5eO7c4NSRiVFdCTun4qntwWELwcOSBReppWNYLdcyXYOToOGrxemYny5NJ9PnJgW6U9B3CthI0Y4wZk3MlFvhUqSM+bJUJmUtmVFb6O9JsLdFa8qVWyiE5ls2tGxvYQZaRltIyzX9AKB1XAXye6yHUl0Yq+n5Wb0drw2dBE4Z03eDu60LdM+42qMXhFFQ3cDIoiYly+ryMbVmgFxj92HUB8+dhvmjSjkmlUElU5TdCG1XGh93pZHxRSpO+hQ9dKmLOo1m+ktd7QEj36DIBYBBnV0UKXfpw1K7xTimXWc4xrDfxlYBky/h7v1t3uCGF+ezw/nerr6v/3Dx0LolNzzxudEVs8678dIrb/nM0b21+VMHFnf2DOQTV69NVjZ+5Y6H+cjlzENXtDV1dl94z1nm7lyqQArazUvuSLa1ndNamBfShmfd2Nq2+5Lb3ui7euTeDVc8vH9a68d/dUsdpbPmzwi5435dr8xGyDQF7H8L/s1hxE58uM9RKehSvKCjbJ5NyEBhtEAsZjPrZzOsiXciGbVITkEWWljPHteLLhLByJuSXCPkF5pbzqYkWZFtKcmpKNGUlBwhP9cuUJpSUoui4AicioJrTRY5mXS5nHarZMO2ZtGrJadVvdqsOWWv1tvh1WbApzIVNlrboMk2QaPmoZFT0AB/ezXBXX7Li3kvTnjf8hLBi73UPfMcKWCpsLdAioVBOhV9HfRB9sOl9B6upvdwQb2HK+l9S0HvNReIRwEZoK65Kavvghv7MIuL2SPZ0SxDd+3vmlrWe5AevYeb0g+1xZLlbCi/yIAllLWAR/U8l9Dwp0C1gbNH9dupP6Ok2igsBbACQFDfzVAVho0cSJLKsKOq15jYRK7qolVF+pbX74QtULouuibApUWEqouyb1KsfpJkrFEwOUwrcYBn3Y3iflpCBSpxsjSBRi3djcJTY18GAP3L/VtmLbs+19Rbz7SHPB410rSwhfd21zPdIXe2D/D778+YceG23fV71ndYUilLMnwR/vJV3cmuWXXHhSHZmkqxCf965tClZauRm26GRjFfhhwoin6h+eNb3IEq70YeFJXcgkeIsoGU5KHQUnamJDcdKMGUFH0efwDQn4XndZc7y3tYzGoIc1HW47bb6CxEYa/hoWtMjuOMqqbmYECDy+vrH6Z26MshEoqxlMcb0HutmG8t7w3g7QGsu4eB67T4QJxI8dXx3fG9cVMxXo1vh8GR+NE4G1t0BJQPkO5ETVdABuHAQ2/YoupYzVgc+D+KqD8103RWM9NWnKtpK1a8WZhRt/TFxcJ082X6Dk07t949Hrmgy5RKETlwAZFhmEZk4vX6bDwOdt+B2tCvqEv5oRb3B8uohNe2rm27qvWqttvFG1tvbNvburftSOloyVHSkY/LXUZtQhtpSUlt1Ol1KcH35Z0evo1j6STCMc/CzNHJ9I0wjCbSXGMi0hrRIgOR1ZHByJaILTLCWPZnVFWf58D/Ns/vt6j0O7dLKAN7vageVcH/FlSivkB+itrJH3SzLuizdmrGhGP1IVp4r9boxI01Zq02hP595iy6izm5Km4yiNCohHZ36dN5obZ8RbW6Yvmb7tC9m667ujeXacFEEEKBJGvHDFZnmdcvr9LZrS6v95yccuu084YvnNMyLZ/nBJ9Vcbub0mLvhsAYmV6uFi1pXR/OBH14i57r+LM2gyR8lcPkm653yHvkX05zzBZ2ZKKyLCtd0SXOC51XOq9xb3F+IXKX8z7+PuHJ8D7nAf4d4V1BJDwj2MJhT5PH3AhbJnG8OSfmWos4HuNNaWteKiAHKEBWDMhpKeVP2akiGH/11Ver469WxyYL7SrF8Z6IdiVKoYKQEgqtipnnhVgsGo+7MCbQSnaXQ7L7owHJn0tJKdC9BK7qE0TJJ6UkRVGaU1JBURjztwngtiNw1uy4S4QTBZ4/LxYV4Vq8Mx6LCryLYGurhArIbmNdwzzg832xc+OA17VgKqX4ffbftP6llWxuxa0AE30z7fjnthE8uD9nx/YRvGefa1h4DrsQj+OaPzpglKBeE49LPJKo9Dc360EVAdRkMXckN5o7mjPlQsXWFzCDkmgRPtaoDVCNxA1dsXls/Njx47XxPwrHjYBqTY/Ch/qF48eD48eo4OkOs3WbEYI/rX4LuWnB9+m1W6eN9fotPcAOOna5nj6jUTR3VyM8TsPnPPY2iu91hmMsvn8X5G//bEayRcNf6Vlx09pf3gyuSz2WiDUf7mnqq8caGvLk1p9MmxqJpKzpNFPacmH9W68EZZDuoCvQh/nuJ3S9ebqSxLQmn6SA9wQEis1DNeRqD97rwbwZsUiQzAIrCKwDIL2uJwHbm3U9CVBfoDLuV+BM1mxHkyDdQbWgw9CCtNufL5cdDW1Ie00BdbjXgbc7sJF1uU7y7Pbs9TBFT9Wz3XPEc9Rj9tDj28pl2h/KF8puXRlSc/YpbThZ0mhYnCGah/y3Gdv/icpb+PHGU4qO+c4aquh02VuIEHs14ObZZJEmzSHY45E0e7zLyntRD5otecFQzmZxZ1coJYkj5O0Dcj4lNcFAE+VpKalHkfmU5FUULYvllJQdIe88q2jduCsldcNYa1amp6TZimKR851JCzbFe9rXmuJr7XaTBc1me7qbsqLXPlcDFKrD3yVxuYzm7p67d+6Ruaa5wPMunpd4wjeHQwBTQhSTPBx6MfRWiNFC20Mk9F5Sbi7k4au8/lX+xfxbeUbLb8+T/HuI75K6SFfz9Gk6ZI/J5dXTjk4ju6ftnXZkGlOEZnQaMy00Z+4IOWt/koIIddEn5aI67O0Zn+xrPYY8UJyrp6To1PfTAt1JrUHJoBql1A0soTu0qWJbJOZwmtnWTDTTZi7EMWuJOcJxzDmLLACDCBc33NrJpKe+ymHe2ddqHilhtSWs8axZsiWzKJG0WrCeTEVGADG1eu7RuYTlUlyZ0+b+1GFebF5sXWRb7Dgy1zyFLGYXc/9iTdQfGxo2giFz6YrFmD7R+wVflaXvJQBgo/cAd8CP/PBU73Ya+6HXt3mHsc03vhca50FPt59xVE5bs4+N6IrPiKb8/wEQ9RMbsW3L/2DhN/pvWrRiU3LgnoHzr8xnQdIrEY+oxtRleXdgWj2azfNiMdKULHbAd3FdCzCPX3f2jLOXrhhYftt99RsuKwMuMmcj5+O7r5+ZrFbr9ovCaSoHStuZ+O7NWsonLajbL6iyumK4jAi6YjAwehfIhUpMFKO/e9BRsbE4r0epF3QM5LEZ8HmaZX5Gfsr8JMz42A5A7sxP8W8ixMO7QL+qkktICuoe/kXeiiNRMSXxBl7PAEZXZDvgdx2vJyhe9ymA4lVFSSYSPO+yh9aaGZMlMoJX7R+lpQwTB7WlwQ58LUIqa9cRvM8nUggvAu/zIk6Ib4lEpHBeBCgvUigvah2d0AACF6lsiBTUixTPixTPixTPCyIWKYjnpfzePCnmB0FsAMHnGwhe7+Ei+QaSzzeQe76B6PMNRK/PCQ9IPh9tGJ5sNnMKymdwMXMkM5phMg0on2lA+YwB4VPlTKjlEwivI3jhNAiv0nzNJ7yli2NjKTKcMAQQvue0KoNP4fiEgeMTkziepzg+MYnjeT0KQ3E8T3E8/+84HvzOYRphqg3TPMwkN/v/JyP/T559ee7Whed+RhSAJbMdAcGjhpfOz3bUsw32vHbRnIsWVB6pf/EyHcanQxfg3Vf2JK+rOy6ZYvkUGzbW8T8LfOhESXy2Fnw9jLMc9pxjdWWcGFkCGYvN6ohppslor0nLqGXehE1hxYj26t0co6vq3f5Kb5n2WqpJLR9RRhWCFE1ZrdChWVMeVohilH1qow7saMT69B4uTftDnKvsCMlwjS0Hsh1ThqjmNIhnxIUb/hZd4a+/rKBHJ5KuDmfipJAmaSmeiBNW9Pq8hGUzkWg4GooytDo0C08Zi2O/zRNHQUssS6tDszjOuOLYaw/EUdQcyJ62Ml9tpukUUIZtTbiC5+F5wrWceZDdzG0WBkNb2O3cdmFL6DvkNcm+2TLoHOQ3B7dbtji38NuDVlrSNrScFoI2itj0oL8nIOuJ+8YS/k69zATXN/3w8os2vf2jY++9VZoXcDnmFvLxrFPMpMPMy5979/bXb3kEN738Blbn9P/+u+trc+aH5N5VOPnU5pjPiPdn6/NNcCi48UV8lRbyFK00iIjcNIwouFlvUQH/KkWD+x9ojkb8sOGRaRElvzVgcXvA+2LTGcnBWlxCDue0SNjTZlC4rRHPb9OjiCCHA22jbaS1TWsbaBtsM7V5GtDE6dE43Mpp3AB3hBvlzFyo9VOZM84IlnONYDn3b5mzRsBfP7TNOLStcWjb6ZmzRnnpmOGlUZH8VBYgkWkJxkNpNRPLZNMtwVwWZ+LQNIfzWdwUTZ+K/quNPFl3SqvOKSu02RzcHN+c2dxiukrcHBqMfVYZzG5WbxY/r9wn7gw+EH9A3pV6THxSfip1SHwh5Znpw3omgNYvpidrF0/JaNKnrxOeTKtlM1n/5JpPkGi8J9A6e/y/dOSEb20rzVt68ZPLzv36pf0z2ruWrulUypWMdtG0VfWvzi0H02mSDKxmfkF9x+vmJoo3/mHrnf91nRz+6qbK2X/+7+Xddxs4awFCzBXAAzmc1eyOjKPiEDnBECtQyg5awx6R6JuAdOQH/ZZ9Uoe+GYsbu3lB77Ws6C8LKr7PsUMljpDTXeZjKI5yUkyICzkW+/yBAJIfkeI6YA28JsV0wKqkpBzlp5hib+e1eA9ovWhXlb+YGhqUY+MxO19D9ufwKmTCq57dYaHv/GGAI5/THCjHByTw15sV2eA4WbcIZb1Gb38kYdTqiR5/+YiMB2WMZEEm8s+bFy2Z9EQNwAqexdiYcMzw33voGjfKHhadPfTgsYob6FYv32+o3MkUnLE+J4YDRtLGqOJvZELfqH1+2pQZ0wodiyx2Zyyc8yWwhStOqVt6Vas908o8/uO7Vs2qzpg/08T65er5V789pSJEQgwAg8omYh7wR8PmtL5e8xj5MdConTylrXS0+oSqSXDmRCGWM7GiX3wt/VrmZ8L7wj8FS05IN08ROpu3Oe5V7k096fiKMuI4oDjMnNlpzfm4OY4FHKs5NI542iW0i0gYU9uDaXT2Yb02cZbmRbs8RdhRLv5NDUqhXREpHKbKFQ7ZEcbhEbxei4d2+f/m8ZgzqsUTz3gcDUnWPL4yPpeuJTl6wCayS+hAs9tEssRYLqKndxx82diSaYRKmwo6XHJhV5gv42J5cXlVeUN5c3lPmS17rAl6EdqSJUalqgYnGyM5nGuazA414abJHGtTqETVPtX6QyotYoWOaoaD1gSYUqsevIBTrJqYrFp7fAo0/jRswrM1rCs1EyeGaepw8tRkwoiyHdVscI3keXA+fZL9cAm9h6voPVyI9vtOXUtdfkylGkwLYa0pCJMcdUMjRKChq0E0p984kC5QoD8Uj8f5anxk4nf7OdHo4Qja08Uj+oH6cYeRGWCXB441x+FAcxyOMouThwh/poGVydpc/ZUhfFGzu6tFzcZDA89CD6MHGUfRX07n4dZA1Ef3Gz08KsCPdB6ACGz9SLPBIJ0HbJIemfjrflCo0B97luriKGjbTxD2cjQE0kKVGw2Ln1bca5qMjlNpUZjJut7G22o6J5fSki/ycu9N03JTxQTO1BbduXTGYNyR9CcFOf+l2a29PeseyE+/9wsL50TcHn+Q+Xb923eu60pFQrnX71i66L6BZkc7Hti6tbu5dfacS6ececFle9I8r1Adl5n4G7nPNI5C6H7Ntd2xnSN64+BQaAQfAvqYRJHx3UQwm3C0OjQH4xi2XeRyEGYEu7SY2XGIC0ewyYR4s2Qm5mav33etKHo1mH2vEciQy0XvEe+ol/GGwlS7GOlFAIzHe4wIRo/+giTYRNXxYzVau6tnGHuwnuIf0ldF+pTJahlDsdAkFV38P/LrX/MZYdrU+BmHll/ntm/63DPTTeP1py4Yf/GMYuwC/5ELeuX78D+V5a9cS5+1OnHM1MY8jmR892GUgrt7DLyC1GiK2LgI18zN40wV7sHok9GRqOkvlg+sRKaV4Ena8GbklcyC1/QbC56wYBpSUBTDi47TUL5iZs320EU2h92BZBkmgEVsc8OGx1kK8llA/SwAfZYCfZZifJbCe5bCe5aifZZifFaP2bOYZ3GCfYsliBVYwlLAb09R3yEFWD/VwPqpBsZPNTA+7fc1G1/DlVMNqE97LQQQ40gKS6m9KVJMDaZISpR82NfMU0WzHy7saiB9VwPpu4yL6XrIC4D/Qxcuuo64Rl2MK6QsOlVUoFsJPXp/esT+3+L3YEbGTsXvKbLUcT8tcqchTT0pDDBlMhJCZaGAGxa/QfXOLn2TebOpt37TjFvOWnxdc7YPX+/NRVKxpikUn4+naJzo+oF559/4CL6SAvHxGy6cGveGF+Pjjdg6Ru6JY+Z9QP8Wcs4BD3LjFrqk53H6aj4GmRx+R0BAAiOYLEWx6C8GqmLVXw0sFhf7FweWmZd5lsYvN6+1X+hY51nvXx+4ML5W2ihs8lzv/2zgyvi1ic9ktxfuV99h30V/dL3f8g/0kf0jxwnXxy0Z1s46WJdJMLtNca0wUFhdsGFMPB6314vsgkOyA7SSgqYszqpNUtaIHZuski3gTcCdef1SIJNISxltZGLjfjdDwBe6UrtEQi0JtaVltpQQJSnhRTbESgSdJ8VhM25ibAxmzjPeAwIciMhstwfGHsHEEJOtJe71YMS6HQn8X4mPEyShZiU1IcFet2DC9pZsJhiw29gWhiBHgWKaFiNB1DXFSAQlkkYiKBgKlwsaLTyAZyJ7CrgQCISzVyekEZw/pK12D7qJ+3mcRwlkm6xNsW22TdiYVptmG7AxtlC+MEKW7k9+e8mpimJgKVpTXDu9qLhmsNK/1RbToG9tCEZuo7r4VFHxkOt/juhAVT9VVqx+uq74U+XFRtRTD3nSmgXdsMQnjtKML13U2Oj/Aaaj4reKlQB8DPi73IwZhckYi1Z19R7B2dNqjSO481Ts1IKZYxPo4/I/p2RDJfxOaypx21Z7PF/Ev5kSj239TDjThX2FTrX+ryj5xviZ5LFdxYQrnY563Evq9+DLgwtyNF4aCvgXwObA3HA2ZUqn2Y7PjocM7Oquz2bGgNeL+IKDehaCo7brG15fHy3nmo/mO+eGl4dXRJYVLg1fGllXuC0yEvlOxNXkbRKnoCnh2Wi282L2YsvF3P3FJ9AT4bdDTriqs+jkii6Ws0isL+SXfIIZm7FJAhPrlcRmX7YppbqKxdnhkBgOhzinMwj213keXf7qdCGMk8VwyOXkkMWXLaIUHWKzOZx6X90R51Pvx32iyLJmNowcq9uOtn3YxujekVNsKrcBZ/G+In2JJWa0gDmXS2TL2ZlZJvtGUkXmUbA8odY2+E5nJuN9lvTVYGBgdBZSh9HkUtl+gZaT0QigkbUO0LczWQuqziP6W2noADVS2v+Pt9JYBYNHKIvUzPj/SmVy2lsLT73bEv93/YczpxXwX9ua2ndf3t3WhyuFqTPrH13UNmvdWRfPKbf3Ymy18sFIU2eGHPzSXKA8kYOZwfrdOLKzO91C0mlz7zPjC+one85eNWPqQm1GxuGINd9n0B5cWOYyoL2HNAN8Q4yfeY/5mDE59feSKukykwjH6JrVd/fHE7T/UFsQipSnkvlkHbOZuZq7nXyeuc/5Ma1dWsDM5mY6z2WWcs8z32UsRIDTr+b+m5CitWhLuBOepdzb3J+4v3NWBzFxESJypkYmp4kjotdOwuR6cjs5SMzEic2cj7uau5l7DhxZxs7MtrPO2dhurKEyXpZQ0+U6chh5gPIVt71qtbk9bngEzum50HmVc6vzi86vOg84X3Mec55w2pznTb5QlXEiGyc6iAszsx22ESajOR125BE8oGmxnfXQPU3O2YgcQtgu0uA1ErFItZcIvOWwHrLZ7Odi5mpHzqPqhVSCWEEaKOAqmkBkA62yIul9zqv1Ej27XqKHccgrjuAFp3gOYPW4bhSPH6dwRhgzKnEALAP3AcIZ+4C+IqIm9HygV8Fjo9TdeDvYsK5knKBcqMhQJQMICvrnqLLRtwWf0fP6/qP7XN5JXL7t+lfotWjJPNJjYNR9w8NDRrJVvzADJwLG5fRF2O5olQShgct88Axd3A+AVF2ewx2YrtexKO6kT19JVmJmnPwhIfedf3Y5qjDeOtGOPKVG/czZSv8FWIicPHAF9ZMnJox4l3mTJ4OKCLkt6EH0FHyhaCJJU/CUSOPtaQwmeK5KsHKYPIhy9BfhJjuM81eCrvo18zKcn9TP/y/8PnzhOETQsmXptIYnj9NrXPXfURq/cz980URfsppNZMl2WoJQzZIsAPM/H5irYpz+5MdqQx36NRbDb9X030o3fivY+K2uDMc1fgvI3YyQ2WFeiFT0E03a0Yyfat6dJ4P5O5pJPC4l5WTCFZckpyOZSHB2fVEqkeXYt8hPUAz5yY+RjHjyEy0V88lKMu5ymHyq5HQ2ceAvcQnO2SQlfPRVSepulVFH8GHNA45agagq8fsIsao/RF/CI2SP5pF5e8x4dWefPdSC6FuebqZrEI31psBn9B0AwFTCGK3JM0pkKTsZKkx/n5NK35+1DXa8wnyislANn3qrSC+2dHSd9koNfW1Wl08Pkfr1N5CYHaWPz8z3KCGn/YUXAr3deTI6bVavjXn33XDKdekV9363gn9RT6dFPhEcHt953gOE3dCVbmlpS/EX1/95cOWzdfGyqU52/690fwMhEod5DaKfax1SGBfD1fD28N7wkfDRMMvbkB0FJZtgF4KslxeJR+BFxo2R2UNMyOxmAHLb9RiJOSXZ9BiJmJKCRuLew7vddg8TFhH5O0ODIBnP393wO3abnSeY7GgEukWRp9jPvaPhsfA6ppHpWv4jmtsbKG/nMX0pAuGvC+k5vBO0dGqsdkKf8nHodVtSBP/QTRcrNV7xoqo8/DXSenhy/mhmlIav9BmmYeY9GzYUptVdfRHxyisLVfPC8X+sOHvF+DuX0DRfIngZnl87u0bCF3WRAvCqns/Q+b3Q4PdR4E3wSnCRypVUxEXfyMSgzur5T1hd7YBz9XW3lgicG22c+1P8ZZTVgriXnturCR5ofP5yb1uCnt99mDxgnA9/DXnTYyv677fDNVj0YAqhpObFqzo3dJJOzeYpd6omenL51I+rQ41zdRukn9vV+P0b4YvqflCb4uTRhqU4iHyiyaSpEU3c4Jvwkb/QZrtvt48gcFFM4FY/MxfcBZDg5Z+69rJT1/4T2gVftGkJ7Nf1jR+P+if8pOjf7Ccb/A/7iZ+5gt5m6DTdAw4KXI1gmB1z1Iz0d4xPP0Dwy6xlhLFqXmQ2vcwgu8X0MkYhK2t+mTAv4GnIhtN4qV6tAX6q8TIg6tqM9wgnoWlrTTbeO46jJnQywRw5qZnRxyhhOmK8d/AP+KR5PRKAJp/7JtkLuiJM7kFxcvf+mA0sDBPSwu55AceO+O44iYNd4sR5YaSFpDJ6CeuWxwNjzBkvbWzhOYkDWIe9mu1FFrOh2Km3FdKlybSab0ydNELAtP3jf6wCd86eOXvmvJlYyRTxqaoRHrPM6S8yvKzFki0XV86fu6q9IyrPWLVqxoxV5+HDw4/8/JUl/eetmrdw9OdX1X+waqb+zWo9Xr6X/IB5Dp6NQyG0SosQK9hOYo3EymBvTU5XwI2whXX5XcQ1gjdpIVG0YPe2DYGHAyQQjti3JUzYFAp/8gCLQOz6x/U3aw1NLuahH91jxICxTxW8fHqj1rZOPKd39qIg3tJ+UXB535wFYfIDfMOCSt8553bkz6vfgLcsa5267Lw2ZZ2h54fJRcydcN8L0Hua0x60Te8Odk83JWitHNl0KBSSEnPwnG+STWga40Y9qIlxH0RloUzKI3j2gR59EQPeoP2f1r4EzI3iTLSqu3VfrftWS2qpdY6kUUtzamZ6Tl9z+T5l7LExPgBfgDGOMbaBwRxrA4FASBaHgJPw2F0wBoxDkg1MCCweA9kA2Txjsl84AssEdp9DLqv9qrqlmbExu/u+t5ZH3V1d3aqq//6r6v9tRsAcyRwBL+4pwfdKsKT6DV7ugQ1vg7mg7TR+hronoFOqEziElqKjYuyRZuBaij0VIBiPgCPMi6UXo9hthyz5Q0haHoddgqZRQFcPN8LGn8AuZEdliCToB7+EPEJAN/2FZ2JbCv9H/1weGsM6JQVpRX+gY1t5wv2HD+iSa2IbXh9Mn8VbKNBgYicUrO4YlzxPqnY4tW1CckIFiNpmJWy7oBrVFUbtRGMsfIE2CydIc2dnLNXRblY05bIdLenS7FYb7/JF56Ry13msLYlUr0FtZUIOtaErnWit25lJb/K5Wx3NM1vrOq4xu8jftJRuZDN9nYXENW0lZzjf3RJPdZGQqo+Wwu5YqnXG8taGQrGlYXlPUyze0R1O44FEb7reYK7GIYabiZ1EO45yLeiJ/w1w8G03hUOJD9Lv0x+C7ACO2RkqhoidleeJGXDz6/JzvUiXeBrJoTAcFjJGJdRo3do4Ai9l09q9dh/ZpJylfE5B6hQQoaeP8tPo209BD0WScuzYsA2xYoup5jo/TmqOWQBq3XH42bOWIPkTErvIwk9DQHmOw28KWpOVsRLW03oDcZx45Wn4phr8kFAiPcEP/yBIOysPq0m1J0K/eTAsbxcIu9laKNZtA+/TX2ydQB2StlGWJxDHkWIq2kjsOSXxZCiJ50ZJHAFZUgpF2WylkHBDNajjcqhjqroAXTqiqvh4VPZ7omcmpFklIRDGLw3jl4bxS8P4pWHsHg0LFt2k1qmYUjMkO0p2b25D0i9EhlSUhEMUW4v1W7V9kGUUCYVVsInYdXnlEx4uPfHg34jiN48sbe9MxYZXt6WZ2Lzt4mHxrLdB0S+Ko4aH97+0+7O97emmVFewJ0nrr1/w5GlYhd/rCH5acL+gAxq3glCqVRot0g7+VjDJAZe0EJAaFVSrcFxpvSVI/IQgAEETBIEAgxR+NQX0yuPEa4JW49EfQpT8he4Pz8O7MXf/sIydkji0NBb58lATeFQIPCoEHhVicqjfrxqSst5VC1uvgCEpooA1BOEmuFX86LH5LRw3QsbFZh91WSowHz72F6y+IsydifpyXLEGOEEE4fOQECf1lNWst1l79eu5nZwqChudi/I7qP3Eze5vGh6KPG54PHJc/aytttfXqSHtpmR92KuPuoC+wOMDxWQYOU58Bh2eUhqqZlYVWF6hiKwSUNCT8/XD0TX67fr9QBFFJnveFYkAvckVrQ8Du1cvmGhiYdSlB5TSkoeRCA5AbjfkbagijJDhvKHeZIjAPKWc9mNHlQbvcTm2t/c4CQS/PVd/WiCHycMkSXoKsj572pRLChpDIYlrGA9qoAbjvMbNY5zHIeknUjjONML6sxV5oXrN64P/pCBXxt0y9qWmLCk8MTVqRLquFFm0urdBiiMqc63aMnNpAXptEx5eY07Ku7+rznfixMHNf/zlq6f3fP07yz969cU3t74UjTQlZ3ev3FDHGGzB3NLsrLWEuOGZax/97csHr3q0Z9e3rrjt9eduWnWvOv+12ft6i6tnzvq2+IrPyd46a+Wepk3lF+U55Q7JTsLx/ePgHwWvlvSQSZJ8QPN9zXHNK3qqR61wsgq1k4nBH0qxm9Xwm0/HYgAPraA3KYDB+SZw027CjeM1W6yeJHta9ybE4wbdicmwzXLGgWpgdDlg0IVRm/MeTmMJRQ2cOYr3Q/o9pDLKBY3sCAjQ7hHIadBZWM+MQI8FfUW0sWmRm5OpWuwZZxHJg5pkwJN+FruNoKox2+Std1Jwpo4jH4162xfnvjm++dTmHb+8cVzcCBPapCvrjud9sa7UrJjPx339138TdJ/56a3v7bpNFB97W7x+grhty8Jnv7044Ui1HhH/DQdulmL1UUekNfghYUBFabRpMqybrVMoFUotR3AkR3FaTsfph8g+7ZBunfY67a1a4w2JQ5lnqGe0L1Mvaz+kPtR+ofhCqzVKoXf9QWSfhbm56fRxIi5sjPk5kxqqcfBJjV8NEEOYSxCvKaXIfZEwq1apOEI/ZCCGIPcTJKE9T2ZgBkCDycggrabdL9sX7YGA311ns6fjEQIZdYiiIjajvxkXREE8GiHs6rrMBZGeMJPBm5hLZ6VtGKUJ6QJKyiWN4wmVSyU53iS6/pD+UKpUDWvyh/JFRylWYlmeNJHi0uN4J5eIdlI192phJPnYsm1Depa1/mBTzNndXDc9lCJ1fcK4/arSI5RY+eeGm66qLP7pLnH1VAQUOZSeuOvAzV6TbN8pDAhGUXBQaBiBO+AudkuMOsQeihyJkFNhJPvDcgDJCBsmvSyyK6J0dEv0pujhqCKKDWI6GIoTFjMB1YQ6WjOHHVOBJt1cLibEDsdIbBIPlqtROc+eRSqjxLNxJBisNmL3RqrKB8j/JICkbOqiAVMY+L/2T4sr+M+tUgQYF+tetfXKQxuy8LQYuUQ8ycPrm42a/kcPS7pFAgDVejQGDYiXbwvg6N66ANQEdgWIXFNvw3DT98AriNn6GuAOsMO3w38rGPWN+h/0f9//if8vfv0WnOGHsTBWxkZH6KjCZDEhUxiJhqimQTk9EGemxc+Fq+PItOAAktmgv4jX+NwmdAO/LwgBiPu8Np/PCxoaAKjzB2x+fwDABr+PZKAHNBSRXcxF/T6LWQ1AY5OX9kBPu/Z13Xs6QudpkmaOfYHCFjnl0PmbBA2yF5sCTDwrTQCY8b3MbzLEP+K9Lxl3Y9NxuODpUNt1U+58aWUmQt7UthRGXwQiKeq0a3JFZqlUjTyNlycrkPhUY389Pkm5ZEVD8ldsw4GHwVYcB2J60M8LUBqy1d3VuMyBtdpJOJNvwC1EPF2KuE06R09zulKSzyt/clU+VxgWl8WcsW4wriPQzRSRhKfIGxFcQ67Lz+2bhugTf01RJ8/1rnXmO6JRyBSyuuXksiv4mLQm+X2KIW5R3ICkeYugB3gROSkzBGwn7EFWLzrpOUZeT7iRhnj+qTVyLCmEr9my7M3B/dRA1krcIj6z6BrFDeJjcDmA4uj5nxGnkMxAUlIIvEJCciqNFIl+l9DU8s1UqBNEhpAiklUuyjkzunus+nZInDrXdjP5kmL9X8qK7+J2tyKe2ofsnxbwpsBrU/FUKk3eHn88/kL8tTi1MfJPkd9FSHUkEWmJzIpQJiWwM0raTuGVT2zYE2HskjeGkNdaC/PwnKiNZQMmT7bwDwmY+KTAhaHBd9wf8EOgxEu2tHV5DpniRNIg6KH+Y5PPv9PTUl0x7M0i/HM/jOynm3TF1tIT8grfVHnwrIw72Kn6BY4qT5+dmJwOouX9jebqil55aTXYuhVuQ4ro9GV+oQs277BFvlBL4qGsaqm1LEMIu+BPiEBCED0dbpP4J6OjS3T0+kxbtqw+c8/Ivd39XR1uNm72dAihlNlAPlKJXNZBRSKqmGMlsjJGlztZQyRCxuxriJ1rvvXjzYWlqfwsZ4jzNxodOoszWM9dK+sDiCapTjT22I/xMdJaVaYArWICVFZdW1m2LhyNMAwrrS9jWXeECbAsDfVOdzTBm1wpnrNBznjcFI/FaNqkZAIBFd6rusHlcicTApJRH+OtBtiXtU3fWFtSlkXj7n64GTajQW5qvsQgl2ujPDE5aSsHt0MD/f6U41omTrw8LNdgdhSjFq6eK1gbAyBvzwagw9mAY5TlHOhLXiotLw+r7jWdDgdOXqbJY4quRvVHN6Kh4rSdpxJITLZ20THbY7zySlj++Q3cqpZfmRJp0ZdKaZRiBZJep9Hqb16RDJBC5cBqD95cpYrbVxM7rnjkyW0m+q+7F+QYIhKhQl7bXFT4nNfrjDvMZr21J3dnzedLsOT3AA0eFGzv/bf3E/hYQCun7ydYpduiI+T9Arqqd1HaRqCzOgrVDQR4m4CA9M4CY1k1tZOANFe3UCFuKe2E+/KWgS9vGDg6uWGA/N6Xd0bhfr1E5eHHiiVAB4LHlDgZ0XF49KjGrT8BH4V/A2ROhATnwMXZrxa1LVrUhv4US6QD+pNt5yViH/wNKAEvYASDwajwAsc9CqNBi0zybHY8n4fZiTPj9Ml8fS5qJJFSTUzu9saOB6Q2wucjPQ0heyhl92SttuKmXKon525ZuilfspRmz437kj6jlXZ3tXlSraGGjSv65Fxi50/AKLyfKCJe6PoRIMlfoJ5sQn9vP6WAWfqsnL0L+97uFyPwNKpLy89QH/7Xz1Af/uWXivTUMxB81TN/mPodIJ6AfVPPqP8bz6jBH0+opz1Df+UzlclnaPDZCVp+hgbrwDJqOTUIVMCE7EUGxEAWcY8OMAMMgcXgMnAF2Ax2gD3gFWHN+iuHFyxYseT6rzWVtlwTT69aG+mfqVf3CBRQo48vGCmlI5F0iVziK+RsNO3yDc6+btu2kXV9XTfe0JC/eqPFMW8RoWxpX4Q+4ZXLAp5lN2xctmzjDeS6sNaYzGS48DqQPTPenB1/YxzbYdlsln5jnB5HBjA6G8en0/+kejArH+lTcv2LKn+pPhoBGxsuFvh8rHq0Vo/O6rF2X3XR9cXHi+9ffB296P213yN/mSsUcl/HX3/k6/n6CD4TG/Po39/x9fU8MQ9/Vzy4gNg/Wbfy97lCPi9Vhq/ge+IK/P1HXPnr+Iy8H33l0JX4Ds/Xv4cu4DfQySL8sl3oC/4ony1WZqKz+3K5AhGsVhJV6OR3+LF/KeQKGXQi0wbe//g54l1BsEOI3KGE/0J+TP6ZJAnSQhIaSveJ5RuUyRMJMEJQqRZUOFQxSR41CFIkcXeoYDhOqgSnLRVg5RjBSeAOunNuUuV2h0NYZVtZnih/+P7vU9DjogcmUsDV4RmYQFb5+whCl63EM0oKaUF21d2DmIjdxucx8y7GzA3Sigj4ubnx31cLQ62peWRzk1JHQJezC94aOiC8EalblupapuU0vQN05zWWCeK6Tpddhdd3TvtXj9iz+Bq4FvLkAoT9XuB/AZnIa5A5DeCaY7RN76JAdvz0OGY/mHQm29MoraJTSYLETGN9EfKLF9x228IlSxbedtuCxe8qzR1LlnSYlfD9J9ZedtnaJ55Yu2rV2idGs7eIPxNfviWDx9cPbgYfod91Au4oDSzH4RpBZyJUhBOa9EYzBNnT7+bH6XfHYPbUqcpJvj7XWM1IY5blVyzKY7nXCj8Su0KDeo1VZ/bxFljPqvS9gZuDPnsXvKJDr7IxOysvdVtwaBgo/ju4GRrRbwZA6TknYQ2g0bCiH35ORRAGvYp0Hie2PwcNeu0cbHihnk+czNMTzRDRZD5LT+Sz/Lhk8kOVLC7kXFzSWEgRYGXFuREaM6L5Ue91PYWF9UnhxcU9A5sb9z7QbmDsSgIufcvyeOjuyws98wz/lC3OX7Wr/SpKE9ORUvv+D4IFbl8MXPdMjIOcNYKHRetSKgN+q9XvAviy3mx2Bfx+r+1PHPyAg29z8OccvJ87wj3LkTu4UWS3C9Zh6yorabUavXOCRjUGIuqLuTlb5svSP8QksjzM8tkJ+lQzYha4d+bmcg3EEjeoeRdjl+iqAxq3jNwyNmhzGttzqUTxzCJXpjvT35JY9vRgS+/qW+GePbM7l3RoFHWh1sR30l67LcbXFYeMx6Kp2fMLHVhXEz9FsLCQi6S8Yh2C0aDQURFVQUWoKAg0uJ8aBaXXqUmNUofAcpRCinr23bFKfgyzOMT1KuNjluYyPYaDI0DWzhZDRZwDjC2qoGX2MfFXcO/y2eJbkHnooa3wZbHlz39G4/spGl+a7ENcfp7gJf4X+UNEzgEmaMohhc6Et14TARcyB5CmuOaoK+D7IaIFZB4Q259l7P9ohmYdGsjy+OnKmQkskRE60KfK+Ww5T4+X8xJWqKp5d2Qqqa40repbVkh3iS+779l8aOvITR1NwwOZBa2JVNutI7sc8fvIvrubqca+vTfM7jS76tv5SHNqfYEj4JWSXiv+DrXbQy5EhBkE3U95JWKh11GwkZpBLaZIyu8EQIsL9U6vm1IqAWMEDiMiIUl4ILSV20ufyZfLE4iUIM6ROom3NZpuJAtygCfEwz0H5yz21c1Y3dw2PGPL7vlLn7j/8x+vsoeoFe0k72oSvsYUW9bv6i71D9/63o51ROX1t82p5McSDn+I4OpGbdWCiKDTqjUESWCrikJAfEpLoDZNIH7yLmoWfWaclzJ3WuVIsY3QLX527a8fGAw3euvayYWVLFHSmosfAFL8TKKLuZJ8ToDrj0Y4TAnPBoMurcOmRqfHOC7g0mN4+YANjUPKtcYBexwLHETOAWMOWED6c4COU8u0G7XELC3MaGEqArURykNTeJiQ0MR0QddOyhLLszQjCsFLAPisnIRvarAmmSCmhhgaN7vN2UBiT508fsaVQ1etnbn0wTtW9I+s7F1y86Enl84/wKpy6UJy9VLYu64lF69fcfns8trl+SRbt2hVacXZXcNLepPidwuNvCO/9PYvwb3zqEJhkgDvZZZqNmiIuKZJM1NDaiSmoHMyfo1Op3BbFTLPngQ7InkeIWxWbr5KSkB7ERvHrZeYuAeB+SLA/3pFO4Y7wWM4hyXQNzTLoN//8U4Edmx3dZ3/HfkdcgLYQQrnf1OR2L2KrKVonexfkrIihjm9zoEAR9kk7zNqWllKb4h15ACF0+zU1Fln2EggLZeS4zFTcGL4ptU9KVvDpu9svPrRK4uNVz68LdYQNhFqM5MNz24ntZZAipyoG1i39frGVSfuXrbsnhOXrX7+4OL5Ddc8d5Nj9sJFfemPPowsWbqgMza535f0kW8jidfynNsgb/TCjniHEmn0ypzykPKwklICN+PFu9wNxykr6KiMof8wWz7zMl0pn34ZySM+L23a5GrLPLAHhcAelP4BvsFD9c8sEf/U0TNMeRr4wUouEuSFEDHS1RCJFLsrfxsS+GAEt0VAbTmCxi4BLhMMcRWrICnKxDIswWKntBsb9XpnSqVy4HgRQafgHHYqnE6H+QQZAQHKdjROAZz+U4XMpQ4eCcqOyikE9jLP41RkaHgRhxrnJbEVrea+aSfRqKLBNhKqWLsCWeyElOPITqoa2vTBnnNnDv1oa4Ypzkw66vmcPajxcI39azsHd85NFjb/ww0fN/Li39Xf+OS+NfnUzIJf7cpELc7WttaMLzlrdYNw5db9iyi8psAvbiRvJT8zq4Dh/DlxFGieAkYJ9sVqPHvxMvJ51G8tMIJZgtnAaLIaQqPSUuRUZlabUY+zLAsqUqUDRg1UUCqtjEAdY+Pv5pEAwD0dq5THx/gqE65lgSxCkoUhcv66deJvK58T3/sGJW6F95IT5174gXgZ/M4d5Ij4UuXPqJ1ZcQv5bfJXqJ1D5z8R78TtBJPtRPeruSItSqQhSf4d8WryZwh3tKAgOLRQA9BHr1aqgFaF58KCiN+dgGGgkXCmfBLL2XEeB1TIWprHMb+bmsW6Eq4TPzoyrzaLJd5NlarTWOh3u6X51DVmJZj7VwB0xwgIEHZ2FIvVdnWId5HPUWarCswDQPwB0B2FwCQ3vIjvX4Ge/4ViPa0EWj+6Pv8RGvSX0LUK6M7jFQa4TjXnLOqbXrr2nf8teYv0jOGv+Lqa+xPdN0r3q3O86P7Ql8cGXXvR9WPS/eG38XV1Hg7dnyu3WZ6vQdfzpOtqbBZ0nZBwAq8diSo2gUGwBhwQZi+nFy0aortbhBytgmAgSWu1rmGaDl7uMpuGmCFiKMmGPSAYROr1vLa2oZVBSO8fYIeUK/el+vYVizmkWztVWkbjQqQxJo6NjXXwWOWZ6Bgbq4yNYfJAwCmfGkcINHYSX47hlV9IsThpaT4jEU1WYvt4rwQhOVJIyeslX+Rrob0K7RQmIicSjQFy0tgvYsZgJP2QT+AMexJjk9QoxNuooV2Ut6VY+UssYSPFD0lrnBNNWd5J7d7Ntg4vXZnuXdXJ6aNzupst/IK2UH9brlXrsigdTg3cVVmGeuV36036fF1Tyacgeytrg/VhM4xEoDvTmSA2V+5OdqbdRCRiT3dniM0jK/q3DvN+He1yazx+EwXt0UIw355ibRGTzUX4cp3RX3xbq7UEg7TbbtGZnd76GWmZRmkAlEMIHuuQ/XtEWHRNYPPmPRuvCJQCI2q10WEaSQZcLi7Q16dYlzQuHh42BtAns5djmD1wT7I+F89s3Dhnzp6dGVNg/7qR+j3KnfsaV+zr7Cw1wnjUpVbYGU7lxLDB4LgAPHwNPlmk/k/CB9EQEsU8XTklMze6goqllIv0WL4KrOilQPVVcCNqcKvywEl/SkONQ/qlhZuKdtiYIWUI1soV/0GaOVbMRuNWUvwdZU1wYjSasFLi7xA4o6I+V3RRe/d2bntoqbCyM64xNw5t7J25Y2HOyfFeczKKLEG9RuePRVUzByLKZ+44Vjz3cwJqXKxDqzcZnCHWwDd5qLc5IeNDkCS8dUIcQzYu1HkvcW1LdecQpBcsvG0Vb/cFNNqAz+bNdSf82aBZ42C9Wpq2GDQWq11HcF0rGu7UmD2pQS+0+QJ6k9ft0Jlseirduzj5dXn+HMN9DYJ7L1gGtoNHhAXr16zZXgosk6C+TIL6yuUBBUgOze4z9shgvxaBfTvcLoF9xsqVyxdkAqb9y+qXKxfs67xqX2NjZ09PqfOr4W7+MmVeBHh6jOcrp9D3BZBH318FdQnQXwJ7owxuCeoOJw+LGdg4JRH9MHRJWCuddTHRzSUwrEkLgm80lrJJ51xENNfxHuXevQTRf/19/fa2WcMxEz+4aUbTHO6H4mcqPQENJp0tmLDPHAwrxM8vAeWYkMFQpFzJjjoM1bSQclKRiCfbKQE53ZF0KSbJee7InctShIkNawNeq04nzvuRxm6z+p02jdGqV2aGN7WtmoStz+PQXABbLL/6yHclHrteaOlqagdudzYJ2GAQ27zAOKyCpgyTITJJM605ZITGPq61aPL5zLF9dmiE+zNmpUbJqLWSQoSAhZNhZjtOTlzISMuYTCWLA+v48P9lpsCPa/+nMZiIl8U//+czCETgknGZyI7/1lzCrefavipgE+aJYp/iLBq/a8BdiCcu3kfv3n3X9dfSGSSiFiRpjcZJr1+5FjQ1LUyCWV1dmwH2MQYPOs3MXfAuLK+C11/f1nbXKJZVC9i7lFdyq5ebRvclBvfxfCbxVQLr5HTK+DJPnDbaNb44nSfC/xFG+F+BBV6CcKh3xU//P1kjkbokLCunv0xHSBT+TzHIr47ZRdJfxTkJpBMCKkR+DvzIXntU6LHbvUG/D4dsZQJEwBsgvCvNJpvZbDJYodWKjmp1gNAj5kn06Y02vd5oNGm1er2JCXL+Q5gaHUas0Ql6s1WvJVReB2NXS5iRH5M+HVhfKSO8gO4s78piJjpKp2jw01E83wtRERaX2TIqVO+mfzmqGBszjo0ax9DRjO9in4UU25efTP1czW6EtRec9pmHbFat6msWjzQPR+EiN9wY7kmKoItXqDvv3P17aLvSxho4L8sqly4mnedemN3BsjanxkY/CDeI70myxIa+3iHfQZZ7GjSCRUJW3agQOE4v8LyrOViNT+RirHLIZo06yDU0pHOclTFr01yAAZLxhR2j0tKbZqzxnxlDJphECxOSgS5ZkARegWSXYhkQbBW5MR4WoWSnoVNpR6S8FzgFieKc0fVtN1yz//6m9fcuq7weLYRMxlBjHP5tNNdXZ7fG2xKlWN3goi1XhMh3fC3LOxZd6yAsuze0jsyIs1ofnyQOpAp+DSv2+/keLiZkPRWmNbVi5brtUuzwTymK/D3Sb/sETwJYrQiWaZOO0RE6Aem4RiUXSia5EILtczan1WrknEizRwRsacYEj31x2ap5PI4usc+ezZCS5ihlbCbk1MAyiWKSlTaXUFRM3zS0tmngmoHYN++rXzQ8hxt6dtvNpw7OHj44du2MVT1ZhzeijhG3NG8YynXteHTk5G9syY7Usrn9M/c9u3nLiwfnWR1WTxDjsRvh8QoEMzeIIyvHaxXCYUXSAExxJk7EkwqGA4xLG+f0jHEKOrjBZ2SgINu4NvxSFt0qTwlF5ZkrGRZuPOIGXw71Krzr1YODvaMv31R5HT6osoU8dz4Um7t7IV8d50TBr2M7bzyx8/Kn9vc/EYo7VD/7xcrD13bK8gxZJuQJ1NY8uEMYNGmgRnmZerP6YTWpVoN0yuv2eFIpQyHuD1czzybx8tLD4SfDVLhe2SnvCA4qyZQypcxDzuDRaDwG0pbn4kwSde4ZG+dnvNpqH83SHMuENMWCfURlhIb0mSpXHuclZ1t5fBw7UiUwTS0WIvBiGEIyv6cwE68WIlMQHmUTPTxDcZxuVX9W7eACTW1r53a4I3Xn9ta3Mhp9qKWOvJzVJYTlbfcQDJ2e0yq2jywS/zWccmkQaraLP2fpUH2IuDucDRhZ8aPcYGNgcmx2o7FJgyuFRhWljHA4MVeQI5WckjNkwg6vbXJUpJxvSqXVwEEqCmGUIq1pLsxE0CAcc1gZuyzxa2NQxVE8ACfpMy/LgqhMj9Pj41Ln5aS7pNx33j7V6+oiKanbiWUbyViM9BcHeK8u1FZfeTnRGDbirpjJzawx27eqfZRQr71CrGucU2cTfxtHVgzL6gN5vDWp3qdjxU9ahuvttXj9n1J3IJorgiVCrIAIzhMMwEDS5nbrbLbGKvHFXF4GKTxmJZcuFuvTiACfsZk5JozIj5/ITxLfKezpkehPkqblkwi6F1JhNTcYNuiknal+eCmKVEddzf0jQs/Vg6lknl1R7+/1t80mjKWmwTe23PurO3uG73n1hq5VMwt2p18TJW7p2jQn0bHjiav2PlZgEzrje3wiGk3mfs+lZu8/un7Lz+5ZYHFYXGHUV8RTqbcQXJuRDpdhWZ5XNeciqaQv2JxrJpqb9a0Wjd6m8lY36Oh9HACqqN0SZlgbAudzOY2SZ/KqSSVD+saEC7MInqfHZIBiyXK6itvYsVIDZEMNe+14KJA6Mf1qOrThUQNTiFX+1FbQMk11RLSu6FfD/Vo/nyDYXJNfbQrWs5WP0gWvGr4lvpnkfVqWbZpDHIjxAQOLMDofFj+HdKwQ0LOsIchHKztSBa8GnQfyHMximDsRs2pD4+AFDYLLazLZGTthT6qMBFBhvxGpMtASizpGeBmonebDwwLk9Fh9Dpnm08hxqgtEW+XX8WLQaAoXowSeajPqgw0JVuMrIH5UV/CpWVbtK9RVduBWy/jnPv8BWY/akgLNAsMMWaDFE4Vy4oIkEKKHokQ0zNkNuhRRlWmoMZLafBLhF9LcykhRttaaUNPAGmoKWTVqs9TQs0RbXYNfk1+2a9biG/rDXQVPXchqMptSLN9ijrWnyXdYXaAQr7wzY9PsaEqY5e8YsDBJlz3odWjs4cF5xLq6olcNqnh0BLW5DRwThqPuQKGQ5ZxqtcFJ12Wzfa20rbWVzrb2tMEBA2xrpQ0mw0rYZoOwzdRWaqVbGxpaW6FCYaIhVNbRSUxvytZGWh2LFJgihzopaKHC7TCoGdncQ3rLGNZaRIxtY3mIOEZlTCIyrLogXYXejbSTMWpsVOGiU6Pq3WOwXEY6DYWusELjorHRh6d8kKqLoBcNkJPaihQr80JWMwlROQEVvjSSJkhRDi4ad1feaso4rP8a1ftzkcoXwSxj0vibcgSLpQ1M1DFdPGJQ/QvXCpv2+iJ2hHZmh4VxwZDvPxB+Ijak8/Nx4kA4H6IRrgbrfOJTMFyXt/mcLEv6mpa0b6jy32fR+AZBh+BmQDCoCl+ApLCGoM8G3RzCCyxnKien4ahkTPHjX4GojppQuePcLcnmkNEcaYoRC4o9cVOKz/dfPcSbY6yB4TliNFP0qhDKeot1lU25YLp/XYuEs8jOV6xD7cuAtUKDASJEzbjcdQqvkw46cg7C4Yjm0uFo0OPtA1EYzXicJAiGGdRmt8sU1CJMrpNRGduBCLTnxrCF4sQqWiV/sioYy6d4VFTB1AYvwSRYyGL/muNC1mIlvw9/nGgIGo1MPlL5l7rmoJ4SH2LFJ5T9g+K3ert0wcY0/NHHCNO1nmyksgEzkSpIXjz3ANlW2T4gsGzPALErmg8a2coxeU7/8/MfUWtRfyOIbzYb1fo+RpVVEUYEBwHAegCRpYYYJvBxEYepj3X57C7G4TOFgdFgMBod2ogqrNQwqir1jtHIPMNKdzPOi4Rhdupk5aRkgJXL5ZPlsjRrDSdBppSzL09x0ViGRJyFvN8YLmXg+p7uaCVljLTnxK/3drHOaIgxwTvgA/Buho/aWLZ75rkfk87KMbYYsaKezSAeCLv8tBKyWF+bef4D6glkd1hBDHQKESAcsh22PWl7w0Z14riIORthsyVMAWyFCMNaqHVz2K54muUUuupcTFmejClL0zHTDEDMfxRVc05eeNROUE8M3P3mzTe9fs/wvPvGd20bf2i5+M+x3tXNuZVzsu62y+e0j/RE4MfrX7hrfv+BH23b+pPbB/pu+en+a/5uW1Nm/eNfm/vIvnnt2x+R/IvYNhhH8AiABBhCwlkwIWRgDSlGKTc2abCogYE2BA2kgeH8fnWCMzNWzNAVakY5qZFIkqtKMDLOTUy5hKqTNOykHoo0kEklFImoUFOy8k6syBg7B4jY4N1buuvXP3z1tfyyDbbccGvs+4jY9ahNmKES9/XwrLdj3ey2DQPp2RvWZ2blq7mfMB89IOFVFuwQmiN+6A+z4ZUBvy0Q8LORQDAYCHgEpIeGokElVJoiTISIJA1W1DloiHJ+RJpZZPHYsXAOBFHfwrhz2ODPy/3jJ2ozTyfLY1gpwbPP2P2FTDu8W718cX8lnKsaRVYpLS0y9CU7CC8WPYosHdTreCFowJRExDYf3pC/duOHQ4PibvGTdl5YXHRctaP++yneqyWqdPVgKO3Ts1zfmrZl14TF41eRLHxidqQ0EC9fLvEShIPkEoSDPeAeYZHPFUHSwhQRBFDaUiKCJaF0qHS49EZJUSqBvkI9sv0EEOQhnrEneF5oFuyJrAkaTQE8E++zK30OH+FTNHOJfD6T0Nk5hdGoVUizG5KOVtPUyjK1yesnJZV8Aqtq0sXWZjRI4/KKDeuUWlaUFFNpk0qAcmKHvYzttSywpIwcytn8ij397Sv78la3LxaztM+7onXhwsKCjZs3xH0hiyI/cnBlx4qeers7YIzGzJ3Lt3VfNr9+eN2mdcP1xAtdW+dnHB5H2iM+3rxuTrq/I9WaiiR4zlMs8O7u7QtyNpctGIQ7Z2wbTs8p5Tpz0Xiub0QaRz+iiWOSvbxKaPAv9l3h2+Ejh3yw3QezPuizg1EIBQjrIQxCiEZM1jBMwE4jseIHDhXHYAKhDYyppvGcHquqGWekxR+0fJD12Ys0dGlWkDWHyGMxylcYKMzQBVsylVdjTax5QW5G3kvFyG8Qf5+c285VYvFG1oSQg0EI9G6ic4iDCTlP6AfUdtT+GLJ9w3a7i2Niij6ayTECQzJMAmfII1xJq9FuAVGGw/roUZ8GsaFxWQ2F2ZMyK6qclKQ9aqUsM5QSSzLXFG67eZpGVAxR27li2PSLn19x+Orm9mGCndl27e6bbjCypTq4lTxGR9vrxNWv/jy7fHQJPNtWZNn2XtF4/a77D8LvJttiFhaP+/kPlFrJjrxd6A6H6+udiViCSMSTSrfao1J58nlFXzKe9LicDOOhaadGq/XYTJAwQZNJl3R6XAm1m9LkGLMRhJl6UxB3TIU7Njbp55ZEI56LRxjb7M4i3HdhWjYj6YFLcRkSJViClNEdqe9GEu/HnUywKW2tkmLgkOy0y5p+o9RauWjELD4Z+1j8Y0x8gM4H4Vv5uN547PYWozvA+eC5jpxG//gRvbajHnYjPDOzjYlzrxCbKveRexMsonWb25xhxW7Yc3ck60EKudOhjwTFLviQP29jAqys61okPxe2Kw/gsVIm0+mVvoDNl4a+QCjgUypnQpiGOkPaAPt0BpvOoNbZqnamA/honOiCDQR9BodOA5WMKnyhjSn5t9BAYBcXditjxB0fnfJr4cGh3z05qqalfQ1m2Cy5sqaUPKgipxyebZCU0nTbq4ablXSbNXVtcElypPkFA1vKVp6vbwvpP2M6cvAvQc6qUBuOklFf1OwLIU1uwWLxPfHVVENAh4QApMOFyFl4uLEVMWy9Sa3zWMR3ajQrovEwg2EhqlaqVFJ6Wkpr0xI4WsJKM7CZgdmssdJGkwkn/zXjHqsAp8E9RgrfSSg5EDDfGpUZOu4k9p1H+arfQIoWjaeNd/7bvL3lFl2UOddOrPz7A99yBl3kvNnJ/k1d4r3kXTuug40SjIiq7hkH24VcDMTj/qTO49V61X6fxqfRqi2E2uuzehgkq5I6tZbT+DivBn3CZhtjwYIoHg/XdFKEnAgw8srSCRrJIsn7/C72fdDoe/cohbShUaz8YVhM6au1SBg1ndUP5TAOF+mthw9Paa6vvXah7vrEVYs2wWn662u3L7lTPFTTYaU5ZqT7KF6zcIY75LgIqP9zgUNAQ59IBGwCAZPPU3Y5SgGO46AV+7CPFtXfLccrIahavJKQ3TY9NsqnFCW9d0/1vW75vRCk06GQgCNETH+vUezDfihUf281DsoB6b0QzOKNnqn3Sjar4jFU7xYpBsRHbw3Ib40yajt6a3jqrbi+rLNK7bi92g6q1g6OM2FRELugHZIcluofrMaJuK1Wv69PoUD1Z1xQX8Jdqf791fqf1upbrbRZwOElvlz/scn6H4FPQLUHXrtU33VB/QDxCHGrYi+tMrTA+USdNAZbiKeIFqmsdbKsB5WtlspKk2V96Fm5rG2yrAPVu1yxH5W1Tyt7hFij2I7KOibLWlHZVYp9qEyYLGtGz14plXVOlnVJv3EjKuu6xLPdk2XM+X8nRok3pH4sOP81qWwrgmWrVNY6WdaLykakstJk2Qz0rFzWNlkmoHrriF9I/ZgsQ/XWEi9K/aiVlVDZ1cSbUj9qZQjziaukss7Jsm7pN8alfnz52W65TM4zrz6g6AfzwdVCSyrVnY3H7ZBNZu0eqyHpyaLPnIVz58/pNrUyrURre8+c3q6Uwxpnuu1JLRuEStXc/lYO772tjJ3s4Mfzk9INSW7syTg9LjsD6cop+iQt2feYrWFLqDrzKmVqJab2XMQulQooQ8Rk5cQ5uSttelZ5pS3W29XJ1vWXklq72hELStmCNJqUNz6nTkoX1OIxK3Rmg6VvcI5rp07XIyWfz/eadSO3ty1xcDiRULyZpX3ZUqjnYfHeho6wnopE1EH3Ovida/yBakIhVopF7txIPutmrAaVRq8k//rJBrcnFo364+7LKUfLvPvgZvB/AasWVAd4nGNgZGBgYOc5mzfn1994fpuvDPIcDCDw+OfvlTD6X/s/NwEGdmkgl4OBCSQKANI+D64AeJxjYGRgYJf+58bAIMDwr/1fhwADA1AEGfClAgByfQUHAAAAeJztm01IlFEUht/57vVLWsgoEyE6RUQTKtgvwTSBMo4mZpoREuEuqGiVuUlatpAWRhC0aB0Rs9GluBMDF63atwlDWwj9LsPpPZ9fIfY3xtAw9T7wcs+999xzzj0zzGpusIYCSFCkONYD92ifp5o5z1OXgiwCDwxQU9RRah91jBqk30zdEpJ1o+jgOEK10G5zabSFWXRynuZ4zi/jOO2Mn8B17g/QPsxcTbQt1hjXO9w0hjgOcxxm3DzXz3Lex/ztQbG0RLtAuyMsYtDWo5omcJD+Z5hvhGcsfhdjN3Kvkeu74rrHLLbFZb52xshE51mLnTM/U5hNtEa92OjHjB/HLLbAWDfjflkfemP1U11bfb+dWUbn5jlryOyYRtvP/P9F2K/X1a7hT0iMrk9tnvM7k6NOVDqPfce/Wyticcv8YqXzCiGEEKK2STwszVe7hnLxK7VTqxBCVJMESvP1VBL63RRCCCGEEEIIIYQQQgghhBCVwy/gyo/W7f+5f7sWIWqFxKNqVyCEEP8r68+BUprje+ojtRbrDbVCvd2wq4d7hby7hkGO3W4BabeOjHuJQ/bOyq0i5z6hx94Z+SyuBgulVXuL5ebQam+xeKY38ptDy9f3SPamxM+iNbyMZHgLST+JXHifYxY7fYiUL2DIP0azW0SDm0YD7SG/ilRwAbtdHs3+CVK2VzfJM7dL7/wH9LvPSFmt/i73HnD+Aml/B022Fu5HOto7giZ/YMOO7rUYPamqOFZP2b52Z973d3523+3UYL36ZV72rZw41svt5C0X+xw2fxaiMgRPsYe6QRWoPqorVo7KUvnY3kuNU73Uaao71inqJNVjtsWsf4aBat9LCCGEELXAFwFEmrgAAHic7cJPSFNxHADw7fnvuea0uWz+17nqpW9PfZm93p6/35rbc5tzX0/iYSfpMERCQiI8PcTTCA8RO4TsIB06jCGjQwcP0aGDyBCRISM8iHgQiRART+F0/aEsUkJS+PL56HQ6Pk/v0T/XbzB2Jsg8LXhYkC58XFRTNF3MF4+VuFm5tLB0ybBwRTQqZbxJMa2Xb1Skrw6bGyonLNy1ZFXsumoNVNdUf65V6ybrq+rTjcbGZ81WW7iF2F03zDdTtziOux1vnW1bbdvjWb6VJ/y2Q3PEHe8c64JREIXIsUy7+E2HOUfoNHVOiJE77E+yeV3hu0P/ydQ5SuV1j9+TTu3Vd0t5EosQQl/ZzoWC0AU0JI1LUYQQQgghhBBCp3E/9oPMoAvFgNAlpsqavOxUnZrzoyIqYWWth/9H0z2LpJuoJEpekjmSIVtkn3yhLK2gVtpEOdpBJeqiPjrosj6wuBn3XO+8R/a88Vq8o94D9ZG62RfpS/pY31s/69f8OwFfIBFI9Av9K0ExOBOcGbDnJAb2j4RGz2Dqt2Kh5Anv/yD7i92TwHAGNpAvDQ+EYBhGYAyegAZReAFxeA0pWIAPsAxZ2IRPcDDI5CQRQgghhP7mEKtxHnoAAAABAAASfACOABAAWQADAAIAEAAvAFYAAAibAqoAAgABeJy1Wc1vJEcVLzPj/co6JLBEQbbXLx9k7TBrO7skS3bFx3g845nseMbqGdsxHKKe7hpPr3u6W909HlmIK0KKBIcc+AM4oIgTZ4Q4gIQ4Qg4cuMEBRYhTJC4c4L1X1T0946/ZjYgz3a+qXr2P33v1qrpWCFHNdcWM4P9mXvzC65qeEV/M7Wn6CyKfCzSdEyu5P2o6L27lFzU9K27m65q+Il7M/1DTV8Wj2auaviZenh1o+rooXXlJ03NXb9wKUPJMPoe6np//gabzYnX+Q6Znsf/G/K81nRdvzv+B6SvYf2X+M03nxRvz/2H6KvZfW3hN03mxvHCX6WvYf3NhX9N5UViQTF9HJ19l74ieEbdz72ga5SA+is4JIzfQNMrMfabpWfFy/p6mr4hX8weaviqO8z/V9DWxPlvS9HXxo9mfaHru+VtXvsf0DfJ94SNNo+8LP2f6Oez/0sInms6Lewv/YPom2bY4r2m0Z/FrTD+P/S8sNjWdF+uLJtMvkJzFjzSNchZ/wfSXCcPFv2oaMVz8O9O3yJ7bz2ka7bmtdH0F+2/dfqzpvPjGbSX/Jeb/maaJX8n/KvP/RdPE/y+m5ymmS69pGmO6tMb0Itmz9H1Noz1LFtNLzP+hpolf6XqdYrr0O01jTJf+xPSbhM/SfzWN+MB1pu+SHLivaZQD3yH6GuMPR5pG+4Hz8Br7Bb/UNPVzHt5U/P/UNPVz7t3kuLzydU2j3lfeFh8LEPfEOv9AtEVPSHxvC194+IvFiQi4p4StEGl6mtjvMMcqjhSFi38gDOw7xPmxiLgl8S2R+xifNnPOiRv8q2JPB0ekGGJvkzV4qDvRVUcNJyh/gLIAZfso1xEW0hbSAY6FqS5IPVgX95F6I209EAW2w0QJAfIC6jVRD8mwxJHmfQ9bPeyl0QHaGaV+ERYO++Kea0+X8QCxge0OjlCvyWiM+6jk+NpTYC0DHLXYX2p1UfYQ54bcM0Aum9ED7E9iUkObCB2H53mM7yOeL5lDij7qJLRtfoK2KOEF7o+wh/AL0iiO/KDxGK1wcGaEKFC0xMdwb/3eOrR7ErZ9z49PAgklPwz80Iwd31uFouuC4Rz24ggMGcnwWNqrMHdj7kZVdkI5hGYgvTbNqpsn/iAG1z90LLD84CSkWUAK1u/DG/R6UADDdIMeVE3P8q0j7H3P73lQHdgR6Wr3nAjcrJyuH8KG03Edy3RBa0QeH5VC5A9CS+KrGw/NUMLAs2UIMXlSa0PdsaQXyUcQSQmy35G2LW1wVS/YMrJCJyAXWYctY9Nxo9U5hKSNCPUZSxANHWMDMexzhom205cRNNAQw++b2LGBYy6iKzZ8F5+Ty+vhJQIhFQBiGWc7HEI/TZwVFKkj83BCN5BGWN52rNAnGFYuM36ka9INUMbvcV5Gae48wDxZF2/jgAwjAuvB6vrbWS1Kx0jDuHwUz9KV8MtsUwvJ5GVBhcjmpKdlc8QLrPtMReyUp5g/JsShacu+GR6B3z0/+8VT6xPnyTqdGJCpipssZIhCPKw/VDe7+OfoGnIXfy1eux6CK3GWMihkyEgqVcM95o/1aq8zcDbXB6psb4l3sYbeGyUT8KrdDM2h4x1Cs9vFpQF3oRWbnitP0IfQwUVZgD3HinGF1M3Qll4Mb717n4ScSlOqVAP0JuC6pCpUl22LueIecFUEDugJV0FVteK0EifcwD4Ay5cMrWT/bOYLdMUucKp4rCdgJNRcS0tJ/DZZdsB53UeumMdoVoftSCrwZDWN9QxV28NTPd3Uh0LaHlXz0+gE3LZxDsWooCs77aBKbyHVM+mBw4tjyDhZvNedhdlQe+rwLujyfpfszZPY+5xHJ1xwHCww2d3lbOnKhmfFNrt3JRkeciGIOXJWunzO8iDRftquR5kcIE+ULzHrSxZmyPvdCeePjyh5vMeb53qqcs8cyyq1V/v6qbxSNJ0aAn12IGuP0zWr5BAnnVAuylF1zvJ0ZEbSkxXiaJRDPs3QWcTROK+mp66kTHW5/LrsaYL0eGYXODom07bOhdPnkMnVsMznMfL1oVjDP8mllXQc8WlDcmRN7COUDpEjGVvTMj+YONus6BU8qhhRilpizdOcHqc8rcHChIx6IgMW04x+gn0qVknmSD7puvqUN8rwi06gSWaefwpNoreTrqAos/equKtskFrfIee0p+NfYL9DfUJUNYgqhMkxULFO8lnlV6D3d6XBR6nqROil2WKK0Ul8sq79H+KRomSy74Sdo2u+rdeshdL7eq2MNlrg/dHVebOc2Hh+fAXtoWNncYz4SgYjm3cbd6zenPbxAnlchR2el3CfXeUKE1UuwX5ytssHJmfC78Su0XfSaOWMdqQkhgWu+z5r6aZtmckQql8qQhFKG+20yuoO2yL1jjVIY5mtJyqGazriEa8UN7UhWdvjuTQ9qtmdXnmZ3XHGc3qExJBx7D9jHJNdgb7jPI2MzFhg85N0jnB5ghxWZg+JL6jJagew2YNk53t4qpqbKNXnynP217E6TSY7zgijZFcb4ZStK+OzIq4XKl4d7fvZ+695TlTDFIFIn1FjXsMuW0Dj2d39WbMgu9dVRZk5mqKCrX3cPQ3uqWEfYDU1cGQPW5vYu4k9d5CjpcfvcMT2eU+qIt8u73dKhoHPBrYPuNZVBHCbWo+Rv4GyaG5ZvM86yiitxZwGy97G3jq+y5qPZpSwZxfbRG9xNVT6GjhLfe/X9P6oLG1jP6QejltVY42JZdvYMlB+VY8WUXaN5ZH9pL/CdCO1s6ItLTJGJJlkltCiOreodxffO8jXYv1F9llZ22AfKjiufCmzBaR5Vfuq+AifPT1CMSL76vg38qrIGFTZmhF+JXzvoOUkfwtH27xTNHHmJnvaYvTKGjPyts6tkVcqUiX2hlAlDDaR3sbfVoqdwU9li5GRNo7dPo+PuJR/Rf0sMXJNbqlolLjV5ljRaEHH0mA/JrXucyaWmavIHrfSDKlw9irrk+xUOpoZS5Q+im3WliSr4YI1oqQk47s60qdxIdSLjAnZ1Uo1nycZv5XTewiIBkHgOtKGru/Fq3DgD6BvnsAgkhDTHQ91Q+yDFUozlgWwnShwzZMCmJ4NQejgqIUs9L1pRhDIsO/EMYrrnPD9TnKLE+NABPhxqokuaSjQm2+BUnOC0LcHVlwAur/CuQWakyhwPBj2HKuXsWyISh3Pcgc2XXYl1vueewLLzoq6Tcqwo4SLrFWXT/SRHcooDvFz2vG9kQKansp6xAgsO6glln26Owgd1Gr7Q8/1TXscPVNBJUNyx0dV+BzEwSAGW5KbxNOTbjCO6CoUvRPNTgFBgYhPz+k4aPMq3ezRFUbXd12fbwY02AXomBFa63vpFVsShuVeHAcP19aktzp0jpxA2o656oeHa9RaQ84P9GXcCgaYEyMi00jM2beHZ936/Vlz1InjEwL6iY9eETjyWLp+oAAfv18kMMduGMm9HQpQxLdZ6DvCIHHeYWgiOnYBuqGUlEFWzwwP0WvCGfHCqKIA8Dux6XgEi8l3nEmuTe8HmWRGkW85JuWI7VuDPkbFVFeRjovYLJPEMX+hpS85P1lhi2yJAh0ViTP5YOjEPerOpFxBpxxZnwy7Duaq0k2yQnXRixp4IZGHBej7ttOlt2RAggE6FPV40aLozoAWcESdOk/QwzV0PJKuSxIo2hqlM01Vix5VqoWjkWYjhj2/f4GPtBQGoYfGSBZg+xD5bMsTacVJio0yGReA7fDie5ikudnxj2XmttrzY1o4bBEttWCUK3oo6pnoV0eOrV8z42pIBkQxppODQcIlrJb7RRCoVVctQ6tZae8XjTLUWrBjNPdqm+VNuFNsYftOAfZr7Wpztw3IYRQb7QNoVqDYOIDHtcZmAcrv7xjlVguaBtS2d+q1MvbVGqX67matsQUbOK/RbEO9husRhbabQAq1qFq5RcK2y0apis3iRq1eax8UoFJrN0hmBYUWYadotGul3XrRgJ1dY6fZKqP6TRTbqDUqBmopb5cb7VXUin1Q3sMGtKrFep1VFXfReoPtKzV3DozaVrUN1WZ9s4ydG2W0rLhRLytV6FSpXqxtF2CzuF3cKvOsJkoxmE1bt18tcxfqK+L/pXat2SA3Ss1G28BmAb002unU/VqrXICiUWsRIBWjieIJTpzRZCE4r1FWUghqGIsIslB7t1Ue2bJZLtZRVosmZ5lxL6T77UM+uNKR+PK770n+WAxm5nDk0ynmZnm7fGS/fE7CV2GN8RQzUs7cj3O/yf0+91t8/uryeRPciZ/OU+KS8NMlEn2wHPMVDXo+hYyz5mzxRUo0xewRZwURdsWR+DdK+hR7p8FsckYiLdJo+k9hQXbOHtOXz034qvxBdsxxn2beJP8Of5qF/JmnPuamid7Zs7Ixncb/Cf78Uv7b+Uf5Uv6d/Dfz381/K/84/+7lUs6dNf06y/JWpsQx4XtMeM68Rf9CdOmcLO9jrgkB5tA0SI1xz7wo/pZ7DccunZfhrOurommim+X9vOv6c+bE59b/DPXgf9HVcxAAAAB4nGzaVdSVddTu4fV056JD6RAE1pxPgoBBd4ggioqIqAgYWNjd3YHd3d3d3S3Y3S3uPb5vy7wPNgfyH8D73jAc8xrr4NdQG//z45+VjUca/58f6X7/9z9KQ21oDbvhNfxG1EgaaaPZaNNo22jXaN/o2Oja6NXo3ejT6Nvo1xjYGNRoNajBjbxRNMpG1RjaGN4Y1RjdGNMY2xjXGN+Y0JjYmNSY3JjSmNqY1pjemNGY2ZjV2KwxuzGnMbexZWNeYx9FbaxRtMaqxmpFVwzFVCzFVhzFVTzFVwIlVCIlVhIlVZpKG6Wt0k5pr3RQOiqdlM5KF6Wrso6yrtJN6a70UHoqvZTeSh+lr9JP6a+spwxQBirrK4OUwcoQpaWQwkqm5EqhlEql1MpQZZiygTJcGaGMVDZUNlI2VjZRRimjlTHKWGWcMl6ZoExUJimTlSnKVGWaMl2ZocxUNlVmKZsps5U5yubKXGULZUtlnrKVsrWyjTJf2VZZoGynLFS2VxYpOyg7Kjspi5WdlSXKUmWZsouyq7KbsruyXNlD2VPZS9lb2UdZoeyr7KfsrxygHKgcpBysHKIcqhymHK4coRypHKUcrRyjHKscpxyvnKCcqJyknKycopyqnKacrpyhnKmcpZytnKOcq5ynrFTOVy5QLlQuUi5WLlEuVS5TLleuUK5UrlKuVq5RrlWuU65XblBuVG5SblZuUW5VblNuV+5Q7lTuUu5W7lHuVe5T7lceUB5UHlIeVh5RHlUeUx5XnlCeVJ5SnlaeUZ5VnlOeV15QXlReUl5WXlFeVV5TXlfeUN5U3lLeVt5R3lXeU95XPlA+VD5SVimrlY+VT5RPlc+Uz5UvlC+Vr5SvlW+Ub5XvlO+VH5QflZ+Un5VflF+V35TflT+UP5W/lL+Vf5Q1yr9qQ1VUVdVUXTVUU7VUW3VUV/VUXw3UUI3UWE3UVG2qbdS2aju1vdpB7ah2UjurXdSu6jrqumo3tbvaQ+2p9lJ7q33Uvmo/tb+6njpAHaiurw5SB6tD1JZKKquZmquFWqqVWqtD1WHqBupwdYQ6Ut1Q3UjdWN1EHaWOVseoY9Vx6nh1gjpRnaROVqeoU9Vp6nR1hjpT3VSdpW6mzlbnqJurc9Ut1C3VeepW6tbqNup8dVt1gbqdulDdXl2k7qDuqO6kLlZ3VpeoS9Vl6i7qrupu6u7qcnUPdU91L3VvdR91hbqvup+6v3qAeqB6kHqweoh6qHqYerh6hHqkepR6tHqMeqx6nHq8eoJ6onqSerJ6inqqepp6unqGeqZ6lnq2eo56rnqeulI9X71AvVC9SL1YvUS9VL1MvVy9Qr1SvUq9Wr1GvVa9Tr1evUG9Ub1JvVm9Rb1VvU29Xb1DvVO9S71bvUe9V71PvV99QH1QfUh9WH1EfVR9TH1cfUJ9Un1KfVp9Rn1WfU59Xn1BfVF9SX1ZfUV9VX1NfV19Q31TfUt9W31HfVd9T31f/UD9UP1IXaWuVj9WP1E/VT9TP1e/UL9Uv1K/Vr9Rv1W/U79Xf1B/VH9Sf1Z/UX9Vf1N/V/9Q/1T/Uv9W/1HXqP9qDU3RVE3TdM3QTM3SbM3RXM3TfC3QQi3SYi3RUq2ptdHaau209loHraPWSeusddG6auto62rdtO5aD62n1kvrrfXR+mr9tP7aetoAbaC2vjZIG6wN0VoaaaxlWq4VWqlVWq0N1YZpG2jDtRHaSG1DbSNtY20TbZQ2WhujjdXGaeO1CdpEbZI2WZuiTdWmadO1GdpMbVNtlraZNlubo22uzdW20LbU5mlbaVtr22jztW21Bdp22kJte22RtoO2o7aTtljbWVuiLdWWabtou2q7abtry7U9tD21vbS9tX20Fdq+2n7a/toB2oHaQdrB2iHaodph2uHaEdqR2lHa0dox2rHacdrx2gnaidpJ2snaKdqp2mna6doZ2pnaWdrZ2jnaudp52krtfO0C7ULtIu1i7RLtUu0y7XLtCu1K7Srtau0a7VrtOu167QbtRu0m7WbtFu1W7Tbtdu0O7U7tLu1u7R7tXu0+7X7tAe1B7SHtYe0R7VHtMe1x7QntSe0p7WntGe1Z7Tntee0F7UXtJe1l7RXtVe017XXtDe1N7S3tbe0d7V3tPe197QPtQ+0jbZW2WvtY+0T7VPtM+1z7QvtS+0r7WvtG+1b7Tvte+0H7UftJ+1n7RftV+037XftD+1P7S/tb+0dbo/2rN3RFV3VN13VDN3VLt3VHd3VP9/VAD/VIj/VET/Wm3kZvq7fT2+sd9I56J72z3kXvqq+jr6t307vrPfSeei+9t95H76v30/vr6+kD9IH6+vogfbA+RG/ppLOe6ble6KVe6bU+VB+mb6AP10foI/UN9Y30jfVN9FH6aH2MPlYfp4/XJ+gT9Un6ZH2KPlWfpk/XZ+gz9U31Wfpm+mx9jr65PlffQt9Sn6dvpW+tb6PP17fVF+jb6Qv17fVF+g76jvpO+mJ9Z32JvlRfpu+i76rvpu+uL9f30PfU99L31vfRV+j76vvp++sH6AfqB+kH64foh+qH6YfrR+hH6kfpR+vH6Mfqx+nH6yfoJ+on6Sfrp+in6qfpp+tn6GfqZ+ln6+fo5+rn6Sv18/UL9Av1i/SL9Uv0S/XL9Mv1K/Qr9av0q/Vr9Gv16/Tr9Rv0G/Wb9Jv1W/Rb9dv02/U79Dv1u/S79Xv0e/X79Pv1B/QH9Yf0h/VH9Ef1x/TH9Sf0J/Wn9Kf1Z/Rn9ef05/UX9Bf1l/SX9Vf0V/XX9Nf1N/Q39bf0t/V39Hf19/T39Q/0D/WP9FX6av1j/RP9U/0z/XP9C/1L/Sv9a/0b/Vv9O/17/Qf9R/0n/Wf9F/1X/Tf9d/0P/U/9L/1v/R99jf6v0TAUQzU0QzcMwzQswzYcwzU8wzcCIzQiIzYSIzWaRhujrdHOaG90MDoanYzORhejq7GOsa7Rzehu9DB6Gr2M3kYfo6/Rz+hvrGcMMAYa6xuDjMHGEKNlkMFGZuRGYZRGZdTGUGOYsYEx3BhhjDQ2NDYyNjY2MUYZo40xxlhjnDHemGBMNCYZk40pxlRjmjHdmGHMNDY1ZhmbGbONOcbmxlxjC2NLY56xlbG1sY0x39jWWGBsZyw0tjcWGTsYOxo7GYuNnY0lxlJjmbGLsauxm7G7sdzYw9jT2MvY29jHWGHsa+xn7G8cYBxoHGQcbBxiHGocZhxuHGEcaRxlHG0cYxxrHGccb5xgnGicZJxsnGKcapxmnG6cYZxpnGWcbZxjnGucZ6w0zjcuMC40LjIuNi4xLjUuMy43rjCuNK4yrjauMa41rjOuN24wbjRuMm42bjFuNW4zbjfuMO407jLuNu4x7jXuM+43HjAeNB4yHjYeMR41HjMeN54wnjSeMp42njGeNZ4znjdeMF40XjJeNl4xXjVeM1433jDeNN4y3jbeMd413jPeNz4wPjQ+MlYZq42PjU+MT43PjM+NL4wvja+Mr41vjG+N74zvjR+MH42fjJ+NX4xfjd+M340/jD+Nv4y/jX+MNca/ZsNUTNXUTN00TNO0TNt0TNf0TN8MzNCMzNhMzNRsmm3MtmY7s73ZwexodjI7m13MruY65rpmN7O72cPsafYye5t9zL5mP7O/uZ45wBxorm8OMgebQ8yWSSabmZmbhVmalVmbQ81h5gbmcHOEOdLc0NzI3NjcxBxljjbHmGPNceZ4c4I50ZxkTjanmFPNaeZ0c4Y509zUnGVuZs4255ibm3PNLcwtzXnmVubW5jbmfHNbc4G5nbnQ3N5cZO5g7mjuZC42dzaXmEvNZeYu5q7mbubu5nJzD3NPcy9zb3Mfc4W5r7mfub95gHmgeZB5sHmIeah5mHm4eYR5pHmUebR5jHmseZx5vHmCeaJ5knmyeYp5qnmaebp5hnmmeZZ5tnmOea55nrnSPN+8wLzQvMi82LzEvNS8zLzcvMK80rzKvNq8xrzWvM683rzBvNG8ybzZvMW81bzNvN28w7zTvMu827zHvNe8z7zffMB80HzIfNh8xHzUfMx83HzCfNJ8ynzafMZ81nzOfN58wXzRfMl82XzFfNV8zXzdfMN803zLfNt8x3zXfM983/zA/ND8yFxlrjY/Nj8xPzU/Mz83vzC/NL8yvza/Mb81vzO/N38wfzR/Mn82fzF/NX8zfzf/MP80/zL/Nv8x15j/Wg1LsVRLs3TLsEzLsmzLsVzLs3wrsEIrsmIrsVKrabWx2lrtrPZWB6uj1cnqbHWxulrrWOta3azuVg+rp9XL6m31sfpa/az+1nrWAGugtb41yBpsDbFaFllsZVZuFVZpVVZtDbWGWRtYw60R1khrQ2sja2NrE2uUNdoaY421xlnjrQnWRGuSNdmaYk21plnTrRnWTGtTa5a1mTXbmmNtbs21trC2tOZZW1lbW9tY861trQXWdtZCa3trkbWDtaO1k7XY2tlaYi21llm7WLtau1m7W8utPaw9rb2sva19rBXWvtZ+1v7WAdaB1kHWwdYh1qHWYdbh1hHWkdZR1tHWMdax1nHW8dYJ1onWSdbJ1inWqdZp1unWGdaZ1lnW2dY51rnWedZK63zrAutC6yLrYusS61LrMuty6wrrSusq62rrGuta6zrreusG60brJutm6xbrVus263brDutO6y7rbuse617rPut+6wHrQesh62HrEetR6zHrcesJ60nrKetp6xnrWes563nrBetF6yXrZesV61XrNet16w3rTest623rHetd6z3rfesD60PrI2uVtdr62PrE+tT6zPrc+sL60vrK+tr6xvrW+s763vrB+tH6yfrZ+sX61frN+t36w/rT+sv62/rHWmP9azdsxVZtzdZtwzZty7Ztx3Ztz/btwA7tyI7txE7tpt3Gbmu3s9vbHeyOdie7s93F7mqvY69rd7O72z3snnYvu7fdx+5r97P72+vZA+yB9vr2IHuwPcRu2WSzndm5XdilXdm1PdQeZm9gD7dH2CPtDe2N7I3tTexR9mh7jD3WHmePtyfYE+1J9mR7ij3VnmZPt2fYM+1N7Vn2ZvZse469uT3X3sLe0p5nb2VvbW9jz7e3tRfY29kL7e3tRfYO9o72TvZie2d7ib3UXmbvYu9q72bvbi+397D3tPey97b3sVfY+9r72fvbB9gH2gfZB9uH2Ifah9mH20fYR9pH2Ufbx9jH2sfZx9sn2CfaJ9kn26fYp9qn2afbZ9hn2mfZZ9vn2Ofa59kr7fPtC+wL7Yvsi+1L7Evty+zL7SvsK+2r7Kvta+xr7evs6+0b7Bvtm+yb7VvsW+3b7NvtO+w77bvsu+177Hvt++z77QfsB+2H7IftR+xH7cfsx+0n7Cftp+yn7WfsZ+3n7OftF+wX7Zfsl+1X7Fft1+zX7TfsN+237Lftd+x37ffs9+0P7A/tj+xV9mr7Y/sT+1P7M/tz+wv7S/sr+2v7G/tb+zv7e/sH+0f7J/tn+xf7V/s3+3f7D/tP+y/7b/sfe439r9NwFEd1NEd3DMd0LMd2HMd1PMd3Aid0Iid2Eid1mk4bp63TzmnvdHA6Op2czk4Xp6uzjrOu083p7vRwejq9nN5OH6ev08/p76znDHAGOus7g5zBzhCn5ZDDTubkTuGUTuXUzlBnmLOBM9wZ4Yx0NnQ2cjZ2NnFGOaOdMc5YZ5wz3pngTHQmOZOdKc5UZ5oz3ZnhzHQ2dWY5mzmznTnO5s5cZwtnS2ees5WztbONM9/Z1lngbOcsdLZ3Fjk7ODs6OzmLnZ2dJc5SZ5mzi7Ors5uzu7Pc2cPZ09nL2dvZx1nh7Ovs5+zvHOAc6BzkHOwc4hzqHOYc7hzhHOkc5RztHOMc6xznHO+c4JzonOSc7JzinOqc5pzunOGc6ZzlnO2c45zrnOesdM53LnAudC5yLnYucS51LnMud65wrnSucq52rnGuda5zrnducG50bnJudm5xbnVuc2537nDudO5y7nbuce517nPudx5wHnQech52HnEedR5zHneecJ50nnKedp5xnnWec553XnBedF5yXnZecV51XnNed95w3nTect523nHedd5z3nc+cD50PnJWOaudj51PnE+dz5zPnS+cL52vnK+db5xvne+c750fnB+dn5yfnV+cX53fnN+dP5w/nb+cv51/nDXOv27DVVzV1VzdNVzTtVzbdVzX9VzfDdzQjdzYTdzUbbpt3LZuO7e928Ht6HZyO7td3K7uOu66bje3u9vD7en2cnu7fdy+bj+3v7ueO8Ad6K7vDnIHu0Pclksuu5mbu4VbupVbu0PdYe4G7nB3hDvS3dDdyN3Y3cQd5Y52x7hj3XHueHeCO9Gd5E52p7hT3WnudHeGO9Pd1J3lbubOdue4m7tz3S3cLd157lbu1u427nx3W3eBu5270N3eXeTu4O7o7uQudnd2l7hL3WXuLu6u7m7u7u5ydw93T3cvd293H3eFu6+7n7u/e4B7oHuQe7B7iHuoe5h7uHuEe6R7lHu0e4x7rHuce7x7gnuie5J7snuKe6p7mnu6e4Z7pnuWe7Z7jnuue5670j3fvcC90L3Ivdi9xL3Uvcy93L3CvdK9yr3avca91r3Ovd69wb3Rvcm92b3FvdW9zb3dvcO9073Lvdu9x73Xvc+9333AfdB9yH3YfcR91H3Mfdx9wn3Sfcp92n3GfdZ9zn3efcF90X3Jfdl9xX3Vfc193X3DfdN9y33bfcd9133Pfd/9wP3Q/chd5a52P3Y/cT91P3M/d79wv3S/cr92v3G/db9zv3d/cH90f3J/dn9xf3V/c393/3D/dP9y/3b/cde4/3oNT/FUT/N0z/BMz/Jsz/Fcz/N8L/BCL/JiL/FSr+m18dp67bz2Xgevo9fJ6+x18bp663jret287l4Pr6fXy+vt9fH6ev28/t563gBvoLe+N8gb7A3xWh557GVe7hVe6VVe7Q31hnkbeMO9Ed5Ib0NvI29jbxNvlDfaG+ON9cZ5470J3kRvkjfZm+JN9aZ5070Z3kxvU2+Wt5k325vjbe7N9bbwtvTmeVt5W3vbePO9bb0F3nbeQm97b5G3g7ejt5O32NvZW+It9ZZ5u3i7ert5u3vLvT28Pb29vL29fbwV3r7eft7+3gHegd5B3sHeId6h3mHe4d4R3pHeUd7R3jHesd5x3vHeCd6J3kneyd4p3qnead7p3hnemd5Z3tneOd653nneSu987wLvQu8i72LvEu9S7zLvcu8K70rvKu9q7xrvWu8673rvBu9G7ybvZu8W71bvNu927w7vTu8u727vHu9e7z7vfu8B70HvIe9h7xHvUe8x73HvCe9J7ynvae8Z71nvOe957wXvRe8l72XvFe9V7zXvde8N703vLe9t7x3vXe89733vA+9D7yNvlbfa+9j7xPvU+8z73PvC+9L7yvva+8b71vvO+977wfvR+8n72fvF+9X7zfvd+8P70/vL+9v7x1vj/es3fMVXfc3XfcM3fcu3fcd3fc/3/cAP/ciP/cRP/abfxm/rt/Pb+x38jn4nv7Pfxe/qr+Ov63fzu/s9/J5+L7+338fv6/fz+/vr+QP8gf76/iB/sD/Eb/nks5/5uV/4pV/5tT/UH+Zv4A/3R/gj/Q39jfyN/U38Uf5of4w/1h/nj/cn+BP9Sf5kf4o/1Z/mT/dn+DP9Tf1Z/mb+bH+Ov7k/19/C39Kf52/lb+1v48/3t/UX+Nv5C/3t/UX+Dv6O/k7+Yn9nf4m/1F/m7+Lv6u/m7+4v9/fw9/T38vf29/FX+Pv6+/n7+wf4B/oH+Qf7h/iH+of5h/tH+Ef6R/lH+8f4x/rH+cf7J/gn+if5J/un+Kf6p/mn+2f4Z/pn+Wf75/jn+uf5K/3z/Qv8C/2L/Iv9S/xL/cv8y/0r/Cv9q/yr/Wv8a/3r/Ov9G/wb/Zv8m/1b/Fv92/zb/Tv8O/27/Lv9e/x7/fv8+/0H/Af9h/yH/Uf8R/3H/Mf9J/wn/af8p/1n/Gf95/zn/Rf8F/2X/Jf9V/xX/df81/03/Df9t/y3/Xf8d/33/Pf9D/wP/Y/8Vf5q/2P/E/9T/zP/c/8L/0v/K/9r/xv/W/87/3v/B/9H/yf/Z/8X/1f/N/93/w//T/8v/2//H3+N/2/QCJRADbRAD4zADKzADpzADbzAD4IgDKIgDpIgDZpBm6Bt0C5oH3QIOgadgs5Bl6BrsE6wbtAt6B70CHoGvYLeQZ+gb9Av6B+sFwwIBgbrB4OCwcGQoBVQwEEW5EERlEEV1MHQYFiwQTA8GBGMDDYMNgo2DjYJRgWjgzHB2GBcMD6YEEwMJgWTgynB1GBaMD2YEcwMNg1mBZsFs4M5webB3GCLYMtgXrBVsHWwTTA/2DZYEGwXLAy2DxYFOwQ7BjsFi4OdgyXB0mBZsEuwa7BbsHuwPNgj2DPYK9g72CdYEewb7BfsHxwQHBgcFBwcHBIcGhwWHB4cERwZHBUcHRwTHBscFxwfnBCcGJwUnBycEpwanBacHpwRnBmcFZwdnBOcG5wXrAzODy4ILgwuCi4OLgkuDS4LLg+uCK4MrgquDq4Jrg2uC64PbghuDG4Kbg5uCW4NbgtuD+4I7gzuCu4O7gnuDe4L7g8eCB4MHgoeDh4JHg0eCx4PngieDJ4Kng6eCZ4NngueD14IXgxeCl4OXgleDV4LXg/eCN4M3greDt4J3g3eC94PPgg+DD4KVgWrg4+DT4JPg8+Cz4Mvgi+Dr4Kvg2+Cb4Pvgu+DH4Ifg5+Cn4Nfgl+D34Lfgz+CP4O/gr+Df4I1wb9hI1RCNdRCPTRCM7RCO3RCN/RCPwzCMIzCOEzCNGyGbcK2Ybuwfdgh7Bh2CjuHXcKu4TrhumG3sHvYI+wZ9gp7h33CvmG/sH+4XjggHBiuHw4KB4dDwlZIIYdZmIdFWIZVWIdDw2HhBuHwcEQ4Mtww3CjcONwkHBWODseEY8Nx4fhwQjgxnBRODqeEU8Np4fRwRjgz3DScFW4Wzg7nhJuHc8Mtwi3DeeFW4dbhNuH8cNtwQbhduDDcPlwU7hDuGO4ULg53DpeES8Nl4S7hruFu4e7h8nCPcM9wr3DvcJ9wRbhvuF+4f3hAeGB4UHhweEh4aHhYeHh4RHhkeFR4dHhMeGx4XHh8eEJ4YnhSeHJ4SnhqeFp4enhGeGZ4Vnh2eE54bnheuDI8P7wgvDC8KLw4vCS8NLwsvDy8IrwyvCq8OrwmvDa8Lrw+vCG8MbwpvDm8Jbw1vC28PbwjvDO8K7w7vCe8N7wvvD98IHwwfCh8OHwkfDR8LHw8fCJ8MnwqfDp8Jnw2fC58PnwhfDF8KXw5fCV8NXwtfD18I3wzfCt8O3wnfDd8L3w//CD8MPwoXBWuDj8OPwk/DT8LPw+/CL8Mvwq/Dr8Jvw2/C78Pfwh/DH8Kfw5/CX8Nfwt/D/8I/wz/Cv8O/wnXhP9GjUiJ1EiL9MiIzMiK7MiJ3MiL/CiIwiiK4iiJ0qgZtYnaRu2i9lGHqGPUKeocdYm6RutE60bdou5Rj6hn1CvqHfWJ+kb9ov7RetGAaGC0fjQoGhwNiVoRRRxlUR4VURlVUR0NjYZFG0TDoxHRyGjDaKNo42iTaFQ0OhoTjY3GReOjCdHEaFI0OZoSTY2mRdOjGdHMaNNoVrRZNDuaE20ezY22iLaM5kVbRVtH20Tzo22jBdF20cJo+2hRtEO0Y7RTtDjaOVoSLY2WRbtEu0a7RbtHy6M9oj2jvaK9o32iFdG+0X7R/tEB0YHRQdHB0SHRodFh0eHREdGR0VHR0dEx0bHRcdHx0QnRidFJ0cnRKdGp0WnR6dEZ0ZnRWdHZ0TnRudF50cro/OiC6MLoouji6JLo0uiy6PLoiujK6Kro6uia6Nrouuj66Iboxuim6ObolujW6Lbo9uiO6M7oruju6J7o3ui+6P7ogejB6KHo4eiR6NHosejx6Inoyeip6OnomejZ6Lno+eiF6MXopejl6JXo1ei16PXojejN6K3o7eid6N3ovej96IPow+ijaFW0Ovo4+iT6NPos+jz6Ivoy+ir6Ovom+jb6Lvo++iH6Mfop+jn6Jfo1+i36Pfoj+jP6K/o7+idaE/0bN2IlVmMt1mMjNmMrtmMndmMv9uMgDuMojuMkTuNm3CZuG7eL28cd4o5xp7hz3CXuGq8Trxt3i7vHPeKeca+4d9wn7hv3i/vH68UD4oHx+vGgeHA8JG7FFHOcxXlcxGVcxXU8NB4WbxAPj0fEI+MN443ijeNN4lHx6HhMPDYeF4+PJ8QT40nx5HhKPDWeFk+PZ8Qz403jWfFm8ex4Trx5PDfeIt4ynhdvFW8dbxPPj7eNF8TbxQvj7eNF8Q7xjvFO8eJ453hJvDReFu8S7xrvFu8eL4/3iPeM94r3jveJV8T7xvvF+8cHxAfGB8UHx4fEh8aHxYfHR8RHxkfFR8fHxMfGx8XHxyfEJ8YnxSfHp8SnxqfFp8dnxGfGZ8Vnx+fE58bnxSvj8+ML4gvji+KL40viS+PL4svjK+Ir46viq+Nr4mvj6+Lr4xviG+Ob4pvjW+Jb49vi2+M74jvju+K743vie+P74vvjB+IH44fih+NH4kfjx+LH4yfiJ+On4qfjZ+Jn4+fi5+MX4hfjl+KX41fiV+PX4tfjN+I347fit+N34nfj9+L34w/iD+OP4lXx6vjj+JP40/iz+PP4i/jL+Kv46/ib+Nv4u/j7+If4x/in+Of4l/jX+Lf49/iP+M/4r/jv+J94Tfxv0kiURE20RE+MxEysxE6cxE28xE+CJEyiJE6SJE2aSZukbdIuaZ90SDomnZLOSZeka7JOsm7SLeme9Eh6Jr2S3kmfpG/SL+mfrJcMSAYm6yeDksHJkKSVUMJJluRJkZRJldTJ0GRYskEyPBmRjEw2TDZKNk42SUYlo5MxydhkXDI+mZBMTCYlk5MpydRkWjI9mZHMTDZNZiWbJbOTOcnmydxki2TLZF6yVbJ1sk0yP9k2WZBslyxMtk8WJTskOyY7JYuTnZMlydJkWbJLsmuyW7J7sjzZI9kz2SvZO9knWZHsm+yX7J8ckByYHJQcnBySHJoclhyeHJEcmRyVHJ0ckxybHJccn5yQnJiclJycnJKcmpyWnJ6ckZyZnJWcnZyTnJucl6xMzk8uSC5MLkouTi5JLk0uSy5PrkiuTK5Krk6uSa5NrkuuT25IbkxuSm5ObkluTW5Lbk/uSO5M7kruTu5J7k3uS+5PHkgeTB5KHk4eSR5NHkseT55InkyeSp5OnkmeTZ5Lnk9eSF5MXkpeTl5JXk1eS15P3kjeTN5K3k7eSd5N3kveTz5IPkw+SlYlq5OPk0+ST5PPks+TL5Ivk6+Sr5Nvkm+T75Lvkx+SH5Ofkp+TX5Jfk9+S35M/kj+Tv5K/k3+SNcm/aSNVUjXVUj01UjO1Ujt1Ujf1Uj8N0jCN0jhN0jRtpm3Stmm7tH3aIe2Ydko7p13Sruk66bppt7R72iPtmfZKe6d90r5pv7R/ul46IB2Yrp8OSgenQ9JWSimnWZqnRVqmVVqnQ9Nh6Qbp8HREOjLdMN0o3TjdJB2Vjk7HpGPTcen4dEI6MZ2UTk6npFPTaen0dEY6M900nZVuls5O56Sbp3PTLdIt03npVunW6Tbp/HTbdEG6Xbow3T5dlO6Q7pjulC5Od06XpEvTZeku6a7pbunu6fJ0j3TPdK9073SfdEW6b7pfun96QHpgelB6cHpIemh6WHp4ekR6ZHpUenR6THpselx6fHpCemJ6Unpyekp6anpaenp6RnpmelZ6dnpOem56XroyPT+9IL0wvSi9OL0kvTS9LL08vSK9Mr0qvTq9Jr02vS69Pr0hvTG9Kb05vSW9Nb0tvT29I70zvSu9O70nvTe9L70/fSB9MH0ofTh9JH00fSx9PH0ifTJ9Kn06fSZ9Nn0ufT59IX0xfSl9OX0lfTV9LX09fSN9M30rfTt9J303fS99P/0g/TD9KF2Vrk4/Tj9JP00/Sz9Pv0i/TL9Kv06/Sb9Nv0u/T39If0x/Sn9Of0l/TX9Lf0//SP9M/0r/Tv9J16T/NhtNpak2tabeNJpm02raTafpNr2m3wyaYTNqxs2kmTabzTbNts12zfbNDs2OzU7Nzs0uza7NdZrrNrs1uzd7NHs2ezV7N/s0+zb7Nfs312sOaA5srt8c1BzcHNJsNanJzayZN4tm2ayadXNoc1hzg+bw5ojmyOaGzY2s+csWLVu6cLG18H9/NpfOX7DH8oXmzP/9aff//WnF//zkrthu2fL5CxYsXLrcnjJ/ycLJCwcN+e/R+u9B/z2y/x75f4/iv0f536N2/vvyIWtfvPaVrX0V/71o7a+R/Fq59lX99+K1349ba1+09rV2g9d+P87/e2VrvyJb+xXZ2q/I5M+t3c3W7uZrvyJf+7v52n9lsfZvVaz9c8Xa71ys/bsUazeKtf/KYu33q9b+uWrtd67X/p3rtb9br/0u9drvUq/9LvXav3Ndu2v/LwyRZ0ueJE+WZybPXJ6FPEt5VvKUtZastWStJWstWWvJWkvWWrLWkrWWrLVkjWSNZIJkgmSCZIJkgmSCZIJkgmWC5R/EssayxrLGssayxrLGssaylslaJmuZrGWylslaJmuZrGWylslaJmu5rOWylstaLmu5rOWylstaLmu5rOWyVshaIWuFrBWyVshaIWuFrBWyVshaIWulrJWyVspaKWulrJWyVspaKWulrJWyVslaJWuVrFWyVslaJWuVrFWyVslaJWu1rNWyVstaLWu1rNWyVstaLWu1rAkgJICQAEICCAkgJICQAEICCAkgJICQAEICCAkgJICQAEICCAkgJICQAEICCAkgJIAQyZpYQmIJiRokapCoQaIGiRokapCoQaIGiRokapCoQaIGiRokapCoQaIGiRokapCoQaIGiRokapCoQaIGiRokapBQQUIFCRUkVJBQQUIFCRUkVJD4QOIDiQ8kPpCgQIICCQokKJCgQIICCQokKJCgQCIBiQQkEpBIQCIBiQQkEpBIQHLzJDdPcvMkN09y8yQ3T3LzJDdPcvMkh05y3SzXzXLdLNfNct0s181y3SzXzXLdLNfNct0s181y3SzXzXLdLNfNct0s181y3SzXzXLdLNfNct0s181y3SyfFFg+KbDcPMvNs9w8y82z3DzLzbPcPMvNs9w8y82z3DzLzbPcPMvNs9w8y82z3DzLzbPcPMvNs9w8y82z3DzLzbPcPMvNs3xSYDl/lvNnOX+W82c5f5bzZzl/lvNn+aTAIgGLBCwSsEjA8kmBBQUWFFhQYEGBBQUWFFhQYEGBBQWWTwosPrD4wOIDiw8sPrD4wOIDiw8snxRYPimwqMGiBosaLGqwqMGiBosaLGqwqMHySYEFEJZPCiyWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmlmRiSSaWZGJJJpZkYkkmluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpbkYkkuluRiSS6W5GJJLpYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWFGJJIZYUYkkhlhRiSSGWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkplpRiSSmWlGJJKZaUYkkpllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZZUYkklllRiSSWWVGJJJZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSS2W1GJJLZbUYkktltRiSV3X3v97toYMGQLvFrwJ3gzvDN45vAt4l/Cu4A27LdhtwW4Ldluw24LdFuy2YLcFuy3YbcEuwS7BLsEuwS7BLsEuwS7BLsEuwS7DLsMuwy7DLsMuwy7DLsMuwy7Dbga7GexmsJvBbga7GexmsJvBbga7GezmsJvDbg67OezmsJvDbg67OezmsJvDbgG7BewWsFvAbgG7BewWsFvAbgG7BeyWsFvCbgm7JeyWsFvCbgm7JeyWsFvCbgW7FexWsFvBbgW7FexWsFvBbgW7FezWsFvDbg27NezWsFvDbg27NezWsAtetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4FULvGqBVy3wqgVetcCrFnjVAq9a4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWBVwReEXhF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4BWDVwxeMXjF4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVBl5l4FUGXmXgVQZeZeBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQ5e5eBVDl7l4FUOXuXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUBXhXgVQFeFeBVAV4V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVCV6V4FUJXpXgVQleleBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQVeVeBVBV5V4FUFXlXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV7V4FUNXtXgVQ1e1eBVDV5B307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/TtDH07Q9/O0Lcz9O0MfTtD387QtzP07Qx9O0PfztC3M/Tt/H+atEMCAGAYCGKi/sD8K+tgWESE3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z5++/jt47eP3z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/*]]>*/</style><style type="text/css">/*<![CDATA[*/#page-container {background-color:#9e9e9e;background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4="); -webkit-transition:left 500ms;transition:left 500ms;}/*]]>*/</style></head><body><div id="sidebar"><div id="outline"></div></div><div id="page-container"><div id="pf1" class="pf w0 h0" ><div class="pc pc1 w0 h0"><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y2 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y4 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y5 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h4 y6 ff2 fs3 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x2 h2 y7 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y8 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 ya ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 yb ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 yc ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 yd ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 ye ff2 fs2 fc0 sc0 ls0 ws0">Jednostkowe spra<span class="_ _0"></span>wozdanie finanso<span class="_ _0"></span>we </div><div class="t m0 x5 h3 yf ff2 fs2 fc0 sc0 ls0 ws0">za rok obrotowy <span class="_ _0"></span><span class="ff3">zakończony<span class="_ _0"></span></span>  </div><div class="t m0 x6 h3 y10 ff2 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="ls1">20</span>2<span class="_ _0"></span>4 <span class="ls2">r.</span> </div><div class="t m0 x1 h2 y11 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y12 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y13 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y14 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y15 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y16 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y17 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y18 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y19 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1a ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1b ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1c ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1d ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1e ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y1f ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y20 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y21 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y22 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y23 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y24 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y25 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y26 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y27 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y28 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y29 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2a ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2b ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2c ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2d ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2e ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y2f ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y30 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y31 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y32 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y33 ff3 fs4 fc0 sc0 ls0 ws0">Poznań<span class="ff2">, 17 marca 202<span class="_ _1"></span>5 <span class="ls3">r.</span></span></div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x8 y34 w2 h6" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA34AAAABCAIAAAAO1+vKAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGUlEQVRIx+3BMQEAAADCoPVPbQsvoAAA4GIKewABg2wGGgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y35 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y36 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y37 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y38 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h9 y39 ff3 fs5 fc1 sc0 ls0 ws0">Sp<span class="_ _1"></span>is <span class="_ _1"></span>tr<span class="_ _1"></span>eś<span class="_ _1"></span>c<span class="_ _1"></span>i<span class="ff2"> </span></div><div class="t m0 x1 h1 y3a ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 ha y3b ff3 fs6 fc0 sc0 ls0 ws0">Sp<span class="_ _1"></span>is<span class="_ _1"></span> tre<span class="_ _1"></span>śc<span class="_ _1"></span>i<span class="ff2 ls6">.....................................................................................................................................................................<span class="ls0"> <span class="_ _2"></span>2<span class="ff8 fs5"> </span></span></span></div><div class="t m0 x1 ha y3c ff3 fs6 fc0 sc0 ls0 ws0">Jed<span class="_ _1"></span>nos<span class="_ _1"></span>tk<span class="_ _1"></span>ow<span class="_ _1"></span>e <span class="_ _1"></span>sp<span class="_ _1"></span>raw<span class="_ _1"></span>ozd<span class="_ _1"></span>an<span class="_ _1"></span>ie<span class="_ _1"></span> z<span class="_ _1"></span> z<span class="_ _1"></span>ys<span class="_ _1"></span>ków<span class="_ _1"></span> i <span class="_ _1"></span>st<span class="_ _1"></span>ra<span class="_ _1"></span>t <span class="_ _1"></span>or<span class="_ _1"></span>az <span class="_ _1"></span>inn<span class="_ _1"></span>yc<span class="_ _1"></span>h <span class="_ _1"></span>ca<span class="_ _1"></span>łko<span class="_ _1"></span>wi<span class="_ _1"></span>ty<span class="_ _1"></span>ch <span class="_ _1"></span>d<span class="_ _1"></span>och<span class="_ _1"></span>od<span class="_ _1"></span>ów<span class="ff2"> <span class="_ _3"></span><span class="ls6">..............................................<span class="ls0"> <span class="_ _2"></span>5<span class="ff8 fs5"> </span></span></span></span></div><div class="t m0 x1 ha y3d ff2 fs6 fc0 sc0 ls0 ws0">Jed<span class="_ _1"></span>nos<span class="_ _1"></span>tk<span class="_ _1"></span>ow<span class="_ _1"></span>e <span class="_ _1"></span>sp<span class="_ _1"></span>raw<span class="_ _1"></span>ozd<span class="_ _1"></span>an<span class="_ _1"></span>ie<span class="_ _1"></span> z<span class="_ _1"></span> s<span class="_ _1"></span>ytu<span class="_ _1"></span>ac<span class="_ _1"></span>ji<span class="_ _1"></span> fi<span class="_ _1"></span>n<span class="_ _1"></span>ans<span class="_ _1"></span>owe<span class="_ _1"></span>j<span class="_ _1"></span> <span class="_ _1"></span><span class="ls6">..................................................................................................<span class="ls0"> <span class="_ _2"></span>6<span class="ff8 fs5"> </span></span></span></div><div class="t m0 x1 ha y3e ff3 fs6 fc0 sc0 ls0 ws0">Jed<span class="_ _1"></span>nos<span class="_ _1"></span>tk<span class="_ _1"></span>ow<span class="_ _1"></span>e <span class="_ _1"></span>sp<span class="_ _1"></span>raw<span class="_ _1"></span>ozd<span class="_ _1"></span>an<span class="_ _1"></span>ie<span class="_ _1"></span> z<span class="_ _1"></span>e <span class="_ _1"></span>zmi<span class="_ _1"></span>an<span class="_ _1"></span> w<span class="_ _1"></span> k<span class="_ _1"></span>api<span class="_ _1"></span>ta<span class="_ _1"></span>le<span class="_ _1"></span> wł<span class="_ _1"></span>as<span class="_ _1"></span>ny<span class="_ _1"></span>m<span class="ff2"> <span class="_ _4"></span><span class="ls6">....................................................................................<span class="ls0"> <span class="_ _2"></span>7<span class="ff8 fs5"> </span></span></span></span></div><div class="t m0 x1 ha y5 ff3 fs6 fc0 sc0 ls0 ws0">Jed<span class="_ _1"></span>nos<span class="_ _1"></span>tk<span class="_ _1"></span>ow<span class="_ _1"></span>e <span class="_ _1"></span>sp<span class="_ _1"></span>raw<span class="_ _1"></span>ozd<span class="_ _1"></span>an<span class="_ _1"></span>ie<span class="_ _1"></span> z<span class="_ _1"></span> p<span class="_ _1"></span>rze<span class="_ _1"></span>pł<span class="_ _1"></span>yw<span class="_ _1"></span>ów p<span class="_ _1"></span>i<span class="_ _1"></span>eni<span class="_ _1"></span>ęż<span class="_ _1"></span>ny<span class="_ _1"></span>ch<span class="_ _1"></span><span class="ff2"> <span class="_ _5"></span><span class="ls6">.........................................................................................<span class="ls0"> <span class="_ _2"></span>9<span class="ff8 fs5"> </span></span></span></span></div><div class="t m0 x1 ha y3f ff2 fs6 fc0 sc0 ls0 ws0">Not<span class="_ _1"></span>y d<span class="_ _1"></span>o <span class="_ _1"></span>Je<span class="_ _1"></span>dn<span class="_ _1"></span>os<span class="_ _1"></span>tko<span class="_ _1"></span>we<span class="_ _1"></span>go <span class="_ _1"></span>Sp<span class="_ _1"></span>ra<span class="_ _1"></span>wo<span class="_ _1"></span>zda<span class="_ _1"></span>ni<span class="_ _1"></span>a <span class="_ _1"></span>Fin<span class="_ _1"></span>an<span class="_ _1"></span>so<span class="_ _1"></span>weg<span class="_ _1"></span>o <span class="_ _5"></span><span class="ls6">..........................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">10<span class="ff8 fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 ha y40 ff2 fs6 fc0 sc0 ls7 ws0">1.<span class="ff8 fs5 ls0"> <span class="_ _6"> </span><span class="ff3 fs6">In<span class="_ _1"></span>for<span class="_ _1"></span>mac<span class="_ _1"></span>je<span class="_ _1"></span> o<span class="_ _1"></span>gól<span class="_ _1"></span>ne<span class="_ _1"></span><span class="ff2"> <span class="_ _5"></span><span class="ls6">.............................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">10<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y41 ff4 fs6 fc0 sc0 ls0 ws0">1.1.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Informacje ogóln<span class="_ _0"></span>e dotyczące Vercom S.A.<span class="_ _0"></span></span> <span class="_ _4"></span><span class="ls8">................................................................<span class="_ _0"></span>..................<span class="ls1">10<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y42 ff4 fs6 fc0 sc0 ls0 ws0">1.2.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Zarząd i Rada <span class="_ _0"></span>Nadzorcza</span> <span class="_ _8"></span><span class="ls8">..............................................................................................................<span class="ls1">10<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y43 ff4 fs6 fc0 sc0 ls0 ws0">1.3.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Przedmiot działa<span class="_ _0"></span>lności</span><span class="ls8">..................................................................................................................<span class="ls1">11</span></span><span class="ff8 fs5"> </span></div><div class="t m0 x9 ha y44 ff4 fs6 fc0 sc0 ls0 ws0">1.4.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Wykaz jedno<span class="_ _0"></span>stek zależnych</span> <span class="ls8">.........................................................................................................<span class="ls1">11</span></span><span class="ff8 fs5"> </span></div><div class="t m0 x9 ha y45 ff4 fs6 fc0 sc0 ls0 ws0">1.5.<span class="ff8 fs5"> <span class="_ _7"> </span></span>Wykaz jedno<span class="_ _0"></span>stek stowarzyszonych<span class="_ _0"></span> <span class="_ _5"></span><span class="ls8">..............................................................................................<span class="ls1">12<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y46 ff4 fs6 fc0 sc0 ls0 ws0">1.6.<span class="ff8 fs5"> <span class="_ _7"> </span></span>Rok obro<span class="_ _0"></span>towy <span class="_ _4"></span><span class="ls8">................................................................<span class="_ _0"></span>...............................................................<span class="ls1">12<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y47 ff4 fs6 fc0 sc0 ls0 ws0">1.7.<span class="ff8 fs5"> <span class="_ _7"> </span></span>Zatwierdzenie d<span class="_ _0"></span>o publikacji <span class="_ _1"></span><span class="ls8">.........................................................................................................<span class="ls1">12<span class="_ _1"></span><span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y48 ff2 fs6 fc0 sc0 ls7 ws0">2.<span class="ff8 fs5 ls0"> <span class="_ _6"> </span><span class="ff3 fs6">Pod<span class="_ _1"></span>st<span class="_ _1"></span>awa<span class="_ _1"></span> s<span class="_ _1"></span>por<span class="_ _1"></span>zą<span class="_ _1"></span>dz<span class="_ _1"></span>en<span class="_ _1"></span>ia<span class="_ _1"></span> sp<span class="_ _1"></span>ra<span class="_ _1"></span>woz<span class="_ _1"></span>dan<span class="_ _1"></span>i<span class="_ _1"></span>a <span class="_ _1"></span>fin<span class="_ _1"></span>ans<span class="_ _1"></span>ow<span class="_ _1"></span>e<span class="_ _1"></span>go<span class="ff2"> <span class="_ _4"></span><span class="ls6">.....................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">12<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y49 ff4 fs6 fc0 sc0 ls0 ws0">2.1.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Oświadczenie o zg<span class="_ _0"></span>odności</span> <span class="ls8">...........................................................................................................<span class="ls1">12</span></span><span class="ff8 fs5"> </span></div><div class="t m0 x9 ha y4a ff4 fs6 fc0 sc0 ls0 ws0">2.2.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Stosowane zasady<span class="_ _0"></span> rachunkowości<span class="_ _0"></span></span> <span class="_ _2"></span><span class="ls8">................................................................................................<span class="ls1">13<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y4b ff4 fs6 fc0 sc0 ls0 ws0">2.3.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Kontynuac<span class="_ _0"></span>ja działalności</span><span class="ls8">..............................................................................................................<span class="ls1">13</span></span><span class="ff8 fs5"> </span></div><div class="t m0 x9 ha y4c ff4 fs6 fc0 sc0 ls0 ws0">2.4.<span class="ff8 fs5"> <span class="_ _7"> </span></span>Waluta funkcjo<span class="_ _0"></span>nalna i waluta prezentacji<span class="_ _0"></span><span class="ls8">.....................................................................................<span class="ls1">14</span></span><span class="ff8 fs5"> </span></div><div class="t m0 x1 ha y4d ff2 fs6 fc0 sc0 ls7 ws0">3.<span class="ff8 fs5 ls0"> <span class="_ _6"> </span><span class="ff3 fs6">Opi<span class="_ _1"></span>s <span class="_ _1"></span>wa<span class="_ _1"></span>żni<span class="_ _1"></span>ejs<span class="_ _1"></span>z<span class="_ _1"></span>ych<span class="_ _1"></span> z<span class="_ _1"></span>as<span class="_ _1"></span>ad <span class="_ _1"></span>ra<span class="_ _1"></span>ch<span class="_ _1"></span>un<span class="_ _1"></span>kow<span class="_ _1"></span>ośc<span class="_ _1"></span>i<span class="ff2"> <span class="_ _5"></span><span class="ls6">.......................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">14<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x9 ha y4e ff4 fs6 fc0 sc0 ls0 ws0">3.1.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Połączenia/naby<span class="_ _0"></span>cia jednostek gospodar<span class="_ _0"></span>czych</span> <span class="_ _3"></span><span class="ls8">..............................................................................<span class="ls1">14<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y4f ff4 fs6 fc0 sc0 ls0 ws0">3.2.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Metody wyce<span class="_ _0"></span>ny inwestycji w jedno<span class="_ _0"></span>stkach zależnych, wspó<span class="_ _0"></span>łkontrolowanych i stowarzyszony<span class="_ _0"></span>ch</span></div><div class="t m0 xa ha y50 ff4 fs6 fc0 sc0 ls0 ws0"> <span class="_ _3"></span><span class="ls8">.....................................................................................................................................................<span class="ls1">14<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y51 ff4 fs6 fc0 sc0 ls0 ws0">3.3.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Transakcje w walu<span class="_ _0"></span>cie obcej i wycena <span class="_ _0"></span>pozycji wyrażonych<span class="_ _0"></span> w walutach obcych<span class="_ _0"></span></span> <span class="_ _2"></span><span class="ls8">..........................<span class="ls1">15<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y52 ff4 fs6 fc0 sc0 ls0 ws0">3.4.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Rzeczowe aktywa <span class="_ _0"></span>trwałe</span> <span class="_ _3"></span><span class="ls8">..............................................................................................................<span class="ls1">15<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y53 ff4 fs6 fc0 sc0 ls0 ws0">3.5.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Wartość firmy<span class="_ _0"></span></span> <span class="_ _2"></span><span class="ls8">...............................................................................................................................<span class="ls1">16<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y54 ff4 fs6 fc0 sc0 ls0 ws0">3.6.<span class="ff8 fs5"> <span class="_ _7"> </span></span>Znaki towar<span class="_ _0"></span>owe <span class="_ _4"></span><span class="ls8">............................................................................................................................<span class="ls1">16<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y55 ff4 fs6 fc0 sc0 ls0 ws0">3.7.<span class="ff8 fs5"> <span class="_ _7"> </span></span>Relacje z klientami<span class="_ _0"></span> <span class="_ _3"></span><span class="ls8">.......................................................................................................................<span class="ls1">17<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y56 ff4 fs6 fc0 sc0 ls0 ws0">3.8.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Koszty prac b<span class="_ _0"></span>adawczych i rozwojowych <span class="_ _0"></span>oraz oprogramowane wewnętrzn<span class="_ _0"></span>ie wytworzone<span class="_ _0"></span></span> <span class="_ _5"></span><span class="ls8">.........<span class="ls1">17<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y57 ff4 fs6 fc0 sc0 ls0 ws0">3.9.<span class="ff8 fs5"> <span class="_ _7"> </span></span><span class="ff5">Inne warto<span class="_ _0"></span>ści niematerialne</span> <span class="_ _2"></span><span class="ls8">..........................................................................................................<span class="ls1">18<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y58 ff4 fs6 fc0 sc0 ls0 ws0">3.10.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Utrata wartości akty<span class="_ _0"></span>wów niefinansowych<span class="_ _0"></span></span> <span class="_ _2"></span><span class="ls8">....................................................................................<span class="ls1">18<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y59 ff4 fs6 fc0 sc0 ls0 ws0">3.11.<span class="ff8 fs5"> <span class="_ _9"> </span></span>Przychody i k<span class="_ _0"></span>oszty finansowe <span class="_ _3"></span><span class="ls8">......................................................................................................<span class="ls1">19<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y5a ff4 fs6 fc0 sc0 ls0 ws0">3.12.<span class="ff8 fs5"> <span class="_ _9"> </span></span>Instrumenty<span class="_ _0"></span> finansowe <span class="_ _1"></span><span class="ls8">.................................................................................................................<span class="ls1">19<span class="_ _1"></span><span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y5b ff4 fs6 fc0 sc0 ls0 ws0">3.13.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Pozostałe aktywa<span class="_ _0"></span></span> <span class="_ _3"></span><span class="ls8">..........................................................................................................................<span class="ls1">20<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y5c ff4 fs6 fc0 sc0 ls0 ws0">3.14.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Środki pien<span class="_ _0"></span>iężne i ich ekwiwalenty<span class="_ _0"></span></span> <span class="_ _2"></span><span class="ls8">..............................................................................................<span class="ls1">20<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y5d ff4 fs6 fc0 sc0 ls0 ws0">3.15.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Aktywa trwałe lu<span class="_ _0"></span>b grupy do zbycia p<span class="_ _0"></span>rzeznaczone do sprzedaży<span class="_ _0"></span></span> <span class="_ _1"></span><span class="ls8">.................................................<span class="ls1">20<span class="_ _1"></span><span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y5e ff4 fs6 fc0 sc0 ls0 ws0">3.16.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Kapitały</span> <span class="_ _3"></span><span class="ls8">........................................................................................................................................<span class="ls1">20<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 xb ha y5f ff4 fs6 fc0 sc0 ls0 ws0">3.16.1.<span class="ff8 fs5"> <span class="_ _a"> </span></span><span class="ff5">Kapitał podstawo<span class="_ _0"></span>wy</span> <span class="_ _1"></span><span class="ls8">...................................................................................................................<span class="ls0"> <span class="ls1">20</span><span class="ff8 fs5"> </span></span></span></div><div class="t m0 xb ha y60 ff4 fs6 fc0 sc0 ls0 ws0">3.16.2.<span class="ff8 fs5"> <span class="_ _a"> </span></span><span class="ff5">Kapitał zapasowy<span class="_ _0"></span></span> <span class="_ _2"></span><span class="ls8">........................................................................................................................<span class="ls0"> <span class="ls1">20</span><span class="ff8 fs5"> </span></span></span></div><div class="t m0 xb ha y61 ff4 fs6 fc0 sc0 ls0 ws0">3.16.3.<span class="ff8 fs5"> <span class="_ _a"> </span></span><span class="ff5">Kapitał rezerwo<span class="_ _0"></span>wy</span> <span class="_ _2"></span><span class="ls8">................................................................<span class="_ _0"></span>......................................................<span class="ls0"> <span class="ls1">21</span><span class="ff8 fs5"> </span></span></span></div><div class="t m0 x9 ha y62 ff4 fs6 fc0 sc0 ls0 ws0">3.17.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Akcje własne</span> <span class="_ _1"></span><span class="ls8">................................................................................................................................<span class="ls1">21<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y63 ff4 fs6 fc0 sc0 ls0 ws0">3.18.<span class="ff8 fs5"> <span class="_ _9"> </span></span>Podatek do<span class="_ _0"></span>chodowy (w tym odroczony pod<span class="_ _0"></span>atek dochodowy)<span class="_ _0"></span> <span class="_ _5"></span><span class="ls8">.....................................................<span class="ls1">21<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y64 ff4 fs6 fc0 sc0 ls0 ws0">3.19.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Świadczenia pr<span class="_ _0"></span>acownicze</span> <span class="_ _2"></span><span class="ls8">.............................................................................................................<span class="ls1">22<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y65 ff4 fs6 fc0 sc0 ls0 ws0">3.20.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Płatności w form<span class="_ _0"></span>ie akcji</span> <span class="_ _3"></span><span class="ls8">...............................................................................................................<span class="ls1">22<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y66 ff4 fs6 fc0 sc0 ls0 ws0">3.21.<span class="ff8 fs5"> <span class="_ _9"> </span></span>Rezerwy <span class="_ _2"></span><span class="ls8">........................................................................................................................................<span class="ls1">22<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y67 ff4 fs6 fc0 sc0 ls0 ws0">3.22.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Ujmowanie pr<span class="_ _0"></span>zychodów</span> <span class="_ _8"></span><span class="ls8">................................................................................................<span class="_ _0"></span>...............<span class="ls1">23<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y68 ff4 fs6 fc0 sc0 ls0 ws0">3.23.<span class="ff8 fs5"> <span class="_ _9"> </span></span>Segmenty oper<span class="_ _0"></span>acyjne <span class="ls8">...................................................................................................................<span class="ls1">23</span></span><span class="ff8 fs5"> </span></div><div class="t m0 x9 ha y69 ff4 fs6 fc0 sc0 ls0 ws0">3.24.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Działalność zaniech<span class="_ _0"></span>ana</span> <span class="ls8">................................................................................................................<span class="ls1">23</span></span><span class="ff8 fs5"> </span></div><div class="t m0 x9 ha y6a ff4 fs6 fc0 sc0 ls0 ws0">3.25.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Prawo do u<span class="_ _0"></span>żytkowania aktywów/Leasing MSSF 16<span class="_ _0"></span></span> <span class="_ _3"></span><span class="ls8">....................................................................<span class="ls1">23<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y6b ff4 fs6 fc0 sc0 ls0 ws0">3.26.<span class="ff8 fs5"> <span class="_ _9"> </span></span>Nowe standard<span class="_ _0"></span>y i interpretacje MSSF<span class="_ _0"></span> <span class="_ _4"></span><span class="ls8">..........................................................................................<span class="ls1">24<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y6c ff2 fs6 fc0 sc0 ls7 ws0">4.<span class="ff8 fs5 ls0"> <span class="_ _6"> </span><span class="ff3 fs6">Waż<span class="_ _1"></span>ne <span class="_ _1"></span>os<span class="_ _1"></span>z<span class="_ _1"></span>acow<span class="_ _1"></span>an<span class="_ _1"></span>ia<span class="_ _1"></span> i<span class="_ _1"></span> za<span class="_ _1"></span>ło<span class="_ _1"></span>że<span class="_ _1"></span>ni<span class="_ _1"></span>a<span class="ff2"> <span class="_ _5"></span><span class="ls6">.......................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">26<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y6d ff2 fs6 fc0 sc0 ls7 ws0">5.<span class="ff8 fs5 ls0"> <span class="_ _6"> </span></span><span class="ls0">Seg<span class="_ _1"></span>men<span class="_ _1"></span>t<span class="_ _1"></span>y o<span class="_ _1"></span>per<span class="_ _1"></span>ac<span class="_ _1"></span>yj<span class="_ _1"></span>ne<span class="_ _1"></span> <span class="_ _8"></span><span class="ls6">........................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">28<span class="ff8 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y6e ff2 fs6 fc0 sc0 ls7 ws0">6.<span class="ff8 fs5 ls0"> <span class="_ _6"> </span><span class="ff3 fs6">Prz<span class="_ _1"></span>yc<span class="_ _1"></span>hod<span class="_ _1"></span>y <span class="_ _1"></span>ze<span class="_ _1"></span> sp<span class="_ _1"></span>rz<span class="_ _1"></span>ed<span class="_ _1"></span>aż<span class="_ _1"></span>y<span class="ff2"> <span class="_ _b"></span><span class="ls6">...................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">28<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y6f ff2 fs6 fc0 sc0 ls7 ws0">7.<span class="ff8 fs5 ls0"> <span class="_ _6"> </span><span class="ff3 fs6">Kos<span class="_ _1"></span>zt<span class="_ _1"></span>y w<span class="_ _1"></span> u<span class="_ _1"></span>kł<span class="_ _1"></span>ad<span class="_ _1"></span>zie<span class="_ _1"></span> r<span class="_ _1"></span>odz<span class="_ _1"></span>a<span class="_ _1"></span>jow<span class="_ _1"></span>ym <span class="_ _1"></span>i<span class="_ _1"></span> fu<span class="_ _1"></span>nkc<span class="_ _b"></span>jonal<span class="_ _1"></span>ny<span class="_ _1"></span>m<span class="ff2"> <span class="_ _3"></span><span class="ls6">.........................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls7">30<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y70 ff2 fs6 fc0 sc0 ls7 ws0">8.<span class="ff8 fs5 ls0"> <span class="_ _6"> </span><span class="ff3 fs6">Poz<span class="_ _1"></span>os<span class="_ _1"></span>tał<span class="_ _1"></span>e <span class="_ _1"></span>pr<span class="_ _1"></span>zy<span class="_ _1"></span>cho<span class="_ _1"></span>dy<span class="_ _1"></span> i<span class="_ _1"></span> k<span class="_ _1"></span>osz<span class="_ _1"></span>ty<span class="_ _1"></span> <span class="_ _1"></span>oper<span class="_ _1"></span>ac<span class="_ _1"></span>yj<span class="_ _1"></span>ne<span class="_ _1"></span><span class="ff2"> <span class="_ _3"></span><span class="ls6">................................................................................................<span class="_ _0"></span>.......<span class="ls0"> <span class="_ _8"></span><span class="ls7">31<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y71 ff2 fs6 fc0 sc0 ls7 ws0">9.<span class="ff8 fs5 ls0"> <span class="_ _6"> </span><span class="ff3 fs6">Odp<span class="_ _1"></span>is<span class="_ _1"></span>y z<span class="_ _1"></span> t<span class="_ _1"></span>ytu<span class="_ _1"></span>łu<span class="_ _1"></span> u<span class="_ _1"></span>tr<span class="_ _1"></span>at<span class="_ _1"></span>y w<span class="_ _1"></span>ar<span class="_ _1"></span>toś<span class="_ _b"></span>ci a<span class="_ _1"></span>ktyw<span class="_ _1"></span>ów<span class="_ _1"></span><span class="ff2"> <span class="_ _b"></span><span class="ls6">......................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">31<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y72 ff2 fs6 fc0 sc0 ls0 ws0">10.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff2 fs6">EB<span class="_ _1"></span>IT<span class="_ _1"></span>DA <span class="_ _1"></span>ope<span class="_ _1"></span>rac<span class="_ _1"></span>yjn<span class="_ _b"></span>a <span class="_ _8"></span><span class="ls6">................................................................<span class="_ _0"></span>.........................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">32<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 ha y73 ff2 fs6 fc0 sc0 ls0 ws0">11.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff2 fs6">Prz<span class="_ _1"></span>yc<span class="_ _1"></span>hod<span class="_ _1"></span>y <span class="_ _1"></span>i <span class="_ _1"></span>kos<span class="_ _1"></span>z<span class="_ _1"></span>ty <span class="_ _1"></span>fin<span class="_ _b"></span>ansow<span class="_ _1"></span>e <span class="_ _2"></span><span class="ls6">..........................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">32<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 ha y74 ff2 fs6 fc0 sc0 ls0 ws0">12.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff2 fs6">Pod<span class="_ _1"></span>ate<span class="_ _1"></span>k <span class="_ _1"></span>do<span class="_ _1"></span>ch<span class="_ _1"></span>odo<span class="_ _1"></span>wy<span class="_ _1"></span> <span class="_ _2"></span><span class="ls6">..........................................................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls7">33<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></div></div><a class="l" href="#pf2" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1473.280000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1450.280000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1427.280000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1404.300000px;width:447.950000px;height:11.490000px;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:151.400000px;bottom:1381.300000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1358.300000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1335.300000px;width:447.950000px;height:11.500000px;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:169.400000px;bottom:1312.300000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:1289.300000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:1266.300000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:1243.300000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:1220.300000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:1197.300000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:1174.320000px;width:439.000000px;height:11.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1151.320000px;width:447.950000px;height:11.500000px;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:169.400000px;bottom:1128.320000px;width:439.000000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:169.400000px;bottom:1105.320000px;width:439.000000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:169.400000px;bottom:1082.320000px;width:439.000000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:169.400000px;bottom:1059.320000px;width:439.000000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1036.320000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:169.400000px;bottom:1013.320000px;width:439.000000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:169.400000px;bottom:990.320000px;width:439.450000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:967.320000px;width:448.000000px;height:11.500000px;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:169.400000px;bottom:944.340000px;width:439.000000px;height:11.490000px;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:169.400000px;bottom:921.340000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:898.340000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:875.340000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:852.340000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:829.340000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:806.340000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:783.340000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:760.340000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:737.340000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:714.360000px;width:439.000000px;height:11.490000px;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:169.400000px;bottom:691.360000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:668.360000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:645.360000px;width:439.000000px;height:11.500000px;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:195.400000px;bottom:612.360000px;width:425.950000px;height:16.500000px;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:195.400000px;bottom:579.360000px;width:425.950000px;height:16.500000px;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:195.400000px;bottom:546.360000px;width:425.950000px;height:16.500000px;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:169.400000px;bottom:523.360000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:500.360000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:477.360000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:454.380000px;width:439.000000px;height:11.490000px;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:169.400000px;bottom:431.380000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:408.380000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:385.380000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:362.380000px;width:439.000000px;height:11.500000px;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:169.400000px;bottom:339.380000px;width:439.000000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:169.400000px;bottom:316.380000px;width:439.000000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:293.380000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:270.380000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:247.380000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:224.380000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:201.400000px;width:447.950000px;height:11.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:178.394000px;width:447.950000px;height:11.503000px;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:151.400000px;bottom:155.396000px;width:447.950000px;height:11.499000px;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:151.400000px;bottom:132.398000px;width:447.950000px;height:11.499000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:109.400000px;width:447.950000px;height:11.499000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x8 y34 w2 h6" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA34AAAABCAIAAAAO1+vKAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGUlEQVRIx+3BMQEAAADCoPVPbQsvoAAA4GIKewABg2wGGgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y35 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y36 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y37 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y38 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 ha y75 ff2 fs6 fc0 sc0 ls0 ws0">13.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Akt<span class="_ _1"></span>yw<span class="_ _1"></span>a i<span class="_ _1"></span> r<span class="_ _1"></span>ez<span class="_ _1"></span>erw<span class="_ _1"></span>a <span class="_ _1"></span>z <span class="_ _1"></span>tyt<span class="_ _1"></span>uł<span class="_ _1"></span>u <span class="_ _1"></span>od<span class="_ _1"></span>roc<span class="_ _1"></span>zo<span class="_ _1"></span>ne<span class="_ _1"></span>go<span class="_ _1"></span> po<span class="_ _1"></span>da<span class="_ _1"></span>tku<span class="_ _1"></span> d<span class="_ _1"></span>och<span class="_ _b"></span>odowe<span class="_ _1"></span>go<span class="_ _1"></span><span class="ff2 ls6">..................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">35<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 ha y76 ff2 fs6 fc0 sc0 ls0 ws0">14.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Rze<span class="_ _1"></span>cz<span class="_ _1"></span>owe<span class="_ _1"></span> a<span class="_ _1"></span>kt<span class="_ _1"></span>yw<span class="_ _1"></span>a t<span class="_ _1"></span>rwa<span class="_ _1"></span>łe<span class="_ _1"></span><span class="ff2"> <span class="_ _5"></span><span class="ls6">................................................................<span class="_ _0"></span>..................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">37<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y3b ff2 fs6 fc0 sc0 ls0 ws0">15.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Praw<span class="_ _b"></span>o do <span class="_ _1"></span>k<span class="_ _1"></span>orz<span class="_ _1"></span>ys<span class="_ _1"></span>tan<span class="_ _1"></span>ia<span class="_ _1"></span> z <span class="_ _1"></span>a<span class="_ _1"></span>kty<span class="_ _1"></span>wó<span class="_ _1"></span>w<span class="ff2"> <span class="_ _8"></span><span class="ls6">....................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls7">38<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y3c ff2 fs6 fc0 sc0 ls0 ws0">16.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">War<span class="_ _1"></span>toś<span class="_ _1"></span>ci<span class="_ _1"></span> ni<span class="_ _b"></span>emat<span class="_ _1"></span>eri<span class="_ _1"></span>al<span class="_ _1"></span>ne <span class="_ _1"></span>i<span class="_ _1"></span> w<span class="_ _1"></span>ar<span class="_ _1"></span>toś<span class="_ _1"></span>ć <span class="_ _1"></span>fir<span class="_ _1"></span>my<span class="_ _1"></span><span class="ff2"> <span class="_ _5"></span><span class="ls6">.........................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">40<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y3d ff2 fs6 fc0 sc0 ls0 ws0">17.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Te<span class="_ _1"></span>st <span class="_ _1"></span>na<span class="_ _1"></span> ut<span class="_ _1"></span>ra<span class="_ _1"></span>tę<span class="_ _1"></span> w<span class="_ _1"></span>art<span class="_ _1"></span>oś<span class="_ _1"></span>ci<span class="_ _1"></span><span class="ff2"> <span class="_ _4"></span><span class="ls6">.....................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">43<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y3e ff2 fs6 fc0 sc0 ls0 ws0">18.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">In<span class="_ _1"></span>wes<span class="_ _1"></span>tyc<span class="_ _1"></span>je<span class="_ _1"></span> w<span class="_ _1"></span> j<span class="_ _1"></span>edn<span class="_ _1"></span>os<span class="_ _1"></span>tki<span class="_ _1"></span> z<span class="_ _1"></span>al<span class="_ _1"></span>eżn<span class="_ _b"></span>e<span class="ff2"> <span class="_ _4"></span><span class="ls6">................................................................<span class="_ _0"></span>........................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">44<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y5 ff2 fs6 fc0 sc0 ls0 ws0">19.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff2 fs6">In<span class="_ _1"></span>wes<span class="_ _1"></span>tyc<span class="_ _1"></span>je<span class="_ _1"></span> w<span class="_ _1"></span> j<span class="_ _1"></span>edn<span class="_ _1"></span>os<span class="_ _1"></span>tki<span class="_ _1"></span> s<span class="_ _1"></span>t<span class="_ _1"></span>owa<span class="_ _1"></span>rzy<span class="_ _1"></span>sz<span class="_ _1"></span>on<span class="_ _1"></span>e<span class="ls6">............................................................................................................</span> <span class="_ _8"></span><span class="ls7">45<span class="ff8 fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 ha y3f ff2 fs6 fc0 sc0 ls0 ws0">20.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Nal<span class="_ _1"></span>eżn<span class="_ _1"></span>oś<span class="_ _1"></span>ci<span class="_ _1"></span> h<span class="_ _1"></span>and<span class="_ _1"></span>lo<span class="_ _1"></span>we<span class="_ _1"></span><span class="ff2"> <span class="_ _8"></span><span class="ls6">.........................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls7">45<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y40 ff2 fs6 fc0 sc0 ls0 ws0">21.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Poż<span class="_ _1"></span>ycz<span class="_ _1"></span>ki<span class="_ _1"></span> u<span class="_ _1"></span>dz<span class="_ _1"></span>iel<span class="_ _1"></span>on<span class="_ _1"></span>e<span class="_ _1"></span><span class="ff2"> <span class="_ _5"></span><span class="ls6">............................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">46<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y41 ff2 fs6 fc0 sc0 ls0 ws0">22.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Śro<span class="_ _1"></span>d<span class="_ _1"></span>ki p<span class="_ _1"></span>ie<span class="_ _1"></span>ni<span class="_ _1"></span>ężn<span class="_ _1"></span>e <span class="_ _1"></span>i <span class="_ _1"></span>ich<span class="_ _b"></span> ekwi<span class="_ _1"></span>wa<span class="_ _1"></span>l<span class="_ _1"></span>ent<span class="_ _1"></span>y<span class="ff2"> <span class="_ _5"></span><span class="ls6">.................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">47<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y42 ff2 fs6 fc0 sc0 ls0 ws0">23.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Nal<span class="_ _1"></span>eżn<span class="_ _1"></span>oś<span class="_ _1"></span>ci<span class="_ _1"></span> z<span class="_ _1"></span> t<span class="_ _1"></span>ytu<span class="_ _1"></span>łu<span class="_ _1"></span> l<span class="_ _1"></span>eas<span class="_ _1"></span>in<span class="_ _1"></span>gu<span class="_ _1"></span><span class="ff2"> <span class="_ _5"></span><span class="ls6">.............................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">48<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y43 ff2 fs6 fc0 sc0 ls0 ws0">24.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Poz<span class="_ _1"></span>os<span class="_ _1"></span>tał<span class="_ _1"></span>e <span class="_ _1"></span>a<span class="_ _1"></span>ktyw<span class="_ _1"></span>a<span class="_ _1"></span><span class="ff2"> <span class="_ _4"></span><span class="ls6">...............................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">48<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y44 ff2 fs6 fc0 sc0 ls0 ws0">25.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Kap<span class="_ _1"></span>it<span class="_ _1"></span>ał<span class="_ _1"></span> po<span class="_ _1"></span>ds<span class="_ _1"></span>taw<span class="_ _1"></span>ow<span class="_ _1"></span>y<span class="ff2"> <span class="_ _5"></span><span class="ls6">................................................................................................................................<span class="_ _0"></span>.........<span class="ls0"> <span class="_ _2"></span><span class="ls7">49<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y45 ff2 fs6 fc0 sc0 ls0 ws0">26.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Akc<span class="_ _1"></span>je <span class="_ _1"></span>wł<span class="_ _1"></span>as<span class="_ _1"></span>ne<span class="_ _1"></span><span class="ff2"> <span class="_ _2"></span><span class="ls6">......................................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">50<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y46 ff2 fs6 fc0 sc0 ls0 ws0">27.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Zys<span class="_ _1"></span>k n<span class="_ _1"></span>a <span class="_ _1"></span>a<span class="_ _1"></span>kcj<span class="_ _1"></span>ę<span class="ff2"> <span class="_ _d"></span><span class="ls6">.....................................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">51<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y47 ff2 fs6 fc0 sc0 ls0 ws0">28.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Pod<span class="_ _1"></span>zi<span class="_ _1"></span>ał <span class="_ _1"></span>zy<span class="_ _1"></span>s<span class="_ _1"></span>ku<span class="ff2"> <span class="_ _4"></span><span class="ls6">.....................................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">52<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y48 ff2 fs6 fc0 sc0 ls0 ws0">29.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Zob<span class="_ _1"></span>owi<span class="_ _1"></span>ąz<span class="_ _1"></span>ani<span class="_ _b"></span>a z t<span class="_ _1"></span>y<span class="_ _1"></span>tuł<span class="_ _1"></span>u <span class="_ _1"></span>kre<span class="_ _1"></span>dy<span class="_ _1"></span>tó<span class="_ _1"></span>w, p<span class="_ _b"></span>ożycz<span class="_ _1"></span>ek<span class="_ _1"></span> i<span class="_ _1"></span> l<span class="_ _1"></span>eas<span class="_ _1"></span>in<span class="_ _1"></span>gów<span class="_ _1"></span><span class="ff2"> <span class="_ _b"></span><span class="ls6">...............................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">53<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y49 ff2 fs6 fc0 sc0 ls0 ws0">30.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Zob<span class="_ _1"></span>owi<span class="_ _1"></span>ąz<span class="_ _1"></span>ani<span class="_ _b"></span>a z t<span class="_ _1"></span>y<span class="_ _1"></span>tuł<span class="_ _1"></span>u <span class="_ _1"></span>le<span class="_ _1"></span>asi<span class="_ _1"></span>ng<span class="_ _1"></span>u<span class="ff2"> <span class="_ _5"></span><span class="ls6">................................................................................................<span class="_ _0"></span>.......................<span class="ls0"> <span class="_ _2"></span><span class="ls7">56<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y4a ff2 fs6 fc0 sc0 ls0 ws0">31.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Zob<span class="_ _1"></span>owi<span class="_ _1"></span>ąz<span class="_ _1"></span>ani<span class="_ _b"></span>a han<span class="_ _1"></span>dl<span class="_ _1"></span>ow<span class="_ _1"></span>e<span class="ff2"> <span class="_ _8"></span><span class="ls6">...................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">56<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y4b ff2 fs6 fc0 sc0 ls0 ws0">32.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Zob<span class="_ _1"></span>owi<span class="_ _1"></span>ąz<span class="_ _1"></span>ani<span class="_ _b"></span>a z t<span class="_ _1"></span>y<span class="_ _1"></span>tuł<span class="_ _1"></span>u <span class="_ _1"></span>świ<span class="_ _1"></span>ad<span class="_ _1"></span>c<span class="_ _1"></span>zeń<span class="_ _1"></span> pr<span class="_ _1"></span>ac<span class="_ _1"></span>own<span class="_ _1"></span>i<span class="_ _1"></span>cz<span class="_ _1"></span>ych<span class="_ _1"></span><span class="ff2"> <span class="_ _5"></span><span class="ls6">.........................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">56<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y4c ff2 fs6 fc0 sc0 ls0 ws0">33.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Zob<span class="_ _1"></span>owi<span class="_ _1"></span>ąz<span class="_ _1"></span>ani<span class="_ _b"></span>a war<span class="_ _1"></span>un<span class="_ _1"></span>ko<span class="_ _1"></span>we,<span class="_ _1"></span> p<span class="_ _1"></span>or<span class="_ _1"></span>ęc<span class="_ _1"></span>zen<span class="_ _1"></span>ia<span class="_ _1"></span> i<span class="_ _1"></span> gw<span class="_ _1"></span>ar<span class="_ _1"></span>an<span class="_ _1"></span>cje<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span><span class="ls6">.....................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">56<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y4d ff2 fs6 fc0 sc0 ls0 ws0">34.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Poz<span class="_ _1"></span>os<span class="_ _1"></span>tał<span class="_ _1"></span>e <span class="_ _1"></span>zob<span class="_ _b"></span>owiąz<span class="_ _1"></span>ani<span class="_ _b"></span>a<span class="ff2"> <span class="_ _3"></span><span class="ls6">....................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">57<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y4e ff2 fs6 fc0 sc0 ls0 ws0">35.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff2 fs6">Zat<span class="_ _1"></span>rud<span class="_ _1"></span>ni<span class="_ _1"></span>en<span class="_ _1"></span>ie<span class="_ _1"></span> <span class="_ _4"></span><span class="ls6">......................................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">57<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 ha y4f ff2 fs6 fc0 sc0 ls0 ws0">36.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff2 fs6">In<span class="_ _1"></span>str<span class="_ _1"></span>ume<span class="_ _1"></span>nt<span class="_ _1"></span>y <span class="_ _1"></span>fin<span class="_ _1"></span>an<span class="_ _1"></span>so<span class="_ _1"></span>we <span class="_ _8"></span><span class="ls6">.....................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">58<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y50 ff4 fs6 fc0 sc0 ls0 ws0">36.1.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Zarządzanie <span class="_ _0"></span>kapitałem</span> <span class="_ _2"></span><span class="ls8">..................................................................................................................<span class="ls1">59<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y51 ff4 fs6 fc0 sc0 ls0 ws0">36.2.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Zasady zarząd<span class="_ _0"></span>zania ryzykiem finansowym<span class="_ _0"></span></span> <span class="_ _5"></span><span class="ls8">..................................................................................<span class="ls1">60<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 xb ha y52 ff4 fs6 fc0 sc0 ls0 ws0">36.2.1.<span class="ff8 fs5"> <span class="_ _a"> </span></span>Ryzyko kr<span class="_ _0"></span>edytowe <span class="_ _5"></span><span class="ls8">......................................................................................................................<span class="ls0"> <span class="ls1">60</span><span class="ff8 fs5"> </span></span></span></div><div class="t m0 xb ha y77 ff4 fs6 fc0 sc0 ls0 ws0">36.2.2.<span class="ff8 fs5"> <span class="_ _a"> </span></span><span class="ff5">Ryzyko płynn<span class="_ _0"></span>ości</span> <span class="_ _1"></span><span class="ls8">.......................................................................................................................<span class="ls0"> <span class="ls1">61<span class="_ _1"></span><span class="ff8 fs5 ls0"> </span></span></span></span></div><div class="t m0 xb ha y78 ff4 fs6 fc0 sc0 ls0 ws0">36.2.3.<span class="ff8 fs5"> <span class="_ _a"> </span></span><span class="ff5">Ryzyko stóp<span class="_ _0"></span> procentowych</span> <span class="_ _2"></span><span class="ls8">.........................................................................................................<span class="ls0"> <span class="ls1">64</span><span class="ff8 fs5"> </span></span></span></div><div class="t m0 xb ha y79 ff4 fs6 fc0 sc0 ls0 ws0">36.2.4.<span class="ff8 fs5"> <span class="_ _a"> </span></span>Ryzyko walu<span class="_ _0"></span>towe <span class="_ _1"></span><span class="ls8">.......................................................................................................................<span class="ls0"> <span class="ls1">65<span class="_ _1"></span><span class="ff8 fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 ha y7a ff2 fs6 fc0 sc0 ls0 ws0">37.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Not<span class="_ _1"></span>y <span class="_ _1"></span>obj<span class="_ _1"></span>aś<span class="_ _1"></span>ni<span class="_ _1"></span>aj<span class="_ _1"></span>ące<span class="_ _1"></span> d<span class="_ _1"></span>o s<span class="_ _1"></span>pr<span class="_ _1"></span>aw<span class="_ _1"></span>oz<span class="_ _1"></span>dan<span class="_ _1"></span>ia<span class="_ _1"></span> z <span class="_ _1"></span>p<span class="_ _1"></span>rze<span class="_ _1"></span>pł<span class="_ _1"></span>ywó<span class="_ _1"></span>w <span class="_ _1"></span>pie<span class="_ _1"></span>ni<span class="_ _1"></span>ęż<span class="_ _1"></span>n<span class="_ _1"></span>ych<span class="_ _1"></span><span class="ff2 ls6">..................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">68<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 ha y7b ff2 fs6 fc0 sc0 ls0 ws0">38.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Tr<span class="_ _1"></span>ans<span class="_ _1"></span>akc<span class="_ _1"></span>je<span class="_ _1"></span> z<span class="_ _1"></span> po<span class="_ _1"></span>d<span class="_ _1"></span>mio<span class="_ _1"></span>ta<span class="_ _1"></span>mi <span class="_ _1"></span>po<span class="_ _1"></span>wi<span class="_ _1"></span>ąz<span class="_ _1"></span>any<span class="_ _1"></span>mi<span class="_ _1"></span><span class="ff2"> <span class="ls6">........................................................................................................</span> <span class="_ _8"></span><span class="ls7">69<span class="ff8 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y7c ff4 fs6 fc0 sc0 ls0 ws0">38.1.<span class="ff8 fs5"> <span class="_ _9"> </span></span>Transakcje z k<span class="_ _0"></span>luczowym personelem <span class="_ _0"></span>kierowniczym<span class="_ _0"></span> <span class="_ _5"></span><span class="ls8">................................................................<span class="_ _0"></span>...<span class="ls1">69<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x9 ha y7d ff4 fs6 fc0 sc0 ls0 ws0">38.2.<span class="ff8 fs5"> <span class="_ _9"> </span></span><span class="ff5">Transakcje z p<span class="_ _0"></span>ozostałymi podmiotami powiąz<span class="_ _0"></span>anymi</span> <span class="_ _2"></span><span class="ls8">...................................................................<span class="ls1">71<span class="ff8 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y7e ff2 fs6 fc0 sc0 ls0 ws0">39.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff2 fs6">Pro<span class="_ _1"></span>gr<span class="_ _1"></span>am <span class="_ _1"></span>mo<span class="_ _1"></span>tyw<span class="_ _1"></span>ac<span class="_ _1"></span>yjn<span class="_ _b"></span>y roz<span class="_ _1"></span>li<span class="_ _1"></span>c<span class="_ _1"></span>zan<span class="_ _1"></span>y w<span class="_ _1"></span> <span class="_ _1"></span>for<span class="_ _1"></span>mi<span class="_ _1"></span>e <span class="_ _1"></span>akc<span class="_ _1"></span>ji<span class="_ _1"></span> <span class="_ _1"></span><span class="ls6">........................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">72<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 ha y7f ff2 fs6 fc0 sc0 ls0 ws0">40.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff3 fs6">Wyn<span class="_ _1"></span>ag<span class="_ _1"></span>rod<span class="_ _1"></span>ze<span class="_ _1"></span>nie<span class="_ _1"></span> p<span class="_ _1"></span>od<span class="_ _1"></span>mio<span class="_ _1"></span>tu<span class="_ _1"></span> u<span class="_ _1"></span>pr<span class="_ _1"></span>awn<span class="_ _1"></span>ion<span class="_ _1"></span>e<span class="_ _1"></span>go <span class="_ _1"></span>do<span class="_ _1"></span> b<span class="_ _1"></span>ada<span class="_ _1"></span>ni<span class="_ _1"></span>a s<span class="_ _1"></span>pr<span class="_ _1"></span>a<span class="_ _1"></span>woz<span class="_ _1"></span>dań<span class="_ _1"></span> f<span class="_ _1"></span>in<span class="_ _1"></span>an<span class="_ _1"></span>sow<span class="_ _1"></span>yc<span class="_ _1"></span>h<span class="ff2"> <span class="_ _1"></span><span class="ls6">.....................................<span class="ls0"> <span class="_ _8"></span><span class="ls7">74<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y80 ff2 fs6 fc0 sc0 ls0 ws0">41.<span class="_ _1"></span><span class="ff8 fs5"> <span class="_ _c"> </span><span class="ff2 fs6">Zd<span class="_ _1"></span>arz<span class="_ _1"></span>eni<span class="_ _1"></span>a <span class="_ _1"></span>po<span class="_ _1"></span> dn<span class="_ _1"></span>iu<span class="_ _1"></span> s<span class="_ _1"></span>pr<span class="_ _1"></span>awo<span class="_ _1"></span>zd<span class="_ _1"></span>awc<span class="_ _1"></span>zy<span class="_ _1"></span>m <span class="_ _5"></span><span class="ls6">.............................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls7">74<span class="ff8 fs5 ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h1 y81 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y82 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y83 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1519.280000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1496.280000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1473.280000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1450.280000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1427.280000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1404.300000px;width:447.950000px;height:11.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1381.300000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1358.300000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1335.300000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1312.300000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1289.300000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1266.300000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1243.300000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1220.300000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1197.300000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:1174.320000px;width:447.950000px;height:11.490000px;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:151.400000px;bottom:1151.320000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1128.320000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1105.320000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1082.320000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1059.320000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1036.320000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:1013.320000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:990.320000px;width:447.950000px;height:11.500000px;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:169.400000px;bottom:967.320000px;width:439.000000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:169.400000px;bottom:944.340000px;width:439.000000px;height:11.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:195.400000px;bottom:911.340000px;width:425.950000px;height:16.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3d" ><span class="d m1" style="border-style:none;position:absolute;left:195.400000px;bottom:878.340000px;width:425.950000px;height:16.500000px;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:195.400000px;bottom:845.340000px;width:425.950000px;height:16.500000px;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:195.400000px;bottom:812.340000px;width:425.950000px;height:16.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf44" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:789.340000px;width:447.950000px;height:11.500000px;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:151.400000px;bottom:766.340000px;width:447.950000px;height:11.500000px;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:169.400000px;bottom:743.340000px;width:439.000000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf47" ><span class="d m1" style="border-style:none;position:absolute;left:169.400000px;bottom:720.340000px;width:439.000000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf48" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:697.340000px;width:447.950000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4a" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:674.360000px;width:447.950000px;height:11.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4a" ><span class="d m1" style="border-style:none;position:absolute;left:151.400000px;bottom:651.360000px;width:447.950000px;height:11.500000px;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 x8 y34 w2 h6" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA34AAAABCAIAAAAO1+vKAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGUlEQVRIx+3BMQEAAADCoPVPbQsvoAAA4GIKewABg2wGGgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y35 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y36 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y37 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y38 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y75 ff5 fs6 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _f"> </span>jednostkowe <span class="_ _f"> </span>sprawozd<span class="_ _0"></span>anie <span class="_ _f"> </span>finansowe <span class="_ _f"> </span>zostało <span class="_ _f"> </span>sporządzone <span class="_ _f"> </span>zgodnie <span class="_ _f"> </span>z <span class="_ _10"> </span>Międzynarodo<span class="_ _0"></span>wymi<span class="ff1 fs0"> </span></div><div class="t m0 x1 hb y84 ff5 fs6 fc0 sc0 ls0 ws0">Standardami <span class="_ _0"></span>Sprawo<span class="_ _0"></span>zdawczości <span class="_ _0"></span>Finansowej, <span class="_ _0"></span>które <span class="_ _0"></span>zostały <span class="_ _0"></span>z<span class="_ _0"></span>atwierdzone <span class="_ _0"></span>pr<span class="_ _0"></span>zez <span class="_ _0"></span>Unię <span class="_ _0"></span>Europejską zg<span class="_ _0"></span>odnie <span class="_ _0"></span>z <span class="_ _0"></span>art. </div><div class="t m0 x1 hc y3c ff4 fs6 fc0 sc0 ls0 ws0">45 <span class="_ _0"></span>ust <span class="_ _0"></span>1a-<span class="ff5">1c <span class="_ _0"></span>ustawy<span class="_ _0"></span> o<span class="_ _0"></span> rac<span class="_ _0"></span>hunkowości <span class="_ _0"></span>(Dz. <span class="_ _0"></span>U. <span class="_ _0"></span>z 2<span class="_ _0"></span>023 <span class="_ _0"></span>r. <span class="_ _0"></span>poz. <span class="_ _0"></span>120 <span class="_ _0"></span>z <span class="_ _0"></span>późniejszy<span class="_ _0"></span>mi <span class="_ _0"></span>zmianami) <span class="_ _11"></span></span>i <span class="_ _0"></span>wydanych <span class="_ _0"></span>na <span class="_ _0"></span>jej </div><div class="t m0 x1 hc y85 ff5 fs6 fc0 sc0 ls0 ws0">podstawie <span class="_ _12"> </span>przepisów <span class="_ _12"> </span>wykonawczych<span class="ff4"> <span class="_ _12"> </span></span>oraz <span class="_ _12"> </span>zgodnie <span class="_ _c"> </span> <span class="_ _12"> </span>z <span class="_ _12"> </span> <span class="_ _c"> </span>wymogam<span class="_ _0"></span>i <span class="_ _c"> </span> <span class="_ _12"> </span>określonymi <span class="_ _12"> </span> <span class="_ _c"> </span>w <span class="_ _12"> </span> <span class="_ _12"> </span>rozporządzeniu  <span class="ff4"> </span></div><div class="t m0 x1 hb y5 ff5 fs6 fc0 sc0 ls0 ws0">Ministra <span class="_ _b"></span>Finan<span class="_ _0"></span>sów <span class="_ _b"></span> <span class="_ _1"></span>z <span class="_ _b"></span> <span class="_ _1"></span>dnia <span class="_ _b"></span> <span class="_ _b"></span>29 <span class="_ _1"></span> <span class="_ _3"></span>mar<span class="_ _0"></span>ca <span class="_ _b"></span> <span class="_ _1"></span>2018 <span class="_ _b"></span> <span class="_ _b"></span>r. <span class="_ _1"></span> <span class="_ _b"></span>w <span class="_ _b"></span> <span class="_ _1"></span>sprawie <span class="_ _b"></span> <span class="_ _1"></span>inf<span class="_ _1"></span>ormacji <span class="_ _1"></span> <span class="_ _b"></span>bieżących <span class="_ _1"></span> <span class="_ _b"></span>i <span class="_ _b"></span> <span class="_ _b"></span>o<span class="_ _0"></span>kresowych <span class="_ _1"></span> <span class="_ _b"></span>przekazywanych  </div><div class="t m0 x1 hc y86 ff5 fs6 fc0 sc0 ls0 ws0">przez  emitentów <span class="_ _13"> </span> <span class="_ _13"> </span>papierów <span class="_ _13"> </span>  wartościowych <span class="_ _13"> </span>  o<span class="_ _1"></span>raz <span class="_ _13"> </span>  warunków <span class="_ _13"> </span> <span class="_ _13"> </span>uzn<span class="_ _0"></span>awania <span class="_ _13"> </span> <span class="_ _13"> </span>za   <span class="_ _13"> </span>równoważ<span class="_ _0"></span><span class="ff4">ne   <span class="_ _13"> </span>informacji  </span></div><div class="t m0 x1 hc y41 ff5 fs6 fc0 sc0 ls0 ws0">wymagany<span class="_ _0"></span>ch <span class="_ _14"></span>przepisami <span class="_ _14"> </span> <span class="_ _14"> </span>p<span class="_ _0"></span>rawa <span class="_ _14"></span> <span class="_ _14"></span>państwa <span class="_ _14"> </span> <span class="_ _15"> </span>niebędąceg<span class="_ _0"></span>o <span class="_ _14"></span> <span class="_ _14"> </span>państwem <span class="_ _15"> </span> <span class="_ _14"></span>członko<span class="_ _0"></span>wskim <span class="_ _14"></span> <span class="_ _14"> </span>(Dz. <span class="_ _14"> </span> <span class="_ _15"> </span>U. <span class="_ _14"></span> <span class="_ _14"> </span>z <span class="_ _14"> </span> <span class="_ _15"> </span>2018 <span class="_ _15"> </span> <span class="_ _14"></span>r.,  <span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y87 ff4 fs6 fc0 sc0 ls0 ws0">poz.  757) <span class="ff5">i z<span class="_ _0"></span>ostało zatwierdzone d<span class="_ _0"></span>o publikacji przez Zarząd Vercom<span class="_ _0"></span> S.A.<span class="_ _0"></span></span> <span class="ls9">w </span>dniu 17 mar<span class="_ _0"></span>ca <span class="ls1">202</span>5 <span class="lsa">r.</span> </div><div class="t m0 x1 hc y44 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y88 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y89 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8a ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8b ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8c ff5 fs6 fc0 sc0 ls0 ws0">Członkowie Zar<span class="_ _0"></span>ządu<span class="ff4">: <span class="_ _16"> </span> </span></div><div class="t m0 x1 hc y8d ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8e ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8f ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y90 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y91 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y92 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y93 ff5 fs6 fc0 sc0 ls0 ws0">Prezes Zarządu <span class="_ _0"></span>            <span class="ff4">Krzy<span class="_ _0"></span>sztof Szyszka <span class="_ _a"> </span> <span class="_ _3"></span> <span class="_ _17"> </span> <span class="_ _17"> </span><span class="ff5">…………………<span class="_ _0"></span>………………………<span class="_ _0"></span>………..</span> </span></div><div class="t m0 xc hd y94 ff7 fs6 fc0 sc0 ls0 ws0">(podpisano kwa<span class="_ _0"></span>lifikowanym podpisem elektron<span class="_ _0"></span>icznym)<span class="_ _0"></span> </div><div class="t m0 x1 hc y95 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y96 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y97 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y98 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y99 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y9a ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y9b ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y9c ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y9d ff5 fs6 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _0"></span>u     <span class="ff4">Adam Lewko<span class="_ _0"></span>wicz <span class="_ _18"> </span> <span class="_ _3"></span> <span class="_ _17"> </span> <span class="_ _17"> </span><span class="ff5">…………………<span class="_ _0"></span>………………………<span class="_ _0"></span>………..</span> </span></div><div class="t m0 xc hd y9e ff7 fs6 fc0 sc0 ls0 ws0">(podpisano kwa<span class="_ _0"></span>lifikowanym podpisem <span class="_ _0"></span>elektronicznym)<span class="_ _0"></span> </div><div class="t m0 x1 hc y9f ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ya0 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ya1 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ya2 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ya3 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ya4 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ya5 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ya6 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ya7 ff5 fs6 fc0 sc0 ls0 ws0">Członek<span class="ff4"> </span>Zar<span class="_ _0"></span>ządu  <span class="ff4">     <span class="ls8">   </span>Tomasz Pakulski<span class="_ _0"></span> <span class="_ _19"> </span> <span class="_ _3"></span> <span class="_ _17"> </span> <span class="_ _17"> </span><span class="ff5">…………………<span class="_ _0"></span>………………………<span class="_ _0"></span>………..</span> </span></div><div class="t m0 xc hd ya8 ff7 fs6 fc0 sc0 ls0 ws0">(podpisano kwa<span class="_ _0"></span>lifikowanym podpisem elektron<span class="_ _0"></span>icznym)<span class="_ _0"></span> </div><div class="t m0 x1 hc ya9 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yaa ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yab ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yac ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yad ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yae ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yaf ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yb0 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yb1 ff5 fs6 fc0 sc0 ls0 ws0">Poznań, <span class="_ _0"></span><span class="ff4">dnia 17 marca <span class="ls7">20<span class="_ _0"></span></span>25 r.</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 x8 yb2 w2 he" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y35 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y36 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y37 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 yb3 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie <span class="ff5">z zysków <span class="_ _1"></span>i strat oraz in<span class="_ _1"></span>nych całkowityc<span class="_ _1"></span>h dochodów należy analizow<span class="_ _1"></span>ać łącznie z no<span class="_ _1"></span>tami objaśniając<span class="_ _1"></span>ymi </span></div><div class="t m0 x1 h1 yb4 ff5 fs0 fc0 sc0 ls0 ws0">stanowiącymi in<span class="_ _1"></span>tegralną część<span class="ff4"> jedn<span class="_ _1"></span>ostkowego spraw<span class="_ _1"></span>ozdania fina<span class="_ _1"></span>nsowego <span class="_ _1a"> </span>5 </span></div><div class="t m0 x1 h1 y38 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h9 y39 ff2 fs5 fc1 sc0 ls0 ws0">Je<span class="_ _1"></span>dno<span class="_ _1"></span>st<span class="_ _1"></span>ko<span class="_ _1"></span>we<span class="_ _1"></span> s<span class="_ _1"></span><span class="ff3">pr<span class="_ _1"></span>aw<span class="_ _1"></span>oz<span class="_ _1"></span>da<span class="_ _1"></span>ni<span class="_ _1"></span>e <span class="_ _1"></span>z z<span class="_ _1"></span>y<span class="_ _1"></span>sk<span class="_ _1"></span>ów<span class="_ _1"></span> i<span class="_ _1"></span> s<span class="_ _1"></span>tr<span class="_ _1"></span>at <span class="_ _1"></span>or<span class="_ _1"></span>a<span class="_ _1"></span>z <span class="_ _1"></span>in<span class="_ _1"></span>nyc<span class="_ _1"></span>h<span class="_ _1"></span> c<span class="_ _1"></span>ał<span class="_ _1"></span>kow<span class="_ _1"></span>i<span class="_ _1"></span>tyc<span class="_ _1"></span>h<span class="_ _1"></span><span class="ff2"> do<span class="_ _1"></span>c<span class="_ _1"></span>ho<span class="_ _1"></span>d<span class="ff3 lsb">ów<span class="ff2">  </span></span> </span></span></div><div class="t m0 x1 h1 y3a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3b ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yb5 w3 hf"><div class="t m0 xd hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe yb5 w4 hf"><div class="t m0 xf h10 yb6 ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 yb5 w5 hf"><div class="t m0 x11 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">Za rok o<span class="_ _0"></span>brotowy </div></div><div class="c x1 yb7 w3 h12"><div class="t m0 xd h13 yb8 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe yb7 w4 h12"><div class="t m0 xd h10 yb8 ffa fs6 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x10 yb7 w6 h12"><div class="t m0 x12 h11 yb9 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x13 h11 yba ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x14 yb7 w7 h12"><div class="t m0 x12 h11 yb9 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x13 h11 yba ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 ybb w3 h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Działalność ko<span class="_ _0"></span>ntynuowana<span class="ffb"> </span></div></div><div class="c xe ybb w4 h14"><div class="t m0 xd h11 ybd ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 ybb w6 h14"><div class="t m0 x15 hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 ybb w7 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 ybe w3 h15"><div class="t m0 xd hb ybf ffe fs6 fc0 sc0 ls0 ws0">Przychody ze <span class="_ _0"></span>sprzedaży<span class="ff9"> </span></div></div><div class="c xe ybe w4 h15"><div class="t m0 x16 h13 ybf ffc fs6 fc0 sc0 ls0 ws0">6 </div></div><div class="c x10 ybe w6 h15"><div class="t m0 x11 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">288 004 </div></div><div class="c x14 ybe w7 h15"><div class="t m0 x11 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">155 605 </div></div><div class="c x1 yc0 w3 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Koszty wytworze<span class="_ _0"></span>nia usług<span class="ff9"> </span></div></div><div class="c xe yc0 w4 h14"><div class="t m0 x16 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c x10 yc0 w6 h14"><div class="t m0 x17 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(192 082) </div></div><div class="c x14 yc0 w7 h14"><div class="t m0 x18 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(79 750) </div></div><div class="c x1 yc1 w3 h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Zysk brutto na <span class="_ _0"></span>sprzedaży<span class="ffb"> </span></div></div><div class="c xe yc1 w4 h14"><div class="t m0 xf h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 yc1 w6 h14"><div class="t m0 x19 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">95 922 </div></div><div class="c x14 yc1 w7 h14"><div class="t m0 x19 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">75 855 </div></div><div class="c x1 y9 w3 h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Koszty <span class="ffe">sprzed<span class="_ _0"></span>aży i marketingu<span class="_ _0"></span></span> </div></div><div class="c xe y9 w4 h14"><div class="t m0 x16 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c x10 y9 w6 h14"><div class="t m0 x1a hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(6 075) </div></div><div class="c x14 y9 w7 h14"><div class="t m0 x1a hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(3 883) </div></div><div class="c x1 yc2 w3 h16"><div class="t m0 xd hb ybf ffe fs6 fc0 sc0 ls0 ws0">Koszty ogó<span class="_ _0"></span>lnego zarządu<span class="ff9"> </span></div></div><div class="c xe yc2 w4 h16"><div class="t m0 x16 h13 ybf ffc fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c x10 yc2 w6 h16"><div class="t m0 x18 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(31 921) </div></div><div class="c x14 yc2 w7 h16"><div class="t m0 x18 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(25 973) </div></div><div class="c x1 yc3 w3 h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Zysk na sprzedaży<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xe yc3 w4 h14"><div class="t m0 xf h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 yc3 w6 h14"><div class="t m0 x19 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">57 926 </div></div><div class="c x14 yc3 w7 h14"><div class="t m0 x19 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">46 000 </div></div><div class="c x1 yc4 w3 h16"><div class="t m0 xd hb ybf ffe fs6 fc0 sc0 ls0 ws0">Pozostałe przy<span class="_ _0"></span>chody operacyjne<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xe yc4 w4 h16"><div class="t m0 x16 h13 ybf ffc fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c x10 yc4 w6 h16"><div class="t m0 x1b hb ybf ff9 fs6 fc0 sc0 ls1 ws0">80<span class="ls0"> </span></div></div><div class="c x14 yc4 w7 h16"><div class="t m0 x1b hb ybf ff9 fs6 fc0 sc0 ls1 ws0">26<span class="ls0"> </span></div></div><div class="c x1 yc5 w3 h17"><div class="t m0 xd hb ybf ffe fs6 fc0 sc0 ls0 ws0">Zysk na sprze<span class="_ _0"></span>daży niefinansowych akty<span class="_ _0"></span>wów trwałych<span class="ff9"> </span></div></div><div class="c xe yc5 w4 h17"><div class="t m0 xd hb yc6 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yc5 w6 h17"><div class="t m0 x1c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">6 </div></div><div class="c x14 yc5 w7 h17"><div class="t m0 x1b hb ybf ff9 fs6 fc0 sc0 ls1 ws0">52<span class="ls0"> </span></div></div><div class="c x1 yc7 w3 h16"><div class="t m0 xd hb ybf ffe fs6 fc0 sc0 ls0 ws0">Pozostałe <span class="ff9">koszty<span class="_ _0"></span> operacyjne </span></div></div><div class="c xe yc7 w4 h16"><div class="t m0 x16 h13 ybf ffc fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c x10 yc7 w6 h16"><div class="t m0 x1d hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(58) </div></div><div class="c x14 yc7 w7 h16"><div class="t m0 x1e hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(136) </div></div><div class="c x1 yc8 w3 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Odpisy z tytu<span class="_ _0"></span>łu utraty wartości niefinanso<span class="_ _0"></span>wych aktywów trwałych<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xe yc8 w4 h14"><div class="t m0 x16 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">9 </div></div><div class="c x10 yc8 w6 h14"><div class="t m0 x1d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(68) </div></div><div class="c x14 yc8 w7 h14"><div class="t m0 x1f hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 yc9 w3 h16"><div class="t m0 xd hb ybf ffe fs6 fc0 sc0 ls0 ws0">Odpisy z tytu<span class="_ _0"></span>łu utraty wartości należności<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xe yc9 w4 h16"><div class="t m0 x16 h13 ybf ffc fs6 fc0 sc0 ls0 ws0">9 </div></div><div class="c x10 yc9 w6 h16"><div class="t m0 x1e hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(231) </div></div><div class="c x14 yc9 w7 h16"><div class="t m0 x1a hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(2 172) </div></div><div class="c x1 yca w3 h14"><div class="t m0 xd h11 yb6 ffd fs6 fc0 sc0 ls0 ws0">Zysk na działalności o<span class="_ _0"></span>peracyjnej<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xe yca w4 h14"><div class="t m0 xf h13 yb6 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 yca w6 h14"><div class="t m0 x19 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">57 656 </div></div><div class="c x14 yca w7 h14"><div class="t m0 x19 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">43 770 </div></div><div class="c x1 ycb w3 h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Przychody fin<span class="_ _0"></span>ansowe </div></div><div class="c xe ycb w4 h14"><div class="t m0 x20 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x10 ycb w6 h14"><div class="t m0 x19 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">19 689 </div></div><div class="c x14 ycb w7 h14"><div class="t m0 x19 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">36 173 </div></div><div class="c x1 ycc w3 h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Koszty finanso<span class="_ _0"></span>we </div></div><div class="c xe ycc w4 h14"><div class="t m0 x20 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x10 ycc w6 h14"><div class="t m0 x1a hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(7 631) </div></div><div class="c x14 ycc w7 h14"><div class="t m0 x18 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(11 326) </div></div><div class="c x1 ycd w3 h14"><div class="t m0 xd h11 ybc ffb fs6 fc0 sc0 ls0 ws0">Przychody/ (K<span class="_ _0"></span>oszty) finansowe netto<span class="_ _0"></span> </div></div><div class="c xe ycd w4 h14"><div class="t m0 xf h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 ycd w6 h14"><div class="t m0 x19 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">12 058 </div></div><div class="c x14 ycd w7 h14"><div class="t m0 x19 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">24 847 </div></div><div class="c x1 y94 w3 h18"><div class="t m0 xd h11 yce ffb fs6 fc0 sc0 ls0 ws0">Zysk przed opodat<span class="_ _0"></span>kowaniem </div></div><div class="c xe y94 w4 h18"><div class="t m0 xf h10 yce ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 y94 w6 h18"><div class="t m0 x19 h11 yce ffb fs6 fc0 sc0 ls0 ws0">69 714 </div></div><div class="c x14 y94 w7 h18"><div class="t m0 x19 h11 yce ffb fs6 fc0 sc0 ls0 ws0">68 617 </div></div><div class="c x1 ycf w3 h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Podatek do<span class="_ _0"></span>chodowy </div></div><div class="c xe ycf w4 h14"><div class="t m0 x20 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x10 ycf w6 h14"><div class="t m0 x1a hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(6 751) </div></div><div class="c x14 ycf w7 h14"><div class="t m0 x1a hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(7 639) </div></div><div class="c x1 yd0 w3 h18"><div class="t m0 xd h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">Zysk netto </div></div><div class="c xe yd0 w4 h18"><div class="t m0 xf h10 yd1 ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 yd0 w6 h18"><div class="t m0 x19 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">62 963 </div></div><div class="c x14 yd0 w7 h18"><div class="t m0 x19 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">60 978 </div></div><div class="c x1 yd2 w3 h18"><div class="t m0 xd h11 yce ffd fs6 fc0 sc0 ls0 ws0">Inne całkowite do<span class="_ _0"></span>chody<span class="ffb"> </span></div></div><div class="c xe yd2 w4 h18"><div class="t m0 xd h11 yd3 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yd2 w6 h18"><div class="t m0 x15 hc yd3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yd2 w7 h18"><div class="t m0 xd hc yd3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yd4 w3 h14"><div class="t m0 xd hb yb6 ffe fs6 fc0 sc0 ls0 ws0">Różnice <span class="ff9">kur<span class="_ _0"></span>sowe z przeliczenia  </span></div></div><div class="c xe yd4 w4 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yd4 w6 h14"><div class="t m0 x1d hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">(17) </div></div><div class="c x14 yd4 w7 h14"><div class="t m0 x1f hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 yd5 w3 h19"><div class="t m0 xd h11 yce ffd fs6 fc0 sc0 ls0 ws0">Inne całkowite do<span class="_ _0"></span>chody netto<span class="ffb"> </span></div></div><div class="c xe yd5 w4 h19"><div class="t m0 xf h10 yce ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 yd5 w6 h19"><div class="t m0 x1d h11 yce ffb fs6 fc0 sc0 ls0 ws0">(17) </div></div><div class="c x14 yd5 w7 h19"><div class="t m0 x1f h11 yce ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 yd6 w3 h1a"><div class="t m0 xd h11 yd7 ffd fs6 fc0 sc0 ls0 ws0">Całkowite <span class="_ _0"></span>dochody ogółem za okre<span class="_ _0"></span>s sprawozdawczy<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xe yd6 w4 h1a"><div class="t m0 xf h10 yd7 ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 yd6 w6 h1a"><div class="t m0 x19 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">62 946 </div></div><div class="c x14 yd6 w7 h1a"><div class="t m0 x19 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">60 978 </div></div><div class="c x1 yd8 w3 h18"><div class="t m0 xd hb yce ffe fs6 fc0 sc0 ls0 ws0">Zysk (strata) ro<span class="_ _0"></span>zwodniony na 1 akcję (zł)<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xe yd8 w4 h18"><div class="t m0 xd hb yd3 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yd8 w6 h18"><div class="t m0 x15 hc yd3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yd8 w7 h18"><div class="t m0 xd hc yd3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yd9 w3 h16"><div class="t m0 xd hb ybf ffe fs6 fc0 sc0 ls0 ws0">Średnia ważon<span class="_ _0"></span>a liczba akcji<span class="ff9"> </span></div></div><div class="c xe yd9 w4 h16"><div class="t m0 xd hb yda ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yd9 w6 h16"><div class="t m0 x21 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">22 141 658 </div></div><div class="c x14 yd9 w7 h16"><div class="t m0 x21 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">22 126 278 </div></div><div class="c x1 ydb w3 h16"><div class="t m0 xd hb ybf ffe fs6 fc0 sc0 ls0 ws0">Rozwodnion<span class="_ _0"></span>a średnia ważona liczba ak<span class="_ _0"></span>cji<span class="ff9"> </span></div></div><div class="c xe ydb w4 h16"><div class="t m0 xd hb yda ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 ydb w6 h16"><div class="t m0 x21 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">22 170 857 </div></div><div class="c x14 ydb w7 h16"><div class="t m0 x21 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">22 175 501 </div></div><div class="c x1 ydc w3 h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Zysk netto na <span class="_ _0"></span>akcję (w zł na jedną akcj<span class="_ _0"></span>ę)<span class="ffb"> </span></div></div><div class="c xe ydc w4 h14"><div class="t m0 xd h11 ybd ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 ydc w6 h14"><div class="t m0 x15 hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 ydc w7 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 ydd w3 h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Podstawowy </div></div><div class="c xe ydd w4 h14"><div class="t m0 x20 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">27<span class="ls0"> </span></div></div><div class="c x10 ydd w6 h14"><div class="t m0 x22 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2,84 </div></div><div class="c x14 ydd w7 h14"><div class="t m0 x22 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2,76 </div></div><div class="c x1 yde w3 h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Rozwodnion<span class="_ _0"></span>y </div></div><div class="c xe yde w4 h14"><div class="t m0 x20 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">27<span class="ls0"> </span></div></div><div class="c x10 yde w6 h14"><div class="t m0 x22 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2,84 </div></div><div class="c x14 yde w7 h14"><div class="t m0 x22 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2,75 </div></div><div class="c x1 ydf w3 h1b"><div class="t m0 xd h11 ye0 ffd fs6 fc0 sc0 ls0 ws0">Całkowity<span class="_ _0"></span> dochód na akcję (w zł na jedną a<span class="_ _0"></span>kcję)<span class="ffb"> </span></div></div><div class="c xe ydf w4 h1b"><div class="t m0 xd h11 ye1 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 ydf w6 h1b"><div class="t m0 x15 hc ye1 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 ydf w7 h1b"><div class="t m0 xd hc ye1 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 ye2 w3 h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Podstawowy </div></div><div class="c xe ye2 w4 h14"><div class="t m0 x20 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">27<span class="ls0"> </span></div></div><div class="c x10 ye2 w6 h14"><div class="t m0 x22 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2,84 </div></div><div class="c x14 ye2 w7 h14"><div class="t m0 x22 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2,76 </div></div><div class="c x1 ye3 w3 h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Rozwodnion<span class="_ _0"></span>y </div></div><div class="c xe ye3 w4 h14"><div class="t m0 x20 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">27<span class="ls0"> </span></div></div><div class="c x10 ye3 w6 h14"><div class="t m0 x22 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2,84 </div></div><div class="c x14 ye3 w7 h14"><div class="t m0 x22 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2,75 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 ye4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x8 yb4 w2 h1c" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA34AAAXWCAIAAABT1Oj6AAAACXBIWXMAABYlAAAWJQFJUiTwAAAYO0lEQVR42u3aMW5cMRBEQbXB+1+5HRhg4MDgELvfC6kqEYOJBgoe/uzXFwAAPCJtbQEAgAf8sgIAAKQnAADSEwAApCcAANITAADpCQAA0hMAAOkJAADSEwAA6QkAgPQEAADpCQCA9AQAAOkJAID0BABAegIAgPQEAEB6AgCA9AQAQHoCACA9AQBAegIAID0BAEB6AgAgPQEAkJ4AACA9AQCQngAAID0BAJCeAABITwAAkJ4AAEhPAACQngAASE8AAKQnAABITwAApCcAAEhPAACkJwAA0hMAAKQnAADSEwAApCcAANITAADpCQAA0hMAAOkJAADSEwAA6QkAgPQEAADpCQCA9AQAAOkJAID0BABAegIAgPQEAEB6AgCA9AQAQHoCACA9AQBAegIAID0BAEB6AgAgPQEAkJ4AACA9AQCQngAAID0BAJCeAABITwAAkJ4AAEhPAACQngAASE8AAKQnAABITwAApCcAAEhPAACkJwAA0hMAAKQnAADSEwAApCcAANITAADpCQAA0hMAAOkJAADSEwAA6QkAgPQEAADpCQCA9AQAAOkJAID0BABAegIAgPQEAEB6AgCA9AQAQHoCACA9AQBAegIAID0BAEB6AgAgPQEAkJ4AACA9AQCQngAAID0BAJCeAABITwAAeLW1X0msAwCAkbbnwxlNAwDANQd3AACkJwAA0hMAAKQnAADSEwAA6WkFAABITwAApCcAAEhPAACkJwAA0hMAAKQnAADSEwAApCcAANITAADpCQAA0hMAAOkJAADSEwAA6QkAgPQEAADpCQCA9AQAAOkJAID0BABAegIAgPQEAEB6AgCA9AQA4CMtKwCAD5fEEvhYbQf/zKNpAAC45uAOAID0BABAegIAgPQEAEB6AgAgPa0AAADpCQCA9AQAAOkJAID0BABAegIAgPQEAEB6AgCA9AQAQHoCACA9AQBAegIAID0BAEB6AgAgPQEAkJ4AACA9AQCQngAAID0BAJCeAABITwAAkJ4AAEhPAACQngAASE8AAKQnAABITwAApCcAAEhPAACkJwAA0hMAAKQnAADSEwAApCcAANITAICfa+1XEusAAGCk7fmwr54AADwko1AFAIBrvnoCACA9AQCQngAAID0BAJCeAABITysAAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAKQnAADSEwAApCcAANITAACkJwAA0hMAAOkJAADSEwAA6QkAANITAADpCQCA9AQAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAKQnAADSEwAApCcAANITAACkJwAA0hMAAOkJAADSEwAA6QkAANITAADpCQCA9AQAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAKQnAADSEwAApCcAANITAACkJwAA0hMAAOkJAADSEwAA6QkAANITAADpCQCA9AQAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAKQnAADSEwAApCcAANITAACkJwAA0hMAAOkJAADSEwAA6QkAANITAADpCQCA9AQAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAP6PtV9JrAMAgJG258MZTQMAwDUHdwAApCcAANITAACkJwAA0hMAAOlpBQAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAgPQEAADpCQCA9AQA4Edb+5XEOgAAGGl7PpzRNAAAXHNwBwBAegIAID0BAEB6AgAgPQEAkJ5WAACA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAKQnAADSEwAApCcAANITAACkJwAA0hMAAOkJAADSEwAA6QkAANITAADpCQCA9AQAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAKQnAADSEwAApCcAANITAACkJwAA0hMAAOkJAADSEwAA6QkAANITAADpCQCA9AQAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAKQnAADSEwAApCcAANITAACkJwAA0hMAAOkJAADSEwAA6QkAANITAADpCQCA9AQAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAOCl1n4lsQ4AAEbang9nNA0AANcc3AEAkJ4AAEhPAACQngAASE8AAKSnFQAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAKQnAADSEwAApCcAANITAACkJwAA0hMAAOkJAADvt/YriXUAADDS9nw4o2kAALjm4A4AgPQEAEB6AgCA9AQAQHoCACA9rQAAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAAB4v7VfSawDAICRtufDvnoCAPCQjEIVAACuObgDAHBv9B3TV08AAB7it54AAEhPAACkJwAASE8AAKQnAADS0woAAJCeAABITwAAkJ4AAEhPAACkJwAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAgPQEAADpCQCA9AQAQHoCAID0BABAegIAgPQEAEB6AgAgPQEAQHoCACA9AQBAegIAID0BAJCeAAAgPQEAkJ4AACA9AQCQngAASE8AAJCeAABITwAAkJ4AAEhPAACkJwAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAgPQEAADpCQCA9AQAQHoCAID0BABAegIAgPQEAEB6AgAgPQEAQHoCACA9AQBAegIAID0BAJCeAAAgPQEAkJ4AACA9AQCQngAASE8AAJCeAABITwAAkJ4AAEhPAACkJwAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAgPQEAADpCQCA9AQAQHoCAID0BABAegIAgPQEAEB6AgAgPQEAQHoCACA9AQBAegIAID0BAJCeAAAgPQEAkJ4AACA9AQCQngAASE8AAJCeAABITwAAkJ4AAEhPAACkJwAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAgPQEAADpCQCA9AQAQHoCAID0BABAegIAgPQEAEB6AgAgPQEAQHoCACA9AQBAegIAID0BAJCeAAAgPQEAkJ4AACA9AQCQngAASE8AAJCeAABITwAAkJ4AAEhPAACkJwAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAgPQEAADpCQCA9AQAQHoCAID0BABAegIAgPQEAEB6AgAgPQEAQHoCACA9AQBAegIAID0BAJCeAAAgPQEAkJ4AACA9AQCQngAASE8AAJCeAABITwAAkJ4AAEhPAACkJwAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAgPQEAADpCQCA9AQAQHoCAID0BABAegIAgPQEAEB6AgAgPQEAQHoCACA9AQBAegIAID0BAJCeAAAgPQEAkJ4AACA9AQCQngAASE8AAJCeAABITwAAkJ4AAEhPAACkJwAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQCA9LQCAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAgPQEAADpCQCA9AQAQHoCAID0BABAegIAgPQEAEB6AgAgPQEAQHoCACA9AQBAegIAID0BAJCeAAAgPQEAkJ4AACA9AQCQngAASE8AAJCeAABITwAAmFj7lcQ6AAAYaXs+nNE0AABcc3AHAEB6AgAgPQEAQHoCACA9AQCQnlYAAID0BABAegIAgPQEAEB6AgAgPQEAQHoCACA9AQBAegIAID0BAJCeAAAgPQEAkJ4AACA9AQCQngAASE8AAJCeAABITwAAkJ4AAEhPAACkJwAASE8AAL6NtV9JrAMAgJG258MZTQMAwDUHdwAApCcAANITAACkJwAA0hMAAOlpBQAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAgPQEAADpCQCA9AQAQHoCAID0BABAegIAgPQEAEB6AgAgPQEAQHoCACA9AQBAegIAID0BAJCeAAAgPQEAkJ4AACA9AQCQngAASE8AAJCeAABITwAAkJ4AAEhPAACkJwAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAgPQEAADpCQCA9AQAQHoCAID0BABAegIAgPQEAEB6AgAgPQEAQHoCACA9AQBAegIAID0BAJCeAAAgPQEAkJ4AACA9AQCQngAASE8AAJCeAABITwAAkJ4AAEhPAACkJwAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAgPQEAADpCQCA9AQAQHoCAID0BABAegIAwL+t/UpiHQAAjLQ9H85oGgAArjm4AwAgPQEAkJ4AACA9AQCQngAASE8rAABAegIAID0BAEB6AgAgPQEAkJ4AACA9AQCQngAAID0BAJCeAABITwAAkJ4AAEhPAACQngAASE8AAKQnAABITwAApCcAAEhPAACkJwAA0hMAAKQnAADfxtqvJNYBAMBI2/PhjKYBAOCagzsAANITAADpCQAA0hMAAOkJAID0tAIAAKQnAADSEwAApCcAANITAADpCQAA0hMAAOkJAADSEwAA6QkAgPQEAADpCQCA9AQAAOkJAID0BABAegIAgPQEAEB6AgCA9AQAQHoCACA9AQBAegIAID0BAEB6AgAgPQEAkJ4AACA9AQCQngAAID0BAJCeAABITwAAkJ4AAEhPAACQngAASE8AAKQnAABITwAApCcAAEhPAACkJwAA0hMAAKQnAADSEwAApCcAANITAADpCQAA0hMAAOkJAADSEwAA6QkAgPQEAADpCQCA9AQAAOkJAID0BABAegIAgPQEAEB6AgCA9AQAQHoCACA9AQBAegIAID0BAEB6AgAgPQEAkJ4AACA9AQCQngAAID0BAJCeAABITwAAkJ4AAEhPAACQngAASE8AAKQnAABITwAApCcAAEhPAACkJwAA0hMAAKQnAADSEwAApCcAANITAADpCQAA0hMAAOkJAADSEwAA6QkAgPQEAADpCQCA9AQAAOkJAID0BABAegIAgPQEAEB6AgCA9AQAQHoCACA9AQBAegIAID0BAEB6AgAgPQEAkJ4AACA9AQCQngAAID0BAJCeAABITwAAkJ4AAEhPAACQngAASE8AAKQnAABITwAApCcAAEhPAACkJwAA0hMAAKQnAADSEwAApCcAANITAADpCQAA0hMAAOkJAADSEwAA6QkAgPQEAADpCQCA9AQAAOkJAID0BABAegIAgPQEAEB6AgCA9AQAQHoCACA9AQBAegIAID0BAEB6AgAgPQEAkJ4AACA9AQCQngAAID0BAJCeAABITwAAkJ4AAEhPAACQngAASE8AAKQnAABITwAApCcAAEhPAACkJwAA0hMAAKQnAADSEwAApCcAANITAADpCQAA0hMAAOkJAADSEwAA6QkAgPQEAADpCQCA9AQAAOkJAID0BABAegIAgPQEAEB6AgDAX9Z+JbEOAABG2p4PZzQNAADXHNwBAJCeAABITwAAkJ4AAEhPAACkpxUAACA9AQCQngAAID0BAJCeAABITwAAkJ4AAEhPAACQngAASE8AAKQnAABITwAApCcAAEhPAACkJwAA0hMAAKQnAADSEwAApCcAANITAADpCQAA77f2K4l1AAAw0vZ8OKNpAAC45uAOAID0BABAegIAgPQEAEB6AgAgPa0AAADpCQCA9AQAAOkJAID0BABAegIAgPQEAEB6AgCA9AQAQHoCACA9AQBAegIAID0BAEB6AgAgPQEAkJ4AACA9AQCQngAAID0BAJCeAAD8aGu/klgHAAAjbc+HM5oGAIBrDu4AAEhPAACkJwAASE8AAKQnAADS0woAAJCeAABITwAAkJ4AAEhPAACkJwAASE8AAKQnAABITwAApCcAANITAACkJwAA0hMAAKQnAADSEwAA6QkAANITAADpCQAA0hMAAOkJAID0BAAA6QkAwLex/vxJYhcAAEy1PR/21RMAgIdkFKoAAHDNwR0AgHsO7gAAfCIHdwAAHuKrJwAA0hMAAOkJAADSEwAA6QkAgPS0AgAApCcAANITAACkJwAA0hMAAOkJAADSEwAA6QkAANITAADpCQCA9AQAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAKQnAADSEwAApCcAANITAACkJwAA0hMAAOkJAADSEwAA6QkAANITAADpCQCA9AQAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAKQnAADSEwAApCcAANITAACkJwAA0hMAAOkJAADSEwAA6QkAANITAADpCQCA9AQAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAApCcAAEhPAACkJwAASE8AAKQnAADSEwAApCcAANITAACkJwAA0hMAAOkJAADSEwAA6QkAANITAADpCQCA9AQAAOkJAID0BAAA6QkAgPQEAEB6AgCA9AQAQHoCAID0BABAegIAID0BAEB6AgAgPQEAQHoCACA9AQCQngAAID0BAJCeAAAgPQEAkJ4AAEhPAACQngAASE8AAJCeAABITwAAAACAF/kNFx56gYURzlAAAAAASUVORK5CYII="/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 ye5 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 ye6 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 ye7 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 ye8 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie z sytuac<span class="_ _1"></span>ji finansowej <span class="ff5">należy an<span class="_ _1"></span>alizować łączn<span class="_ _1"></span>ie z notami objaśni<span class="_ _1"></span>ającymi stanowi<span class="_ _1"></span>ącymi integral<span class="_ _1"></span>ną część<span class="ff4">  </span></span></div><div class="t m0 x1 h1 ye9 ff4 fs0 fc0 sc0 ls0 ws0">jednostkowego spr<span class="_ _1"></span>awozdania fin<span class="_ _1"></span>ansowego <span class="_ _1b"> </span>6 </div><div class="t m0 x1 h9 yea ff2 fs5 fc1 sc0 ls0 ws0">Je<span class="_ _1"></span>dno<span class="_ _1"></span>st<span class="_ _1"></span>ko<span class="_ _1"></span>we<span class="_ _1"></span> s<span class="_ _1"></span>pr<span class="_ _1"></span>aw<span class="_ _1"></span>oz<span class="_ _1"></span>da<span class="_ _1"></span>ni<span class="_ _1"></span>e <span class="_ _1"></span>z <span class="_ _1"></span>sy<span class="_ _1"></span>tu<span class="_ _1"></span>ac<span class="_ _1"></span>ji<span class="_ _1"></span> f<span class="_ _1"></span>in<span class="_ _1"></span>ans<span class="_ _1"></span>o<span class="_ _1"></span>we<span class="_ _1"></span>j </div><div class="t m0 x1 h1 yeb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yec ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yed w8 h1d"><div class="t m0 xd hb yee ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 yed w9 h1d"><div class="t m0 x24 hb yee ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 yed wa h1d"><div class="t m0 x25 h11 yee ffb fs6 fc0 sc0 ls0 ws0"> <span class="ffd">Na dzień </span> </div></div><div class="c x1 yef w8 h1e"><div class="t m0 x26 h11 yf0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 yef w9 h1e"><div class="t m0 x27 h10 yf1 ffa fs6 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x10 yef wb h1e"><div class="t m0 x28 h11 yf1 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x29 yef wc h1e"><div class="t m0 x27 h11 yf1 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 yf2 w8 h1f"><div class="t m0 xd h20 yf3 ffc fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 yf2 w9 h1f"><div class="t m0 x2a h21 yf3 ffa fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 yf2 wb h1f"><div class="t m0 x2b h22 yf3 ffb fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x29 yf2 wc h1f"><div class="t m0 x2c h20 yf3 ffc fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 yf4 w8 h14"><div class="t m0 xd h11 ybc ffb fs6 fc0 sc0 ls0 ws0">Aktywa </div></div><div class="c x23 yf4 w9 h14"><div class="t m0 xd h11 ybd ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 yf4 wb h14"><div class="t m0 x2d hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 yf4 wc h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yf5 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Rzeczowe aktywa <span class="_ _0"></span>trwałe<span class="ff9"> </span></div></div><div class="c x23 yf5 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x10 yf5 wb h14"><div class="t m0 x2f hb ybc ff9 fs6 fc0 sc0 ls1 ws0">833<span class="ls0"> </span></div></div><div class="c x29 yf5 wc h14"><div class="t m0 x25 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">920<span class="ls0"> </span></div></div><div class="c x1 yf6 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Prawa do korzy<span class="_ _0"></span>stania z aktywów<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x23 yf6 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x10 yf6 wb h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">5 356 </div></div><div class="c x29 yf6 wc h14"><div class="t m0 x2d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">4 300 </div></div><div class="c x1 yf7 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Wartości niematerialn<span class="_ _0"></span>e<span class="ff9"> </span></div></div><div class="c x23 yf7 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x10 yf7 wb h14"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">41 587 </div></div><div class="c x29 yf7 wc h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">37 797 </div></div><div class="c x1 yf8 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Inwestycje w jedn<span class="_ _0"></span>ostki zależne<span class="ff9"> </span></div></div><div class="c x23 yf8 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">18<span class="ls0"> </span></div></div><div class="c x10 yf8 wb h14"><div class="t m0 x32 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">438 612 </div></div><div class="c x29 yf8 wc h14"><div class="t m0 x33 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">438 885 </div></div><div class="c x1 yf9 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Pożyczki ud<span class="_ _0"></span>zielone<span class="ff9"> </span></div></div><div class="c x23 yf9 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x10 yf9 wb h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">6 143 </div></div><div class="c x29 yf9 wc h14"><div class="t m0 x2d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">8 227 </div></div><div class="c x1 yfa w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Pozostałe aktywa<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x23 yfa w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">24<span class="ls0"> </span></div></div><div class="c x10 yfa wb h14"><div class="t m0 x34 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">23<span class="ls0"> </span></div></div><div class="c x29 yfa wc h14"><div class="t m0 x25 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">618<span class="ls0"> </span></div></div><div class="c x1 yfb w8 h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Aktywa trwa<span class="_ _0"></span>łe<span class="ffb"> </span></div></div><div class="c x23 yfb w9 h14"><div class="t m0 x24 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 yfb wb h14"><div class="t m0 x32 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">492 554 </div></div><div class="c x29 yfb wc h14"><div class="t m0 x33 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">490 747 </div></div><div class="c x1 yfc w8 h23"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe<span class="ff9"> </span></div></div><div class="c x23 yfc w9 h23"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x10 yfc wb h23"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">39 830 </div></div><div class="c x29 yfc wc h23"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">22 182 </div></div><div class="c x1 yfd w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Pożyczki ud<span class="_ _0"></span>zielone<span class="ff9"> </span></div></div><div class="c x23 yfd w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x10 yfd wb h14"><div class="t m0 x2f hb ybc ff9 fs6 fc0 sc0 ls1 ws0">836<span class="ls0"> </span></div></div><div class="c x29 yfd wc h14"><div class="t m0 x2d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">3 611 </div></div><div class="c x1 yfe w8 h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności z tytu<span class="_ _0"></span>łu udzielonego leasingu<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x23 yfe w9 h14"><div class="t m0 x2e hb yba ff9 fs6 fc0 sc0 ls1 ws0">23<span class="ls0"> </span></div></div><div class="c x10 yfe wb h14"><div class="t m0 x35 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c x29 yfe wc h14"><div class="t m0 x36 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y100 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iężne i ich ekwiwalenty<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x23 y100 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">22<span class="ls0"> </span></div></div><div class="c x10 y100 wb h14"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">31 092 </div></div><div class="c x29 y100 wc h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x1 y101 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Pozostałe aktywa<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x23 y101 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">24<span class="ls0"> </span></div></div><div class="c x10 y101 wb h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">1 713 </div></div><div class="c x29 y101 wc h14"><div class="t m0 x25 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">582<span class="ls0"> </span></div></div><div class="c x1 y102 w8 h14"><div class="t m0 xd h11 ybc ffb fs6 fc0 sc0 ls0 ws0">Aktywa obrot<span class="_ _0"></span>owe  </div></div><div class="c x23 y102 w9 h14"><div class="t m0 x24 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 y102 wb h14"><div class="t m0 x2c h11 ybc ffb fs6 fc0 sc0 ls0 ws0">73 479 </div></div><div class="c x29 y102 wc h14"><div class="t m0 x31 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">46 582 </div></div><div class="c x1 y92 w8 h18"><div class="t m0 xd h11 yce ffd fs6 fc0 sc0 ls0 ws0">Aktywa ogó<span class="_ _0"></span>łem<span class="ffb"> </span></div></div><div class="c x23 y92 w9 h18"><div class="t m0 x24 h13 yce ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 y92 wb h18"><div class="t m0 x32 h11 yce ffb fs6 fc0 sc0 ls0 ws0">566 034 </div></div><div class="c x29 y92 wc h18"><div class="t m0 x33 h11 yce ffb fs6 fc0 sc0 ls0 ws0">537 329 </div></div><div class="c x1 y103 w8 h1e"><div class="t m0 xd h11 yf1 ffb fs6 fc0 sc0 ls0 ws0">Pasywa </div></div><div class="c x23 y103 w9 h1e"><div class="t m0 xd h11 yf0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 y103 wb h1e"><div class="t m0 x2d hc yf0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 y103 wc h1e"><div class="t m0 xd hc yf0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y104 w8 h14"><div class="t m0 xd hb yb6 ffe fs6 fc0 sc0 ls0 ws0">Kapitał podstawo<span class="_ _0"></span>wy <span class="ff9"> </span></div></div><div class="c x23 y104 w9 h14"><div class="t m0 x2e h13 yb6 ffc fs6 fc0 sc0 ls1 ws0">25<span class="ls0"> </span></div></div><div class="c x10 y104 wb h14"><div class="t m0 x2f hb yb6 ff9 fs6 fc0 sc0 ls1 ws0">444<span class="ls0"> </span></div></div><div class="c x29 y104 wc h14"><div class="t m0 x25 hb yb6 ff9 fs6 fc0 sc0 ls1 ws0">444<span class="ls0"> </span></div></div><div class="c x1 y105 w8 h14"><div class="t m0 xd hb yb6 ffe fs6 fc0 sc0 ls0 ws0">Kapitał zapasowy<span class="_ _0"></span>, w tym:<span class="ff9"> </span></div></div><div class="c x23 y105 w9 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 y105 wb h14"><div class="t m0 x32 hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">347 489 </div></div><div class="c x29 y105 wc h14"><div class="t m0 x33 hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">321 944 </div></div><div class="c x1 y106 w8 h14"><div class="t m0 xd hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">z nadwy<span class="_ _0"></span>żki ceny emisyjnej nad warto<span class="_ _0"></span>ścią nominalną</span> </div></div><div class="c x23 y106 w9 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 y106 wb h14"><div class="t m0 x32 hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">297 623 </div></div><div class="c x29 y106 wc h14"><div class="t m0 x33 hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">297 623 </div></div><div class="c x1 y107 w8 h14"><div class="t m0 xd hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">z odpisów z zy<span class="_ _0"></span>sku</span> </div></div><div class="c x23 y107 w9 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 y107 wb h14"><div class="t m0 x2c hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">20 789 </div></div><div class="c x29 y107 wc h14"><div class="t m0 x31 hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">20 789 </div></div><div class="c x1 y108 w8 h14"><div class="t m0 xd hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">pozostały</span> </div></div><div class="c x23 y108 w9 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 y108 wb h14"><div class="t m0 x2c hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">29 077 </div></div><div class="c x29 y108 wc h14"><div class="t m0 x2d hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">3 532 </div></div><div class="c x1 y58 w8 h23"><div class="t m0 xd hb yb6 ffe fs6 fc0 sc0 ls0 ws0">Kapitał rezerwo<span class="_ _0"></span>wy<span class="ff9"> </span></div></div><div class="c x23 y58 w9 h23"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 y58 wb h23"><div class="t m0 x30 hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">5 225 </div></div><div class="c x29 y58 wc h23"><div class="t m0 x2d hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">5 377 </div></div><div class="c x1 y109 w8 h14"><div class="t m0 xd hb yb6 ffe fs6 fc0 sc0 ls0 ws0">Akcje własne<span class="ff9"> </span></div></div><div class="c x23 y109 w9 h14"><div class="t m0 x2e h13 yb6 ffc fs6 fc0 sc0 ls1 ws0">26<span class="ls0"> </span></div></div><div class="c x10 y109 wb h14"><div class="t m0 x37 hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">(575) </div></div><div class="c x29 y109 wc h14"><div class="t m0 x2d hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">(725) </div></div><div class="c x1 y10a w8 h14"><div class="t m0 xd hb yb6 ffe fs6 fc0 sc0 ls0 ws0">Różnice <span class="ff9">kur<span class="_ _0"></span>sowe z przeliczenia </span></div></div><div class="c x23 y10a w9 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 y10a wb h14"><div class="t m0 x22 hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">(25) </div></div><div class="c x29 y10a wc h14"><div class="t m0 x36 hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y10b w8 h14"><div class="t m0 xd hb yb6 ffe fs6 fc0 sc0 ls0 ws0">Kapitał z tytułu <span class="_ _0"></span>płatności w formie akcji<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x23 y10b w9 h14"><div class="t m0 x2e h13 yb6 ffc fs6 fc0 sc0 ls1 ws0">39<span class="ls0"> </span></div></div><div class="c x10 y10b wb h14"><div class="t m0 x30 hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">4 004 </div></div><div class="c x29 y10b wc h14"><div class="t m0 x2d hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">3 401 </div></div><div class="c x1 y10c w8 h14"><div class="t m0 xd hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">Zyski zatrzym<span class="_ _0"></span>ane </div></div><div class="c x23 y10c w9 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 y10c wb h14"><div class="t m0 x2c hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">59 764 </div></div><div class="c x29 y10c wc h14"><div class="t m0 x31 hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">57 771 </div></div><div class="c x1 y10d w8 h18"><div class="t m0 xd h11 yce ffd fs6 fc0 sc0 ls0 ws0">Kapitał własny<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x23 y10d w9 h18"><div class="t m0 x24 h10 yce ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 y10d wb h18"><div class="t m0 x32 h11 yce ffb fs6 fc0 sc0 ls0 ws0">416 326 </div></div><div class="c x29 y10d wc h18"><div class="t m0 x33 h11 yce ffb fs6 fc0 sc0 ls0 ws0">388 213 </div></div><div class="c x1 y10e w8 h24"><div class="t m0 x38 h11 y10f ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y10e w9 h24"><div class="t m0 xd hc y10f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 y10e wb h24"><div class="t m0 x2d hc y10f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x29 y10e wc h24"><div class="t m0 xd hc y10f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y110 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu kredytów, poży<span class="_ _0"></span>czek<span class="ff9"> </span></div></div><div class="c x23 y110 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">29<span class="ls0"> </span></div></div><div class="c x10 y110 wb h14"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">76 813 </div></div><div class="c x29 y110 wc h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">91 822 </div></div><div class="c x1 y111 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu leasingu<span class="ff9"> </span></div></div><div class="c x23 y111 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">30<span class="ls0"> </span></div></div><div class="c x10 y111 wb h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">3 164 </div></div><div class="c x29 y111 wc h14"><div class="t m0 x2d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2 952 </div></div><div class="c x1 y112 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Rezerwa z tytułu <span class="_ _0"></span>odroczonego podatku d<span class="_ _0"></span>ochodowego<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x23 y112 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">13<span class="ls0"> </span></div></div><div class="c x10 y112 wb h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">4 979 </div></div><div class="c x29 y112 wc h14"><div class="t m0 x2d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">4 288 </div></div><div class="c x1 y113 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Pozostałe zobo<span class="_ _0"></span>wiązania<span class="ff9"> </span></div></div><div class="c x23 y113 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">34<span class="ls0"> </span></div></div><div class="c x10 y113 wb h14"><div class="t m0 x35 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x29 y113 wc h14"><div class="t m0 x36 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y114 w8 h18"><div class="t m0 xd h11 yd1 ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania długo<span class="_ _0"></span>terminowe<span class="ffb"> </span></div></div><div class="c x23 y114 w9 h18"><div class="t m0 x24 h10 yd1 ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 y114 wb h18"><div class="t m0 x2c h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">84 958 </div></div><div class="c x29 y114 wc h18"><div class="t m0 x31 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">99 062 </div></div><div class="c x1 y115 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu kredytów, poży<span class="_ _0"></span>czek<span class="ff9"> </span></div></div><div class="c x23 y115 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">29<span class="ls0"> </span></div></div><div class="c x10 y115 wb h14"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">14 041 </div></div><div class="c x29 y115 wc h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">20 663 </div></div><div class="c x1 y116 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu leasingu<span class="ff9"> </span></div></div><div class="c x23 y116 w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">30<span class="ls0"> </span></div></div><div class="c x10 y116 wb h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2 714 </div></div><div class="c x29 y116 wc h14"><div class="t m0 x2d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">1 697 </div></div><div class="c x1 y117 w8 h23"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia handlowe<span class="ff9"> </span></div></div><div class="c x23 y117 w9 h23"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c x10 y117 wb h23"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">39 817 </div></div><div class="c x29 y117 wc h23"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">19 325 </div></div><div class="c x1 y118 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z umów z klientami<span class="ff9"> </span></div></div><div class="c x23 y118 w9 h14"><div class="t m0 xf h13 ybc ffc fs6 fc0 sc0 ls0 ws0">6 </div></div><div class="c x10 y118 wb h14"><div class="t m0 x2f hb ybc ff9 fs6 fc0 sc0 ls1 ws0">731<span class="ls0"> </span></div></div><div class="c x29 y118 wc h14"><div class="t m0 x25 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">931<span class="ls0"> </span></div></div><div class="c x1 y119 w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu podatku dochod<span class="_ _0"></span>owego<span class="ff9"> </span></div></div><div class="c x23 y119 w9 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 y119 wb h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">4 331 </div></div><div class="c x29 y119 wc h14"><div class="t m0 x2d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">5 034 </div></div><div class="c x1 y11a w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu świadczeń prac<span class="_ _0"></span>owniczych <span class="ff9"> </span></div></div><div class="c x23 y11a w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">32<span class="ls0"> </span></div></div><div class="c x10 y11a wb h14"><div class="t m0 x2f hb ybc ff9 fs6 fc0 sc0 ls1 ws0">800<span class="ls0"> </span></div></div><div class="c x29 y11a wc h14"><div class="t m0 x25 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">713<span class="ls0"> </span></div></div><div class="c x1 y11b w8 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Pozostałe zobo<span class="_ _0"></span>wiązania<span class="ff9"> </span></div></div><div class="c x23 y11b w9 h14"><div class="t m0 x2e h13 ybc ffc fs6 fc0 sc0 ls1 ws0">34<span class="ls0"> </span></div></div><div class="c x10 y11b wb h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2 318 </div></div><div class="c x29 y11b wc h14"><div class="t m0 x2d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">1 691 </div></div><div class="c x1 y11c w8 h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoterminowe<span class="ffb"> </span></div></div><div class="c x23 y11c w9 h14"><div class="t m0 x24 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 y11c wb h14"><div class="t m0 x2c h11 ybc ffb fs6 fc0 sc0 ls0 ws0">64 752 </div></div><div class="c x29 y11c wc h14"><div class="t m0 x31 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">50 054 </div></div><div class="c x1 y11d w8 h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania ra<span class="_ _0"></span>zem<span class="ffb"> </span></div></div><div class="c x23 y11d w9 h14"><div class="t m0 x24 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 y11d wb h14"><div class="t m0 x32 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">149 709 </div></div><div class="c x29 y11d wc h14"><div class="t m0 x33 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">149 116 </div></div><div class="c x1 y11e w8 h18"><div class="t m0 xd h11 yce ffd fs6 fc0 sc0 ls0 ws0">Kapitał własny i z<span class="_ _0"></span>obowiązania razem<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x23 y11e w9 h18"><div class="t m0 x24 h13 yce ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10 y11e wb h18"><div class="t m0 x32 h11 yce ffb fs6 fc0 sc0 ls0 ws0">566 034 </div></div><div class="c x29 y11e wc h18"><div class="t m0 x33 h11 yce ffb fs6 fc0 sc0 ls0 ws0">537 329 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y11f ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y120 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf wd h25" ><div class="pc pc7 wd h25"><img class="bi x31 y121 we h26" alt="" 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"/><div class="c x0 y0 wf h25"><div class="t m0 x39 h7 y122 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x39 h1 y123 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe sprawo<span class="_ _1"></span>zdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony<span class="_ _1"></span> 3<span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x39 h8 y124 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x39 h1 y125 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe sprawo<span class="_ _1"></span>zdanie <span class="ff5">ze zmian <span class="_ _1"></span>w kapitale włas<span class="_ _1"></span>nym należy analizowa<span class="_ _1"></span>ć łącznie z notam<span class="_ _1"></span>i objaśniającym<span class="_ _1"></span>i stanowiącym<span class="_ _1"></span>i integralną część<span class="ff4"> jednostko<span class="_ _1"></span>wego sprawozda<span class="_ _1"></span>nia finansowego <span class="_ _19"> </span>7 </span></span></div><div class="t m0 x39 h9 y126 ff2 fs5 fc1 sc0 ls0 ws0">Je<span class="_ _1"></span>dno<span class="_ _1"></span>st<span class="_ _1"></span>ko<span class="_ _1"></span>we<span class="_ _1"></span> s<span class="_ _1"></span>pr<span class="_ _1"></span>aw<span class="_ _1"></span>oz<span class="_ _1"></span>da<span class="_ _1"></span>nie<span class="_ _1"></span> z<span class="_ _1"></span>e<span class="_ _1"></span> <span class="ff3">z<span class="_ _1"></span>mi<span class="_ _1"></span>an<span class="_ _1"></span> w<span class="_ _1"></span> k<span class="_ _1"></span>ap<span class="_ _1"></span>ita<span class="_ _1"></span>le<span class="_ _1"></span> <span class="_ _1"></span>wł<span class="_ _1"></span>as<span class="_ _1"></span>ny<span class="_ _1"></span>m<span class="ff2"> <span class="_ _1"></span> </span></span></div><div class="t m0 x39 h27 y127 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 h27 y128 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a hc y129 ff4 fs6 fc0 sc0 lsc ws0">a)<span class="ff1 ls0"> <span class="_ _1c"> </span><span class="ff4">Za okres od 1<span class="_ _0"></span> stycznia 2024 <span class="_ _0"></span>r. do 31 grudnia<span class="_ _0"></span> <span class="ls1">202</span>4 <span class="lsa">r.</span>  </span></span></div><div class="t m0 x39 hc y12a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x39 y12b w10 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x3b y12b w11 h28"><div class="t m0 x16 hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x3c y12b w12 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y12b w13 h28"><div class="t m0 x19 h29 y12c ffe fs0 fc0 sc0 ls0 ws0">Kapitał zapas<span class="_ _1"></span>owy, w tym:<span class="ff9"> </span></div></div><div class="c x3e y12b w14 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x3f y12b w14 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x40 y12b w14 h28"><div class="t m0 x18 h29 y12c ff9 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x41 y12b w15 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x42 y12b w14 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x43 y12b w16 h28"><div class="t m0 x44 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x39 y12d w10 h2a"><div class="t m0 xd h13 y12e ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x3b y12d w11 h2a"><div class="t m0 xd h2b y12f ffa fs1 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x3c y12d w12 h2a"><div class="t m0 x2d h29 y130 ffe fs0 fc0 sc0 ls0 ws0">Kapitał </div><div class="t m0 xf h29 y131 ff9 fs0 fc0 sc0 ls0 ws0">podstawowy </div></div><div class="c x3d y12d w17 h2a"><div class="t m0 x24 h29 y132 ffe fs0 fc0 sc0 ls0 ws0">z nadwyżki </div><div class="t m0 x45 h29 y133 ff9 fs0 fc0 sc0 ls0 ws0">ceny </div><div class="t m0 x46 h29 y134 ff9 fs0 fc0 sc0 ls0 ws0">emisyjnej nad </div><div class="t m0 x47 h29 y135 ffe fs0 fc0 sc0 ls0 ws0">wartością </div><div class="t m0 x17 h29 y136 ffe fs0 fc0 sc0 ls0 ws0">nominalną<span class="ff9"> </span></div></div><div class="c x48 y12d w18 h2a"><div class="t m0 x28 h29 y130 ffe fs0 fc0 sc0 ls0 ws0">z odpisów <span class="ff9"> </span></div><div class="t m0 x2a h29 y131 ff9 fs0 fc0 sc0 ls0 ws0">z zysku  </div></div><div class="c x49 y12d w19 h2a"><div class="t m0 x2e h29 y134 ffe fs0 fc0 sc0 ls0 ws0">pozostały<span class="ff9"> </span></div></div><div class="c x3e y12d w14 h2a"><div class="t m0 x4a h29 y130 ffe fs0 fc0 sc0 ls0 ws0">Kapitał <span class="ff9"> </span></div><div class="t m0 x27 h29 y131 ff9 fs0 fc0 sc0 ls0 ws0">rezerwowy </div></div><div class="c x3f y12d w14 h2a"><div class="t m0 x18 h29 y130 ff9 fs0 fc0 sc0 ls0 ws0">Akcje  </div><div class="t m0 x33 h29 y131 ffe fs0 fc0 sc0 ls0 ws0">własne<span class="ff9"> </span></div></div><div class="c x40 y12d w14 h2a"><div class="t m0 x16 h29 y132 ffe fs0 fc0 sc0 ls0 ws0">Kapitał z </div><div class="t m0 x32 h29 y133 ffe fs0 fc0 sc0 ls0 ws0">tytułu </div><div class="t m0 xd h29 y134 ffe fs0 fc0 sc0 ls0 ws0">płatności w </div><div class="t m0 x47 h29 y135 ff9 fs0 fc0 sc0 ls0 ws0">formie </div><div class="t m0 x39 h29 y136 ff9 fs0 fc0 sc0 ls0 ws0">akcji </div></div><div class="c x41 y12d w15 h2a"><div class="t m0 x31 h29 y132 ffe fs0 fc0 sc0 ls0 ws0">Różnice </div><div class="t m0 x4a h29 y133 ff9 fs0 fc0 sc0 ls0 ws0">kursowe z </div><div class="t m0 x16 h29 y134 ff9 fs0 fc0 sc0 ls0 ws0">przeliczenia </div><div class="t m0 x33 h29 y135 ff9 fs0 fc0 sc0 ls0 ws0">jednostek </div><div class="t m0 xd h29 y136 ff9 fs0 fc0 sc0 ls0 ws0">zagranicznych </div></div><div class="c x42 y12d w14 h2a"><div class="t m0 x32 h29 y130 ff9 fs0 fc0 sc0 ls0 ws0">Zyski  </div><div class="t m0 xd h29 y131 ff9 fs0 fc0 sc0 ls0 ws0">zatrzymane  </div></div><div class="c x43 y12d w16 h2a"><div class="t m0 x1e h2c y130 ffd fs0 fc0 sc0 ls0 ws0">Kapitał <span class="ffb"> </span></div><div class="t m0 x25 h2c y131 ffd fs0 fc0 sc0 ls0 ws0">własny<span class="ffb"> </span></div></div><div class="c x39 y137 w10 h14"><div class="t m0 xd h11 yb6 ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 1 sty<span class="_ _0"></span>cznia 2024 r.<span class="ffb"> </span></div></div><div class="c x3b y137 w11 h14"><div class="t m0 x16 h13 yb6 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x3c y137 w12 h14"><div class="t m0 x4b h11 yb6 ffb fs6 fc0 sc0 ls1 ws0">444<span class="ls0"> </span></div></div><div class="c x3d y137 w17 h14"><div class="t m0 x4a h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">297 623 </div></div><div class="c x48 y137 w18 h14"><div class="t m0 x16 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">20 789 </div></div><div class="c x49 y137 w19 h14"><div class="t m0 x33 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">3 532 </div></div><div class="c x3e y137 w14 h14"><div class="t m0 x33 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">5 377 </div></div><div class="c x3f y137 w14 h14"><div class="t m0 x33 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">(725) </div></div><div class="c x40 y137 w14 h14"><div class="t m0 x33 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">3 401 </div></div><div class="c x41 y137 w15 h14"><div class="t m0 x4c h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y137 w14 h14"><div class="t m0 x24 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">57 771 </div></div><div class="c x43 y137 w16 h14"><div class="t m0 x2c h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">388 213 </div></div><div class="c x39 y138 w10 h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Zysk netto  </div></div><div class="c x3b y138 w11 h14"><div class="t m0 x16 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x3c y138 w12 h14"><div class="t m0 x35 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3d y138 w17 h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x48 y138 w18 h14"><div class="t m0 x4d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y138 w19 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y138 w14 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3f y138 w14 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y138 w14 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x41 y138 w15 h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y138 w14 h14"><div class="t m0 x24 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">62 963 </div></div><div class="c x43 y138 w16 h14"><div class="t m0 x30 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">62 963 </div></div><div class="c x39 y139 w10 h1b"><div class="t m0 xd hb ye0 ffe fs6 fc0 sc0 ls0 ws0">Inne całkowite d<span class="_ _0"></span>ochody<span class="ff9"> </span></div></div><div class="c x3b y139 w11 h1b"><div class="t m0 x16 hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x3c y139 w12 h1b"><div class="t m0 x35 hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3d y139 w17 h1b"><div class="t m0 x4c hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x48 y139 w18 h1b"><div class="t m0 x4d hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y139 w19 h1b"><div class="t m0 x4b hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y139 w14 h1b"><div class="t m0 x4b hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3f y139 w14 h1b"><div class="t m0 x4b hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y139 w14 h1b"><div class="t m0 x4b hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x41 y139 w15 h1b"><div class="t m0 x37 hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">(17) </div></div><div class="c x42 y139 w14 h1b"><div class="t m0 x4b hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x43 y139 w16 h1b"><div class="t m0 x4e h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">(17) </div></div><div class="c x39 y13a w10 h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Całkowite <span class="_ _0"></span>dochody w okresie <span class="ffb"> </span></div></div><div class="c x3b y13a w11 h14"><div class="t m0 x16 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x3c y13a w12 h14"><div class="t m0 x35 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3d y13a w17 h14"><div class="t m0 x4c h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x48 y13a w18 h14"><div class="t m0 x4d h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y13a w19 h14"><div class="t m0 x4b h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y13a w14 h14"><div class="t m0 x4b h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3f y13a w14 h14"><div class="t m0 x4b h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y13a w14 h14"><div class="t m0 x4b h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x41 y13a w15 h14"><div class="t m0 x37 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">(17) </div></div><div class="c x42 y13a w14 h14"><div class="t m0 x24 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">62 963 </div></div><div class="c x43 y13a w16 h14"><div class="t m0 x30 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">62 946 </div></div><div class="c x39 y13b w10 h2d"><div class="t m0 x4f h11 y13c ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3b y13b w11 h2d"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y13b w12 h2d"><div class="t m0 x19 hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y13b w17 h2d"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x48 y13b w18 h2d"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y13b w19 h2d"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3e y13b w14 h2d"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f y13b w14 h2d"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y13b w14 h2d"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y13b w15 h2d"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y13b w14 h2d"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x43 y13b w16 h2d"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x39 y13d w1a h2e"><div class="t m0 xd h11 y13e ffb fs6 fc0 sc0 ls0 ws0">Transakcje <span class="_ _0"></span><span class="ffd">z właścicielami ujęte <span class="_ _0"></span>bezpośrednio w kapita<span class="_ _0"></span>le </span></div><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">własnym<span class="ffb"> </span></div></div><div class="c x3c y13d w12 h2e"><div class="t m0 xd h11 y13f ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y13d w17 h2e"><div class="t m0 xd hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x48 y13d w18 h2e"><div class="t m0 xd hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y13d w19 h2e"><div class="t m0 xd hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3e y13d w14 h2e"><div class="t m0 xd hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f y13d w14 h2e"><div class="t m0 xd hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y13d w14 h2e"><div class="t m0 xd hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y13d w15 h2e"><div class="t m0 xd hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x39 y140 w10 h14"><div class="t m0 xd hc ybc ff5 fs6 fc0 sc0 ls0 ws0">Podział zysku<span class="ff4"> </span></div></div><div class="c x3b y140 w11 h14"><div class="t m0 x13 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">28<span class="ls0"> </span></div></div><div class="c x3c y140 w12 h14"><div class="t m0 x35 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3d y140 w17 h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x48 y140 w18 h14"><div class="t m0 x4d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y140 w19 h14"><div class="t m0 x24 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">25 542 </div></div><div class="c x3e y140 w14 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3f y140 w14 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y140 w14 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x41 y140 w15 h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y140 w14 h14"><div class="t m0 x28 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(25 540) </div></div><div class="c x43 y140 w16 h14"><div class="t m0 x2b h11 ybc ffb fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x39 y141 w10 h14"><div class="t m0 xd hc ybc ff5 fs6 fc0 sc0 ls0 ws0">Wypłata dywiden<span class="_ _0"></span>dy<span class="ff4"> </span></div></div><div class="c x3b y141 w11 h14"><div class="t m0 x13 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">28<span class="ls0"> </span></div></div><div class="c x3c y141 w12 h14"><div class="t m0 x35 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3d y141 w17 h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x48 y141 w18 h14"><div class="t m0 x4d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y141 w19 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y141 w14 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3f y141 w14 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y141 w14 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x41 y141 w15 h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y141 w14 h14"><div class="t m0 x28 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(35 438) </div></div><div class="c x43 y141 w16 h14"><div class="t m0 x39 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">(35 438) </div></div><div class="c x39 y142 w10 h23"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Kapitał z wycen<span class="_ _0"></span>y programu motywacyjn<span class="_ _0"></span>ego<span class="ff9"> </span></div></div><div class="c x3b y142 w11 h23"><div class="t m0 x13 hd ybc ff7 fs6 fc0 sc0 ls1 ws0">39<span class="ls0"> </span></div></div><div class="c x3c y142 w12 h23"><div class="t m0 x35 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3d y142 w17 h23"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x48 y142 w18 h23"><div class="t m0 x4d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y142 w19 h23"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y142 w14 h23"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3f y142 w14 h23"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y142 w14 h23"><div class="t m0 x39 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">602<span class="ls0"> </span></div></div><div class="c x41 y142 w15 h23"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y142 w14 h23"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x43 y142 w16 h23"><div class="t m0 x34 h11 ybc ffb fs6 fc0 sc0 ls1 ws0">602<span class="ls0"> </span></div></div><div class="c x39 y143 w10 h2f"><div class="t m0 xd hb y144 ffe fs6 fc0 sc0 ls0 ws0">Sprzedaż ak<span class="_ _0"></span>cji własnych<span class="ff9"> </span></div></div><div class="c x3b y143 w11 h2f"><div class="t m0 x13 hd y144 ff7 fs6 fc0 sc0 ls1 ws0">26<span class="ls0"> </span></div></div><div class="c x3c y143 w12 h2f"><div class="t m0 x35 hb y144 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3d y143 w17 h2f"><div class="t m0 x4c hb y144 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x48 y143 w18 h2f"><div class="t m0 x4d hb y144 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y143 w19 h2f"><div class="t m0 x4b hb y144 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y143 w14 h2f"><div class="t m0 x33 hb y144 ff9 fs6 fc0 sc0 ls0 ws0">(150) </div></div><div class="c x3f y143 w14 h2f"><div class="t m0 x39 hb y144 ff9 fs6 fc0 sc0 ls1 ws0">150<span class="ls0"> </span></div></div><div class="c x40 y143 w14 h2f"><div class="t m0 x4b hb y144 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x41 y143 w15 h2f"><div class="t m0 x4c hb y144 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x42 y143 w14 h2f"><div class="t m0 x4b hb y144 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x43 y143 w16 h2f"><div class="t m0 x50 h11 y144 ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x39 y145 w10 h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Inne </div></div><div class="c x3b y145 w11 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y145 w12 h14"><div class="t m0 x35 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3d y145 w17 h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x48 y145 w18 h14"><div class="t m0 x4d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y145 w19 h14"><div class="t m0 x4d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x3e y145 w14 h14"><div class="t m0 x2d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(2) </div></div><div class="c x3f y145 w14 h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x40 y145 w14 h14"><div class="t m0 x4d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x41 y145 w15 h14"><div class="t m0 x22 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(8) </div></div><div class="c x42 y145 w14 h14"><div class="t m0 x4d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c x43 y145 w16 h14"><div class="t m0 x2b h11 ybc ffb fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x39 y146 w10 h18"><div class="t m0 xd h11 yd1 ffd fs6 fc0 sc0 ls0 ws0">Razem zm<span class="_ _0"></span>iany w kapitale własnym<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x3b y146 w11 h18"><div class="t m0 x16 h13 yd1 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x3c y146 w12 h18"><div class="t m0 x35 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3d y146 w17 h18"><div class="t m0 x4c h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x48 y146 w18 h18"><div class="t m0 x4d h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x49 y146 w19 h18"><div class="t m0 x24 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">25 545 </div></div><div class="c x3e y146 w14 h18"><div class="t m0 x33 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">(152) </div></div><div class="c x3f y146 w14 h18"><div class="t m0 x39 h11 yd1 ffb fs6 fc0 sc0 ls1 ws0">150<span class="ls0"> </span></div></div><div class="c x40 y146 w14 h18"><div class="t m0 x39 h11 yd1 ffb fs6 fc0 sc0 ls1 ws0">603<span class="ls0"> </span></div></div><div class="c x41 y146 w15 h18"><div class="t m0 x37 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">(25) </div></div><div class="c x42 y146 w14 h18"><div class="t m0 x33 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">1 993 </div></div><div class="c x43 y146 w16 h18"><div class="t m0 x30 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">28 113 </div></div><div class="c x39 y147 w1b h18"><div class="t m0 xd h11 yce ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span> grudnia 2024 r.<span class="ffb"> </span></div></div><div class="c x51 y147 w1c h18"><div class="t m0 xf h13 yce ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y147 w1d h18"><div class="t m0 x1a h11 yce ffb fs6 fc0 sc0 ls1 ws0">444<span class="ls0"> </span></div></div><div class="c x53 y147 w1e h18"><div class="t m0 x24 h11 yce ffb fs6 fc0 sc0 ls0 ws0">297 623 </div></div><div class="c x54 y147 w1f h18"><div class="t m0 x55 h11 yce ffb fs6 fc0 sc0 ls0 ws0">20 789 </div></div><div class="c x56 y147 w20 h18"><div class="t m0 x24 h11 yce ffb fs6 fc0 sc0 ls0 ws0">29 077 </div></div><div class="c x57 y147 w1d h18"><div class="t m0 x33 h11 yce ffb fs6 fc0 sc0 ls0 ws0">5 225 </div></div><div class="c x58 y147 w1d h18"><div class="t m0 x47 h11 yce ffb fs6 fc0 sc0 ls0 ws0">(575) </div></div><div class="c x40 y147 w1d h18"><div class="t m0 x33 h11 yce ffb fs6 fc0 sc0 ls0 ws0">4 004 </div></div><div class="c x41 y147 w21 h18"><div class="t m0 x2d h11 yce ffb fs6 fc0 sc0 ls0 ws0">(25) </div></div><div class="c x59 y147 w22 h18"><div class="t m0 x24 h11 yce ffb fs6 fc0 sc0 ls0 ws0">59 764 </div></div><div class="c x5a y147 w23 h18"><div class="t m0 x2c h11 yce ffb fs6 fc0 sc0 ls0 ws0">416 326 </div></div><div class="c x0 y0 wf h25"><div class="t m0 x39 hc y148 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 hc y149 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 h30 y14a ff5 fs9 fc0 sc0 ls0 ws0">Kwoty zysków zatrzymanyc<span class="_ _1"></span>h i kapitałów zapasow<span class="_ _1"></span>ego oraz re<span class="_ _0"></span>zerwow<span class="_ _1"></span>ego podlegają ogranicze<span class="_ _1"></span>niom w zakresie podziału/wy<span class="_ _1"></span>płaty wynikającym z<span class="ff4"> </span>przepisów Kodeksu Spółek H<span class="_ _1"></span>andlowych.<span class="ff4"> </span></div><div class="t m0 x39 hc y14b ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 hc y14c ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 hc y14d ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 hc y14e ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 hc y14f ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 hc y150 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 hc y151 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 hc y152 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 hc y153 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf wd h25" ><div class="pc pc8 wd h25"><img class="bi x31 y121 w24 h26" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 wf h25"><div class="t m0 x39 h7 y122 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x39 h1 y123 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe sprawo<span class="_ _1"></span>zdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony<span class="_ _1"></span> 3<span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x39 h8 y124 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x39 h1 y125 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe sprawo<span class="_ _1"></span>zdanie <span class="ff5">ze zmian <span class="_ _1"></span>w kapitale włas<span class="_ _1"></span>nym należy analizowa<span class="_ _1"></span>ć łącznie z notam<span class="_ _1"></span>i objaśniającym<span class="_ _1"></span>i stanowiącym<span class="_ _1"></span>i integralną część<span class="ff4"> jednostko<span class="_ _1"></span>wego sprawozda<span class="_ _1"></span>nia finansowego <span class="_ _19"> </span>8 </span></span></div><div class="t m0 x3a hc y154 ff4 fs6 fc0 sc0 ls1 ws0">b)<span class="ff1 ls0"> <span class="_ _1d"> </span><span class="ff4">Za okres od 1<span class="_ _0"></span> stycznia 2023 <span class="_ _0"></span>r. do 31 grudnia<span class="_ _0"></span> </span></span>202<span class="ls0">3 r.  </span></div><div class="t m0 x39 hc y155 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x39 y156 w25 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x5b y156 w26 h28"><div class="t m0 x21 hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c y156 w27 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x5d y156 w28 h28"><div class="t m0 x30 h29 ybf ffe fs0 fc0 sc0 ls0 ws0">Kapitał zapas<span class="_ _1"></span>owy, w tym:<span class="ff9"> </span></div></div><div class="c x5e y156 w29 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x5f y156 w27 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x60 y156 w2a h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x61 y156 w29 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x62 y156 w29 h28"><div class="t m0 x63 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x39 y157 w25 h31"><div class="t m0 xd h13 y158 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x5b y157 w26 h31"><div class="t m0 x21 h10 y158 ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c y157 w27 h31"><div class="t m0 x64 h29 y159 ffe fs0 fc0 sc0 ls0 ws0">Kapitał </div><div class="t m0 xd h29 y15a ff9 fs0 fc0 sc0 ls0 ws0">podstawowy </div></div><div class="c x5d y157 w2b h31"><div class="t m0 xf h29 y15b ffe fs0 fc0 sc0 ls0 ws0">z nadwyżki </div><div class="t m0 x1e h29 y15c ff9 fs0 fc0 sc0 ls0 ws0">ceny </div><div class="t m0 x27 h29 y15d ff9 fs0 fc0 sc0 ls0 ws0">emisyjnej nad </div><div class="t m0 x33 h29 y15e ffe fs0 fc0 sc0 ls0 ws0">wartością </div><div class="t m0 x65 h29 y15f ffe fs0 fc0 sc0 ls0 ws0">nominalną<span class="ff9"> </span></div></div><div class="c x66 y157 w2c h31"><div class="t m0 x2e h29 y159 ffe fs0 fc0 sc0 ls0 ws0">z odpisów <span class="ff9"> </span></div><div class="t m0 x33 h29 y15a ff9 fs0 fc0 sc0 ls0 ws0">z zysku  </div></div><div class="c x67 y157 w2d h31"><div class="t m0 x24 h29 y15d ffe fs0 fc0 sc0 ls0 ws0">pozostały<span class="ff9"> </span></div></div><div class="c x5e y157 w29 h31"><div class="t m0 x64 h29 y159 ffe fs0 fc0 sc0 ls0 ws0">Kapitał <span class="ff9"> </span></div><div class="t m0 x20 h29 y15a ff9 fs0 fc0 sc0 ls0 ws0">rezerwowy </div></div><div class="c x5f y157 w27 h31"><div class="t m0 x39 h29 y159 ff9 fs0 fc0 sc0 ls0 ws0">Akcje  </div><div class="t m0 x32 h29 y15a ffe fs0 fc0 sc0 ls0 ws0">własne<span class="ff9"> </span></div></div><div class="c x60 y157 w2a h31"><div class="t m0 x2a h29 y160 ffe fs0 fc0 sc0 ls0 ws0">Kapitał z </div><div class="t m0 x39 h29 y159 ffe fs0 fc0 sc0 ls0 ws0">tytułu </div><div class="t m0 x68 h29 y15a ffe fs0 fc0 sc0 ls0 ws0">płatności w </div><div class="t m0 x46 h29 yda ff9 fs0 fc0 sc0 ls0 ws0">formie akcji </div></div><div class="c x61 y157 w29 h31"><div class="t m0 x39 h29 y159 ff9 fs0 fc0 sc0 ls0 ws0">Zyski  </div><div class="t m0 x13 h29 y15a ff9 fs0 fc0 sc0 ls0 ws0">zatrzymane  </div></div><div class="c x62 y157 w29 h31"><div class="t m0 x33 h2c y159 ffd fs0 fc0 sc0 ls0 ws0">Kapitał <span class="ffb"> </span></div><div class="t m0 x64 h2c y15a ffd fs0 fc0 sc0 ls0 ws0">własny<span class="ffb"> </span></div></div><div class="c x39 y161 w25 h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 1 sty<span class="_ _0"></span>cznia 2023 r.<span class="ffb"> </span></div></div><div class="c x5b y161 w26 h14"><div class="t m0 x21 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c y161 w27 h14"><div class="t m0 x2d h11 ybc ffb fs6 fc0 sc0 ls1 ws0">444<span class="ls0"> </span></div></div><div class="c x5d y161 w2b h14"><div class="t m0 x4a h11 ybc ffb fs6 fc0 sc0 ls0 ws0">297 623 </div></div><div class="c x66 y161 w2c h14"><div class="t m0 x2a h11 ybc ffb fs6 fc0 sc0 ls0 ws0">18 391 </div></div><div class="c x67 y161 w2d h14"><div class="t m0 x32 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">3 532 </div></div><div class="c x5e y161 w29 h14"><div class="t m0 x18 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">5 496 </div></div><div class="c x5f y161 w27 h14"><div class="t m0 x11 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">(844) </div></div><div class="c x60 y161 w2a h14"><div class="t m0 x32 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">2 726 </div></div><div class="c x61 y161 w29 h14"><div class="t m0 x17 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">24 197 </div></div><div class="c x62 y161 w29 h14"><div class="t m0 x55 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">351 565 </div></div><div class="c x39 y162 w25 h23"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Zysk netto  </div></div><div class="c x5b y162 w26 h23"><div class="t m0 x21 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c y162 w27 h23"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y162 w2b h23"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x66 y162 w2c h23"><div class="t m0 x1d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y162 w2d h23"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y162 w29 h23"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5f y162 w27 h23"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y162 w2a h23"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y162 w29 h23"><div class="t m0 x17 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">60 978 </div></div><div class="c x62 y162 w29 h23"><div class="t m0 x4a h11 ybc ffb fs6 fc0 sc0 ls0 ws0">60 978 </div></div><div class="c x39 y163 w25 h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Całkowite <span class="_ _0"></span><span class="ffb">dochody w okresie  </span></div></div><div class="c x5b y163 w26 h14"><div class="t m0 x21 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c y163 w27 h14"><div class="t m0 x69 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y163 w2b h14"><div class="t m0 x4c h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x66 y163 w2c h14"><div class="t m0 x1d h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y163 w2d h14"><div class="t m0 x69 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y163 w29 h14"><div class="t m0 x69 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5f y163 w27 h14"><div class="t m0 x69 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y163 w2a h14"><div class="t m0 x69 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y163 w29 h14"><div class="t m0 x17 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">60 978 </div></div><div class="c x62 y163 w29 h14"><div class="t m0 x4a h11 ybc ffb fs6 fc0 sc0 ls0 ws0">60 978 </div></div><div class="c x39 y164 w2e h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Transakcje z wła<span class="_ _0"></span>ścicielami ujęte bezpo<span class="_ _0"></span>średnio w kapitale <span class="_ _0"></span>własnym<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x5d y164 w2b h14"><div class="t m0 xd h11 ybd ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y164 w2c h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y164 w2d h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y164 w29 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x5f y164 w27 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x60 y164 w2a h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x61 y164 w29 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y164 w29 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x39 y165 w25 h14"><div class="t m0 xd hc ybc ff5 fs6 fc0 sc0 ls0 ws0">Podział zysku<span class="ff4"> </span></div></div><div class="c x5b y165 w26 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x5c y165 w27 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y165 w2b h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x66 y165 w2c h14"><div class="t m0 x47 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2 398 </div></div><div class="c x67 y165 w2d h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y165 w29 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5f y165 w27 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y165 w2a h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y165 w29 h14"><div class="t m0 x2a hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(2 398) </div></div><div class="c x62 y165 w29 h14"><div class="t m0 x69 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x39 y166 w25 h14"><div class="t m0 xd hc ybc ff5 fs6 fc0 sc0 ls0 ws0">Wypłata dywiden<span class="_ _0"></span>dy<span class="ff4"> </span></div></div><div class="c x5b y166 w26 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x5c y166 w27 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y166 w2b h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x66 y166 w2c h14"><div class="t m0 x1d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y166 w2d h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y166 w29 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5f y166 w27 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y166 w2a h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y166 w29 h14"><div class="t m0 x2e hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(25 006) </div></div><div class="c x62 y166 w29 h14"><div class="t m0 x2e h11 ybc ffb fs6 fc0 sc0 ls0 ws0">(25 006) </div></div><div class="c x39 y167 w25 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Kapitał <span class="ff9">z wycen<span class="_ _0"></span>y programu motywacy<span class="_ _0"></span>jnego </span></div></div><div class="c x5b y167 w26 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x5c y167 w27 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y167 w2b h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x66 y167 w2c h14"><div class="t m0 x1d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y167 w2d h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y167 w29 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5f y167 w27 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x60 y167 w2a h14"><div class="t m0 x2d hb ybc ff9 fs6 fc0 sc0 ls1 ws0">675<span class="ls0"> </span></div></div><div class="c x61 y167 w29 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y167 w29 h14"><div class="t m0 x2d h11 ybc ffb fs6 fc0 sc0 ls1 ws0">675<span class="ls0"> </span></div></div><div class="c x39 y168 w25 h14"><div class="t m0 xd hc ybc ff5 fs6 fc0 sc0 ls0 ws0">Sprzedaż ak<span class="_ _0"></span>cji własnych<span class="ff4"> </span></div></div><div class="c x5b y168 w26 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x5c y168 w27 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y168 w2b h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x66 y168 w2c h14"><div class="t m0 x1d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y168 w2d h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y168 w29 h14"><div class="t m0 x11 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(119) </div></div><div class="c x5f y168 w27 h14"><div class="t m0 x2d hb ybc ff9 fs6 fc0 sc0 ls1 ws0">119<span class="ls0"> </span></div></div><div class="c x60 y168 w2a h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y168 w29 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y168 w29 h14"><div class="t m0 x69 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x39 y169 w25 h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Razem zm<span class="_ _0"></span>iany w kapitale własnym<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x5b y169 w26 h14"><div class="t m0 x21 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c y169 w27 h14"><div class="t m0 x69 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5d y169 w2b h14"><div class="t m0 x4c h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x66 y169 w2c h14"><div class="t m0 x47 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">2 398 </div></div><div class="c x67 y169 w2d h14"><div class="t m0 x69 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x5e y169 w29 h14"><div class="t m0 x11 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">(119) </div></div><div class="c x5f y169 w27 h14"><div class="t m0 x2d h11 ybc ffb fs6 fc0 sc0 ls1 ws0">119<span class="ls0"> </span></div></div><div class="c x60 y169 w2a h14"><div class="t m0 x2d h11 ybc ffb fs6 fc0 sc0 ls1 ws0">675<span class="ls0"> </span></div></div><div class="c x61 y169 w29 h14"><div class="t m0 x17 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">33 574 </div></div><div class="c x62 y169 w29 h14"><div class="t m0 x4a h11 ybc ffb fs6 fc0 sc0 ls0 ws0">36 647 </div></div><div class="c x39 y16a w25 h18"><div class="t m0 xd h11 yce ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span> grudnia 2023 r.<span class="ffb"> </span></div></div><div class="c x5b y16a w26 h18"><div class="t m0 x21 h13 yce ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c y16a w27 h18"><div class="t m0 x2d h11 yce ffb fs6 fc0 sc0 ls1 ws0">444<span class="ls0"> </span></div></div><div class="c x5d y16a w2b h18"><div class="t m0 x4a h11 yce ffb fs6 fc0 sc0 ls0 ws0">297 623 </div></div><div class="c x66 y16a w2c h18"><div class="t m0 x2a h11 yce ffb fs6 fc0 sc0 ls0 ws0">20 789 </div></div><div class="c x67 y16a w2d h18"><div class="t m0 x32 h11 yce ffb fs6 fc0 sc0 ls0 ws0">3 532 </div></div><div class="c x5e y16a w29 h18"><div class="t m0 x18 h11 yce ffb fs6 fc0 sc0 ls0 ws0">5 377 </div></div><div class="c x5f y16a w27 h18"><div class="t m0 x11 h11 yce ffb fs6 fc0 sc0 ls0 ws0">(725) </div></div><div class="c x60 y16a w2a h18"><div class="t m0 x32 h11 yce ffb fs6 fc0 sc0 ls0 ws0">3 401 </div></div><div class="c x61 y16a w29 h18"><div class="t m0 x17 h11 yce ffb fs6 fc0 sc0 ls0 ws0">57 771 </div></div><div class="c x62 y16a w29 h18"><div class="t m0 x55 h11 yce ffb fs6 fc0 sc0 ls0 ws0">388 213 </div></div><div class="c x0 y0 wf h25"><div class="t m0 x39 hc y16b ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 h30 y16c ff5 fs9 fc0 sc0 ls0 ws0">Kwoty zysków zatrzymanyc<span class="_ _1"></span>h<span class="ff4"> i </span>kapitał<span class="ls1">ów</span><span class="ff4"> zapasowego or<span class="_ _1"></span>az rezerwowego <span class="ff5">podlegają ogranicze<span class="_ _1"></span>niom w zakresie<span class="ff4"> </span>podziału/wypłaty w<span class="_ _1"></span>ynikającym z<span class="ff4"> </span>przepisów Kodeksu S<span class="_ _1"></span>półek Handlowych.</span></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 x6a y16d w2 h32" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x6b h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x6b h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x6b h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x6b h1 y171 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6b h1 y172 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie <span class="ff5">z przepł<span class="_ _1"></span>ywów pienięż<span class="_ _1"></span>nych należy analizować<span class="_ _1"></span> łącznie z no<span class="_ _1"></span>tami objaśniając<span class="_ _1"></span>ymi stanowiącymi<span class="_ _1"></span> integralną część<span class="ff4"> </span></span></div><div class="t m0 x6b h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">jednostkowego spr<span class="_ _1"></span>awozdania fin<span class="_ _1"></span>ansowego <span class="_ _1b"> </span>9 </div><div class="t m0 x6b h33 y174 ff3 fs5 fc1 sc0 ls0 ws0">Je<span class="_ _1"></span>dno<span class="_ _1"></span>st<span class="_ _1"></span>ko<span class="_ _1"></span>we<span class="_ _1"></span> s<span class="_ _1"></span>pr<span class="_ _1"></span>aw<span class="_ _1"></span>oz<span class="_ _1"></span>da<span class="_ _1"></span>ni<span class="_ _1"></span>e z<span class="_ _1"></span> <span class="_ _1"></span>pr<span class="_ _1"></span>ze<span class="_ _1"></span>pł<span class="_ _1"></span>yw<span class="_ _1"></span>ów <span class="_ _1"></span>p<span class="_ _1"></span>ie<span class="_ _1"></span>nię<span class="_ _1"></span>ż<span class="_ _1"></span>nyc<span class="_ _1"></span>h<span class="fff fs0 fc0"> </span></div><div class="t m0 x6b hc y175 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6b y176 w2f h34"><div class="t m0 xd hb y13c ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6c y176 w30 h34"><div class="t m0 x33 h10 y13c ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y176 w31 h34"><div class="t m0 x11 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">Za rok o<span class="_ _0"></span>brotowy </div></div><div class="c x6b y177 w2f h35"><div class="t m0 xd h13 y178 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6c y177 w30 h35"><div class="t m0 x2e h10 y178 ffa fs6 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x6d y177 w32 h35"><div class="t m0 x46 h11 y179 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x55 h11 y12c ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x6e y177 w33 h35"><div class="t m0 xd h11 y179 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x2e h11 y12c ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6b ybb w2f h34"><div class="t m0 xd h11 y13c ffd fs6 fc0 sc0 ls0 ws0">Przepływy pieniężne z dzia<span class="_ _0"></span>łalności operacy<span class="_ _0"></span>jnej<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x6c ybb w30 h34"><div class="t m0 xd h11 y17a ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d ybb w32 h34"><div class="t m0 x6f hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e ybb w33 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6b y17b w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zysk netto za<span class="_ _0"></span> okres sprawozdawczy<span class="_ _0"></span> </div></div><div class="c x6c y17b w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y17b w32 h28"><div class="t m0 x2d hb yff ff9 fs6 fc0 sc0 ls0 ws0">62 963 </div></div><div class="c x6e y17b w33 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">60 978 </div></div><div class="c x6b y17d w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Korekty: </div></div><div class="c x6c y17d w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y17d w32 h28"><div class="t m0 x6f hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y17d w33 h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6b y17e w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- Podatek <span class="_ _0"></span>dochodowy </div></div><div class="c x6c y17e w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x6d y17e w32 h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">6 751 </div></div><div class="c x6e y17e w33 h28"><div class="t m0 x30 hb yff ff9 fs6 fc0 sc0 ls0 ws0">7 594 </div></div><div class="c x6b y17f w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- Amortyza<span class="_ _0"></span>cja </div></div><div class="c x6c y17f w30 h28"><div class="t m0 x4a h13 yff ffc fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c x6d y17f w32 h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">7 470 </div></div><div class="c x6e y17f w33 h28"><div class="t m0 x30 hb yff ff9 fs6 fc0 sc0 ls0 ws0">6 598 </div></div><div class="c x6b y180 w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Zysk ze sp<span class="_ _0"></span>rzedaży udziałów jednostki stowar<span class="_ _0"></span>zyszonej</span> </div></div><div class="c x6c y180 w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y180 w32 h28"><div class="t m0 x2b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6e y180 w33 h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(13 147) </div></div><div class="c x6b y181 w2f h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Strata na spr<span class="_ _0"></span>zedaży udziałów jedno<span class="_ _0"></span>stki powiązanej<span class="_ _0"></span></span> </div></div><div class="c x6c y181 w30 h36"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x6d y181 w32 h36"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls1 ws0">276<span class="ls0"> </span></div></div><div class="c x6e y181 w33 h36"><div class="t m0 x70 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y182 w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Zysk na <span class="_ _0"></span>sprzedaży niefinansowych ak<span class="_ _0"></span>tywów trwałych<span class="_ _0"></span></span> </div></div><div class="c x6c y182 w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y182 w32 h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">(6) </div></div><div class="c x6e y182 w33 h28"><div class="t m0 x22 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(52) </div></div><div class="c x6b y183 w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Odpisy z <span class="_ _0"></span>tytułu utraty wartości niefinan<span class="_ _0"></span>sowych aktywów trwałych<span class="_ _11"></span></span> </div></div><div class="c x6c y183 w30 h28"><div class="t m0 x4a h13 yff ffc fs6 fc0 sc0 ls0 ws0">9 </div></div><div class="c x6d y183 w32 h28"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls1 ws0">68<span class="ls0"> </span></div></div><div class="c x6e y183 w33 h28"><div class="t m0 x70 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y184 w2f h37"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Aktualizacja <span class="_ _0"></span>wartości aktywów finan<span class="_ _0"></span>sowych</span> </div></div><div class="c x6c y184 w30 h37"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x6d y184 w32 h37"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls1 ws0">37<span class="ls0"> </span></div></div><div class="c x6e y184 w33 h37"><div class="t m0 x70 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y185 w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Koszty netto<span class="_ _0"></span> z tytułu odsetek i różn<span class="_ _0"></span>ic kursowych<span class="_ _0"></span></span> </div></div><div class="c x6c y185 w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x6d y185 w32 h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">4 750 </div></div><div class="c x6e y185 w33 h28"><div class="t m0 x30 hb yff ff9 fs6 fc0 sc0 ls0 ws0">9 746 </div></div><div class="c x6b y186 w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- Dywiden<span class="_ _0"></span>dy otrzymane </div></div><div class="c x6c y186 w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x6d y186 w32 h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(17 489) </div></div><div class="c x6e y186 w33 h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(14 706) </div></div><div class="c x6b y187 w2f h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Wycena instru<span class="_ _0"></span>mentów finansowych<span class="_ _0"></span></span> </div></div><div class="c x6c y187 w30 h36"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x6d y187 w32 h36"><div class="t m0 x2b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6e y187 w33 h36"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls1 ws0">622<span class="ls0"> </span></div></div><div class="c x6b y188 w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- Wycena p<span class="_ _0"></span>rogramu motywacyjnego<span class="_ _0"></span> </div></div><div class="c x6c y188 w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">39<span class="ls0"> </span></div></div><div class="c x6d y188 w32 h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls1 ws0">602<span class="ls0"> </span></div></div><div class="c x6e y188 w33 h28"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls1 ws0">675<span class="ls0"> </span></div></div><div class="c x6b y189 w2f h28"><div class="t m0 x71 hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y189 w30 h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y189 w32 h28"><div class="t m0 x2d hb yff ff9 fs6 fc0 sc0 ls0 ws0">65 422 </div></div><div class="c x6e y189 w33 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">58 308 </div></div><div class="c x6b y18a w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zmiana stanu: </div></div><div class="c x6c y18a w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y18a w32 h28"><div class="t m0 x6f hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y18a w33 h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6b y18b w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Należności h<span class="_ _0"></span>andlowych</span> </div></div><div class="c x6c y18b w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y18b w32 h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(17 648) </div></div><div class="c x6e y18b w33 h28"><div class="t m0 x39 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(4 450) </div></div><div class="c x6b y18c w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Pozostałych<span class="_ _0"></span> aktywów</span> </div></div><div class="c x6c y18c w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y18c w32 h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(443) </div></div><div class="c x6e y18c w33 h28"><div class="t m0 x30 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 039 </div></div><div class="c x6b y18d w2f h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Zobowiąz<span class="_ _0"></span>ań handlowych</span> </div></div><div class="c x6c y18d w30 h36"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y18d w32 h36"><div class="t m0 x2d hb yff ff9 fs6 fc0 sc0 ls0 ws0">20 492 </div></div><div class="c x6e y18d w33 h36"><div class="t m0 x30 hb yff ff9 fs6 fc0 sc0 ls0 ws0">3 249 </div></div><div class="c x6b y18e w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Zobowiąz<span class="_ _0"></span>ań pozostałych</span> </div></div><div class="c x6c y18e w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y18e w32 h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls1 ws0">589<span class="ls0"> </span></div></div><div class="c x6e y18e w33 h28"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls1 ws0">369<span class="ls0"> </span></div></div><div class="c x6b y18f w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Zobowiąz<span class="_ _0"></span>ań z tytułu świadczeń prac<span class="_ _0"></span>owniczych</span> </div></div><div class="c x6c y18f w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y18f w32 h28"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls1 ws0">87<span class="ls0"> </span></div></div><div class="c x6e y18f w33 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x6b y190 w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">Zobowiąz<span class="_ _0"></span>ań z tytułu umów z klientami<span class="_ _0"></span></span> </div></div><div class="c x6c y190 w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y190 w32 h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(200) </div></div><div class="c x6e y190 w33 h28"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls1 ws0">684<span class="ls0"> </span></div></div><div class="c x6b y1a w2f h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Środki pieniężne wyg<span class="_ _0"></span>enerowane na<span class="_ _0"></span> działalności operacyjnej<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x6c y1a w30 h28"><div class="t m0 x33 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y1a w32 h28"><div class="t m0 x2d h11 yff ffb fs6 fc0 sc0 ls0 ws0">68 299 </div></div><div class="c x6e y1a w33 h28"><div class="t m0 x2c h11 yff ffb fs6 fc0 sc0 ls0 ws0">59 220 </div></div><div class="c x6b y191 w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Podatek zap<span class="_ _0"></span>łacony<span class="ff9"> </span></div></div><div class="c x6c y191 w30 h28"><div class="t m0 x33 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y191 w32 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(6 764) </div></div><div class="c x6e y191 w33 h28"><div class="t m0 x39 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(2 317) </div></div><div class="c x6b y192 w2f h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Środki pieniężne netto<span class="_ _0"></span> z działalności operacy<span class="_ _0"></span>jnej<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x6c y192 w30 h28"><div class="t m0 x33 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y192 w32 h28"><div class="t m0 x2d h11 yff ffb fs6 fc0 sc0 ls0 ws0">61 535 </div></div><div class="c x6e y192 w33 h28"><div class="t m0 x2c h11 yff ffb fs6 fc0 sc0 ls0 ws0">56 903 </div></div><div class="c x6b y193 w2f h34"><div class="t m0 xd h11 y194 ffd fs6 fc0 sc0 ls0 ws0">Przepływy pieniężne z dzia<span class="_ _0"></span>łalności inwesty<span class="_ _0"></span>cyjnej<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x6c y193 w30 h34"><div class="t m0 xd h11 y17a ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y193 w32 h34"><div class="t m0 x6f hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y193 w33 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6b y195 w2f h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Odsetki otrzym<span class="_ _0"></span>ane </div></div><div class="c x6c y195 w30 h36"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y195 w32 h36"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls1 ws0">552<span class="ls0"> </span></div></div><div class="c x6e y195 w33 h36"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls1 ws0">362<span class="ls0"> </span></div></div><div class="c x6b y196 w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczki ud<span class="_ _0"></span>zielone<span class="ff9"> </span></div></div><div class="c x6c y196 w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x6d y196 w32 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(2 874) </div></div><div class="c x6e y196 w33 h28"><div class="t m0 x37 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(121) </div></div><div class="c x6b y197 w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Spłaty udzielo<span class="_ _0"></span>nych pożyczek<span class="ff9"> </span></div></div><div class="c x6c y197 w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x6d y197 w32 h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">7 813 </div></div><div class="c x6e y197 w33 h28"><div class="t m0 x30 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 356 </div></div><div class="c x6b y198 w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Dywidendy<span class="_ _0"></span> otrzymane </div></div><div class="c x6c y198 w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x6d y198 w32 h28"><div class="t m0 x2d hb yff ff9 fs6 fc0 sc0 ls0 ws0">16 916 </div></div><div class="c x6e y198 w33 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">14 706 </div></div><div class="c x6b y199 w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Otrzymane p<span class="_ _0"></span>łatności z tytułu leasingu<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x6c y199 w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y199 w32 h28"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x6e y199 w33 h28"><div class="t m0 x70 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y19a w2f h36"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Sprzedaż ud<span class="_ _0"></span>ziałów w jednostce stowarzyszon<span class="_ _0"></span>ej<span class="ff9"> </span></div></div><div class="c x6c y19a w30 h36"><div class="t m0 xd hb y19b ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y19a w32 h36"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls1 ws0">480<span class="ls0"> </span></div></div><div class="c x6e y19a w33 h36"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 887 </div></div><div class="c x6b y19c w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Inwestycje w jedn<span class="_ _0"></span>ostki zależne<span class="ff9"> </span></div></div><div class="c x6c y19c w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y19c w32 h28"><div class="t m0 x2b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6e y19c w33 h28"><div class="t m0 x39 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 500) </div></div><div class="c x6b y19d w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wpływy z tytu<span class="_ _0"></span>łu sprzedaży rzeczowych<span class="_ _0"></span> aktywów trwałych<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x6c y19d w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y19d w32 h28"><div class="t m0 x70 hb yff ff9 fs6 fc0 sc0 ls0 ws0">6 </div></div><div class="c x6e y19d w33 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls1 ws0">52<span class="ls0"> </span></div></div><div class="c x6b y19e w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Nabycie rzecz<span class="_ _0"></span>owych aktywów trwałych<span class="_ _0"></span> i wartości niematerialnych<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x6c y19e w30 h28"><div class="t m0 x20 h13 yff ffc fs6 fc0 sc0 ls0 ws0">14,16 </div></div><div class="c x6d y19e w32 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(8 662) </div></div><div class="c x6e y19e w33 h28"><div class="t m0 x39 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(8 866) </div></div><div class="c x6b y19f w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iężne nabyte w wyniku połączen<span class="_ _0"></span>ia<span class="ff9"> </span></div></div><div class="c x6c y19f w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y19f w32 h28"><div class="t m0 x2b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6e y19f w33 h28"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls1 ws0">584<span class="ls0"> </span></div></div><div class="c x6b y1a0 w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Objęcie kon<span class="_ _0"></span>troli nad jednostkami zależnym<span class="_ _0"></span>i<span class="ff9"> </span></div></div><div class="c x6c y1a0 w30 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y1a0 w32 h28"><div class="t m0 x2b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6e y1a0 w33 h28"><div class="t m0 x37 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(902) </div></div><div class="c x6b y1a1 w2f h36"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Sprzedaż ud<span class="_ _0"></span>ziałów w jednostce zależnej<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x6c y1a1 w30 h36"><div class="t m0 xd hb y19b ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y1a1 w32 h36"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">(3) </div></div><div class="c x6e y1a1 w33 h36"><div class="t m0 x70 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y1a2 w2f h36"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Środki pieniężne netto<span class="_ _0"></span> z działalności inwesty<span class="_ _0"></span>cyjnej<span class="ffb"> </span></div></div><div class="c x6c y1a2 w30 h36"><div class="t m0 x33 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y1a2 w32 h36"><div class="t m0 x2d h11 yff ffb fs6 fc0 sc0 ls0 ws0">14 243 </div></div><div class="c x6e y1a2 w33 h36"><div class="t m0 x2c h11 yff ffb fs6 fc0 sc0 ls0 ws0">28 558 </div></div><div class="c x6b y1a3 w2f h17"><div class="t m0 xd h11 y1a4 ffd fs6 fc0 sc0 ls0 ws0">Przepływy pieniężne z dzia<span class="_ _0"></span>łalności finansowej<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x6c y1a3 w30 h17"><div class="t m0 xd h11 y1a5 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y1a3 w32 h17"><div class="t m0 x6f hc y1a5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y1a3 w33 h17"><div class="t m0 xd hc y1a5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6b y1a6 w2f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Dywidendy </div></div><div class="c x6c y1a6 w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">28<span class="ls0"> </span></div></div><div class="c x6d y1a6 w32 h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(35 438) </div></div><div class="c x6e y1a6 w33 h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(25 006) </div></div><div class="c x6b y1a7 w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wpływy z tytu<span class="_ _0"></span>łu zaciągnięcia kred<span class="_ _0"></span>ytów i pożyczek<span class="ff9"> </span></div></div><div class="c x6c y1a7 w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">29<span class="ls0"> </span></div></div><div class="c x6d y1a7 w32 h28"><div class="t m0 x70 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x6e y1a7 w33 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">10 634 </div></div><div class="c x6b y1a8 w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Spłaty kredy<span class="_ _0"></span>tów i pożyczek<span class="ff9"> </span></div></div><div class="c x6c y1a8 w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">29<span class="ls0"> </span></div></div><div class="c x6d y1a8 w32 h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(20 460) </div></div><div class="c x6e y1a8 w33 h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(42 944) </div></div><div class="c x6b y1a9 w2f h36"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Odsetki zapłaco<span class="_ _0"></span>ne<span class="ff9"> </span></div></div><div class="c x6c y1a9 w30 h36"><div class="t m0 xd hb y19b ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y1a9 w32 h36"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(6 607) </div></div><div class="c x6e y1a9 w33 h36"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(17 953) </div></div><div class="c x6b y33 w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Płatności zobowiąz<span class="_ _0"></span>ań z tytułu umów leasing<span class="_ _0"></span>u<span class="ff9"> </span></div></div><div class="c x6c y33 w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">30<span class="ls0"> </span></div></div><div class="c x6d y33 w32 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(2 389) </div></div><div class="c x6e y33 w33 h28"><div class="t m0 x39 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 701) </div></div><div class="c x6b yb0 w2f h38"><div class="t m0 xd h11 y1aa ffd fs6 fc0 sc0 ls0 ws0">Środki pieniężne netto<span class="_ _0"></span> z działalności finansowej<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x6c yb0 w30 h38"><div class="t m0 x33 h13 y1aa ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d yb0 w32 h38"><div class="t m0 x11 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(64 893) </div></div><div class="c x6e yb0 w33 h38"><div class="t m0 x64 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(76 971) </div></div><div class="c x6b y1ab w2f h38"><div class="t m0 xd h11 y1aa ffd fs6 fc0 sc0 ls0 ws0">Przepływy pieniężne netto<span class="_ _0"></span> ogółem<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x6c y1ab w30 h38"><div class="t m0 xd h11 y1ac ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y1ab w32 h38"><div class="t m0 x2d h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">10 885 </div></div><div class="c x6e y1ab w33 h38"><div class="t m0 x30 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">8 490 </div></div><div class="c x6b y1ad w2f h2e"><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">Zwiększenie (zm<span class="_ _0"></span>niejszenie) stanu śro<span class="_ _0"></span>dków pieniężnych i ich </div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">ekwiwalentów<span class="ff9"> </span></div></div><div class="c x6c y1ad w30 h2e"><div class="t m0 xd hb y13f ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y1ad w32 h2e"><div class="t m0 x2d hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">10 885 </div></div><div class="c x6e y1ad w33 h2e"><div class="t m0 x30 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">8 490 </div></div><div class="c x6b y1af w2f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iężne i ich ekwiwalenty na <span class="_ _0"></span>początek okresu<span class="ff9"> </span></div></div><div class="c x6c y1af w30 h28"><div class="t m0 x2a h13 yff ffc fs6 fc0 sc0 ls1 ws0">22<span class="ls0"> </span></div></div><div class="c x6d y1af w32 h28"><div class="t m0 x2d hb yff ff9 fs6 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x6e y1af w33 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">11 717 </div></div><div class="c x6b y1b0 w2f h1a"><div class="t m0 xd h11 yd7 ffd fs6 fc0 sc0 ls0 ws0">Środki pieniężne i ich ek<span class="_ _0"></span>wiwalenty na<span class="_ _0"></span> koniec okresu<span class="ffb"> </span></div></div><div class="c x6c y1b0 w30 h1a"><div class="t m0 x2a h10 yd7 ffa fs6 fc0 sc0 ls1 ws0">22<span class="ls0"> </span></div></div><div class="c x6d y1b0 w32 h1a"><div class="t m0 x2d h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31 092 </div></div><div class="c x6e y1b0 w33 h1a"><div class="t m0 x2c h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x6b h1 y1b1 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 x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">10</span> </span></span></div><div class="t m0 x1 h3a y1b4 ff2 fsa fc1 sc0 ls0 ws0">N<span class="fs5">ot<span class="_ _1"></span>y<span class="_ _1"></span> d<span class="_ _1"></span>o J<span class="_ _1"></span>e<span class="_ _1"></span>dno<span class="_ _1"></span>st<span class="_ _1"></span>k<span class="_ _1"></span>owe<span class="_ _1"></span>go<span class="_ _1"></span> S<span class="_ _1"></span>pra<span class="_ _1"></span>w<span class="_ _1"></span>oz<span class="_ _1"></span>da<span class="_ _1"></span>ni<span class="_ _1"></span>a F<span class="_ _b"></span>inans<span class="_ _1"></span>o<span class="_ _1"></span>we<span class="_ _1"></span>go<span class="_ _1"></span> </span></div><div class="t m0 x1 h1 y1b5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h27 y1b6 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y1b7 ff2 fs6 fc2 sc0 ls7 ws0">1.<span class="fff ls0"> <span class="_ _1d"> </span><span class="ff3 fc1">Inf<span class="_ _1"></span>orma<span class="_ _1"></span>cj<span class="_ _1"></span>e <span class="_ _1"></span>og<span class="_ _1"></span>ól<span class="_ _1"></span>ne<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h27 y1b8 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3c y1b9 ff2 fsb fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y1ba ff2 fs6 fc2 sc0 ls0 ws0">1<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff2 fc1">I<span class="_ _b"></span>n<span class="_ _b"></span>f<span class="ff3">o<span class="_ _b"></span>r<span class="_ _1"></span>m<span class="_ _1"></span>a<span class="_ _b"></span>c<span class="_ _1"></span>j<span class="_ _1"></span>e<span class="_ _1"></span> <span class="_ _b"></span>o<span class="_ _1"></span>g<span class="_ _1"></span>ó<span class="_ _b"></span>l<span class="_ _1"></span>n<span class="_ _1"></span>e<span class="_ _b"></span> <span class="_ _1"></span>d<span class="_ _1"></span>o<span class="_ _b"></span>t<span class="_ _1"></span>y<span class="_ _1"></span>c<span class="_ _1"></span>z<span class="_ _b"></span>ą<span class="_ _1"></span>c<span class="_ _1"></span>e<span class="_ _b"></span> <span class="ff2">V<span class="_ _b"></span>e<span class="_ _1"></span>r<span class="_ _1"></span>c<span class="_ _b"></span>o<span class="_ _1"></span>m<span class="_ _1"></span> <span class="_ _b"></span><span class="lsd">S.<span class="_ _0"></span><span class="ls0">A<span class="_ _1"></span>.<span class="_ _1"></span> </span></span></span></span></span></span></div><div class="t m0 x1 hc y1bb ff4 fs6 fc0 sc0 ls0 ws0">Vercom <span class="_ _11"></span>S<span class="ff5">półka <span class="_ _11"></span>Akcy<span class="_ _0"></span>jna</span> <span class="_ _11"></span>(<span class="ff5">„Spółka”) <span class="_ _11"></span>została <span class="_ _11"></span>przekształcona <span class="_ _11"></span>ze <span class="_ _11"></span>spółki <span class="_ _11"></span>Verco<span class="_ _0"></span>m <span class="_ _11"></span>&quot;Spider&quot; <span class="_ _11"></span>Spółka <span class="_ _11"></span></span>z <span class="_ _11"></span>o<span class="ff5">graniczoną </span></div><div class="t m0 x1 hc y1bc ff4 fs6 fc0 sc0 ls0 ws0">o<span class="ff5">dpowied<span class="_ _0"></span>zialnością <span class="_ _1"></span><span class="ff4">s<span class="ff5">półka <span class="_ _1"></span><span class="ff4">komandyto<span class="_ _0"></span>wo <span class="_ _1"></span>- <span class="_ _b"></span>ak<span class="_ _0"></span>cyjna, <span class="_ _1"></span><span class="ff5">w <span class="_ _1"></span>spółkę <span class="_ _1"></span>Vercom sp<span class="_ _1"></span>ółka a<span class="_ _1"></span>kcyjna <span class="ff4">akte<span class="_ _1"></span>m <span class="_ _1"></span>notarialnym z <span class="_ _b"></span>dn<span class="_ _0"></span>ia </span></span></span></span></span></span></div><div class="t m0 x1 hc y1bd ff4 fs6 fc0 sc0 ls1 ws0">12<span class="ls0"> <span class="_ _11"></span>listopada <span class="_ _11"></span>2<span class="_ _0"></span>014 <span class="_ _11"></span><span class="lse">r.</span>, <span class="_ _11"></span>a <span class="_ _14"></span>w <span class="_ _11"></span>dniu <span class="_ _11"></span></span>17<span class="ls0"> grudnia <span class="_ _11"></span>2014 <span class="_ _14"></span>r<span class="ff5">. <span class="_ _11"></span>Spółka <span class="_ _11"></span>została <span class="_ _11"></span>wpisana <span class="_ _11"></span>do<span class="_ _0"></span> <span class="_ _11"></span>Krajowego <span class="_ _11"></span>Rejestru <span class="_ _11"></span>Sądo<span class="_ _0"></span>wego </span></span></div><div class="t m0 x1 hb y1be ff5 fs6 fc0 sc0 ls0 ws0">prowadzoneg<span class="_ _0"></span>o <span class="_ _14"> </span>p<span class="_ _0"></span>rzez <span class="_ _14"> </span>Sąd<span class="_ _0"></span> <span class="_ _15"> </span>Rejonowy<span class="_ _0"></span> <span class="_ _15"> </span>Poznań <span class="_ _15"> </span>Nowe <span class="_ _15"> </span>Miasto <span class="_ _15"> </span>i <span class="_ _15"> </span>Wilda, <span class="_ _15"> </span>VIII <span class="_ _15"> </span>Wyd<span class="_ _0"></span>ział <span class="_ _15"> </span>Gospodarczy <span class="_ _15"> </span>Krajowego </div><div class="t m0 x1 hc y1bf ff5 fs6 fc0 sc0 ls0 ws0">Rejestru  Sąd<span class="_ _0"></span>owego<span class="ff4">, <span class="_ _1e"> </span>pod <span class="_ _1e"> </span>numerem  KRS 000<span class="_ _0"></span>0535618. <span class="_ _1e"> </span>Siedziba <span class="_ _1e"> </span></span>Spółki  <span class="ff4 lsf">zn<span class="_ _0"></span><span class="lsc">aj</span></span>duje <span class="_ _1e"> </span>się  w  Pozn<span class="_ _0"></span>aniu  <span class="ff4">p<span class="_ _0"></span>rzy  ul. </span></div><div class="t m0 x1 hc y1c0 ff5 fs6 fc0 sc0 ls0 ws0">Wierzbięcice 1B, Polska<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y1c1 ff5 fs6 fc0 sc0 ls0 ws0">Podstawowe miejsce p<span class="_ _0"></span>rowadzenia działalno<span class="_ _0"></span>ści: Polska.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y1c2 ff5 fs6 fc0 sc0 ls0 ws0">Państwo rejestracji: Polska. <span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y1c3 ff5 fs6 fc0 sc0 ls0 ws0">Adres zarejestrowan<span class="_ _0"></span>ego biura jednostk<span class="_ _0"></span>i: Poznań p<span class="_ _0"></span>rzy ul. Wierzbięcice 1<span class="_ _0"></span>B, Polska<span class="ff4 ls8">. <span class="ls0"> </span></span></div><div class="t m0 x1 hc y1c4 ff4 fs6 fc0 sc0 ls0 ws0">Od <span class="_ _1e"> </span><span class="ff5">dnia <span class="_ _1e"> </span>6 <span class="_ _1e"> </span>maja <span class="_ _1e"> </span>2021 <span class="_ _1e"> </span>r. <span class="_ _1e"> </span>akcje  Spó<span class="_ _0"></span>łki <span class="_ _1e"> </span>Vercom <span class="_ _1e"> </span>S.A. <span class="_ _1e"> </span>są <span class="_ _1e"> </span>notowane <span class="_ _c"> </span></span>na <span class="_ _1e"> </span>rynku <span class="_ _1e"> </span><span class="ff5">głównym</span> <span class="_ _1e"> </span><span class="ff5">Giełd</span>y<span class="_ _0"></span> <span class="_ _1e"> </span><span class="ff5">Papierów </span></div><div class="t m0 x1 hc y1c5 ff5 fs6 fc0 sc0 ls0 ws0">Wartościowych w <span class="_ _0"></span>Warszawie S.A.<span class="_ _0"></span><span class="ff4"> </span>(„GPW”)<span class="ff4"> </span>w systemie no<span class="_ _0"></span>towań ciąg<span class="_ _0"></span>łych.<span class="ff4"> </span></div><div class="t m0 x1 hb y1c6 ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _11"></span>jest <span class="_ _11"></span>jednostką <span class="_ _11"></span>dominującą <span class="_ _11"></span>Grupy <span class="_ _11"></span>Kapitało<span class="_ _0"></span>wej <span class="_ _11"></span>Vercom <span class="_ _11"></span>(„Grupa”, <span class="_ _11"></span>„Grupa <span class="_ _11"></span>Kapitałowa”).<span class="_ _0"></span> <span class="_ _11"></span>Jednocześnie </div><div class="t m0 x1 hc y1c7 ff5 fs6 fc0 sc0 ls0 ws0">Spółka jest jedn<span class="_ _0"></span>ostką zależną od spó<span class="_ _0"></span>łki <span class="ff4">cyber<span class="_ _0"></span>_Folks S.A. </span>i należy do <span class="_ _0"></span>Grupy Kapitałowej <span class="ff4">cy<span class="_ _0"></span>ber_Folks<span class="_ _0"></span>. </span></div><div class="t m0 x1 h27 y1c8 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3d y1c9 ff4 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y1ca ff2 fs6 fc2 sc0 ls0 ws0">1<span class="_ _1"></span>.<span class="_ _b"></span>2<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3 fc1">Z<span class="_ _b"></span>a<span class="_ _1"></span>r<span class="_ _b"></span>z<span class="_ _1"></span>ą<span class="_ _1"></span>d<span class="_ _b"></span> i<span class="_ _b"></span> <span class="_ _1"></span>R<span class="_ _b"></span>ad<span class="_ _b"></span>a<span class="_ _1"></span> <span class="_ _1"></span>N<span class="_ _b"></span>a<span class="_ _1"></span>d<span class="_ _1"></span>z<span class="_ _b"></span>or<span class="_ _b"></span>c<span class="_ _1"></span>z<span class="_ _b"></span>a <span class="_ _b"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y1cb ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>skład <span class="_ _13"> </span>Zarządu <span class="_ _15"> </span>Spółki <span class="_ _15"> </span>na <span class="_ _15"> </span>dzień<span class="_ _0"></span> <span class="_ _15"> </span><span class="ff4">31<span class="_ _0"></span> <span class="_ _15"></span>grudnia <span class="_ _15"> </span><span class="ls1">20</span>24 <span class="_ _15"> </span>r. <span class="_ _13"> </span></span>i <span class="_ _14"> </span>na <span class="_ _13"> </span>dzień <span class="_ _15"> </span>zatwierdzenia <span class="_ _15"> </span>n<span class="_ _0"></span>iniejszego<span class="ff4"> <span class="_ _13"> </span>je<span class="_ _1"></span>dnostkowego </span></div><div class="t m0 x1 hc y1cc ff4 fs6 fc0 sc0 ls0 ws0">sprawozdan<span class="_ _0"></span>ia finansowego <span class="_ _0"></span>wchodzili: </div><div class="t m0 x72 h3e y1cd ff10 fs4 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _1f"> </span><span class="ff4 fs6">Krzysztof Szyszk<span class="_ _0"></span>a - <span class="ff5">Prezes Zarząd<span class="_ _0"></span>u,</span> </span></span></div><div class="t m0 x72 h3e y1ce ff10 fs4 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _1f"> </span><span class="ff4 fs6">Adam Lewko<span class="_ _0"></span>wicz - <span class="ff5">Wicepr<span class="_ _0"></span>ezes Zarządu</span>, </span></span></div><div class="t m0 x72 h3e y1cf ff10 fs4 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _1f"> </span><span class="ff4 fs6">Tomasz Pakulski <span class="_ _0"></span><span class="ff5">–</span> <span class="ff5">Członek<span class="_ _0"></span> Zarządu.</span> </span></span></div><div class="t m0 x1 h3d y1d0 ff4 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h27 y1d1 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y19a ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _c"> </span>skład<span class="_ _0"></span> <span class="_ _12"> </span>Rady <span class="_ _c"> </span>Nadzo<span class="_ _0"></span>rczej <span class="_ _12"> </span>Spółki <span class="_ _c"> </span>na <span class="_ _12"> </span>dzień <span class="_ _12"> </span><span class="ff4">31 <span class="_ _12"> </span>grudnia <span class="_ _c"> </span><span class="ls1">20</span>24 <span class="_ _12"> </span>r. <span class="_ _12"> </span></span>i <span class="_ _c"> </span>na <span class="_ _12"> </span>dzie<span class="_ _1"></span>ń <span class="_ _12"> </span>zatwierdzenia <span class="_ _12"> </span>niniejszego<span class="ff4"> </span></div><div class="t m0 x1 hc y1d2 ff4 fs6 fc0 sc0 ls0 ws0">jednostkoweg<span class="_ _0"></span>o sprawozdania finansoweg<span class="_ _0"></span>o wchod<span class="_ _0"></span>zili: </div><div class="t m0 x72 h3e y112 ff10 fs4 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _1f"> </span><span class="ff4 fs6">Jakub Dwern<span class="_ _0"></span>icki, </span></span></div><div class="t m0 x72 h3e y1d3 ff10 fs4 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _1f"> </span><span class="ff4 fs6">Franciszek Szyszka,<span class="_ _0"></span> </span></span></div><div class="t m0 x72 h3e y1d4 ff10 fs4 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _1f"> </span><span class="ff4 fs6">Jakub Juskowiak<span class="_ _0"></span>, </span></span></div><div class="t m0 x72 h3e y1d5 ff10 fs4 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _1f"> </span><span class="ff4 fs6">Aleksander Du<span class="_ _0"></span>ch, </span></span></div><div class="t m0 x72 h3e y1d6 ff10 fs4 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _1f"> </span><span class="ff4 fs6">Joanna Drab<span class="_ _0"></span>ent.<span class="ff2 fs8"> </span></span></span></div><div class="t m0 x1 h3b y1d7 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y1d8 ff3 fs6 fc0 sc0 ls0 ws0">Zmiany w skła<span class="_ _0"></span>dzie osobowym <span class="_ _0"></span>Zarządu i <span class="ff2">Rady Na<span class="_ _0"></span>dzorczej </span></div><div class="t m0 x1 hc y1d9 ff4 fs6 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>okresie <span class="_ _0"></span>o<span class="_ _0"></span>d <span class="_ _0"></span>1 <span class="_ _0"></span>styczn<span class="_ _0"></span>ia <span class="_ _0"></span>2024 <span class="_ _20"></span>r. <span class="_ _0"></span>do <span class="_ _20"></span>dnia <span class="_ _0"></span>zatwierdzen<span class="_ _0"></span>ia <span class="_ _0"></span>niniejszego<span class="_ _0"></span> <span class="_ _0"></span>jednostko<span class="_ _0"></span>wego <span class="_ _0"></span>sprawozdania <span class="_ _20"></span>finansowego </div><div class="t m0 x1 hc y1da ff5 fs6 fc0 sc0 ls0 ws0">nie wystąpiły zm<span class="_ _0"></span>iany w składzie osob<span class="_ _0"></span>owym Zarządu i Rady Nadzo<span class="_ _0"></span>rczej Spółki.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y1db ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y1dc ff4 fs0 fc1 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">11</span> </span></span></div><div class="t m0 x1 h3b y1dd ff2 fs6 fc2 sc0 ls0 ws0">1<span class="_ _1"></span>.<span class="_ _b"></span>3<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff2 fc1 ls10">Pr<span class="ls0">z<span class="_ _b"></span>e<span class="_ _1"></span>d<span class="_ _b"></span>mi<span class="_ _b"></span>o<span class="_ _1"></span>t<span class="_ _1"></span> <span class="_ _b"></span><span class="ff3">d<span class="_ _1"></span>z<span class="_ _1"></span>i<span class="_ _b"></span>a<span class="_ _1"></span>ł<span class="_ _b"></span>al<span class="_ _b"></span>n<span class="_ _1"></span>o<span class="_ _1"></span>ś<span class="_ _b"></span>c<span class="_ _1"></span>i<span class="_ _1"></span><span class="ff2"> </span></span></span></span></span></div><div class="t m0 x1 hb y1de ff5 fs6 fc0 sc0 ls0 ws0">Głównym <span class="_ _20"></span>przedmiotem <span class="_ _20"></span>działalności <span class="_ _20"></span>Spółki <span class="_ _20"></span>jest <span class="_ _20"></span>świad<span class="_ _0"></span>czenie <span class="_ _0"></span>usług <span class="_ _20"></span>umożliwiający<span class="_ _0"></span>ch <span class="_ _0"></span>integrację <span class="_ _20"></span>wielu <span class="_ _20"></span>kanałów </div><div class="t m0 x1 hb y1df ff5 fs6 fc0 sc0 ls0 ws0">komunikacji  w <span class="_ _13"> </span>celu  automatyzacji <span class="_ _13"> </span>części  procesów <span class="_ _13"> </span>bizn<span class="_ _0"></span>esowych  w <span class="_ _13"> </span>obszarze  sprzedaży,  marketingu <span class="_ _13"> </span>oraz </div><div class="t m0 x1 hc y1e0 ff5 fs6 fc0 sc0 ls0 ws0">obsługi  klienta. <span class="_ _1e"> </span>Spółka<span class="ff4">  </span>Vercom  oferu<span class="_ _0"></span>je  możliwość  przesyłania  wiad<span class="_ _0"></span>omości  i  komunikatów  w  oparciu  o </div><div class="t m0 x1 hb y1e1 ff5 fs6 fc0 sc0 ls0 ws0">wszystkie <span class="_ _0"></span>powszechnie <span class="_ _0"></span>stosowan<span class="_ _0"></span>e <span class="_ _0"></span>kanały <span class="_ _0"></span>komunikacji <span class="_ _0"></span>elektronicznej, <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>w szcze<span class="_ _0"></span>gólności sms, <span class="_ _0"></span>email <span class="_ _0"></span>oraz </div><div class="t m0 x1 hc y1e2 ff5 fs6 fc0 sc0 ls0 ws0">push. <span class="_ _0"></span>Poza<span class="_ _0"></span> <span class="_ _0"></span>realizacją <span class="_ _0"></span>wysy<span class="_ _0"></span>łek <span class="_ _0"></span>wiadomo<span class="_ _0"></span>ści, <span class="_ _0"></span>w <span class="_ _0"></span>każdy<span class="_ _0"></span>m <span class="_ _0"></span>ze <span class="_ _0"></span>wskazan<span class="_ _0"></span>ych <span class="_ _0"></span>kan<span class="_ _0"></span>ałów <span class="_ _0"></span>kom<span class="_ _0"></span><span class="ff4">unik<span class="_ _0"></span>acji <span class="_ _0"></span></span>Spółka<span class="ff4"> <span class="_ _0"></span>za<span class="_ _0"></span>pewnia </span></div><div class="t m0 x1 hc y1e3 ff4 fs6 fc0 sc0 ls0 ws0">dodat<span class="ff5">kowe <span class="_ _14"> </span>funkcjonaln<span class="_ _0"></span>ości <span class="_ _14"></span>obejmujące, <span class="_ _14"></span>między <span class="_ _14"></span>innymi, <span class="_ _14"></span>personalizację <span class="_ _14"></span>i <span class="_ _14"></span>weryfikację <span class="_ _14"></span>danych, <span class="_ _14"></span>optymalizację </span></div><div class="t m0 x1 hc y1e4 ff5 fs6 fc0 sc0 ls0 ws0">ścieżki przesyłu, szyfrowanie oraz zaawansowane raportowanie. Narzęd<span class="_ _0"></span>zia oferowane przez Spó<span class="_ _0"></span>łkę<span class="ff4"> </span>Vercom są </div><div class="t m0 x1 hb y1e5 ff5 fs6 fc0 sc0 ls0 ws0">stosowane <span class="_ _14"> </span>zar<span class="_ _0"></span>ówno <span class="_ _14"> </span>do<span class="_ _0"></span> <span class="_ _14"></span>automatyzacji <span class="_ _14"> </span>kom<span class="_ _0"></span>unikacji <span class="_ _14"></span>transakcyjnej, <span class="_ _15"> </span>obejmującej <span class="_ _15"> </span>np. <span class="_ _14"></span>potwierdzenia <span class="_ _15"> </span>zamówień, </div><div class="t m0 x1 hb y1e6 ff5 fs6 fc0 sc0 ls0 ws0">autentykację płatności, powiadom<span class="_ _0"></span>ienia o statusie dostawy, j<span class="_ _1"></span>ak również do obsługi komunikacji marketingowej. </div><div class="t m0 x1 hc y1e7 ff5 fs6 fc0 sc0 ls0 ws0">Rozwiązania <span class="_ _0"></span>Spółki<span class="_ _0"></span><span class="ff4"> </span>Ver<span class="_ _0"></span>com <span class="_ _0"></span>są ofer<span class="_ _0"></span>owane w <span class="_ _0"></span>formie <span class="_ _0"></span>usługi <span class="_ _0"></span>komunikacji <span class="_ _0"></span>w <span class="_ _0"></span>chmurze <span class="_ _0"></span>(<span class="_ _0"></span><span class="ff7">CPaaS <span class="_ _20"></span>-<span class="ff4"> <span class="_ _0"></span></span>Communication </span></div><div class="t m0 x1 hd y1e8 ff7 fs6 fc0 sc0 ls0 ws0">Platform <span class="_ _12"> </span>as <span class="_ _21"> </span>a <span class="_ _12"> </span>Service<span class="ff5">). <span class="_ _21"> </span>W <span class="_ _12"> </span>zależności <span class="_ _12"> </span>od <span class="_ _21"> </span>indywidualnych <span class="_ _12"> </span>potrzeb <span class="_ _21"> </span>klientów <span class="_ _12"> </span>i <span class="_ _12"> </span>planowaneg<span class="_ _0"></span>o <span class="_ _12"> </span>kontekstu </span></div><div class="t m0 x1 hc y1e9 ff5 fs6 fc0 sc0 ls0 ws0">wykorzy<span class="_ _0"></span>stania,  dostęp  do  Platformy  Vercom  jest  realizowany  przez  autorski  interfejs  API  <span class="ff4">(<span class="_ _0"></span><span class="ff6">„Application </span></span></div><div class="t m0 x1 hc y1ea ff6 fs6 fc0 sc0 ls0 ws0">Programming I<span class="_ _0"></span>nterface”)<span class="ff4"> <span class="ff5">lub<span class="_ _0"></span> aplikacje webowe udo<span class="_ _0"></span>stępniane poprzez jeden<span class="_ _0"></span> z dedykowanych paneli k<span class="_ _0"></span>lienta.<span class="_ _0"></span></span> </span></div><div class="t m0 x1 hc y1eb ff5 fs6 fc0 sc0 ls0 ws0">Spółka Verco<span class="_ _0"></span>m S.A. prowadzi działalno<span class="_ _0"></span>ść w jednym segmencie <span class="_ _0"></span><span class="ff4">- <span class="_ _0"></span>CPaaS. </span></div><div class="t m0 x1 h27 y1ec ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y1ed ff2 fs6 fc2 sc0 ls0 ws0">1<span class="_ _1"></span>.<span class="_ _b"></span>4<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3 fc1">W<span class="_ _b"></span>y<span class="_ _1"></span>k<span class="_ _1"></span>a<span class="_ _b"></span>z<span class="_ _1"></span> <span class="_ _1"></span>j<span class="_ _b"></span>e<span class="_ _1"></span>d<span class="_ _1"></span>n<span class="_ _b"></span>o<span class="_ _1"></span>s<span class="_ _b"></span>te<span class="_ _b"></span>k <span class="_ _b"></span>z<span class="_ _1"></span>a<span class="_ _b"></span>l<span class="_ _1"></span>e<span class="_ _1"></span>ż<span class="_ _1"></span>n<span class="_ _b"></span>y<span class="_ _1"></span>c<span class="_ _1"></span>h<span class="_ _1"></span><span class="ff11 fc0"> </span></span></span></div><div class="t m0 x1 hc y1ee ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1ef w35 h3f"><div class="t m0 x73 h2 y1f0 ff2 fs1 fc0 sc0 ls0 ws0">Nazwa jednostki </div></div><div class="c x3c y1ef w36 h3f"><div class="t m0 x28 h2 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">Miejsce prowadzenia </div><div class="t m0 x31 h2 y1f2 ff3 fs1 fc0 sc0 ls0 ws0">działalności<span class="ff2"> </span></div></div><div class="c x74 y1f3 w37 h40"><div class="t m0 x15 h41 y1f4 ff3 fs1 fc0 sc0 ls0 ws0">Udziały w jednostkach </div><div class="t m0 x27 h41 y1f5 ff3 fs1 fc0 sc0 ls0 ws0">bezpośrednio / pośrednio zależnych </div><div class="t m0 x44 h2 y1f6 ff3 fs1 fc0 sc0 ls0 ws0">na dzień<span class="ff2"> </span></div></div><div class="c x58 y1f3 w38 h40"><div class="t m0 x4d h2 y0 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x74 y1ef w39 h1a"><div class="t m0 x15 h2 yee ff2 fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x75 y1ef w3a h1a"><div class="t m0 x19 h2 yee ff2 fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x58 y1ef w38 h1a"><div class="t m0 x73 h2 y0 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1f7 w35 h17"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Redgroup<span class="_ _0"></span> Sp. z o.o. </div></div><div class="c x3c y1f7 w36 h17"><div class="t m0 x31 hc y1aa ff5 fs6 fc0 sc0 ls0 ws0">Poznań, PL<span class="ff4"> </span></div></div><div class="c x74 y1f7 w39 h17"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y1f7 w3a h17"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y1f7 w38 h17"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1f8 w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">NIRO Media Grou<span class="_ _0"></span>p Sp. z o.o. <span class="_ _0"></span> </div></div><div class="c x3c y1f8 w36 h38"><div class="t m0 x31 hc y1aa ff5 fs6 fc0 sc0 ls0 ws0">Poznań, PL<span class="ff4"> </span></div></div><div class="c x74 y1f8 w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y1f8 w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y1f8 w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1f9 w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">PromoSMS Sp.<span class="_ _0"></span> z o.o. </div></div><div class="c x3c y1f9 w36 h38"><div class="t m0 x31 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Rybnik, PL </div></div><div class="c x74 y1f9 w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y1f9 w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y1f9 w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1fa w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">EPSO Group Sp.<span class="_ _0"></span> z o.o. </div></div><div class="c x3c y1fa w36 h38"><div class="t m0 x4a hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Warszawa, PL<span class="_ _0"></span> </div></div><div class="c x74 y1fa w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y1fa w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y1fa w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1fb w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Leadstream Sp. z <span class="_ _0"></span>o.o. </div></div><div class="c x3c y1fb w36 h38"><div class="t m0 x4a hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Warszawa, PL<span class="_ _0"></span> </div></div><div class="c x74 y1fb w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y1fb w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y1fb w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y199 w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">MessageFlow.com Gm<span class="_ _0"></span>bH </div></div><div class="c x3c y199 w36 h38"><div class="t m0 x76 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Berlin, DE </div></div><div class="c x74 y199 w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y199 w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y199 w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1fc w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">ProfiSMS s.r.o.</div><div class="t m0 x77 h42 y1fd ff4 fsc fc0 sc0 ls0 ws0">4</div><div class="t m0 x78 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y1fc w36 h38"><div class="t m0 x1a hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Praga, CZ </div></div><div class="c x74 y1fc w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y1fc w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y1fc w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1fe w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">SMS Brana s.r.o.</div><div class="t m0 x6a h42 y1fd ff4 fsc fc0 sc0 ls0 ws0">4</div><div class="t m0 x79 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y1fe w36 h38"><div class="t m0 x1a hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Praga, CZ </div></div><div class="c x74 y1fe w39 h38"><div class="t m0 x7a hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y1fe w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y1fe w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1ff w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Freshmail Sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x3c y1ff w36 h38"><div class="t m0 x32 hc y1aa ff5 fs6 fc0 sc0 ls0 ws0">Kraków, PL<span class="ff4"> </span></div></div><div class="c x74 y1ff w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y1ff w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y1ff w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y200 w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">PushPushGo Sp. z <span class="_ _0"></span>o.o. </div></div><div class="c x3c y200 w36 h38"><div class="t m0 x32 hc y1aa ff5 fs6 fc0 sc0 ls0 ws0">Kraków, PL<span class="ff4"> </span></div></div><div class="c x74 y200 w39 h38"><div class="t m0 x1d hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">67,42% </div></div><div class="c x75 y200 w3a h38"><div class="t m0 x22 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">67,42% </div></div><div class="c x58 y200 w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y201 w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Freshplanner<span class="_ _0"></span>s Sp. z o.o. </div></div><div class="c x3c y201 w36 h38"><div class="t m0 x32 hc y1aa ff5 fs6 fc0 sc0 ls0 ws0">Kraków, PL<span class="ff4"> </span></div></div><div class="c x74 y201 w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y201 w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y201 w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y202 w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">MailerCheck, In<span class="_ _0"></span>c </div></div><div class="c x3c y202 w36 h38"><div class="t m0 x2a hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Delaware, USA<span class="_ _0"></span> </div></div><div class="c x74 y202 w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y202 w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y202 w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y203 w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">MailerSend, In<span class="_ _0"></span>c </div></div><div class="c x3c y203 w36 h38"><div class="t m0 x2a hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Delaware, USA<span class="_ _0"></span> </div></div><div class="c x74 y203 w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y203 w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y203 w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y2d w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">MailerLite, Ltd<span class="_ _0"></span> </div></div><div class="c x3c y2d w36 h38"><div class="t m0 x39 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Dublin, IE </div></div><div class="c x74 y2d w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y2d w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y2d w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y204 w35 h17"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">MailerLite, Inc </div></div><div class="c x3c y204 w36 h17"><div class="t m0 x2a hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Delaware, USA<span class="_ _0"></span> </div></div><div class="c x74 y204 w39 h17"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y204 w3a h17"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y204 w38 h17"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y205 w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Oxylion Sp.<span class="_ _0"></span> z o.o.</div><div class="t m0 x8 h42 y1fd ff4 fsc fc0 sc0 ls0 ws0">3</div><div class="t m0 x7b hc y1aa ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y205 w36 h38"><div class="t m0 x31 hc y1aa ff5 fs6 fc0 sc0 ls0 ws0">Poznań, PL<span class="ff4"> </span></div></div><div class="c x74 y205 w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y205 w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y205 w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y206 w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Digiad Sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x3c y206 w36 h38"><div class="t m0 x31 hc y1aa ff5 fs6 fc0 sc0 ls0 ws0">Poznań, PL<span class="ff4"> </span></div></div><div class="c x74 y206 w39 h38"><div class="t m0 x1e hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y206 w3a h38"><div class="t m0 x37 hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y206 w38 h38"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y207 w35 h38"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">Appchance<span class="_ _0"></span> Group Sp. z o.o. </div></div><div class="c x3c y207 w36 h38"><div class="t m0 x31 hc y1aa ff5 fs6 fc0 sc0 ls0 ws0">Poznań, PL<span class="ff4"> </span></div></div><div class="c x74 y207 w39 h38"><div class="t m0 x1d hc y1aa ff4 fs6 fc0 sc0 ls0 ws0">52,06% </div></div><div class="c x75 y207 w3a h38"><div class="t m0 x22 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">52,06% </div></div><div class="c x58 y207 w38 h38"><div class="t m0 x73 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y208 w35 h34"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0">Center.ai Sp. z o<span class="_ _0"></span>.o. </div><div class="t m0 x7c h42 y209 ff4 fsc fc0 sc0 ls0 ws0">1</div><div class="t m0 x7d hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y208 w36 h34"><div class="t m0 x31 hc y13c ff5 fs6 fc0 sc0 ls0 ws0">Poznań, PL<span class="ff4"> </span></div></div><div class="c x74 y208 w39 h34"><div class="t m0 x1d hc y13c ff4 fs6 fc0 sc0 ls0 ws0">52,06% </div></div><div class="c x75 y208 w3a h34"><div class="t m0 x22 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">53,16% </div></div><div class="c x58 y208 w38 h34"><div class="t m0 x73 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y20a w35 h43"><div class="t m0 xd hc y20b ff4 fs6 fc0 sc0 ls0 ws0">Zentoshop <span class="_ _0"></span>Sp. z o.o. </div><div class="t m0 x7e h42 yd3 ff4 fsc fc0 sc0 ls0 ws0">2</div><div class="t m0 x7f hc y20b ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y20a w36 h43"><div class="t m0 x31 hc y20b ff5 fs6 fc0 sc0 ls0 ws0">Poznań, PL<span class="ff4"> </span></div></div><div class="c x74 y20a w39 h43"><div class="t m0 x1e hc y20b ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x75 y20a w3a h43"><div class="t m0 x37 hc y20b ff4 fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x58 y20a w38 h43"><div class="t m0 x73 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h3b y20c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y20d ff5 fs6 fc0 sc0 ls0 ws0">Zmiany <span class="_ _1d"> </span>w <span class="_ _22"> </span>Grupie <span class="_ _1d"> </span>Kapitałowej <span class="_ _1d"> </span>mające <span class="_ _22"> </span>miejsce <span class="_ _1d"> </span>w <span class="_ _22"> </span><span class="ff4">roku <span class="_ _1d"> </span>o<span class="_ _0"></span>brotowym <span class="_ _1d"> </span></span>zakończony<span class="_ _0"></span>m <span class="_ _1d"> </span>3<span class="ff4">1 <span class="_ _1d"> </span>grudnia<span class="_ _0"></span>  </span></div><div class="t m0 x1 hc y20e ff4 fs6 fc0 sc0 ls0 ws0">2024 r.<span class="ff5">, któr<span class="_ _0"></span>e miały wpływ na niniejsze <span class="_ _0"></span></span>jednostko<span class="_ _0"></span>we sprawozdanie <span class="_ _0"></span>finansowe: </div><div class="t m0 x1 h44 y20f ff4 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y210 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">12</span> </span></span></div><div class="t m0 x1 h3b y211 ff3 fs6 fc0 sc0 ls0 ws0">Sprzedaż udziałów w jedno<span class="_ _0"></span>stce zależnej <span class="_ _0"></span>Center.ai Sp. z o.o. w ram<span class="_ _0"></span>ach Grupy<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x80 h45 y212 ff2 fsc fc0 sc0 ls11 ws0">(1)</div><div class="t m0 x81 hc y211 ff4 fs6 fc0 sc0 ls0 ws0">  </div><div class="t m0 x1 hc y213 ff4 fs6 fc0 sc0 ls0 ws0">W <span class="_ _11"></span><span class="ff5">d<span class="_ _0"></span>niu <span class="_ _14"></span>7 <span class="_ _11"></span>czerwca <span class="_ _14"></span>2024 <span class="_ _11"></span>r<span class="_ _0"></span>oku <span class="_ _11"></span>jedn<span class="_ _0"></span>ostka <span class="_ _11"></span>do<span class="_ _0"></span>minująca <span class="_ _14"></span>Vercom <span class="_ _11"></span>S.A. <span class="_ _14"></span>dokonała <span class="_ _14"></span>sprzedaży <span class="_ _14"></span>do <span class="_ _11"></span>jednostki <span class="_ _14"></span>zależnej </span></div><div class="t m0 x1 hb y214 ff5 fs6 fc0 sc0 ls0 ws0">Appchance<span class="_ _0"></span> Group <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>46 ud<span class="_ _0"></span>ziałów <span class="_ _0"></span>w <span class="_ _0"></span>spółce Center<span class="_ _0"></span>.ai Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. (<span class="_ _0"></span>tj. 2<span class="_ _0"></span>,3% ud<span class="_ _0"></span>ziałów Center.ai <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o.) </div><div class="t m0 x1 hb y215 ff5 fs6 fc0 sc0 ls0 ws0">za <span class="_ _c"> </span>kwo<span class="_ _0"></span>tę <span class="_ _c"> </span>2,3 <span class="_ _c"> </span>tys. <span class="_ _12"> </span>zł. <span class="_ _c"> </span>W <span class="_ _c"> </span>efekcie <span class="_ _c"> </span>p<span class="_ _0"></span>rzeprowadzone<span class="_ _0"></span>j <span class="_ _c"> </span>tran<span class="_ _0"></span>sakcji <span class="_ _c"> </span>nieznacznie <span class="_ _12"> </span>zmieniła <span class="_ _c"> </span>się <span class="_ _c"> </span>struktura <span class="_ _12"> </span>Grupy </div><div class="t m0 x1 hc y216 ff5 fs6 fc0 sc0 ls0 ws0">Kapitałowej Verco<span class="_ _0"></span>m. Appchance Group Sp.<span class="_ _0"></span> z o.o. posiada teraz 100% udziałó<span class="_ _0"></span>w w Center.ai Sp. z o.o.<span class="_ _20"></span><span class="ff4"> </span></div><div class="t m0 x1 h27 y217 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y218 ff3 fs6 fc0 sc0 ls0 ws0">Zakup / sprzedaż udz<span class="_ _0"></span>iałów Zentoshop Sp. z <span class="_ _0"></span>o.o. w ramach Grupy<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x6c h45 y219 ff2 fsc fc0 sc0 ls11 ws0">(2)</div><div class="t m0 x82 hc y218 ff4 fs6 fc0 sc0 ls0 ws0">  </div><div class="t m0 x1 hb y17f ff5 fs6 fc0 sc0 ls0 ws0">W dniu 10 października 2024 r. Spółka dominująca<span class="_ _0"></span> nabyła od jednostki zależnej Redgroup Sp. z <span class="_ _1"></span>o.o. udziały<span class="_ _0"></span> w<span class="_ _1"></span> </div><div class="t m0 x1 hb y21a ff5 fs6 fc0 sc0 ls0 ws0">jednostce <span class="_ _0"></span>Zentoshop <span class="_ _0"></span>Sp. z <span class="_ _0"></span>o.o. upr<span class="_ _0"></span>awniające d<span class="_ _0"></span>o 100% <span class="_ _0"></span>udziału w <span class="_ _0"></span>jej kap<span class="_ _0"></span>itale własnym<span class="_ _20"></span>. <span class="_ _0"></span>Cena <span class="_ _0"></span>nabycia <span class="_ _0"></span>udziałów </div><div class="t m0 x1 hc y21b ff5 fs6 fc0 sc0 ls0 ws0">wyniosła 5 ty<span class="_ _0"></span>s. zł.<span class="ff4"> </span></div><div class="t m0 x1 h27 y21c ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y21d ff5 fs6 fc0 sc0 ls0 ws0">Pozostałe <span class="_ _0"></span>zmian<span class="_ _0"></span>y <span class="_ _0"></span>w <span class="_ _0"></span>Grup<span class="_ _0"></span>ie <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span>mające <span class="_ _20"></span>miejsce <span class="_ _0"></span>w <span class="_ _0"></span>ro<span class="_ _0"></span>ku <span class="_ _0"></span>obrotowym <span class="_ _20"></span>zakończonym <span class="_ _0"></span>31 <span class="_ _20"></span>grudnia <span class="_ _0"></span>2024 <span class="_ _20"></span>r<span class="_ _20"></span><span class="ff4 ls6">, </span></div><div class="t m0 x1 hc y21e ff5 fs6 fc0 sc0 ls0 ws0">które nie m<span class="_ _0"></span>iały wpływu na niniejsze jednostk<span class="_ _0"></span>owe sprawozdanie fin<span class="_ _0"></span>ansowe opisano poniżej:<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 h44 y21f ff4 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y220 ff3 fs6 fc0 sc0 ls0 ws0">Zmiana formy<span class="_ _0"></span> prawnej jednostki z<span class="_ _0"></span>ależnej Oxylion<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x83 h45 y221 ff2 fsc fc0 sc0 ls11 ws0">(3)</div><div class="t m0 x84 hc y220 ff4 fs6 fc0 sc0 ls0 ws0">  </div><div class="t m0 x1 hc y222 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>31 <span class="_ _14"></span>października <span class="_ _14"></span>2024 <span class="_ _14"></span>r<span class="ff4 ls8">. <span class="_ _14"></span></span>Sąd <span class="_ _14"></span>Rejonowy <span class="_ _14"> </span>Poznań <span class="_ _14"> </span>–<span class="ff4"> <span class="_ _14"></span></span>Nowe <span class="_ _14"> </span>Miasto <span class="_ _14"> </span>i <span class="_ _14"></span>Wilda <span class="_ _14"></span>w <span class="_ _14"></span>Poznaniu, <span class="_ _14"> </span>VIII <span class="_ _14"></span>Wydział </div><div class="t m0 x1 hb y223 ff5 fs6 fc0 sc0 ls0 ws0">Gospodarcz<span class="_ _0"></span>y <span class="_ _20"></span>Krajowego <span class="_ _20"></span>Rejestru <span class="_ _20"></span>Sądoweg<span class="_ _0"></span>o <span class="_ _20"></span>zarejestrował <span class="_ _20"></span>zm<span class="_ _0"></span>ianę <span class="_ _20"></span>formy <span class="_ _20"></span>prawnej <span class="_ _11"></span>jednostki <span class="_ _20"></span>zależnej <span class="_ _11"></span>Oxylion </div><div class="t m0 x1 hc y224 ff5 fs6 fc0 sc0 ls0 ws0">ze spółki akcy<span class="_ _0"></span>jnej w spółkę z ogran<span class="_ _0"></span>iczoną odpowiedzialnością.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 h46 y1c7 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y225 ff3 fs6 fc0 sc0 ls0 ws0">Połączenie jednostek<span class="_ _0"></span> na rynku czeskim<span class="_ _0"></span> </div><div class="t m0 x85 h45 y226 ff2 fsc fc0 sc0 ls11 ws0">(4)</div><div class="t m0 x86 hc y225 ff4 fs6 fc0 sc0 ls0 ws0">  </div><div class="t m0 x1 hb y227 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>1 <span class="_ _14"></span>listopada <span class="_ _14"></span>2024 <span class="_ _11"></span>r. <span class="_ _14"></span>nastąpiło <span class="_ _14"></span>połączenie <span class="_ _14"></span>dwóch <span class="_ _14"></span>czeskich <span class="_ _14"></span>jednostek <span class="_ _14"></span>zależnych <span class="_ _14"> </span>Profi <span class="_ _14"></span>SMS <span class="_ _14"></span>s.r.o. <span class="_ _14"></span>oraz </div><div class="t m0 x1 hc y228 ff5 fs6 fc0 sc0 ls0 ws0">SMSBrana s.r.o., g<span class="_ _0"></span>dzie jednostką pr<span class="_ _0"></span>zejmującą była Profi SMS s.r.o.<span class="_ _20"></span><span class="ff4"> </span></div><div class="t m0 x1 h3b y229 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y22a ff2 fs6 fc2 sc0 ls0 ws0">1<span class="_ _1"></span>.<span class="_ _b"></span>5<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff2 fc1">W<span class="_ _b"></span>y<span class="_ _1"></span>k<span class="_ _1"></span>a<span class="_ _b"></span>z<span class="_ _1"></span> <span class="_ _1"></span>j<span class="_ _b"></span>e<span class="_ _1"></span>d<span class="_ _1"></span>n<span class="_ _b"></span>o<span class="_ _1"></span>s<span class="_ _b"></span>te<span class="_ _b"></span>k <span class="_ _b"></span>s<span class="_ _1"></span>t<span class="_ _b"></span>o<span class="_ _1"></span>w<span class="_ _1"></span>a<span class="_ _1"></span>r<span class="_ _b"></span>z<span class="_ _1"></span>y<span class="_ _1"></span>s<span class="_ _b"></span>z<span class="_ _1"></span>o<span class="_ _1"></span>n<span class="_ _1"></span>y<span class="_ _b"></span>c<span class="_ _1"></span>h<span class="_ _1"></span> </span></span></div><div class="t m0 x1 hc y22b ff5 fs6 fc0 sc0 ls0 ws0">Na dzień<span class="ff4"> 3<span class="_ _0"></span>1 grudnia </span>2024 r. oraz na d<span class="_ _0"></span>zień 31 grudnia 2023 r. Spółka nie po<span class="_ _0"></span>siadała jednostek <span class="_ _20"></span><span class="ff4">stowarzyszony<span class="_ _0"></span>ch. </span></div><div class="t m0 x1 h27 y22c ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y22d ff2 fs6 fc2 sc0 ls0 ws0">1<span class="_ _1"></span>.<span class="_ _b"></span>6<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff2 fc1">R<span class="_ _b"></span>o<span class="_ _1"></span>k<span class="_ _1"></span> <span class="_ _b"></span>o<span class="_ _1"></span>b<span class="_ _b"></span>ro<span class="_ _b"></span>t<span class="_ _1"></span>o<span class="_ _1"></span>w<span class="_ _b"></span>y </span></span></div><div class="t m0 x1 hc y22e ff5 fs6 fc0 sc0 ls0 ws0">Rok <span class="_ _20"></span>obrotowy <span class="_ _20"></span>i <span class="_ _20"></span>pod<span class="_ _0"></span>atkowy <span class="_ _0"></span>Spó<span class="_ _0"></span>łki <span class="_ _0"></span>ro<span class="_ _0"></span>zpoczął <span class="_ _20"></span>się <span class="_ _20"></span>w <span class="_ _20"></span>dniu <span class="_ _20"></span>1 <span class="_ _20"></span>stycznia <span class="_ _20"></span>202<span class="_ _20"></span><span class="ff4">4 <span class="_ _20"></span></span>r. <span class="_ _20"></span>i <span class="_ _20"></span>zakończył<span class="ff4"> <span class="_ _11"></span></span>się <span class="_ _0"></span><span class="ff4">w <span class="_ _11"></span>dniu <span class="_ _0"></span>3<span class="_ _0"></span>1 grudnia </span></div><div class="t m0 x1 hc y22f ff4 fs6 fc0 sc0 ls1 ws0">202<span class="ls0">4 r. <span class="_ _b"></span><span class="ff5">Poprzedni <span class="_ _b"></span>rok <span class="_ _b"></span>obrotow<span class="_ _1"></span>y <span class="_ _b"></span>rozpoczął <span class="_ _b"></span>się <span class="_ _b"></span>w <span class="_ _b"></span>dniu <span class="_ _b"></span>1 <span class="_ _1"></span><span class="ff4">styczn<span class="_ _1"></span>ia <span class="_ _b"></span><span class="ls1">20<span class="ls0">23 <span class="_ _b"></span><span class="ff5">r. <span class="_ _b"></span>i <span class="_ _1"></span>z<span class="_ _1"></span>akończył <span class="_ _b"></span>się <span class="_ _b"></span>z <span class="_ _b"></span>dniem <span class="_ _b"></span>31<span class="ff4"> grudnia <span class="_ _3"></span>2023 <span class="lsa">r.</span> </span></span></span></span></span></span></span></div><div class="t m0 x1 h27 y230 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y231 ff2 fs6 fc2 sc0 ls0 ws0">1<span class="_ _1"></span>.<span class="_ _b"></span>7<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff2 fc1">Z<span class="_ _b"></span>a<span class="_ _1"></span>t<span class="_ _b"></span>wi<span class="_ _b"></span>e<span class="_ _1"></span>r<span class="_ _1"></span>d<span class="_ _b"></span>z<span class="_ _1"></span>e<span class="_ _1"></span>n<span class="_ _b"></span>i<span class="_ _1"></span>e<span class="_ _b"></span> d<span class="_ _b"></span>o<span class="_ _1"></span> <span class="_ _1"></span>p<span class="_ _b"></span>ub<span class="_ _b"></span>l<span class="_ _1"></span>i<span class="_ _b"></span>ka<span class="_ _b"></span>c<span class="_ _1"></span>j<span class="_ _b"></span>i </span></span></div><div class="t m0 x1 hc y232 ff4 fs6 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _20"></span><span class="ff5">jednostkowe <span class="_ _20"></span>sprawozdan<span class="_ _0"></span>ie <span class="_ _0"></span>finansowe <span class="_ _20"></span>sporząd<span class="_ _0"></span>zone <span class="_ _0"></span>za <span class="_ _20"></span></span>rok <span class="_ _20"></span>obrotowy <span class="_ _20"></span><span class="ff5">zakończ<span class="_ _0"></span>ony <span class="_ _0"></span>3</span>1<span class="_ _0"></span> <span class="_ _0"></span>grudnia <span class="_ _20"></span>2024 <span class="_ _0"></span>r. </div><div class="t m0 x1 hc y233 ff5 fs6 fc0 sc0 ls0 ws0">zostało zatwierdzo<span class="_ _0"></span>ne do publikacji przez Zar<span class="_ _0"></span>ząd Spółki w <span class="_ _0"></span><span class="ff4">dniu 17 marca<span class="_ _0"></span> 2025 <span class="lsa">r.</span> </span></div><div class="t m0 x1 h27 y115 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y234 ff2 fs6 fc2 sc0 ls7 ws0">2.<span class="fff ls0"> <span class="_ _1d"> </span><span class="ff3 fc1">Pods<span class="_ _1"></span>ta<span class="_ _1"></span>wa<span class="_ _1"></span> sp<span class="_ _1"></span>or<span class="_ _1"></span>ząd<span class="_ _1"></span>z<span class="_ _1"></span>eni<span class="_ _1"></span>a <span class="_ _1"></span>sp<span class="_ _1"></span>ra<span class="_ _1"></span>wozd<span class="_ _1"></span>an<span class="_ _1"></span>ia<span class="_ _1"></span> fi<span class="_ _1"></span>na<span class="_ _1"></span>ns<span class="_ _1"></span>ow<span class="_ _1"></span>ego<span class="_ _1"></span> <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h1 y235 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y236 ff2 fs6 fc2 sc0 ls0 ws0">2<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3 fc1">O<span class="_ _b"></span>ś<span class="_ _1"></span>w<span class="_ _b"></span>ia<span class="_ _b"></span>d<span class="_ _1"></span>c<span class="_ _1"></span>z<span class="_ _b"></span>e<span class="_ _1"></span>n<span class="_ _1"></span>i<span class="_ _b"></span>e<span class="_ _1"></span> <span class="_ _b"></span>o <span class="_ _b"></span>z<span class="_ _1"></span>g<span class="_ _b"></span>od<span class="_ _b"></span>n<span class="_ _1"></span>o<span class="_ _1"></span>ś<span class="_ _b"></span>ci<span class="_ _b"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y237 ff4 fs6 fc0 sc0 ls0 ws0">J<span class="ff5">ednostkowe <span class="_ _21"> </span>sprawo<span class="_ _0"></span>zdanie <span class="_ _12"> </span>finanso<span class="_ _0"></span>we <span class="_ _12"> </span>zo<span class="_ _0"></span>stało <span class="_ _12"> </span>sporządzon<span class="_ _0"></span>e <span class="_ _12"> </span>zgodn<span class="_ _0"></span>ie <span class="_ _21"> </span>z <span class="_ _21"> </span>Międzynarodowymi <span class="_ _21"> </span>Standar<span class="_ _0"></span>dami </span></div><div class="t m0 x1 hb y238 ff5 fs6 fc0 sc0 ls0 ws0">Rachunkowo<span class="_ _0"></span>ści <span class="_ _15"> </span>(„MSR”), <span class="_ _15"> </span>Międzynar<span class="_ _0"></span>odowymi <span class="_ _15"> </span>Standardami <span class="_ _15"> </span>Sprawo<span class="_ _0"></span>zdawczości <span class="_ _15"> </span>Finansowej <span class="_ _13"> </span>(„MSSF”) <span class="_ _14"> </span>oraz </div><div class="t m0 x1 hb y239 ff5 fs6 fc0 sc0 ls0 ws0">związanymi <span class="_ _21"> </span>z <span class="_ _23"> </span>nimi <span class="_ _21"> </span>interp<span class="_ _0"></span>retacjami, <span class="_ _21"> </span>zatwierdzon<span class="_ _0"></span>ymi <span class="_ _21"> </span>przez <span class="_ _21"> </span>Unię <span class="_ _21"> </span>Eur<span class="_ _0"></span>opejską <span class="_ _21"> </span>i <span class="_ _21"> </span>ogłoszonym<span class="_ _0"></span>i <span class="_ _21"> </span>w <span class="_ _21"> </span>formie </div><div class="t m0 x1 hc y23a ff5 fs6 fc0 sc0 ls0 ws0">rozporządzeń<span class="_ _0"></span> <span class="_ _b"></span>Komisji <span class="_ _1"></span>Europejskiej <span class="_ _1"></span>(„MSSF <span class="_ _1"></span>UE”, <span class="_ _1"></span>„Międzynaro<span class="_ _0"></span>dowe <span class="_ _1"></span>Standardy <span class="_ _1"></span>Sprawozdawczości <span class="_ _1"></span>Finansowej<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y23b ff5 fs6 fc0 sc0 ls0 ws0">UE”).<span class="ff4"> </span></div><div class="t m0 x1 hc y23c ff4 fs6 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>dniu <span class="_ _13"> </span><span class="ff5">2 <span class="_ _15"> </span>gru<span class="_ _0"></span>dnia <span class="_ _13"> </span>2019 <span class="_ _15"> </span>r. <span class="_ _13"> </span>Nadzwyczajne <span class="_ _13"> </span>Walne <span class="_ _13"> </span>Zgromadzenie <span class="_ _13"> </span>Vercom <span class="_ _13"> </span>S.A. <span class="_ _13"> </span>podjęło <span class="_ _13"> </span>uchwałę <span class="_ _13"> </span>w <span class="_ _15"> </span>sprawie<span class="_ _0"></span></span> </div><div class="t m0 x1 hb y23d ff5 fs6 fc0 sc0 ls0 ws0">sporządzan<span class="_ _0"></span>ia <span class="_ _0"></span>sprawozdań <span class="_ _0"></span>fin<span class="_ _0"></span>ansowych <span class="_ _0"></span>Spółki <span class="_ _0"></span>zgodn<span class="_ _0"></span>ie <span class="_ _0"></span>z <span class="_ _0"></span>Międzynarodowymi <span class="_ _0"></span>Stan<span class="_ _0"></span>dardami <span class="_ _0"></span>Sprawozdawczo<span class="_ _0"></span>ści </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" 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gEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+5QAAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcpAQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuUwIAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3KcEAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAAAAAAAADOAprlDj3rsaWvAAAAAElFTkSuQmCC"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">13</span> </span></span></div><div class="t m0 x1 hc y211 ff5 fs6 fc0 sc0 ls0 ws0">Finansowej, któ<span class="_ _0"></span>re zostały zatwierdzone <span class="_ _0"></span>przez Unię Europejską.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y213 ff5 fs6 fc0 sc0 ls0 ws0">Standardy <span class="_ _0"></span>MSSF UE składają się z:<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x87 hc y214 ff4 fs6 fc0 sc0 lsc ws0">a)<span class="ff1 ls0"> <span class="_ _1c"> </span><span class="ff5">Międzynarodo<span class="_ _0"></span>wych Standardów Sprawo<span class="_ _0"></span>zdawczości Finansowej,<span class="_ _0"></span><span class="ff4"> </span></span></span></div><div class="t m0 x87 hc y215 ff4 fs6 fc0 sc0 ls1 ws0">b)<span class="ff1 ls0"> <span class="_ _1d"> </span><span class="ff5">Międzynarodo<span class="_ _0"></span>wych Standar<span class="_ _0"></span>dów Rachunkowości oraz<span class="_ _0"></span><span class="ff4"> </span></span></span></div><div class="t m0 x87 hc y216 ff4 fs6 fc0 sc0 lsc ws0">c)<span class="ff1 ls0"> <span class="_ _1c"> </span><span class="ff5">Interpretacji <span class="_ _f"> </span>wydanych <span class="_ _18"> </span>przez <span class="_ _18"> </span>Kom<span class="_ _0"></span>itet <span class="_ _18"> </span>ds. <span class="_ _18"> </span>In<span class="_ _0"></span>terpretacji <span class="_ _18"> </span>Między<span class="_ _0"></span>narodowej <span class="_ _18"> </span>Sprawozdawc<span class="_ _0"></span>zości </span></span></div><div class="t m0 x88 hc y23e ff5 fs6 fc0 sc0 ls0 ws0">Finansowej (IFRIC) lub<span class="_ _0"></span> istniejący wcześniej Stały Ko<span class="_ _0"></span>mitet ds. Interpr<span class="_ _0"></span>etacji (SIC).<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y23f ff4 fs6 fc0 sc0 ls0 ws0">W  niniejszym <span class="_ _1e"> </span><span class="ff5">jednostkowym  sprawozd<span class="_ _0"></span>aniu  finansowym  Spółka  przyjęła <span class="_ _1e"> </span>dla  wszystkich  prezentowany<span class="_ _0"></span>ch </span></div><div class="t m0 x1 hb y240 ff5 fs6 fc0 sc0 ls0 ws0">okresów, <span class="_ _1"></span>wszystkie <span class="_ _1"></span>nowe <span class="_ _1"></span>i <span class="_ _b"></span>zm<span class="_ _0"></span>ienione <span class="_ _1"></span>standardy <span class="_ _1"></span>oraz <span class="_ _1"></span>interpretacje <span class="_ _b"></span>ob<span class="_ _0"></span>owiązujące <span class="_ _1"></span>w <span class="_ _b"></span>Un<span class="_ _0"></span>ii <span class="_ _b"></span>E<span class="_ _0"></span>uropejskiej <span class="_ _1"></span>dla <span class="_ _1"></span>okresu </div><div class="t m0 x1 hc y241 ff5 fs6 fc0 sc0 ls0 ws0">sprawozdawcze<span class="_ _0"></span>go kończącego się 31 grud<span class="_ _0"></span>nia 202<span class="ff4">4<span class="_ _0"></span> r. </span></div><div class="t m0 x1 hc y242 ff4 fs6 fc0 sc0 ls0 ws0">Jednostkowe <span class="_ _12"> </span><span class="ff5">sprawozdanie <span class="_ _c"> </span>finansowe <span class="_ _c"> </span>zo<span class="_ _0"></span>stało <span class="_ _c"> </span>sporządzone <span class="_ _12"> </span>w <span class="_ _1e"> </span>opar<span class="_ _0"></span>ciu <span class="_ _c"> </span>o <span class="_ _c"> </span>zasadę <span class="_ _12"> </span>k<span class="_ _1"></span>osztu <span class="_ _c"> </span>h<span class="_ _0"></span>istorycznego <span class="_ _c"> </span>z </span></div><div class="t m0 x1 hc y21d ff5 fs6 fc0 sc0 ls0 ws0">wyjątkiem akty<span class="_ _0"></span>wów finansowych <span class="_ _0"></span>wycenionych w wartości go<span class="_ _0"></span>dziwej przez wynik<span class="_ _0"></span> finansowy<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y243 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y244 ff2 fs6 fc2 sc0 ls0 ws0">2<span class="_ _1"></span>.<span class="_ _b"></span>2<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3 fc1">S<span class="_ _b"></span>t<span class="_ _1"></span>o<span class="_ _b"></span>s<span class="_ _1"></span>o<span class="_ _1"></span>w<span class="_ _b"></span>an<span class="_ _b"></span>e<span class="_ _1"></span> <span class="_ _1"></span>z<span class="_ _b"></span>a<span class="_ _1"></span>s<span class="_ _b"></span>ad<span class="_ _b"></span>y<span class="_ _1"></span> <span class="_ _1"></span>r<span class="_ _b"></span>a<span class="_ _1"></span>c<span class="_ _1"></span>h<span class="_ _b"></span>un<span class="_ _b"></span>k<span class="_ _1"></span>o<span class="_ _1"></span>w<span class="_ _b"></span>oś<span class="_ _b"></span>c<span class="_ _1"></span>i<span class="_ _b"></span> <span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y4c ff5 fs6 fc0 sc0 ls0 ws0">Przedstawione  w  nocie  3 <span class="_ _13"> </span>istotne  zasady  rachunkowości  stosowan<span class="_ _0"></span>e  były  w <span class="_ _13"> </span>sposób  ciągły  we  wszystkich </div><div class="t m0 x1 hc y90 ff4 fs6 fc0 sc0 ls0 ws0">prezentowanych<span class="_ _0"></span> okresach. </div><div class="t m0 x1 h27 y245 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y246 ff2 fs6 fc1 sc0 ls0 ws0">Skonsolidowane sprawo<span class="_ _0"></span>zdanie finansowe<span class="_ _0"></span> </div><div class="t m0 x1 hc y247 ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>sporządza<span class="_ _0"></span><span class="ff4"> </span>skonsolid<span class="_ _0"></span>owane <span class="_ _0"></span>sprawozdanie <span class="_ _0"></span>finansowe <span class="_ _0"></span>Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span>Verco<span class="_ _0"></span>m<span class="ff4"> <span class="_ _0"></span>S.A. <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>MSSF </span></div><div class="t m0 x1 hc y248 ff4 fs6 fc0 sc0 ls9 ws0">UE<span class="ls0">.  <span class="ff5">W <span class="_ _13"> </span>skonsolid<span class="_ _0"></span>owanym <span class="_ _13"> </span>sprawozd<span class="_ _0"></span>aniu  finansowym <span class="_ _13"> </span>podmioty,  w  których <span class="_ _13"> </span>Spółka  posiada <span class="_ _13"> </span>po<span class="_ _0"></span>średnio  lu<span class="_ _1"></span>b </span></span></div><div class="t m0 x1 hb y249 ff5 fs6 fc0 sc0 ls0 ws0">bezpośredn<span class="_ _0"></span>io <span class="_ _0"></span>udziały, <span class="_ _0"></span>w <span class="_ _0"></span>co<span class="_ _0"></span> <span class="_ _0"></span>najmniej <span class="_ _0"></span>połowie <span class="_ _20"></span>praw <span class="_ _0"></span>g<span class="_ _0"></span>łosu <span class="_ _0"></span>lub <span class="_ _0"></span>w <span class="_ _0"></span>inn<span class="_ _0"></span>y <span class="_ _0"></span>sposób <span class="_ _0"></span>sprawu<span class="_ _0"></span>je <span class="_ _0"></span>kontrolę, <span class="_ _20"></span>zostały <span class="_ _0"></span>objęte </div><div class="t m0 x1 hb y24a ff5 fs6 fc0 sc0 ls0 ws0">konsolidacją.<span class="_ _0"></span> Skonsolidowane sprawozdanie finansowe Grupy Kap<span class="_ _0"></span>itałowej Vercom S.A. z<span class="_ _1"></span>ostało sporządzone i </div><div class="t m0 x1 hb y24b ff5 fs6 fc0 sc0 ls0 ws0">zatwierdzone <span class="_ _11"></span>do<span class="_ _0"></span> <span class="_ _20"></span>pub<span class="_ _0"></span>likacji <span class="_ _20"></span>przez <span class="_ _11"></span>Zar<span class="_ _0"></span>ząd <span class="_ _20"></span>Spó<span class="_ _0"></span>łki <span class="_ _11"></span>w <span class="_ _20"></span>tym <span class="_ _11"></span>samy<span class="_ _0"></span>m <span class="_ _11"></span>dniu, <span class="_ _11"></span>co <span class="_ _20"></span>nin<span class="_ _0"></span>iejsze <span class="_ _20"></span>jed<span class="_ _0"></span>nostkowe <span class="_ _11"></span>sprawozdanie </div><div class="t m0 x1 hc y24c ff4 fs6 fc0 sc0 ls0 ws0">finansowe. </div><div class="t m0 x1 hc y24d ff5 fs6 fc0 sc0 ls0 ws0">Czytelnicy <span class="_ _f"> </span>jed<span class="_ _0"></span>nostkowego <span class="_ _f"> </span>sprawo<span class="_ _0"></span>zdania <span class="_ _f"> </span>f<span class="_ _0"></span>inansowego <span class="_ _f"> </span>Vercom <span class="_ _10"> </span>S.A. <span class="_ _f"> </span>powinni <span class="_ _f"> </span>czytać <span class="_ _f"> </span>je <span class="_ _10"> </span>łącznie <span class="_ _f"> </span>ze<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y22d ff5 fs6 fc0 sc0 ls0 ws0">skonsolidowan<span class="_ _0"></span>ym sprawozd<span class="_ _0"></span>aniem finan<span class="_ _0"></span>sowym Grupy<span class="_ _0"></span> Kapitałowej <span class="_ _0"></span>Vercom <span class="_ _0"></span>S.A. za <span class="_ _20"></span>rok<span class="_ _0"></span> obrotowy<span class="_ _0"></span> zakończony </div><div class="t m0 x1 hc y24e ff4 fs6 fc0 sc0 ls0 ws0">w <span class="_ _13"> </span>dniu <span class="_ _15"> </span>3<span class="_ _0"></span>1 <span class="_ _15"> </span>grudn<span class="_ _0"></span>ia <span class="_ _13"> </span>2024 <span class="_ _15"> </span><span class="ff5">r. <span class="_ _13"> </span>w <span class="_ _15"> </span>celu <span class="_ _13"> </span>uzyskania <span class="_ _13"> </span>pełnej <span class="_ _13"> </span>in<span class="_ _1"></span>formacji <span class="_ _13"> </span>na <span class="_ _15"> </span>temat <span class="_ _13"> </span>sytuacji <span class="_ _13"> </span>finansowej <span class="_ _15"> </span>or<span class="_ _0"></span>az <span class="_ _15"> </span>wy<span class="_ _0"></span>niku </span></div><div class="t m0 x1 hc y24f ff5 fs6 fc0 sc0 ls0 ws0">finansowego<span class="_ _0"></span> Grupy jako całości<span class="ff4">. </span></div><div class="t m0 x1 h27 y1d2 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y250 ff2 fs6 fc2 sc0 ls0 ws0">2<span class="_ _1"></span>.<span class="_ _b"></span>3<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3 fc1">K<span class="_ _b"></span>o<span class="_ _1"></span>n<span class="_ _b"></span>ty<span class="_ _b"></span>n<span class="_ _1"></span>u<span class="_ _b"></span>ac<span class="_ _b"></span>j<span class="_ _1"></span>a<span class="_ _b"></span> d<span class="_ _b"></span>z<span class="_ _1"></span>i<span class="_ _b"></span>ał<span class="_ _b"></span>a<span class="_ _1"></span>l<span class="_ _1"></span>n<span class="_ _b"></span>oś<span class="_ _b"></span>c<span class="_ _1"></span>i<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y251 ff4 fs6 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _f"> </span><span class="ff5">jednostkowe <span class="_ _f"> </span>spr<span class="_ _0"></span>awozdanie <span class="_ _f"> </span>finansowe <span class="_ _f"> </span>zostało <span class="_ _f"> </span>sporządzone <span class="_ _f"> </span>przy <span class="_ _f"> </span>założeniu <span class="_ _f"> </span>kontynuowania </span></div><div class="t m0 x1 hb y252 ff5 fs6 fc0 sc0 ls0 ws0">działalności <span class="_ _11"></span>go<span class="_ _0"></span>spodarczej <span class="_ _11"></span>pr<span class="_ _0"></span>zez <span class="_ _20"></span>Verco<span class="_ _0"></span>m <span class="_ _11"></span>S.A. <span class="_ _11"></span>w <span class="_ _11"></span>dającej <span class="_ _14"></span>się <span class="_ _11"></span>przewidzieć <span class="_ _11"></span>p<span class="_ _0"></span>rzyszłości. <span class="_ _11"></span>Na <span class="_ _14"></span>dzień <span class="_ _11"></span>zatwierdzenia </div><div class="t m0 x1 hc y253 ff4 fs6 fc0 sc0 ls0 ws0">niniejszego <span class="_ _11"></span><span class="ff5">jednostko<span class="_ _0"></span>wego <span class="_ _20"></span>sprawozdan<span class="_ _0"></span>ia <span class="_ _20"></span>finansowego <span class="_ _11"></span>Zarząd <span class="_ _20"></span>Spó<span class="_ _0"></span>łki <span class="_ _20"></span>dokonał <span class="_ _20"></span>o<span class="_ _0"></span>ceny <span class="_ _20"></span>i <span class="_ _20"></span>nie <span class="_ _11"></span>stwierdza <span class="_ _11"></span>istnienia </span></div><div class="t m0 x1 hc y254 ff5 fs6 fc0 sc0 ls0 ws0">okoliczno<span class="_ _0"></span>ści lub istotnych nie<span class="_ _1"></span>pewności wskazujący<span class="_ _0"></span>ch na zagrożenie kontynuowania działalności przez Spółkę.<span class="_ _20"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y255 ff5 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _12"> </span>dzień <span class="_ _12"> </span>3<span class="ff4">1 <span class="_ _12"> </span>grudnia <span class="_ _12"> </span>202<span class="_ _0"></span>4 <span class="_ _12"> </span>r. <span class="_ _12"> </span>nie <span class="_ _12"> </span></span>wystąpiła <span class="_ _12"> </span>nadwyżka <span class="_ _12"> </span>zobowiązań <span class="_ _12"> </span>krótkoterminowych <span class="_ _12"> </span>nad <span class="_ _12"> </span>akty<span class="_ _0"></span>wami </div><div class="t m0 x1 hc y256 ff4 fs6 fc0 sc0 ls0 ws0">obrotowymi. <span class="_ _13"> </span>N<span class="ff5">a <span class="_ _13"> </span>dzień <span class="_ _13"> </span>3</span>1 <span class="_ _13"> </span>grudnia <span class="_ _15"> </span>2<span class="_ _0"></span>023 <span class="_ _13"> </span><span class="ff5">r. <span class="_ _13"> </span>zobowiązania <span class="_ _13"> </span>krótkoterminowe <span class="_ _13"> </span>przewyższały <span class="_ _13"> </span>aktywa <span class="_ _13"> </span>obrotowe </span></div><div class="t m0 x1 hc y257 ff5 fs6 fc0 sc0 ls0 ws0">Spółki<span class="ff4"> o <span class="_ _0"></span></span>kwotę <span class="ff4">3 472 </span>tys. zł<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y258 ff5 fs6 fc0 sc0 ls0 ws0">Mając <span class="_ _13"> </span>na <span class="_ _13"> </span>uwadze <span class="_ _13"> </span>powyższe, <span class="_ _13"> </span>na <span class="_ _13"> </span>dzień <span class="_ _13"> </span>zatwierdzenia <span class="_ _13"> </span>niniejszego<span class="_ _0"></span><span class="ff4"> <span class="_ _13"> </span>sprawozdan<span class="_ _0"></span>ia <span class="_ _13"> </span>finansowego <span class="_ _13"> </span>do <span class="_ _13"> </span>publikacji </span></div><div class="t m0 x1 hc y259 ff5 fs6 fc0 sc0 ls0 ws0">Zarząd <span class="_ _14"> </span>Spółki <span class="_ _14"> </span>nie <span class="_ _14"> </span>stwierdza<span class="_ _0"></span> <span class="_ _14"></span>is<span class="_ _1"></span>tnienia <span class="_ _14"></span>okoliczn<span class="_ _0"></span>ości <span class="_ _14"></span>wskazujących <span class="_ _14"></span>na <span class="_ _14"></span>zagrożenie <span class="_ _14"></span>kontynuowania <span class="_ _13"> </span>działalnośc<span class="ff4">i </span></div><div class="t m0 x1 hc y25a ff4 fs6 fc0 sc0 ls0 ws0">przez <span class="ff5">Spó<span class="_ _0"></span>łkę.</span> </div><div class="t m0 x1 h44 y25b ff4 fsb fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">14</span> </span></span></div><div class="t m0 x1 h3b y1dd ff2 fs6 fc2 sc0 ls0 ws0">2<span class="_ _1"></span>.<span class="_ _b"></span>4<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff2 fc1">W<span class="_ _b"></span>a<span class="_ _1"></span>l<span class="_ _1"></span>u<span class="_ _b"></span>t<span class="_ _1"></span>a<span class="_ _b"></span> f<span class="_ _b"></span>u<span class="_ _1"></span>n<span class="_ _b"></span>kc<span class="_ _b"></span>j<span class="_ _1"></span>o<span class="_ _1"></span>n<span class="_ _b"></span>a<span class="_ _1"></span>l<span class="_ _1"></span>n<span class="_ _b"></span>a<span class="_ _1"></span> <span class="_ _1"></span>i<span class="_ _b"></span> w<span class="_ _b"></span>a<span class="_ _1"></span>l<span class="_ _1"></span>u<span class="_ _b"></span>t<span class="_ _1"></span>a<span class="_ _1"></span> <span class="_ _b"></span>p<span class="_ _1"></span>r<span class="_ _1"></span>e<span class="_ _b"></span>z<span class="_ _1"></span>e<span class="_ _1"></span>n<span class="_ _b"></span>ta<span class="_ _b"></span>c<span class="_ _1"></span>j<span class="_ _b"></span>i<span class="_ _1"></span> <span class="_ _1"></span> </span></span></div><div class="t m0 x1 hc y1de ff5 fs6 fc0 sc0 ls0 ws0">Walutą <span class="_ _14"> </span>funk<span class="_ _0"></span>cjonalną <span class="_ _14"></span>Spółki <span class="_ _14"> </span>i <span class="_ _14"> </span>walutą <span class="_ _15"> </span><span class="ff4">prezentacji <span class="_ _14"></span>nin<span class="_ _0"></span>iejszego <span class="_ _14"></span>jed<span class="_ _0"></span>nostkowego <span class="_ _14"></span>sprawo<span class="_ _0"></span>zdania <span class="_ _14"></span>finansowego <span class="_ _14"></span>jest </span></div><div class="t m0 x1 hc y1df ff5 fs6 fc0 sc0 ls0 ws0">złoty polski (<span class="_ _0"></span>PLN).<span class="ff4">  </span></div><div class="t m0 x1 hc y1e0 ff4 fs6 fc0 sc0 ls0 ws0">N<span class="ff5">astępujące kur<span class="_ _0"></span>sy zostały przyjęte dla po<span class="_ _0"></span>trzeb wyceny pozycji wyrażony<span class="_ _0"></span>ch w walutach innych n<span class="_ _0"></span>iż PLN:<span class="_ _0"></span></span> </div><div class="t m0 x1 hc y1e1 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x89 h1 y25c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3d y25d ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y25e ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y25f ff2 fs6 fc2 sc0 ls7 ws0">3.<span class="fff ls0"> <span class="_ _1d"> </span><span class="ff3 fc1">Opis<span class="_ _1"></span> w<span class="_ _1"></span>aż<span class="_ _1"></span>nie<span class="_ _1"></span>js<span class="_ _1"></span>zyc<span class="_ _1"></span>h<span class="_ _1"></span> zas<span class="_ _b"></span>ad r<span class="_ _1"></span>ach<span class="_ _1"></span>u<span class="_ _1"></span>nkow<span class="_ _1"></span>oś<span class="_ _1"></span>ci<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y260 ff5 fs6 fc0 sc0 ls0 ws0">Spółka sporządza jednostkowe <span class="_ _1"></span>sprawozdanie finansowe zgodnie <span class="_ _1"></span>z MSSF <span class="_ _1"></span>UE. <span class="_ _1"></span>Przedstawione w <span class="_ _1"></span>niniejszej nocie </div><div class="t m0 x1 hc y261 ff5 fs6 fc0 sc0 ls0 ws0">zasady rachunk<span class="_ _0"></span>owości stosowane były we wszy<span class="_ _0"></span>stkich prezentowany<span class="_ _0"></span>ch okresach w sposób ciągły.<span class="_ _20"></span><span class="ff4">  </span></div><div class="t m0 x1 h27 y262 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y263 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3 fc1">P<span class="_ _b"></span>o<span class="_ _1"></span>ł<span class="_ _b"></span>ą<span class="ff2">c<span class="_ _b"></span>z<span class="_ _1"></span>e<span class="_ _1"></span>n<span class="_ _b"></span>i<span class="_ _1"></span>a<span class="_ _b"></span>/n<span class="_ _b"></span>a<span class="_ _1"></span>b<span class="_ _1"></span>y<span class="_ _b"></span>c<span class="_ _1"></span>i<span class="_ _b"></span>a <span class="_ _b"></span>j<span class="_ _1"></span>e<span class="_ _1"></span>d<span class="_ _1"></span>n<span class="_ _b"></span>o<span class="_ _1"></span>s<span class="_ _b"></span>t<span class="_ _1"></span>e<span class="_ _1"></span>k<span class="_ _b"></span> g<span class="_ _b"></span>os<span class="_ _b"></span>p<span class="_ _b"></span>od<span class="_ _b"></span>a<span class="_ _1"></span>r<span class="_ _1"></span>c<span class="_ _b"></span>z<span class="_ _1"></span>y<span class="_ _1"></span>c<span class="_ _b"></span>h </span></span></span></div><div class="t m0 x1 hb y264 ff5 fs6 fc0 sc0 ls0 ws0">Połączenie <span class="_ _11"></span>jednostek <span class="_ _11"></span>gospodarczych<span class="_ _0"></span> <span class="_ _20"></span>to <span class="_ _20"></span>połączen<span class="_ _0"></span>ie <span class="_ _20"></span>odrębnych <span class="_ _11"></span>jednostek <span class="_ _11"></span>lub <span class="_ _20"></span>przedsięwzięć <span class="_ _11"></span>w <span class="_ _11"></span>jedną <span class="_ _20"></span>jed<span class="_ _0"></span>nostkę </div><div class="t m0 x1 hb y18 ff5 fs6 fc0 sc0 ls0 ws0">sprawozdawczą<span class="_ _0"></span>. <span class="_ _11"></span>Wynikiem<span class="_ _0"></span> <span class="_ _11"></span>prawie <span class="_ _14"></span>wszystkich <span class="_ _11"></span>p<span class="_ _0"></span>ołączeń <span class="_ _14"></span>je<span class="_ _1"></span>dnostek <span class="_ _14"></span>gospodarczych <span class="_ _11"></span>jest <span class="_ _14"></span>objęcie <span class="_ _11"></span>kontroli <span class="_ _14"></span>przez </div><div class="t m0 x1 hc y265 ff5 fs6 fc0 sc0 ls0 ws0">jedną <span class="_ _12"> </span>jedno<span class="_ _0"></span>stkę <span class="_ _12"> </span>–<span class="ff4"> <span class="_ _12"> </span></span>jednostkę <span class="_ _12"> </span>p<span class="_ _0"></span>rzejmującą, <span class="_ _12"> </span>nad <span class="_ _21"> </span>jednym <span class="_ _12"> </span>lub <span class="_ _12"> </span>większą <span class="_ _21"> </span>ilością <span class="_ _12"> </span>przedsięwzięć <span class="_ _21"> </span>–<span class="_ _0"></span><span class="ff4"> <span class="_ _12"> </span></span>jednostką </div><div class="t m0 x1 hb y266 ff5 fs6 fc0 sc0 ls0 ws0">przejmowan<span class="_ _0"></span>ą. <span class="_ _24"> </span>Jeżeli <span class="_ _24"> </span>jedno<span class="_ _0"></span>stka <span class="_ _a"> </span>o<span class="_ _0"></span>bejmuje <span class="_ _24"> </span>kontrolę <span class="_ _18"> </span>nad <span class="_ _24"> </span>jedną <span class="_ _18"> </span>lub <span class="_ _24"> </span>więcej <span class="_ _24"> </span>jed<span class="_ _0"></span>nostkami, <span class="_ _24"> </span>któr<span class="_ _20"></span>e <span class="_ _24"> </span>nie <span class="_ _24"> </span>są </div><div class="t m0 x1 hb y267 ff5 fs6 fc0 sc0 ls0 ws0">przedsięwzięciami, <span class="_ _0"></span>połączen<span class="_ _0"></span>ie tych jed<span class="_ _0"></span>nostek n<span class="_ _0"></span>ie stanowi <span class="_ _0"></span>połączenia <span class="_ _0"></span>jednostek <span class="_ _0"></span>gospodarczych. <span class="_ _0"></span>Gdy <span class="_ _0"></span>jednostka </div><div class="t m0 x1 hb y268 ff5 fs6 fc0 sc0 ls0 ws0">przejmuje grupę aktywów lub <span class="_ _1"></span>aktywów netto, które nie stanowią <span class="_ _1"></span>przedsięwzięcia, przypisuje koszt tej grupy <span class="_ _1"></span>na </div><div class="t m0 x1 hb y269 ff5 fs6 fc0 sc0 ls0 ws0">poszczególn<span class="_ _0"></span>e <span class="_ _11"></span>możliwe <span class="_ _14"></span>do <span class="_ _11"></span>zidentyfik<span class="_ _0"></span>owania <span class="_ _11"></span>aktywa <span class="_ _14"></span>i <span class="_ _11"></span>zobowiązania <span class="_ _14"></span>wchodzące <span class="_ _11"></span>w <span class="_ _14"></span>jej <span class="_ _11"></span>skład <span class="_ _11"></span>na <span class="_ _14"></span>podstawie <span class="_ _11"></span>ich </div><div class="t m0 x1 hc y26a ff5 fs6 fc0 sc0 ls0 ws0">względnych war<span class="_ _0"></span>tości godziwych w m<span class="_ _0"></span>omencie przejęcia.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y26b ff5 fs6 fc0 sc0 ls0 ws0">Połączenie  jednostek,  za  wyjątkiem <span class="_ _13"> </span>połącz<span class="_ _0"></span>enia  jednostek <span class="_ _13"> </span>pod  wspólną  kontrolą,  które<span class="_ _1"></span>  skutkuje  objęciem<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y26c ff5 fs6 fc0 sc0 ls0 ws0">kontroli przez Spółkę rozlicza się metodą naby<span class="_ _0"></span>cia. Koszt połączenia ustala się <span class="_ _1"></span>jako sumę wartości godziwej, na </div><div class="t m0 x1 hb y26d ff5 fs6 fc0 sc0 ls0 ws0">dzień <span class="_ _13"> </span>wymiany, <span class="_ _15"> </span>aktywów <span class="_ _13"> </span>wy<span class="_ _1"></span>danych, <span class="_ _13"> </span>zobowiązań <span class="_ _15"> </span>zaciągn<span class="_ _0"></span>iętych <span class="_ _15"> </span>lub <span class="_ _13"> </span>wziętych <span class="_ _15"> </span>na <span class="_ _15"> </span>siebie <span class="_ _15"> </span>o<span class="_ _0"></span>raz <span class="_ _15"> </span>instru<span class="_ _0"></span>mentów </div><div class="t m0 x1 hc y26e ff5 fs6 fc0 sc0 ls0 ws0">kapitałowych<span class="_ _0"></span> wyemitowanych przez <span class="_ _0"></span>jednostkę przejmującą w zamian <span class="_ _0"></span>za k<span class="_ _0"></span>ontrolę nad jed<span class="_ _0"></span>nostką przejmowan<span class="_ _0"></span>ą.<span class="ff4"> </span></div><div class="t m0 x1 hb y26f ff5 fs6 fc0 sc0 ls0 ws0">Transakcje <span class="_ _11"></span>połączeń <span class="_ _20"></span>d<span class="_ _0"></span>okonywane <span class="_ _11"></span>pod <span class="_ _20"></span>wspó<span class="_ _0"></span>lną <span class="_ _20"></span>kontrolą <span class="_ _20"></span>rozliczan<span class="_ _0"></span>e <span class="_ _20"></span>są <span class="_ _11"></span>odpowiednio <span class="_ _20"></span>d<span class="_ _0"></span>o <span class="_ _0"></span>sen<span class="_ _0"></span>su <span class="_ _20"></span>ekonom<span class="_ _0"></span>icznego </div><div class="t m0 x1 hc y2c ff4 fs6 fc0 sc0 ls0 ws0">danej transak<span class="_ _0"></span>cji. </div><div class="t m0 x1 h27 y65 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y270 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>2<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff2 fc1">M<span class="_ _b"></span>e<span class="_ _1"></span>t<span class="_ _b"></span>od<span class="_ _b"></span>y<span class="_ _1"></span> <span class="_ _b"></span>w<span class="_ _1"></span>y<span class="_ _1"></span>c<span class="_ _1"></span>e<span class="_ _b"></span>n<span class="_ _1"></span>y<span class="_ _b"></span> <span class="ff3">i<span class="_ _b"></span>nw<span class="_ _b"></span>e<span class="_ _1"></span>s<span class="_ _b"></span>t<span class="_ _1"></span>y<span class="_ _1"></span>c<span class="_ _b"></span>ji<span class="_ _b"></span> <span class="_ _1"></span>w<span class="_ _b"></span> j<span class="_ _b"></span>e<span class="_ _1"></span>d<span class="_ _1"></span>n<span class="_ _b"></span>os<span class="_ _b"></span>t<span class="_ _1"></span>k<span class="_ _b"></span>ac<span class="_ _b"></span>h<span class="_ _1"></span> <span class="_ _b"></span>z<span class="_ _1"></span>a<span class="_ _1"></span>l<span class="_ _b"></span>e<span class="_ _1"></span>ż<span class="_ _1"></span>n<span class="_ _b"></span>yc<span class="_ _b"></span>h<span class="_ _1"></span>,<span class="_ _1"></span> <span class="_ _b"></span>ws<span class="_ _b"></span>p<span class="_ _1"></span>ó<span class="_ _b"></span>ł<span class="_ _1"></span>k<span class="_ _1"></span>o<span class="_ _1"></span>n<span class="_ _b"></span>tr<span class="_ _b"></span>o<span class="_ _1"></span>l<span class="_ _b"></span>o<span class="_ _1"></span>w<span class="_ _1"></span>a<span class="_ _b"></span>n<span class="_ _1"></span>y<span class="_ _1"></span>c<span class="_ _1"></span>h<span class="_ _b"></span> <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _b"></span>s<span class="_ _1"></span>t<span class="_ _b"></span>ow<span class="_ _b"></span>a<span class="_ _1"></span>r<span class="_ _1"></span>z<span class="_ _b"></span>ys<span class="_ _b"></span>z<span class="_ _1"></span>o<span class="_ _1"></span>n<span class="_ _b"></span>y<span class="_ _1"></span>c<span class="_ _1"></span>h<span class="_ _b"></span><span class="ff2">  </span></span></span></span></div><div class="t m0 x1 hb y271 ff5 fs6 fc0 sc0 ls0 ws0">Jednostki zależne to wszelkie jednostki, w odniesieniu, do których Spółka ma <span class="_ _1"></span>zdolność kierowania ich polityką </div><div class="t m0 x1 hb y272 ff5 fs6 fc0 sc0 ls0 ws0">finansową  i <span class="_ _13"> </span>operacyjną,  co<span class="_ _1"></span> <span class="_ _13"> </span>zwykle  towarzyszy <span class="_ _13"> </span>posiad<span class="_ _0"></span>aniu <span class="_ _13"> </span>większości  ogólnej <span class="_ _13"> </span>liczby  głosów <span class="_ _13"> </span>w <span class="_ _13"> </span>or<span class="_ _0"></span>ganach </div><div class="t m0 x1 hb y273 ff5 fs6 fc0 sc0 ls0 ws0">stanowiących. Przy dokonywaniu oceny <span class="_ _1"></span>czy Spółka kontroluje <span class="_ _1"></span>daną jednostkę uwzględnia <span class="_ _1"></span>się is<span class="_ _1"></span>tnienie i <span class="_ _1"></span>wpływ </div><div class="t m0 x1 hb y274 ff5 fs6 fc0 sc0 ls0 ws0">potencjalny<span class="_ _0"></span>ch <span class="_ _0"></span>praw <span class="_ _0"></span>głosu, <span class="_ _0"></span>k<span class="_ _0"></span>tóre w <span class="_ _20"></span>danej <span class="_ _0"></span>ch<span class="_ _0"></span>wili <span class="_ _0"></span>można <span class="_ _0"></span>zrealizować <span class="_ _0"></span>lu<span class="_ _0"></span>b <span class="_ _0"></span>zamienić. <span class="_ _20"></span>Jednostki <span class="_ _0"></span>zależne <span class="_ _20"></span>podlegają </div><div class="t m0 x1 hb y275 ff5 fs6 fc0 sc0 ls0 ws0">pełnej <span class="_ _14"></span>konsolidacji <span class="_ _11"></span>od <span class="_ _11"></span>dn<span class="_ _0"></span>ia <span class="_ _11"></span>przejęcia <span class="_ _11"></span>nad<span class="_ _0"></span> <span class="_ _11"></span>nimi <span class="_ _11"></span>k<span class="_ _0"></span>ontroli <span class="_ _11"></span>przez <span class="_ _14"></span>Spółkę. <span class="_ _11"></span>Przestaje <span class="_ _14"></span>się <span class="_ _11"></span>je <span class="_ _11"></span>k<span class="_ _20"></span>onsolidować<span class="_ _0"></span> <span class="_ _11"></span>z <span class="_ _14"></span>dniem </div><div class="t m0 x1 hc y276 ff4 fs6 fc0 sc0 ls0 ws0">ustania kon<span class="_ _0"></span>troli. </div><div class="t m0 x1 hc y277 ff5 fs6 fc0 sc0 ls0 ws0">Lista jednostek zależn<span class="_ _0"></span>ych została przed<span class="_ _0"></span>stawiona <span class="_ _0"></span><span class="ff4">w nocie 1.4. </span></div></div><div class="c x1 y278 w3b h47"><div class="t m0 x4a h3b y279 ff2 fs6 fc0 sc0 ls0 ws0">waluta </div></div><div class="c x8a y219 w3c h18"><div class="t m0 xd h48 y194 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x8b y219 w3d h18"><div class="t m0 x1e h11 yce ffb fs6 fc0 sc0 ls0 ws0"> <span class="ffd">Na dzień </span> </div></div><div class="c x51 y219 w3e h18"><div class="t m0 xd h11 yce ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y219 w3f h18"><div class="t m0 x31 h11 yce ffb fs6 fc0 sc0 ls0 ws0"> Za rok obrot<span class="_ _0"></span>owy  </div></div><div class="c x8a y278 w3c h49"><div class="t m0 xd h48 y194 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x8b y278 w40 h49"><div class="t m0 x12 h3b y27a ff2 fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8d y278 w41 h49"><div class="t m0 x12 h3b y27a ff2 fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x51 y278 w3e h49"><div class="t m0 xd h48 y194 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y278 w42 h49"><div class="t m0 x27 h3b y1f2 ff2 fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x68 h3b ybc ff2 fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8e y278 w43 h49"><div class="t m0 x27 h3b y1f2 ff2 fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x68 h3b ybc ff2 fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y27b w3b h4a"><div class="t m0 x30 h3b y0 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8a y27b w3c h4a"><div class="t m0 x68 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8b y27b w40 h4a"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8d y27b w41 h4a"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x51 y27b w3e h4a"><div class="t m0 x2e hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y27b w42 h4a"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8e y27b w43 h4a"><div class="t m0 x8f hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y27c w3b h38"><div class="t m0 x18 hc yff ff4 fs6 fc0 sc0 ls0 ws0">EUR </div></div><div class="c x8a y27c w3c h38"><div class="t m0 x68 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8b y27c w40 h38"><div class="t m0 x11 hc yff ff4 fs6 fc0 sc0 ls0 ws0">4,2730 </div></div><div class="c x8d y27c w41 h38"><div class="t m0 x11 hc yff ff4 fs6 fc0 sc0 ls0 ws0">4,3480 </div></div><div class="c x51 y27c w3e h38"><div class="t m0 x2e hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y27c w42 h38"><div class="t m0 x6f hc yff ff4 fs6 fc0 sc0 ls0 ws0">4,3042 </div></div><div class="c x8e y27c w43 h38"><div class="t m0 x15 hc yff ff4 fs6 fc0 sc0 ls0 ws0">4,5284 </div></div><div class="c x1 y27d w3b h38"><div class="t m0 x18 hc yff ff4 fs6 fc0 sc0 ls0 ws0">CZK </div></div><div class="c x8a y27d w3c h38"><div class="t m0 x68 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8b y27d w40 h38"><div class="t m0 x11 hc yff ff4 fs6 fc0 sc0 ls0 ws0">0,1699 </div></div><div class="c x8d y27d w41 h38"><div class="t m0 x11 hc yff ff4 fs6 fc0 sc0 ls0 ws0">0,1759 </div></div><div class="c x51 y27d w3e h38"><div class="t m0 x2e hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y27d w42 h38"><div class="t m0 x6f hc yff ff4 fs6 fc0 sc0 ls0 ws0">0,1712 </div></div><div class="c x8e y27d w43 h38"><div class="t m0 x15 hc yff ff4 fs6 fc0 sc0 ls0 ws0">0,1889 </div></div><div class="c x1 y27e w3b h38"><div class="t m0 x18 hc yff ff4 fs6 fc0 sc0 ls0 ws0">USD </div></div><div class="c x8a y27e w3c h38"><div class="t m0 x68 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8b y27e w40 h38"><div class="t m0 x11 hc yff ff4 fs6 fc0 sc0 ls0 ws0">4,1012 </div></div><div class="c x8d y27e w41 h38"><div class="t m0 x11 hc yff ff4 fs6 fc0 sc0 ls0 ws0">3,9350 </div></div><div class="c x51 y27e w3e h38"><div class="t m0 x2e hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8c y27e w42 h38"><div class="t m0 x6f hc yff ff4 fs6 fc0 sc0 ls0 ws0">3,9853 </div></div><div class="c x8e y27e w43 h38"><div class="t m0 x15 hc yff ff4 fs6 fc0 sc0 ls0 ws0">4,1823 </div></div><div class="c x1 y1e7 w3b h19"><div class="t m0 x6f hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x8a y1e7 w3c h19"><div class="t m0 xd h48 y194 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x8b y1e7 w40 h19"><div class="t m0 x36 hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x8d y1e7 w41 h19"><div class="t m0 x36 hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x51 y1e7 w3e h19"><div class="t m0 xd h48 y194 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x8c y1e7 w42 h19"><div class="t m0 x90 hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x8e y1e7 w43 h19"><div class="t m0 x90 hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;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:611.280000px;bottom:174.372000px;width:17.000000px;height:17.244000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">15</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">Jednostki  współkontrolowane  to  wszystkie <span class="_ _13"> </span>jedno<span class="_ _0"></span>stki,  w <span class="_ _13"> </span>których<span class="_ _0"></span>  na <span class="_ _13"> </span>podstawie  ustaleń  umownych  Spółka </div><div class="t m0 x1 hc y213 ff5 fs6 fc0 sc0 ls0 ws0">sprawuje ko<span class="_ _0"></span>ntrolę wspólnie z innymi pod<span class="_ _0"></span>miotami<span class="ff4">. </span></div><div class="t m0 x1 hb y214 ff5 fs6 fc0 sc0 ls0 ws0">Jednostki <span class="_ _14"> </span>stowarzyszo<span class="_ _0"></span>ne <span class="_ _14"></span>to <span class="_ _14"></span>wszelkie <span class="_ _14"></span>jednostki, <span class="_ _14"></span>na <span class="_ _14"></span>które <span class="_ _14"></span>Spółka <span class="_ _14"></span>wywiera <span class="_ _15"> </span>znaczący <span class="_ _14"> </span>wpływ, <span class="_ _14"> </span>lecz <span class="_ _14"></span>których <span class="_ _14"> </span>nie </div><div class="t m0 x1 hc y215 ff5 fs6 fc0 sc0 ls0 ws0">kontroluje, co<span class="_ _0"></span> zwykle towarzyszy posiad<span class="_ _0"></span>aniu od 20 do 50% ogóln<span class="_ _0"></span>ej liczby głosów w organach <span class="_ _0"></span>stanowiących.<span class="_ _20"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y216 ff5 fs6 fc0 sc0 ls0 ws0">Lista jednostek stowar<span class="_ _0"></span>zyszonych została <span class="_ _0"></span><span class="ff4">przedstawio<span class="_ _0"></span>na w nocie 1.5<span class="_ _0"></span>. </span></div><div class="t m0 x1 hb y23e ff5 fs6 fc0 sc0 ls0 ws0">Dla <span class="_ _11"></span>podmio<span class="_ _0"></span>tów, <span class="_ _11"></span>których <span class="_ _11"></span>udziały<span class="_ _0"></span> <span class="_ _20"></span>p<span class="_ _0"></span>osiada <span class="_ _11"></span>Spółka, <span class="_ _14"></span>nie <span class="_ _20"></span>istnieje <span class="_ _11"></span>ak<span class="_ _0"></span>tywny <span class="_ _11"></span>ryn<span class="_ _0"></span>ek, <span class="_ _20"></span>d<span class="_ _0"></span>latego <span class="_ _11"></span>inwestycje <span class="_ _11"></span>w <span class="_ _11"></span>jedno<span class="_ _0"></span>stki </div><div class="t m0 x1 hb y23f ff5 fs6 fc0 sc0 ls0 ws0">zależne, współkontrolowane i <span class="_ _1"></span>stowarzyszone wycenia się według <span class="_ _1"></span>ceny nabycia <span class="_ _1"></span>pomniejszonej o odpisy <span class="_ _1"></span>z tytułu </div><div class="t m0 x1 hb y240 ff5 fs6 fc0 sc0 ls0 ws0">trwałej <span class="_ _b"></span>utr<span class="_ _0"></span>aty <span class="_ _b"></span>warto<span class="_ _0"></span>ści. <span class="_ _b"></span>Odpis <span class="_ _1"></span>z <span class="_ _b"></span>tytu<span class="_ _0"></span>łu <span class="_ _b"></span>trw<span class="_ _0"></span>ałej <span class="_ _b"></span>u<span class="_ _0"></span>traty <span class="_ _b"></span>warto<span class="_ _0"></span>ści <span class="_ _b"></span>inwestycji <span class="_ _1"></span>obciąża <span class="_ _b"></span>k<span class="_ _0"></span>oszty <span class="_ _b"></span>fin<span class="_ _0"></span>ansowe. <span class="_ _b"></span>W <span class="_ _1"></span>przypadku </div><div class="t m0 x1 hb y241 ff5 fs6 fc0 sc0 ls0 ws0">ustania <span class="_ _13"> </span>przyczyny, <span class="_ _13"> </span>dla <span class="_ _13"> </span>której <span class="_ _13"> </span>dokonano <span class="_ _13"> </span>odpisu <span class="_ _13"> </span>z <span class="_ _13"> </span>tytułu <span class="_ _13"> </span>tr<span class="_ _1"></span>wałej <span class="_ _13"> </span>utraty <span class="_ _13"> </span>wartości, <span class="_ _13"> </span>równowartość <span class="_ _13"> </span>całości <span class="_ _13"> </span>lub </div><div class="t m0 x1 hc y242 ff5 fs6 fc0 sc0 ls0 ws0">odpowiedniej <span class="_ _13"> </span>części <span class="_ _13"> </span>uprzednio <span class="_ _13"> </span>dokonanego <span class="_ _13"> </span>odpisu <span class="_ _13"> </span>aktualizującego <span class="_ _13"> </span>zwiększa <span class="_ _13"> </span>wartość  <span class="ff4">i<span class="_ _1"></span>nwestycji <span class="_ _13"> </span>i <span class="_ _13"> </span>podlega </span></div><div class="t m0 x1 hc y21d ff5 fs6 fc0 sc0 ls0 ws0">zaliczeniu do<span class="_ _0"></span> przychodów finansowych<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y243 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y244 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>3<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3 fc1">T<span class="_ _b"></span>r<span class="_ _b"></span>an<span class="_ _b"></span>s<span class="_ _1"></span>a<span class="_ _1"></span>k<span class="_ _b"></span>c<span class="_ _1"></span>j<span class="_ _1"></span>e<span class="_ _b"></span> w<span class="_ _b"></span> <span class="_ _1"></span>w<span class="_ _b"></span>al<span class="_ _b"></span>u<span class="_ _1"></span>c<span class="_ _1"></span>i<span class="_ _b"></span>e<span class="_ _1"></span> <span class="_ _1"></span>o<span class="_ _1"></span>b<span class="_ _b"></span>c<span class="_ _1"></span>e<span class="_ _b"></span>j<span class="_ _1"></span> <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _b"></span>wy<span class="_ _b"></span>c<span class="_ _1"></span>e<span class="_ _b"></span>n<span class="_ _1"></span>a<span class="_ _1"></span> <span class="_ _1"></span>p<span class="_ _b"></span>o<span class="_ _1"></span>z<span class="_ _b"></span>yc<span class="_ _b"></span>j<span class="_ _1"></span>i<span class="_ _b"></span> w<span class="_ _b"></span>y<span class="_ _1"></span>r<span class="_ _1"></span>a<span class="_ _b"></span>ż<span class="_ _1"></span>o<span class="_ _1"></span>n<span class="_ _b"></span>yc<span class="_ _b"></span>h<span class="_ _1"></span> <span class="_ _1"></span>w<span class="_ _b"></span> <span class="_ _1"></span>w<span class="_ _1"></span>a<span class="_ _b"></span>l<span class="_ _1"></span>u<span class="_ _1"></span>t<span class="_ _b"></span>a<span class="_ _1"></span>c<span class="_ _1"></span>h<span class="_ _b"></span> <span class="_ _1"></span>o<span class="_ _1"></span>b<span class="_ _1"></span>c<span class="_ _b"></span>y<span class="_ _1"></span>c<span class="_ _1"></span>h<span class="_ _b"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y4c ff5 fs6 fc0 sc0 ls0 ws0">Transakcje wyrażone w walutach <span class="_ _1"></span>obcych przelicza się <span class="_ _1"></span>na moment początkowego ujęcia n<span class="_ _1"></span>a walutę <span class="_ _1"></span>funkcjo<span class="_ _0"></span>nalną </div><div class="t m0 x1 hb y90 ff5 fs6 fc0 sc0 ls0 ws0">według <span class="_ _15"> </span>kursu <span class="_ _15"> </span>z <span class="_ _14"> </span>dnia <span class="_ _15"> </span>poprzedzającego <span class="_ _15"> </span>dzień <span class="_ _15"> </span>transakcji, <span class="_ _14"> </span>z <span class="_ _15"> </span>wyłączeniem <span class="_ _15"> </span>transakcji <span class="_ _15"> </span>polegających <span class="_ _15"> </span>na <span class="_ _14"> </span>za<span class="_ _0"></span>silaniu </div><div class="t m0 x1 hc y4f ff5 fs6 fc0 sc0 ls0 ws0">rachunku <span class="_ _11"></span>bankoweg<span class="_ _0"></span>o, <span class="_ _20"></span>k<span class="_ _0"></span>tóre <span class="_ _20"></span>wy<span class="_ _0"></span>ceniane <span class="_ _11"></span>są <span class="_ _11"></span>po <span class="_ _11"></span>kursie <span class="_ _11"></span>fak<span class="_ _0"></span>tycznie <span class="_ _11"></span>zastosowanym <span class="_ _11"></span>przez <span class="_ _14"></span>bank. <span class="_ _20"></span>Na <span class="_ _11"></span>kon<span class="_ _0"></span>iec <span class="_ _20"></span>ok<span class="_ _0"></span>resu<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y93 ff5 fs6 fc0 sc0 ls0 ws0">sprawozdawcze<span class="_ _0"></span>go <span class="_ _c"> </span>wyrażone <span class="_ _1e"> </span>w <span class="_ _c"> </span>walu<span class="_ _0"></span>cie <span class="_ _c"> </span>obcej <span class="_ _c"> </span>pozycje <span class="_ _1e"> </span>p<span class="_ _0"></span>ieniężne <span class="_ _c"> </span>przelicza <span class="_ _c"> </span>się <span class="_ _c"> </span>przy <span class="_ _c"> </span>zastosowan<span class="_ _0"></span>iu <span class="_ _c"> </span>kursu </div><div class="t m0 x1 hb y52 ff5 fs6 fc0 sc0 ls0 ws0">zamknięcia (średni <span class="_ _b"></span>kurs <span class="_ _1"></span>NBP <span class="_ _1"></span>obowiązujący na <span class="_ _b"></span>dzień <span class="_ _1"></span>wyceny). <span class="_ _1"></span>Zyski <span class="_ _1"></span>i <span class="_ _b"></span>straty z <span class="_ _b"></span>tytułu róż<span class="_ _1"></span>nic <span class="_ _1"></span>kursowych <span class="_ _1"></span>powstałe </div><div class="t m0 x1 hc y96 ff4 fs6 fc0 sc0 ls0 ws0">w wyniku rozliczenia transak<span class="_ _0"></span>cji <span class="_ _1"></span>w walucie obcej o<span class="ff5">raz<span class="_ _0"></span> wyceny aktywów i zobowiązań pieniężnych<span class="_ _0"></span> wyrażonych<span class="_ _0"></span></span> </div><div class="t m0 x1 hb y55 ff5 fs6 fc0 sc0 ls0 ws0">w <span class="_ _0"></span>walutach <span class="_ _0"></span>obcych<span class="_ _0"></span> ujmuje <span class="_ _0"></span>się <span class="_ _0"></span>w <span class="_ _0"></span>zysku <span class="_ _0"></span>lub <span class="_ _0"></span>stracie <span class="_ _0"></span>bieżące<span class="_ _0"></span>go o<span class="_ _0"></span>kresu, <span class="_ _20"></span>natomiast <span class="_ _0"></span>zyski <span class="_ _0"></span>lub <span class="_ _0"></span>straty <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>różnic </div><div class="t m0 x1 hc y99 ff5 fs6 fc0 sc0 ls0 ws0">kursowych<span class="_ _0"></span> dotyczących środków trwałych<span class="_ _0"></span> w budowie ujmuje się w nakład<span class="_ _0"></span>ach na środki trwałe w budo<span class="_ _0"></span>wie<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y27f ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y280 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>4<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3 fc1">R<span class="_ _b"></span>z<span class="_ _1"></span>e<span class="_ _b"></span>c<span class="_ _1"></span>z<span class="_ _1"></span>o<span class="_ _1"></span>w<span class="_ _b"></span>e<span class="_ _1"></span> <span class="_ _b"></span>ak<span class="_ _b"></span>t<span class="_ _1"></span>y<span class="_ _1"></span>w<span class="_ _b"></span>a<span class="_ _1"></span> <span class="_ _1"></span>t<span class="_ _b"></span>rw<span class="_ _b"></span>a<span class="_ _1"></span>ł<span class="_ _b"></span>e<span class="ff2"> </span></span></span></div><div class="t m0 x1 hb yd8 ff5 fs6 fc0 sc0 ls0 ws0">Rzeczowe  aktywa  trwałe  wyceniane  są <span class="_ _13"> </span>według<span class="_ _0"></span>  ceny <span class="_ _13"> </span>nabycia  lub  kosztu  wytworzenia <span class="_ _13"> </span>pomniejszo<span class="_ _0"></span>nego  o </div><div class="t m0 x1 hb y281 ff5 fs6 fc0 sc0 ls0 ws0">skumulowan<span class="_ _0"></span>ą amortyzację oraz <span class="_ _1"></span>skumulowane odpisy aktualizujące z tytułu <span class="_ _1"></span>utraty wartości. Późniejsze nakłady </div><div class="t m0 x1 hb y282 ff5 fs6 fc0 sc0 ls0 ws0">uwzględnia <span class="_ _0"></span>się w <span class="_ _0"></span>wartości k<span class="_ _0"></span>sięgowej <span class="_ _0"></span>danego<span class="_ _0"></span> rzeczowego <span class="_ _0"></span>aktywa trwałe<span class="_ _0"></span>go lub<span class="_ _0"></span> uj<span class="_ _0"></span>m<span class="_ _0"></span>uje, jako <span class="_ _0"></span>odrębne <span class="_ _0"></span>rzeczowe </div><div class="t m0 x1 hb y283 ff5 fs6 fc0 sc0 ls0 ws0">aktywo <span class="_ _11"></span>trwałe <span class="_ _14"></span>(tam, <span class="_ _20"></span>gdzie <span class="_ _11"></span>jest <span class="_ _11"></span>to<span class="_ _0"></span> <span class="_ _20"></span>właściwe)<span class="_ _0"></span> <span class="_ _11"></span>tylko <span class="_ _11"></span>wówczas, <span class="_ _14"></span>gdy <span class="_ _11"></span>jest <span class="_ _11"></span>prawdopodobne, <span class="_ _11"></span>że <span class="_ _11"></span>z <span class="_ _11"></span>ty<span class="_ _0"></span>tułu <span class="_ _11"></span>tej <span class="_ _11"></span>pozycji </div><div class="t m0 x1 hc y284 ff5 fs6 fc0 sc0 ls0 ws0">nastąpi  wpływ <span class="_ _13"> </span>korzyści  ekon<span class="_ _1"></span>omiczny<span class="_ _0"></span>ch, <span class="_ _13"> </span>zaś <span class="_ _13"> </span>ko<span class="_ _0"></span>szt <span class="_ _13"> </span>danej <span class="_ _13"> </span>pozy<span class="_ _0"></span>cji <span class="_ _13"> </span>można  wiarygodnie <span class="_ _13"> </span>zmierzyć.  Wszelkie<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y285 ff5 fs6 fc0 sc0 ls0 ws0">pozostałe wydatki na <span class="_ _b"></span>n<span class="_ _0"></span>aprawę i <span class="_ _1"></span>konserwację odnoszone <span class="_ _1"></span>są do<span class="_ _1"></span> zysków <span class="_ _1"></span>lub strat <span class="_ _1"></span>w <span class="_ _1"></span>okresie o<span class="_ _1"></span>brotowym, w <span class="_ _1"></span>którym </div><div class="t m0 x1 hc y286 ff4 fs6 fc0 sc0 ls0 ws0">je poniesiono<span class="_ _0"></span>. </div><div class="t m0 x1 hb y287 ff5 fs6 fc0 sc0 ls0 ws0">Rzeczowe <span class="_ _13"> </span>aktywa <span class="_ _13"> </span>trwałe <span class="_ _15"> </span>w <span class="_ _15"> </span>b<span class="_ _0"></span>udowie <span class="_ _13"> </span>i <span class="_ _15"> </span>grunty <span class="_ _13"> </span>nie <span class="_ _15"> </span>podlegają <span class="_ _13"> </span>amortyzacji. <span class="_ _13"> </span>Amortyzację <span class="_ _15"> </span>inn<span class="_ _0"></span>ych <span class="_ _15"> </span>rze<span class="_ _0"></span>czowych </div><div class="t m0 x1 hb y288 ff5 fs6 fc0 sc0 ls0 ws0">aktywów <span class="_ _13"> </span>trwałych <span class="_ _13"> </span>nalicza <span class="_ _13"> </span>się <span class="_ _13"> </span>metodą <span class="_ _13"> </span>liniową <span class="_ _13"> </span>przez <span class="_ _13"> </span>oszacowany <span class="_ _13"> </span>okres <span class="_ _13"> </span>użytko<span class="_ _0"></span>wania. <span class="_ _13"> </span>Podstawę <span class="_ _13"> </span>naliczania </div><div class="t m0 x1 hb y289 ff5 fs6 fc0 sc0 ls0 ws0">amortyzacji <span class="_ _11"></span>stan<span class="_ _0"></span>owi <span class="_ _11"></span>wartość <span class="_ _11"></span>początkowa <span class="_ _11"></span>po<span class="_ _0"></span>mniejszona <span class="_ _11"></span>o <span class="_ _11"></span>war<span class="_ _0"></span>tość <span class="_ _11"></span>koń<span class="_ _0"></span>cową, <span class="_ _11"></span>jeżeli <span class="_ _11"></span>jest <span class="_ _11"></span>istotna. <span class="_ _11"></span>Każda <span class="_ _11"></span>istotn<span class="_ _0"></span>a </div><div class="t m0 x1 hb y28a ff5 fs6 fc0 sc0 ls0 ws0">część <span class="_ _1"></span>składowa <span class="_ _1"></span>pozycji <span class="_ _b"></span>rze<span class="_ _0"></span>czowego <span class="_ _1"></span>aktywa <span class="_ _1"></span>trwałego <span class="_ _b"></span>o <span class="_ _1"></span>różnym <span class="_ _1"></span>okresie <span class="_ _1"></span>użytkowania <span class="_ _b"></span>amo<span class="_ _0"></span>rtyzowana <span class="_ _1"></span>jest <span class="_ _b"></span>o<span class="_ _0"></span>sobno. </div><div class="t m0 x1 hb y28b ff5 fs6 fc0 sc0 ls0 ws0">Wynajmowany<span class="_ _0"></span> <span class="_ _15"> </span>o<span class="_ _0"></span>bcy <span class="_ _13"> </span>środek <span class="_ _15"> </span>trwały<span class="_ _0"></span> <span class="_ _13"> </span>jest <span class="_ _15"> </span>ujm<span class="_ _0"></span>owany <span class="_ _13"> </span>i <span class="_ _13"> </span>prez<span class="_ _1"></span>entowany<span class="_ _0"></span> <span class="_ _13"> </span>ja<span class="_ _1"></span>ko <span class="_ _13"> </span>prawo <span class="_ _13"> </span>do <span class="_ _15"> </span>k<span class="_ _0"></span>orzystania <span class="_ _13"> </span>z <span class="_ _13"> </span>aktywów </div><div class="t m0 x1 hc y28c ff4 fs6 fc0 sc0 ls0 ws0">zgodnie <span class="_ _0"></span>z <span class="_ _0"></span><span class="ff5">notą</span> <span class="_ _0"></span>3.25.,<span class="_ _0"></span> <span class="_ _0"></span><span class="ff5">a pon<span class="_ _0"></span>iesione prze<span class="_ _0"></span>z Spółkę <span class="_ _0"></span>n<span class="_ _0"></span>akłady <span class="_ _0"></span>związane z <span class="_ _0"></span>tym<span class="_ _0"></span> pr<span class="_ _0"></span>awem <span class="_ _0"></span>wprowadza <span class="_ _0"></span>się do<span class="_ _0"></span> ewid<span class="_ _0"></span>encji </span></div><div class="t m0 x1 hc y28d ff5 fs6 fc0 sc0 ls0 ws0">w odpowiedniej <span class="_ _0"></span>kategorii rzeczowych ak<span class="_ _0"></span>tywów trwałych zgodnie z ich p<span class="_ _0"></span>rzeznaczeniem<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y28e ff5 fs6 fc0 sc0 ls0 ws0">Przyjęte przed<span class="_ _0"></span>ziały okresów ekonom<span class="_ _0"></span>icznej użyteczności rzeczowych <span class="_ _0"></span>aktywów trwałych wynoszą:<span class="_ _20"></span><span class="ff4"> </span></div><div class="t m0 x87 hc y28f ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff4">budynki i budowle <span class="_ _7"> </span> <span class="_ _17"> </span> <span class="_ _17"> </span>2,5% - <span class="_ _0"></span>4,5%, </span></span></div><div class="t m0 x87 hc y290 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff5">maszyny i urządzenia techniczne<span class="_ _0"></span><span class="ff4"> <span class="_ _1d"> </span> <span class="_ _17"> </span>10,0% - 30,0<span class="_ _0"></span>%, </span></span></span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;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:669.060000px;bottom:1341.400000px;width:17.000000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">16</span> </span></span></div><div class="t m0 x87 hc y211 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff5">środki transportu<span class="ff4">  <span class="_ _17"> </span> <span class="_ _17"> </span> <span class="_ _17"> </span>14,0% - 20,0%, </span></span></span></div><div class="t m0 x87 hc y213 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff5">pozostałe rzeczowe ak<span class="_ _0"></span>tywa trwałe<span class="ff4"> <span class="_ _15"> </span> <span class="_ _17"> </span>7,0<span class="_ _0"></span>% - 20,0%. </span></span></span></div><div class="t m0 x1 hc y214 ff4 fs6 fc0 sc0 ls0 ws0">Weryfikacji <span class="_ _1"></span><span class="ff5">wartości <span class="_ _1"></span>końcowej <span class="_ _1"></span>i <span class="_ _b"></span>okresów <span class="_ _1"></span>użytkowania <span class="_ _1"></span>rzeczowych <span class="_ _1"></span>aktywów <span class="_ _1"></span>trwałych <span class="_ _1"></span>dokonuje <span class="_ _1"></span>się <span class="_ _b"></span>co <span class="_ _1"></span>najmniej </span></div><div class="t m0 x1 hb y215 ff5 fs6 fc0 sc0 ls0 ws0">raz w <span class="_ _1"></span>roku. <span class="_ _1"></span>Każda zmiana <span class="_ _1"></span>okresu amortyzacji wy<span class="_ _1"></span>maga uzasadnienia i <span class="_ _b"></span>p<span class="_ _0"></span>owoduje zmianę <span class="_ _1"></span>prospektywną odpisów </div><div class="t m0 x1 hc y216 ff4 fs6 fc0 sc0 ls0 ws0">amortyzacy<span class="_ _0"></span>jnych. </div><div class="t m0 x1 hb y23e ff5 fs6 fc0 sc0 ls0 ws0">Co <span class="_ _0"></span>najmniej n<span class="_ _0"></span>a każd<span class="_ _0"></span>y dzień <span class="_ _0"></span>sprawozdawczy <span class="_ _0"></span>przeprowadza <span class="_ _0"></span>się <span class="_ _0"></span>ocenę <span class="_ _0"></span>wystąpienia <span class="_ _0"></span>przesłanek <span class="_ _0"></span>wskazujących <span class="_ _0"></span>na </div><div class="t m0 x1 hb y23f ff5 fs6 fc0 sc0 ls0 ws0">możliwość utraty wartości składników aktywów. W przypadku stwierdzenia istnienia przesłanek p<span class="_ _1"></span>rzeprowadza </div><div class="t m0 x1 hc y240 ff5 fs6 fc0 sc0 ls0 ws0">się test na utratę<span class="ff4"> <span class="_ _0"></span></span>wartości<span class="ff4">. </span></div><div class="t m0 x1 h27 y291 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y292 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>5<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3 fc1">W<span class="_ _b"></span>a<span class="_ _1"></span>r<span class="_ _b"></span>t<span class="_ _1"></span>o<span class="_ _1"></span>ś<span class="_ _1"></span>ć<span class="_ _b"></span> <span class="_ _1"></span>f<span class="_ _b"></span>ir<span class="_ _b"></span>m<span class="_ _1"></span>y<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y8a ff5 fs6 fc0 sc0 ls0 ws0">Wartość firmy <span class="_ _0"></span>z tytułu prze<span class="_ _0"></span>jęcia jednostki jest po<span class="_ _0"></span>czątkowo ujm<span class="_ _0"></span>owana według<span class="_ _0"></span> ceny nabycia stanowiącej <span class="_ _0"></span>kwotę </div><div class="t m0 x1 hc y49 ff5 fs6 fc0 sc0 ls0 ws0">nadwyżki su<span class="_ _0"></span>my<span class="ff4">: </span></div><div class="t m0 x87 hc y8d ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff5">przekazanej zapłaty,<span class="ff4"> </span></span></span></div><div class="t m0 x87 hc y4c ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff5">kwoty wszelkich niekontr<span class="_ _0"></span>olujących udziałów w jed<span class="_ _0"></span>nostce przejmowanej <span class="_ _0"></span>oraz<span class="_ _0"></span><span class="ff4"> </span></span></span></div><div class="t m0 x87 hc y90 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff5">w  przypadku  połączenia  jedno<span class="_ _0"></span>stek  realizowanego <span class="_ _1e"> </span>etapami  wartości  god<span class="_ _0"></span>ziwej  na  dzień  przejęcia </span></span></div><div class="t m0 x88 hb y4f ff5 fs6 fc0 sc0 ls0 ws0">udziału <span class="_ _13"> </span>w <span class="_ _15"> </span>kapitale <span class="_ _15"> </span>jed<span class="_ _0"></span>nostki <span class="_ _15"> </span>przejmo<span class="_ _0"></span>wanej, <span class="_ _15"> </span>n<span class="_ _0"></span>ależącego <span class="_ _15"> </span>poprzednio<span class="_ _0"></span> <span class="_ _15"> </span>do <span class="_ _15"> </span>jedno<span class="_ _0"></span>stki <span class="_ _15"> </span>przejmującej <span class="_ _13"> </span>nad </div><div class="t m0 x88 hc y93 ff5 fs6 fc0 sc0 ls0 ws0">wartością <span class="_ _b"></span>g<span class="_ _0"></span>odziwą <span class="_ _1"></span>netto <span class="_ _b"></span>ustaloną <span class="_ _1"></span>na <span class="_ _b"></span>dzień <span class="_ _1"></span>przejęcia <span class="_ _b"></span>wartości <span class="_ _1"></span>możliwyc<span class="_ _0"></span><span class="ff4">h <span class="_ _b"></span>d<span class="_ _0"></span>o <span class="_ _b"></span>zidentyf<span class="_ _0"></span>ikowania <span class="_ _b"></span>nabyty<span class="_ _0"></span>ch </span></div><div class="t m0 x88 hc y52 ff5 fs6 fc0 sc0 ls0 ws0">aktywów i p<span class="_ _0"></span>rzejętych zobowiązań.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y96 ff4 fs6 fc0 sc0 ls0 ws0">W <span class="_ _11"></span>p<span class="_ _0"></span>rzypadku, <span class="_ _14"></span>gdy <span class="_ _14"></span><span class="ff5">waluta <span class="_ _11"></span>funkcjon<span class="_ _0"></span>alna <span class="_ _11"></span>pr<span class="_ _0"></span>zejętej <span class="_ _14"></span>je<span class="_ _1"></span>dnostki <span class="_ _14"></span>jest <span class="_ _11"></span>inna <span class="_ _14"></span>niż <span class="_ _11"></span>zło<span class="_ _0"></span>ty <span class="_ _11"></span>po<span class="_ _0"></span>lski, <span class="_ _11"></span>a <span class="_ _14"></span>rozpoznana <span class="_ _11"></span>n<span class="_ _0"></span>a <span class="_ _11"></span>d<span class="_ _0"></span>zień </span></div><div class="t m0 x1 hb y55 ff5 fs6 fc0 sc0 ls0 ws0">nabycia <span class="_ _20"></span>wartość <span class="_ _0"></span>firmy <span class="_ _0"></span>(alokowana <span class="_ _20"></span>do <span class="_ _0"></span>zagranicznego <span class="_ _20"></span>ośrodka <span class="_ _0"></span>generującego <span class="_ _20"></span>przepływy <span class="_ _0"></span>pieniężne), <span class="_ _20"></span>jest <span class="_ _0"></span>istotna, </div><div class="t m0 x1 hc y99 ff5 fs6 fc0 sc0 ls0 ws0">wówczas <span class="_ _0"></span>wartość <span class="_ _0"></span>firmy <span class="_ _0"></span>ujmowana <span class="_ _0"></span>jest <span class="_ _0"></span>w <span class="_ _0"></span>walucie <span class="_ _0"></span>funk<span class="_ _0"></span>cjonalnej<span class="_ _0"></span><span class="ff4"> <span class="_ _0"></span></span>naby<span class="_ _0"></span>tej jed<span class="_ _0"></span>nostki <span class="_ _0"></span>i wy<span class="_ _0"></span>ceniana <span class="_ _0"></span>na <span class="_ _0"></span>każdy <span class="_ _0"></span>dzień </div><div class="t m0 x1 hb y58 ff5 fs6 fc0 sc0 ls0 ws0">sprawozdawczy<span class="_ _0"></span> na walutę prezentacji Spółki. Po początko<span class="_ _0"></span>wym ujęciu, wartość firmy jest wykazywana według </div><div class="t m0 x1 hb y9c ff5 fs6 fc0 sc0 ls0 ws0">ceny <span class="_ _11"></span>nabycia <span class="_ _14"></span>pomniejszonej <span class="_ _20"></span>o <span class="_ _11"></span>wszelk<span class="_ _0"></span>ie <span class="_ _11"></span>skumulowan<span class="_ _0"></span>e <span class="_ _11"></span>odpisy <span class="_ _20"></span>ak<span class="_ _0"></span>tualizujące <span class="_ _11"></span>z <span class="_ _11"></span>tytu<span class="_ _0"></span>łu <span class="_ _11"></span>utraty <span class="_ _20"></span>wa<span class="_ _20"></span>rtości. <span class="_ _11"></span>Warto<span class="_ _0"></span>ść </div><div class="t m0 x1 hb y5b ff5 fs6 fc0 sc0 ls0 ws0">firmy <span class="_ _0"></span>nie <span class="_ _0"></span>podleg<span class="_ _0"></span>a <span class="_ _0"></span>amortyzacji, <span class="_ _0"></span>natom<span class="_ _0"></span>iast <span class="_ _0"></span>jest <span class="_ _0"></span>poddawana <span class="_ _0"></span>testom <span class="_ _20"></span>na <span class="_ _0"></span>utratę <span class="_ _0"></span>war<span class="_ _0"></span>tości <span class="_ _0"></span>przynajmniej <span class="_ _0"></span>raz <span class="_ _20"></span>w <span class="_ _0"></span>roku <span class="_ _0"></span>a </div><div class="t m0 x1 hb y9f ff5 fs6 fc0 sc0 ls0 ws0">także <span class="_ _1e"> </span>wówczas, <span class="_ _1e"> </span>gdy <span class="_ _1e"> </span>istnieją  p<span class="_ _0"></span>rzesłanki  wsk<span class="_ _0"></span>azujące <span class="_ _1e"> </span>na  utratę <span class="_ _1e"> </span>wartości <span class="_ _1e"> </span>ośrodka <span class="_ _1e"> </span>wypracowujące<span class="_ _0"></span>go  śro<span class="_ _0"></span>dki </div><div class="t m0 x1 hc y5e ff5 fs6 fc0 sc0 ls0 ws0">pieniężne, do <span class="_ _0"></span>którego została pr<span class="_ _0"></span>zypisana warto<span class="_ _0"></span>ść firmy.<span class="ff4"> </span></div><div class="t m0 x1 h27 y293 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y294 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>6<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff2 fc1">Z<span class="_ _b"></span>n<span class="_ _b"></span>ak<span class="_ _b"></span>i<span class="_ _1"></span> <span class="_ _b"></span>to<span class="_ _b"></span>w<span class="_ _1"></span>a<span class="_ _1"></span>r<span class="_ _b"></span>ow<span class="_ _b"></span>e </span></span></div><div class="t m0 x1 hb y285 ff5 fs6 fc0 sc0 ls0 ws0">Przejęte <span class="_ _14"></span>w <span class="_ _14"></span>ramach <span class="_ _14"> </span>połączenia <span class="_ _14"></span>jednostek <span class="_ _14"> </span>bądź <span class="_ _14"> </span>nabyte <span class="_ _14"> </span>znaki <span class="_ _14"></span>towarowe, <span class="_ _14"> </span>co <span class="_ _14"></span>do <span class="_ _14"></span>których <span class="_ _14"></span>Spółka <span class="_ _14"></span>przewiduje, <span class="_ _14"> </span>że </div><div class="t m0 x1 hb y286 ff5 fs6 fc0 sc0 ls0 ws0">uzyska <span class="_ _1e"> </span>w  przyszłości  k<span class="_ _0"></span>orzyści  eko<span class="_ _0"></span>nomiczne  wycen<span class="_ _0"></span>iane  są  na  m<span class="_ _0"></span>oment  początk<span class="_ _0"></span>owego  ujęcia <span class="_ _c"> </span>w  warto<span class="_ _0"></span>ści </div><div class="t m0 x1 hc y287 ff4 fs6 fc0 sc0 ls0 ws0">godziwej <span class="_ _11"></span><span class="ff5">metodą <span class="_ _11"></span>zwolnienia <span class="_ _20"></span>z <span class="_ _11"></span>opłat <span class="_ _11"></span>licencyjnych. <span class="_ _11"></span>Metoda <span class="_ _20"></span>ta <span class="_ _11"></span>reprezentuje <span class="_ _11"></span>podejście <span class="_ _11"></span>dochodowe <span class="_ _20"></span>d<span class="_ _0"></span>o <span class="_ _20"></span>wyceny <span class="_ _11"></span>i </span></div><div class="t m0 x1 hb y288 ff5 fs6 fc0 sc0 ls0 ws0">polega <span class="_ _15"> </span>na <span class="_ _15"> </span>określeniu <span class="_ _15"> </span>wartości <span class="_ _15"> </span>znaków <span class="_ _15"> </span>towarowy<span class="_ _0"></span>ch <span class="_ _14"> </span>jako <span class="_ _15"> </span>wartości <span class="_ _15"> </span>bieżącej <span class="_ _15"> </span>przyszłych<span class="_ _0"></span> <span class="_ _14"> </span>hip<span class="_ _0"></span>otetycznych <span class="_ _15"> </span>opłat </div><div class="t m0 x1 hb y289 ff5 fs6 fc0 sc0 ls0 ws0">licencyjnych <span class="_ _23"> </span>jakie <span class="_ _23"> </span>właściciel <span class="_ _23"> </span>zn<span class="_ _0"></span>aku <span class="_ _23"> </span>towarowego <span class="_ _23"> </span>byłby <span class="_ _23"> </span>zobow<span class="_ _0"></span>iązany <span class="_ _23"> </span>ponosić, <span class="_ _23"> </span>gdyby <span class="_ _23"> </span>n<span class="_ _0"></span>ie <span class="_ _21"> </span>będ<span class="_ _0"></span>ąc <span class="_ _23"> </span>jego </div><div class="t m0 x1 hc y28a ff5 fs6 fc0 sc0 ls0 ws0">właścicielem był zm<span class="_ _0"></span>usz<span class="ff4">ony do licen<span class="_ _0"></span>cjonowania takiej samej <span class="_ _0"></span>lub podobnej mar<span class="_ _0"></span>ki<span class="_ _0"></span>. </span></div><div class="t m0 x1 hc y28b ff4 fs6 fc0 sc0 ls0 ws0">Znaki <span class="_ _12"> </span>towarowe <span class="_ _12"> </span><span class="ff5">wyceniane <span class="_ _12"> </span>są <span class="_ _12"> </span>według <span class="_ _12"> </span>ceny <span class="_ _12"> </span>na<span class="_ _1"></span>bycia <span class="_ _12"> </span>pomniejszonej <span class="_ _12"> </span>o <span class="_ _12"> </span>skumulowaną <span class="_ _12"> </span>amortyzację <span class="_ _12"> </span>oraz </span></div><div class="t m0 x1 hc y28c ff5 fs6 fc0 sc0 ls0 ws0">skumulowan<span class="_ _0"></span>e odpisy aktualizujące z ty<span class="_ _0"></span>tułu utraty wartości.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y28d ff5 fs6 fc0 sc0 ls0 ws0">Znaki  towar<span class="_ _0"></span>owe  amortyzowane <span class="_ _1e"> </span>są  liniowo  przez  ok<span class="_ _0"></span>res  użyteczności  ekonomiczn<span class="_ _0"></span>ej.  Okres  ekonomiczn<span class="_ _0"></span>ej </div><div class="t m0 x1 hc y28e ff5 fs6 fc0 sc0 ls0 ws0">użyteczności d<span class="_ _0"></span>la<span class="ff4">: </span></div><div class="t m0 x87 hc y28f ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff4">znaku towarowego Ser<span class="_ _0"></span>werSMS ustalono na 15 lat,<span class="_ _0"></span> </span></span></div><div class="t m0 x87 hc y290 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff4">znaku towarowego Ma<span class="_ _0"></span>ilerLite ustalono na 15 lat.<span class="_ _0"></span> </span></span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">17</span> </span></span></div><div class="t m0 x1 h3b y1dd ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>7<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff2 fc1">R<span class="_ _b"></span>e<span class="_ _1"></span>l<span class="_ _b"></span>a<span class="_ _1"></span>c<span class="_ _1"></span>j<span class="_ _b"></span>e <span class="_ _b"></span>z<span class="_ _1"></span> <span class="_ _b"></span>kl<span class="_ _b"></span>i<span class="_ _1"></span>e<span class="_ _1"></span>n<span class="_ _b"></span>t<span class="_ _1"></span>a<span class="_ _b"></span>mi<span class="_ _b"></span> </span></span></div><div class="t m0 x1 hc y1de ff4 fs6 fc0 sc0 ls0 ws0">Relacje <span class="_ _0"></span>z <span class="_ _20"></span>klientam<span class="_ _0"></span>i <span class="_ _0"></span><span class="ff5">to <span class="_ _20"></span>pozostające <span class="_ _20"></span>pod <span class="_ _20"></span>kontrolą <span class="_ _0"></span>Spó<span class="_ _0"></span>łki <span class="_ _0"></span>zasoby <span class="_ _20"></span>przejęte <span class="_ _20"></span>w <span class="_ _0"></span>ramac<span class="_ _0"></span>h <span class="_ _0"></span>połączenia <span class="_ _20"></span>jednostek, <span class="_ _20"></span>co <span class="_ _20"></span>do </span></div><div class="t m0 x1 hb y1df ff5 fs6 fc0 sc0 ls0 ws0">których <span class="_ _0"></span>Spółka przewiduje, że uzy<span class="_ _0"></span>ska w przyszło<span class="_ _0"></span>ści korzyści eko<span class="_ _0"></span>nomiczne. Takie r<span class="_ _0"></span>elacje z klientami spełn<span class="_ _0"></span>iają </div><div class="t m0 x1 hc y1e0 ff5 fs6 fc0 sc0 ls0 ws0">warunki <span class="_ _0"></span>uzn<span class="_ _0"></span>ania <span class="_ _0"></span>ich <span class="_ _0"></span>za <span class="_ _0"></span>wartości <span class="_ _0"></span>niemater<span class="_ _0"></span>ialne <span class="_ _0"></span>zgodnie <span class="_ _20"></span>z <span class="_ _0"></span>MSR<span class="ff4"> <span class="_ _0"></span></span>38<span class="_ _0"></span> <span class="_ _0"></span>„Wartości <span class="_ _0"></span>niemater<span class="_ _0"></span>ialne”. <span class="_ _0"></span>Wycena <span class="_ _0"></span>relac<span class="_ _0"></span>ji <span class="_ _0"></span>z </div><div class="t m0 x1 hc y1e1 ff5 fs6 fc0 sc0 ls0 ws0">klientami <span class="_ _11"></span>na <span class="_ _20"></span>mom<span class="_ _0"></span>ent <span class="_ _20"></span>początkowego <span class="_ _11"></span>ujęcia <span class="_ _20"></span>d<span class="_ _0"></span>okonywana <span class="_ _11"></span>jest <span class="_ _11"></span>w <span class="_ _11"></span>wartości <span class="_ _20"></span>g<span class="_ _0"></span>odziwej <span class="_ _20"></span><span class="ff4">p<span class="_ _0"></span>rzy <span class="_ _20"></span>zastosowaniu <span class="_ _11"></span>metody </span></div><div class="t m0 x1 hc y1e2 ff4 fs6 fc0 sc0 ls0 ws0">dodatkowego<span class="_ _0"></span> <span class="_ _0"></span>zysku <span class="_ _0"></span>(ang. <span class="_ _0"></span>MEEM <span class="_ _20"></span><span class="ff5">–<span class="_ _0"></span></span> <span class="_ _0"></span>the <span class="_ _0"></span>mu<span class="_ _0"></span>lti-<span class="ff5">period <span class="_ _0"></span>excess <span class="_ _0"></span>earnin<span class="_ _0"></span>gs <span class="_ _0"></span>method), <span class="_ _0"></span>tj. <span class="_ _20"></span>metody <span class="_ _0"></span>opartej <span class="_ _20"></span>na <span class="_ _0"></span>podejściu </span></div><div class="t m0 x1 hc y1e3 ff4 fs6 fc0 sc0 ls1 ws0">doc<span class="ff5 ls0">hodowym, <span class="_ _21"> </span>w <span class="_ _21"> </span>któ<span class="_ _0"></span>rym <span class="_ _21"> </span>wartość <span class="_ _21"> </span>określana <span class="_ _23"> </span>jest <span class="_ _21"> </span>na <span class="_ _21"> </span>podstawie <span class="_ _21"> </span>zdysko<span class="_ _0"></span>ntowanych <span class="_ _21"> </span>przyszły<span class="_ _0"></span>ch <span class="_ _21"> </span>strumieni </span></div><div class="t m0 x1 hb y1e4 ff5 fs6 fc0 sc0 ls0 ws0">pieniężnych wy<span class="_ _0"></span>nikających z dodatkowego p<span class="_ _0"></span>rzychodu generowanego<span class="_ _0"></span> przez jednostkę posiadającą dan<span class="_ _0"></span>ą wartość </div><div class="t m0 x1 hb y1e5 ff5 fs6 fc0 sc0 ls0 ws0">niematerialną <span class="_ _20"></span>po<span class="_ _0"></span>nad <span class="_ _0"></span>przy<span class="_ _0"></span>chody <span class="_ _0"></span>gener<span class="_ _0"></span>owane <span class="_ _0"></span>pr<span class="_ _0"></span>zez <span class="_ _0"></span>jed<span class="_ _0"></span>nostkę, <span class="_ _0"></span>któr<span class="_ _20"></span>a <span class="_ _20"></span>takiej <span class="_ _20"></span>wartości <span class="_ _20"></span>nie <span class="_ _20"></span>posiada. <span class="_ _20"></span>W <span class="_ _20"></span>przypad<span class="_ _0"></span>ku, </div><div class="t m0 x1 hc y1e6 ff5 fs6 fc0 sc0 ls0 ws0">gdy <span class="_ _0"></span>walu<span class="_ _0"></span>ta f<span class="_ _0"></span>unkcjonalna <span class="_ _0"></span>przejętej <span class="_ _0"></span>jednostk<span class="_ _0"></span>i <span class="_ _0"></span>jest <span class="_ _0"></span>inna <span class="_ _0"></span>niż <span class="_ _0"></span>złoty <span class="_ _0"></span>polski, <span class="_ _0"></span>a <span class="_ _20"></span>rozpoznane <span class="_ _0"></span>na <span class="_ _0"></span>d<span class="_ _0"></span>zień<span class="_ _0"></span><span class="ff4"> <span class="_ _0"></span>nabycia <span class="_ _20"></span>relacje <span class="_ _0"></span>z </span></div><div class="t m0 x1 hc y1e7 ff5 fs6 fc0 sc0 ls0 ws0">klientami  (alokowane <span class="_ _13"> </span>do  zagranicznego <span class="_ _13"> </span>ośrodka  generującego <span class="_ _13"> </span>pr<span class="_ _0"></span>zepływy <span class="_ _13"> </span>pieniężne)<span class="_ _0"></span>, <span class="_ _13"> </span>są <span class="_ _13"> </span>istotne,  wówczas<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y1e8 ff5 fs6 fc0 sc0 ls0 ws0">wartość relacje <span class="_ _1"></span>z klientami ujmowane są <span class="_ _1"></span>w <span class="_ _1"></span>walucie funkcjonalnej nabytej jednostki <span class="_ _1"></span>i wyceniane na <span class="_ _1"></span>każdy dzień </div><div class="t m0 x1 hc y1e9 ff5 fs6 fc0 sc0 ls0 ws0">sprawozdawczy<span class="_ _0"></span> na walutę prezentacji Spółk<span class="_ _0"></span>i.<span class="ff4"> </span></div><div class="t m0 x1 hb y1ea ff5 fs6 fc0 sc0 ls0 ws0">Po <span class="_ _1"></span>początkowy<span class="_ _0"></span>m <span class="_ _1"></span>ujęciu relacj<span class="_ _1"></span>e <span class="_ _1"></span>z <span class="_ _1"></span>klientami wycenia <span class="_ _1"></span>się <span class="_ _1"></span>stosując model <span class="_ _1"></span>kosztu historycznego, <span class="_ _1"></span>w <span class="_ _1"></span>którym wartość </div><div class="t m0 x1 hb y1eb ff5 fs6 fc0 sc0 ls0 ws0">początkowa <span class="_ _0"></span>pomn<span class="_ _0"></span>iejszana <span class="_ _0"></span>jest o<span class="_ _0"></span> sku<span class="_ _0"></span>mulowaną <span class="_ _0"></span>amortyzację <span class="_ _0"></span>oraz <span class="_ _0"></span>o <span class="_ _0"></span>skumu<span class="_ _0"></span>lowane <span class="_ _0"></span>odpisy <span class="_ _0"></span>aktualizujące <span class="_ _0"></span>z <span class="_ _0"></span>tytułu </div><div class="t m0 x1 hc y246 ff5 fs6 fc0 sc0 ls0 ws0">utraty wartości.<span class="ff4"> </span></div><div class="t m0 x1 hb y247 ff5 fs6 fc0 sc0 ls0 ws0">Amortyzacja <span class="_ _15"> </span>n<span class="_ _0"></span>aliczana <span class="_ _15"> </span>jest <span class="_ _14"> </span>metod<span class="_ _0"></span>ą <span class="_ _15"> </span>liniową, <span class="_ _15"> </span>według <span class="_ _15"> </span>oszacowanego <span class="_ _15"> </span>o<span class="_ _0"></span>kresu <span class="_ _15"> </span>użytkowania, <span class="_ _15"> </span>który <span class="_ _15"> </span>dla <span class="_ _15"> </span>relacji <span class="_ _15"> </span>z </div><div class="t m0 x1 hc y248 ff5 fs6 fc0 sc0 ls0 ws0">klientami został u<span class="_ _0"></span>stalony na 15 lat.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y249 ff5 fs6 fc0 sc0 ls0 ws0">Co <span class="_ _15"> </span>roku <span class="_ _13"> </span>weryfikowana <span class="_ _15"> </span>jest <span class="_ _15"> </span>popr<span class="_ _0"></span>awność <span class="_ _15"> </span>ustaloneg<span class="_ _0"></span>o <span class="_ _15"> </span>okresu <span class="_ _15"> </span>użytkowan<span class="_ _0"></span>ia <span class="_ _15"> </span>relacji <span class="_ _15"> </span>z <span class="_ _13"> </span>klientami. <span class="_ _15"> </span>Każda <span class="_ _13"> </span>z<span class="_ _1"></span>miana </div><div class="t m0 x1 hc y24a ff5 fs6 fc0 sc0 ls0 ws0">okresu amortyza<span class="_ _0"></span>cji wymaga uzasadnienia i p<span class="_ _0"></span>owoduje korektę prosp<span class="_ _0"></span>ektywną odpisów amortyzacy<span class="_ _0"></span>jnych<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y1cc ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y295 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>8<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3 fc1">K<span class="_ _b"></span>o<span class="_ _1"></span>s<span class="_ _b"></span>z<span class="_ _1"></span>t<span class="_ _1"></span>y<span class="_ _b"></span> p<span class="_ _b"></span>r<span class="_ _1"></span>a<span class="_ _b"></span>c <span class="_ _b"></span>b<span class="_ _1"></span>a<span class="_ _1"></span>d<span class="_ _b"></span>a<span class="_ _1"></span>w<span class="_ _1"></span>c<span class="_ _b"></span>z<span class="_ _1"></span>y<span class="_ _1"></span>c<span class="_ _1"></span>h<span class="_ _b"></span> <span class="_ _1"></span>i<span class="_ _b"></span> r<span class="_ _b"></span>o<span class="_ _1"></span>z<span class="_ _1"></span>w<span class="_ _b"></span>oj<span class="_ _b"></span>o<span class="_ _1"></span>w<span class="_ _1"></span>y<span class="_ _b"></span>c<span class="_ _1"></span>h<span class="_ _b"></span> o<span class="_ _b"></span>r<span class="_ _1"></span>a<span class="_ _b"></span>z <span class="_ _b"></span>o<span class="_ _1"></span>p<span class="_ _1"></span>r<span class="_ _b"></span>o<span class="_ _1"></span>g<span class="_ _1"></span>r<span class="_ _b"></span>a<span class="_ _1"></span>m<span class="_ _1"></span>o<span class="_ _1"></span>w<span class="_ _b"></span>an<span class="_ _b"></span>e<span class="_ _1"></span> <span class="_ _1"></span>w<span class="_ _b"></span>e<span class="_ _1"></span>w<span class="_ _1"></span>n<span class="_ _b"></span>ę<span class="_ _1"></span>t<span class="_ _1"></span>r<span class="_ _b"></span>zn<span class="_ _b"></span>i<span class="_ _1"></span>e<span class="_ _b"></span> <span class="_ _1"></span>w<span class="_ _1"></span>y<span class="_ _b"></span>tw<span class="_ _b"></span>o<span class="_ _1"></span>r<span class="_ _1"></span>z<span class="_ _b"></span>o<span class="_ _1"></span>n<span class="_ _1"></span>e<span class="_ _b"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y296 ff4 fs6 fc0 sc0 ls0 ws0">Koszty <span class="_ _20"></span>prac <span class="_ _20"></span><span class="ff5">badawc<span class="_ _0"></span>zych <span class="_ _20"></span>ujmowane <span class="_ _20"></span>są <span class="_ _0"></span>w <span class="_ _20"></span>zysk<span class="_ _0"></span>ach <span class="_ _0"></span>i <span class="_ _20"></span>stratac<span class="_ _0"></span>h <span class="_ _0"></span>w <span class="_ _20"></span>momen<span class="_ _0"></span>cie <span class="_ _0"></span>p<span class="_ _0"></span>oniesienia. <span class="_ _20"></span>Nakłady <span class="_ _20"></span>poniesion<span class="_ _0"></span>e <span class="_ _0"></span>na </span></div><div class="t m0 x1 hb y297 ff5 fs6 fc0 sc0 ls0 ws0">prace <span class="_ _23"> </span>rozwojowe <span class="_ _23"> </span>wykonane <span class="_ _21"> </span>w <span class="_ _23"> </span>ramach <span class="_ _23"> </span>danego <span class="_ _23"> </span>przedsięwzięcia <span class="_ _23"> </span>są <span class="_ _21"> </span>ujm<span class="_ _0"></span>owane <span class="_ _23"> </span>jako <span class="_ _21"> </span>sk<span class="_ _0"></span>ładnik <span class="_ _23"> </span>wartości </div><div class="t m0 x1 hc y298 ff5 fs6 fc0 sc0 ls0 ws0">niematerialny<span class="_ _0"></span>ch, jeżeli można uznać, <span class="_ _0"></span>że spełnione zostały kryteria ok<span class="_ _0"></span>reślone w MSR 38 par 57.<span class="_ _20"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y299 ff5 fs6 fc0 sc0 ls0 ws0">Prace <span class="_ _f"> </span>rozwo<span class="_ _0"></span>jowe <span class="_ _f"> </span>obejmują <span class="_ _f"> </span>prac<span class="_ _0"></span>e <span class="_ _f"> </span>programistyczne, <span class="_ _f"> </span>realizowane <span class="_ _10"> </span>przez <span class="_ _f"> </span>zatrudnionych <span class="_ _f"> </span>przez <span class="_ _10"> </span>Spółkę </div><div class="t m0 x1 hb y29a ff5 fs6 fc0 sc0 ls0 ws0">programistów <span class="_ _0"></span>lub <span class="_ _0"></span>realizowane <span class="_ _0"></span>przez <span class="_ _0"></span>zewnętrzne <span class="_ _0"></span>podmioty <span class="_ _0"></span>świadczące <span class="_ _0"></span>na <span class="_ _0"></span>rzecz <span class="_ _0"></span>Spółki <span class="_ _0"></span>usługi. <span class="_ _0"></span>Koszt <span class="_ _0"></span>tych <span class="_ _0"></span>prac </div><div class="t m0 x1 hc y29b ff5 fs6 fc0 sc0 ls0 ws0">można wiarygo<span class="_ _0"></span>dnie ustalić.<span class="ff4"> </span></div><div class="t m0 x1 hb y251 ff5 fs6 fc0 sc0 ls0 ws0">Prace <span class="_ _11"></span>Spó<span class="_ _0"></span>łki <span class="_ _11"></span>nad<span class="_ _0"></span> <span class="_ _11"></span>platformami <span class="_ _11"></span>k<span class="_ _0"></span>omunikacji <span class="_ _14"></span>i <span class="_ _20"></span>ich<span class="_ _0"></span> <span class="_ _11"></span>nowymi <span class="_ _14"></span>funkcjonalnościami <span class="_ _14"></span>składają <span class="_ _11"></span>się <span class="_ _11"></span>z <span class="_ _14"></span>szeregu <span class="_ _11"></span>etap<span class="_ _0"></span>ów, </div><div class="t m0 x1 hb y252 ff5 fs6 fc0 sc0 ls0 ws0">które <span class="_ _11"></span>rozpocz<span class="_ _0"></span>ynają <span class="_ _11"></span>się <span class="_ _11"></span>fazą <span class="_ _11"></span>analiz <span class="_ _11"></span>k<span class="_ _0"></span>oncepcyjnych <span class="_ _11"></span>(bad<span class="_ _0"></span>ania) <span class="_ _20"></span>a <span class="_ _14"></span>następnie <span class="_ _11"></span>przechodzą <span class="_ _11"></span>d<span class="_ _0"></span>o <span class="_ _11"></span>fazy <span class="_ _11"></span>realizacji <span class="_ _11"></span>(pr<span class="_ _0"></span>ace </div><div class="t m0 x1 hc y253 ff4 fs6 fc0 sc0 ls0 ws0">rozwojowe)<span class="_ _0"></span>. <span class="_ _0"></span>Koszty <span class="_ _0"></span>fazy <span class="_ _0"></span>koncepcy<span class="_ _0"></span>jnej <span class="_ _0"></span>(badani<span class="_ _0"></span><span class="ff5">a) <span class="_ _0"></span>ujmo<span class="_ _0"></span>wane <span class="_ _0"></span>są <span class="_ _0"></span>w <span class="_ _0"></span>zyskac<span class="_ _0"></span>h <span class="_ _0"></span>i <span class="_ _0"></span>stratach <span class="_ _0"></span>w <span class="_ _20"></span>momencie <span class="_ _0"></span>pon<span class="_ _0"></span>iesienia. </span></div><div class="t m0 x1 hb y254 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _b"></span>fazie <span class="_ _1"></span>realizacji, <span class="_ _b"></span>po<span class="_ _0"></span> <span class="_ _b"></span>spełnien<span class="_ _0"></span>iu <span class="_ _b"></span>łącznie <span class="_ _1"></span>wszystkich <span class="_ _b"></span>kryteriów <span class="_ _1"></span>wymienionych <span class="_ _b"></span>powy<span class="_ _0"></span>żej, <span class="_ _b"></span>do <span class="_ _1"></span>projektu <span class="_ _b"></span>przydzielany </div><div class="t m0 x1 hc y118 ff5 fs6 fc0 sc0 ls0 ws0">jest ze<span class="_ _0"></span>spół <span class="_ _0"></span>pracowników <span class="_ _0"></span>i <span class="_ _0"></span>kooperantów, <span class="_ _0"></span>którego <span class="_ _0"></span>koszty <span class="_ _0"></span>odpowiednio <span class="_ _0"></span>wynagrodzeń <span class="_ _0"></span>i <span class="_ _0"></span>usług <span class="_ _11"></span><span class="ff4">obcych, <span class="_ _0"></span>ujmowane </span></div><div class="t m0 x1 hc y29c ff5 fs6 fc0 sc0 ls0 ws0">są jako składn<span class="_ _0"></span>ik wartości niematerialny<span class="_ _0"></span>ch –<span class="ff4"> pr<span class="_ _0"></span>ace rozwojowe. </span></div><div class="t m0 x1 hb y29d ff5 fs6 fc0 sc0 ls0 ws0">Określanie <span class="_ _c"> </span>kierunków <span class="_ _c"> </span>i <span class="_ _1e"> </span>o<span class="_ _0"></span>bszarów <span class="_ _1e"> </span>prac<span class="_ _0"></span> <span class="_ _1e"> </span>koncepcyjny<span class="_ _0"></span>ch <span class="_ _1e"> </span>jak <span class="_ _1e"> </span>i <span class="_ _c"> </span>decyzje <span class="_ _c"> </span>dotyczące <span class="_ _c"> </span>podjęcia <span class="_ _1e"> </span>rea<span class="_ _0"></span>lizacji <span class="_ _1e"> </span>prac </div><div class="t m0 x1 hb y29e ff5 fs6 fc0 sc0 ls0 ws0">rozwojowy<span class="_ _0"></span>ch, <span class="_ _20"></span>w <span class="_ _11"></span>tym <span class="_ _11"></span>ocenę <span class="_ _11"></span>spełnien<span class="_ _0"></span>ia <span class="_ _11"></span>kryteriów <span class="_ _11"></span>ujmowania <span class="_ _11"></span>ponoszo<span class="_ _0"></span>nych <span class="_ _20"></span>nak<span class="_ _0"></span>ładów <span class="_ _11"></span>jako <span class="_ _11"></span>składnika <span class="_ _11"></span>wartości </div><div class="t m0 x1 hc y29f ff5 fs6 fc0 sc0 ls0 ws0">niematerialny<span class="_ _0"></span>ch podejmowane są przez Z<span class="_ _0"></span>arząd Spółki.<span class="ff4"> </span></div><div class="t m0 x1 hb y2a0 ff5 fs6 fc0 sc0 ls0 ws0">Do <span class="_ _1e"> </span>czasu <span class="_ _1e"> </span>zakończenia <span class="_ _1e"> </span>prac <span class="_ _1e"> </span>rozwojowych, <span class="_ _1e"> </span>poniesione <span class="_ _1e"> </span>nakłady <span class="_ _1e"> </span>ujmowan<span class="_ _0"></span>e <span class="_ _1e"> </span>są  w <span class="_ _1e"> </span>sprawozdan<span class="_ _0"></span>iu <span class="_ _1e"> </span>z  sytuacji </div><div class="t m0 x1 hc y2a1 ff5 fs6 fc0 sc0 ls0 ws0">finansowej <span class="_ _0"></span>w <span class="_ _0"></span>pozycji <span class="_ _0"></span>warto<span class="_ _0"></span>ści niemater<span class="_ _0"></span>ialne <span class="_ _0"></span>–<span class="ff4"> <span class="_ _0"></span></span>prace <span class="_ _0"></span>rozwo<span class="_ _0"></span>jowe. Prace<span class="_ _0"></span> ro<span class="_ _0"></span>zwojowe <span class="_ _0"></span>w <span class="_ _0"></span>toku wy<span class="_ _0"></span>twarzania <span class="_ _0"></span>nie <span class="_ _0"></span>są </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">18</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">amortyzowan<span class="_ _0"></span>e, <span class="_ _0"></span>natom<span class="_ _0"></span>iast <span class="_ _0"></span>są <span class="_ _20"></span>poddawan<span class="_ _0"></span>e <span class="_ _0"></span>testom <span class="_ _20"></span>na <span class="_ _20"></span>utratę <span class="_ _20"></span>wartości <span class="_ _20"></span>przyn<span class="_ _0"></span>ajmniej <span class="_ _0"></span>r<span class="_ _0"></span>az <span class="_ _0"></span>w <span class="_ _20"></span>roku <span class="_ _20"></span>a <span class="_ _20"></span>także <span class="_ _20"></span>wówczas, </div><div class="t m0 x1 hb y213 ff5 fs6 fc0 sc0 ls0 ws0">gdy <span class="_ _20"></span>istnieją <span class="_ _20"></span>przesłanki <span class="_ _20"></span>wskazujące<span class="_ _0"></span> <span class="_ _0"></span>na <span class="_ _20"></span>utratę <span class="_ _20"></span>wartości <span class="_ _20"></span>ośrod<span class="_ _0"></span>ka <span class="_ _0"></span>wy<span class="_ _0"></span>pracowującego <span class="_ _20"></span>środk<span class="_ _0"></span>i <span class="_ _0"></span>pieniężne,<span class="_ _0"></span> <span class="_ _0"></span>do <span class="_ _20"></span>którego </div><div class="t m0 x1 hc y214 ff5 fs6 fc0 sc0 ls0 ws0">prace rozwojowe <span class="_ _0"></span>zostały przypisane.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y215 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>momencie ukończenia <span class="_ _1"></span>etapu <span class="_ _1"></span>prac r<span class="_ _1"></span>ozwojowych i <span class="_ _b"></span>r<span class="_ _0"></span>ozpoczęcia <span class="_ _1"></span>użytkowania jego <span class="_ _1"></span>efektów, <span class="_ _1"></span>poniesione <span class="_ _1"></span>nakłady </div><div class="t m0 x1 hc y216 ff5 fs6 fc0 sc0 ls0 ws0">alokowane <span class="_ _0"></span>są do odpowiedniej pozy<span class="_ _0"></span>cji wartości niematerialnych<span class="_ _0"></span> –<span class="ff4"> <span class="_ _0"></span></span>Oprogramowanie wewnętrznie <span class="_ _0"></span>wytworzone </div><div class="t m0 x1 hc y23e ff4 fs6 fc0 sc0 ls0 ws0">i  wyceniane  pr<span class="_ _0"></span>zy  zastosowaniu  modelu  kosztu  histor<span class="_ _0"></span><span class="ff5">yczneg<span class="_ _0"></span>o  wymagającego,  aby  składnik <span class="_ _1e"> </span>aktywów  był </span></div><div class="t m0 x1 hb y23f ff5 fs6 fc0 sc0 ls0 ws0">ujmowany <span class="_ _a"> </span>według <span class="_ _a"> </span>cen <span class="_ _23"> </span>nabycia/k<span class="_ _0"></span>osztów <span class="_ _a"> </span>wytworzenia <span class="_ _23"> </span>po<span class="_ _0"></span>mniejszonych <span class="_ _23"> </span>o<span class="_ _0"></span> <span class="_ _23"> </span>skumu<span class="_ _0"></span>lowaną <span class="_ _23"> </span>amo<span class="_ _0"></span>rtyzację <span class="_ _23"> </span>i </div><div class="t m0 x1 hb y240 ff5 fs6 fc0 sc0 ls0 ws0">skumulowan<span class="_ _0"></span>e <span class="_ _1e"> </span>od<span class="_ _0"></span>pisy <span class="_ _c"> </span>aktualizujące <span class="_ _c"> </span>z <span class="_ _c"> </span>tytułu <span class="_ _c"> </span>u<span class="_ _0"></span>traty <span class="_ _1e"> </span>war<span class="_ _0"></span>tości. <span class="_ _1e"> </span>Opro<span class="_ _0"></span>gramowanie <span class="_ _c"> </span>wytworzon<span class="_ _0"></span>e <span class="_ _c"> </span>w <span class="_ _c"> </span>rezultacie </div><div class="t m0 x1 hc y241 ff4 fs6 fc0 sc0 ls0 ws0">prowadzony<span class="_ _0"></span>ch <span class="_ _14"></span>przez <span class="_ _14"></span>S<span class="ff5">półk<span class="_ _0"></span>ę <span class="_ _14"></span>prac <span class="_ _14"></span>rozwojowych <span class="_ _14"> </span>am<span class="_ _0"></span>ortyzowane <span class="_ _14"></span>jest <span class="_ _14"> </span>przez <span class="_ _15"> </span>okres <span class="_ _14"></span>ekonomicznej <span class="_ _15"> </span>użyteczności, </span></div><div class="t m0 x1 hc y242 ff4 fs6 fc0 sc0 ls0 ws0">ustalony na 5 lat<span class="_ _0"></span>. </div><div class="t m0 x1 h27 y2a2 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2a3 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>9<span class="_ _1"></span>.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3 fc1">I<span class="_ _b"></span>n<span class="_ _1"></span>n<span class="_ _b"></span>e<span class="_ _1"></span> <span class="_ _1"></span>w<span class="_ _b"></span>ar<span class="_ _b"></span>t<span class="_ _1"></span>o<span class="_ _b"></span>śc<span class="_ _b"></span>i<span class="_ _1"></span> <span class="_ _1"></span>n<span class="_ _b"></span>i<span class="_ _1"></span>e<span class="_ _b"></span>ma<span class="_ _b"></span>t<span class="_ _1"></span>e<span class="_ _1"></span>r<span class="_ _b"></span>i<span class="_ _1"></span>a<span class="_ _1"></span>l<span class="_ _1"></span>n<span class="_ _b"></span>e<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y8d ff4 fs6 fc0 sc0 ls0 ws0">Do <span class="_ _11"></span>innych <span class="_ _14"></span><span class="ff5">wartości <span class="_ _20"></span>niem<span class="_ _0"></span>aterialnych <span class="_ _11"></span>zaliczane <span class="_ _14"></span>są: <span class="_ _20"></span>oprogramowanie <span class="_ _11"></span>o<span class="_ _0"></span>raz <span class="_ _20"></span>po<span class="_ _0"></span>zostałe <span class="_ _20"></span>war<span class="_ _0"></span>tości <span class="_ _11"></span>niematerialne <span class="_ _11"></span>(<span class="_ _0"></span>w </span></div><div class="t m0 x1 hb y4c ff5 fs6 fc0 sc0 ls0 ws0">tym: <span class="_ _13"> </span>koncesje <span class="_ _13"> </span>i <span class="_ _15"> </span>licencje). <span class="_ _13"> </span>Wartości <span class="_ _15"> </span>niemater<span class="_ _0"></span>ialne <span class="_ _13"> </span>wyceniane <span class="_ _15"> </span>są <span class="_ _13"> </span>w <span class="_ _15"> </span>cen<span class="_ _0"></span>ie <span class="_ _15"> </span>n<span class="_ _0"></span>abycia <span class="_ _13"> </span>lu<span class="_ _1"></span>b <span class="_ _15"> </span>ko<span class="_ _0"></span>szcie <span class="_ _15"> </span>wy<span class="_ _0"></span>tworzenia </div><div class="t m0 x1 hc y90 ff5 fs6 fc0 sc0 ls0 ws0">pomniejszon<span class="_ _0"></span>ym <span class="_ _1"></span>o <span class="_ _1"></span>skumulowaną amortyzację <span class="_ _1"></span>oraz o <span class="_ _b"></span>sk<span class="_ _0"></span>umulowane<span class="_ _0"></span><span class="ff4"> <span class="_ _1"></span><span class="ff5">odpisy aktualizujące <span class="_ _1"></span>z <span class="_ _1"></span>tytułu <span class="_ _1"></span>utraty <span class="_ _1"></span>wartości.<span class="_ _0"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 hc y4f ff5 fs6 fc0 sc0 ls0 ws0">Amortyzacja n<span class="_ _0"></span>aliczana jest metodą linio<span class="_ _0"></span>wą, według oszacowaneg<span class="_ _0"></span>o okresu użytkowania.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y93 ff5 fs6 fc0 sc0 ls0 ws0">Okresy amor<span class="_ _0"></span>tyzacji innych wartości niem<span class="_ _0"></span>aterialnych wynoszą<span class="_ _0"></span><span class="ff4">: </span></div><div class="t m0 x87 hc y2a4 ff10 fs6 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _19"> </span><span class="ff4">oprogramowanie  <span class="_ _17"> </span> <span class="_ _17"> </span> <span class="_ _17"> </span>5 lat, </span></span></div><div class="t m0 x87 hc y2a5 ff10 fs6 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _19"> </span><span class="ff5">pozostałe (w tym: licencje <span class="_ _0"></span>i koncesje)<span class="ff4"> <span class="_ _25"> </span>2 lata. </span></span></span></div><div class="t m0 x1 hc y2a6 ff4 fs6 fc0 sc0 ls0 ws0">Co <span class="_ _13"> </span>roku <span class="_ _15"> </span> <span class="_ _13"> </span>weryfikowana <span class="_ _13"> </span>jest <span class="_ _13"> </span><span class="ff5">poprawność <span class="_ _15"> </span>u<span class="_ _0"></span>stalonego <span class="_ _13"> </span>okresu <span class="_ _15"> </span>użytkowan<span class="_ _0"></span>ia <span class="_ _15"> </span>war<span class="_ _0"></span>tości <span class="_ _13"> </span>nie<span class="_ _1"></span>materialnych<span class="_ _0"></span>. <span class="_ _13"> </span>Każda </span></div><div class="t m0 x1 hb y2a7 ff5 fs6 fc0 sc0 ls0 ws0">zmiana okresu amortyzacji <span class="_ _1"></span>wymaga uzasadnienia <span class="_ _1"></span>i powoduje <span class="_ _1"></span>korektę prospektywną <span class="_ _1"></span>odpisów amortyzacyjnych. </div><div class="t m0 x1 hb y2a8 ff5 fs6 fc0 sc0 ls0 ws0">Co <span class="_ _0"></span>najmniej n<span class="_ _0"></span>a każd<span class="_ _0"></span>y dzień <span class="_ _0"></span>sprawozdawczy <span class="_ _0"></span>przeprowadza <span class="_ _0"></span>się <span class="_ _0"></span>ocenę <span class="_ _0"></span>wystąpienia <span class="_ _0"></span>prze<span class="_ _0"></span>słanek<span class="_ _0"></span> wskazu<span class="_ _0"></span>jących na </div><div class="t m0 x1 hb y2a9 ff5 fs6 fc0 sc0 ls0 ws0">możliwość <span class="_ _21"> </span>utr<span class="_ _0"></span>aty <span class="_ _21"> </span>wartości <span class="_ _21"> </span>skład<span class="_ _0"></span>ników <span class="_ _21"> </span>warto<span class="_ _0"></span>ści <span class="_ _12"> </span>n<span class="_ _0"></span>iematerialnych. <span class="_ _21"> </span>W <span class="_ _21"> </span>p<span class="_ _0"></span>rzypadku <span class="_ _21"> </span>stwierdzen<span class="_ _0"></span>ia, <span class="_ _21"> </span>istnienia </div><div class="t m0 x1 hc y2aa ff5 fs6 fc0 sc0 ls0 ws0">przesłanek p<span class="_ _0"></span>rzeprowadza się test na utratę <span class="_ _0"></span>wartości<span class="ff4">.<span class="_ _0"></span> </span></div><div class="t m0 x1 h27 y26a ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2ab ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>0<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">U<span class="_ _1"></span>t<span class="_ _b"></span>r<span class="_ _1"></span>a<span class="_ _1"></span>t<span class="_ _b"></span>a<span class="_ _1"></span> <span class="_ _1"></span>w<span class="_ _b"></span>a<span class="_ _1"></span>r<span class="_ _1"></span>t<span class="_ _b"></span>oś<span class="_ _b"></span>c<span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _b"></span>a<span class="_ _1"></span>k<span class="_ _1"></span>t<span class="_ _b"></span>yw<span class="_ _b"></span>ó<span class="_ _1"></span>w<span class="_ _b"></span> <span class="_ _1"></span>n<span class="_ _1"></span>i<span class="_ _b"></span>e<span class="_ _1"></span>f<span class="_ _1"></span>i<span class="_ _1"></span>n<span class="_ _b"></span>an<span class="_ _b"></span>s<span class="_ _b"></span>ow<span class="_ _b"></span>y<span class="_ _1"></span>c<span class="_ _1"></span>h<span class="_ _b"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y2ac ff5 fs6 fc0 sc0 ls0 ws0">Na każdy <span class="_ _1"></span>dzień sprawozdawczy Zarząd <span class="_ _1"></span>Spółki <span class="_ _1"></span>dokonuje oce<span class="_ _1"></span>ny czy <span class="_ _1"></span>istnieją jakiekolwiek <span class="_ _1"></span>przesłanki wskazujące </div><div class="t m0 x1 hb y2ad ff5 fs6 fc0 sc0 ls0 ws0">na to, <span class="_ _0"></span>że mogła n<span class="_ _0"></span>astąpić utrata <span class="_ _0"></span>wartości któr<span class="_ _0"></span>egoś ze sk<span class="_ _0"></span>ładników aktywów. <span class="_ _0"></span>Zarząd Spółk<span class="_ _0"></span>i analizuje akty<span class="_ _0"></span>wa pod </div><div class="t m0 x1 hb y2ae ff5 fs6 fc0 sc0 ls0 ws0">kątem <span class="_ _15"> </span>utraty <span class="_ _15"> </span>wartości, <span class="_ _15"> </span>ilekroć <span class="_ _15"> </span>wy<span class="_ _0"></span>stąpią <span class="_ _15"> </span>przesłanki <span class="_ _13"> </span>wskazujące <span class="_ _14"> </span>na <span class="_ _15"> </span>to, <span class="_ _15"> </span>iż <span class="_ _15"> </span>składnik <span class="_ _15"> </span>aktywów <span class="_ _15"> </span>móg<span class="_ _0"></span>ł <span class="_ _14"> </span>stracić <span class="_ _15"> </span>n<span class="_ _0"></span>a<span class="_ _1"></span> </div><div class="t m0 x1 hb y2af ff5 fs6 fc0 sc0 ls0 ws0">wartości <span class="_ _20"></span>o<span class="_ _0"></span>raz <span class="_ _20"></span>corocznie <span class="_ _11"></span>dla <span class="_ _20"></span>wartości <span class="_ _11"></span>firmy <span class="_ _11"></span>i <span class="_ _20"></span>wartości <span class="_ _11"></span>niematerialnych <span class="_ _11"></span>o <span class="_ _20"></span>nieok<span class="_ _0"></span>reślonym <span class="_ _20"></span>okresie <span class="_ _11"></span>użytkowania, </div><div class="t m0 x1 hc y2b0 ff5 fs6 fc0 sc0 ls0 ws0">lub k<span class="_ _0"></span>tóre nie <span class="_ _0"></span>są jeszcze <span class="_ _0"></span>dostępne do <span class="_ _0"></span>użytkowania. <span class="_ _0"></span>Spółka przeprowad<span class="_ _0"></span>za testy na <span class="_ _0"></span>dzień <span class="_ _0"></span>kończący r<span class="_ _20"></span><span class="ff4">ok ob<span class="_ _0"></span>rotowy </span></div><div class="t m0 x1 hb y2b1 ff5 fs6 fc0 sc0 ls0 ws0">tj. na <span class="_ _1"></span>31 <span class="_ _1"></span>grudnia. Stratę <span class="_ _1"></span>z <span class="_ _1"></span>tytułu utraty <span class="_ _1"></span>wartości ujm<span class="_ _1"></span>uje się <span class="_ _1"></span>w <span class="_ _1"></span>wysokości kwoty, o<span class="_ _1"></span> jaką <span class="_ _1"></span>wartość <span class="_ _1"></span>księgowa danego </div><div class="t m0 x1 hb y2b2 ff5 fs6 fc0 sc0 ls0 ws0">składnika <span class="_ _11"></span>ak<span class="_ _0"></span>tywów <span class="_ _11"></span>przewyższa <span class="_ _11"></span>jego<span class="_ _0"></span> <span class="_ _11"></span>wartość <span class="_ _11"></span>odzy<span class="_ _0"></span>skiwalną. <span class="_ _20"></span>War<span class="_ _0"></span>tość <span class="_ _11"></span>odzyskiwalną <span class="_ _14"></span>ustala <span class="_ _20"></span>się, <span class="_ _11"></span>jak<span class="_ _0"></span>o <span class="_ _11"></span>wyższą <span class="_ _11"></span>z </div><div class="t m0 x1 hc y2b3 ff5 fs6 fc0 sc0 ls0 ws0">dwóch <span class="_ _1"></span>kwot: <span class="_ _b"></span>wartości <span class="_ _1"></span>godziwej<span class="ff4"> <span class="_ _b"></span><span class="ff5">po<span class="_ _0"></span>mniejszonej <span class="_ _b"></span>o <span class="_ _1"></span>koszty <span class="_ _1"></span>z<span class="_ _1"></span>bycia <span class="_ _b"></span>lu<span class="_ _0"></span>b <span class="_ _b"></span>wartości <span class="_ _1"></span>użytkowej <span class="_ _b"></span>(<span class="_ _0"></span>tj. <span class="_ _b"></span>bieżącej <span class="_ _b"></span>szacu<span class="_ _0"></span>nkowej </span></span></div><div class="t m0 x1 hb y2b4 ff5 fs6 fc0 sc0 ls0 ws0">wartości, <span class="_ _21"> </span>ustalonej <span class="_ _21"> </span>na <span class="_ _21"> </span>podstawie <span class="_ _21"> </span>wiary<span class="_ _0"></span>godnych <span class="_ _21"> </span>założeń<span class="_ _0"></span>, <span class="_ _12"> </span>przyszłych<span class="_ _0"></span> <span class="_ _12"> </span>p<span class="_ _0"></span>rzepływów <span class="_ _21"> </span>pieniężnych, <span class="_ _21"> </span>których </div><div class="t m0 x1 hb y2b5 ff5 fs6 fc0 sc0 ls0 ws0">uzyskania oczekuje s<span class="_ _1"></span>ię z <span class="_ _1"></span>tytułu <span class="_ _1"></span>dalszego uż<span class="_ _1"></span>ytkowania składnika akt<span class="_ _1"></span>ywów lub <span class="_ _1"></span>ośro<span class="_ _0"></span>dka wy<span class="_ _1"></span>pracowujące<span class="_ _0"></span>go <span class="_ _1"></span>środki </div><div class="t m0 x1 hb y14e ff5 fs6 fc0 sc0 ls0 ws0">pieniężne).<span class="_ _0"></span> <span class="_ _14"> </span>Dla <span class="_ _15"> </span>potrzeb <span class="_ _15"> </span>analizy <span class="_ _14"> </span>p<span class="_ _0"></span>od <span class="_ _14"> </span>kątem<span class="_ _0"></span> <span class="_ _14"> </span>utraty <span class="_ _15"> </span>wartości, <span class="_ _14"> </span>ak<span class="_ _0"></span>tywa <span class="_ _15"> </span>grupuje <span class="_ _15"> </span>się <span class="_ _14"> </span>na <span class="_ _15"> </span>najniższym <span class="_ _14"> </span>p<span class="_ _0"></span>oziomie, <span class="_ _15"> </span>w </div><div class="t m0 x1 hb y2b6 ff5 fs6 fc0 sc0 ls0 ws0">odniesieniu, <span class="_ _23"> </span>d<span class="_ _0"></span>o <span class="_ _21"> </span>któ<span class="_ _0"></span>rego <span class="_ _23"> </span>występują <span class="_ _23"> </span>dające <span class="_ _23"> </span>się <span class="_ _23"> </span>zidentyfik<span class="_ _0"></span>ować <span class="_ _23"> </span>odrębnie <span class="_ _23"> </span>przepływy <span class="_ _23"> </span>pien<span class="_ _0"></span>iężne <span class="_ _23"> </span>(ośrodki </div><div class="t m0 x1 hb y151 ff5 fs6 fc0 sc0 ls0 ws0">wypracowu<span class="_ _0"></span>jące środki pieniężne). Wszystkie odpisy z tytułu utraty wartości są odnoszone w ciężar <span class="_ _1"></span>zysków lub </div><div class="t m0 x1 hb y2b7 ff5 fs6 fc0 sc0 ls0 ws0">strat <span class="_ _0"></span>i wy<span class="_ _0"></span>kazywane <span class="_ _0"></span>w <span class="_ _0"></span>Sprawozdaniu <span class="_ _0"></span>z zyskó<span class="_ _0"></span>w i <span class="_ _0"></span>strat <span class="_ _0"></span>oraz inny<span class="_ _0"></span>ch całko<span class="_ _0"></span>witych doch<span class="_ _0"></span>odów w <span class="_ _0"></span>pozycji <span class="_ _11"></span>„Odpisy <span class="_ _0"></span>z </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">19</span> </span></span></div><div class="t m0 x1 hc y211 ff5 fs6 fc0 sc0 ls0 ws0">tytułu  utraty<span class="_ _0"></span>  wartości  nief<span class="_ _0"></span>inansowych  aktywó<span class="_ _0"></span>w  trwałych”<span class="_ _0"></span><span class="ff4">.  Odp<span class="_ _0"></span>isy  </span>z  tytułu<span class="_ _0"></span>  utraty  wartości  mo<span class="_ _0"></span>gą  zostać </div><div class="t m0 x1 hb y213 ff5 fs6 fc0 sc0 ls0 ws0">odwrócone <span class="_ _1e"> </span>w <span class="_ _1e"> </span>następny<span class="_ _0"></span>ch <span class="_ _1e"> </span>okresach <span class="_ _1e"> </span>(z <span class="_ _1e"> </span>wyjątkiem <span class="_ _1e"> </span>odpisów <span class="_ _1e"> </span>doty<span class="_ _0"></span>czących <span class="_ _1e"> </span>wartości <span class="_ _1e"> </span>firmy)<span class="_ _0"></span>,  jeże<span class="_ _0"></span>li  n<span class="_ _0"></span>astąpiły </div><div class="t m0 x1 hc y214 ff5 fs6 fc0 sc0 ls0 ws0">zdarzenia u<span class="_ _0"></span>zasadniające brak lub zm<span class="_ _0"></span>ianę utraty wartości ak<span class="_ _0"></span>tywów<span class="ff4">.<span class="_ _0"></span> </span></div><div class="t m0 x1 h27 y2b8 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2b9 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>1<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff2 fc1">P<span class="_ _1"></span>r<span class="_ _b"></span>z<span class="_ _1"></span>y<span class="_ _1"></span>c<span class="_ _b"></span>h<span class="_ _1"></span>o<span class="_ _1"></span>d<span class="_ _b"></span>y<span class="_ _1"></span> <span class="_ _1"></span>i<span class="_ _b"></span> <span class="_ _1"></span>k<span class="_ _1"></span>o<span class="_ _1"></span>s<span class="_ _b"></span>z<span class="_ _1"></span>t<span class="_ _b"></span>y <span class="_ _b"></span>f<span class="_ _1"></span>i<span class="_ _1"></span>n<span class="_ _b"></span>a<span class="_ _1"></span>n<span class="_ _1"></span>s<span class="_ _b"></span>o<span class="_ _1"></span>w<span class="_ _1"></span>e<span class="_ _1"></span> </span></span></div><div class="t m0 x1 hc y40 ff4 fs6 fc0 sc0 ls0 ws0">W sprawozd<span class="_ _0"></span>aniu <span class="_ _0"></span><span class="ff5">z zyskó<span class="_ _0"></span>w i st<span class="_ _0"></span>rat w <span class="_ _0"></span>pozycji <span class="_ _0"></span>przychody<span class="_ _0"></span> i k<span class="_ _0"></span>oszty finan<span class="_ _0"></span>sowe Spó<span class="_ _0"></span>łka prez<span class="_ _0"></span>entuje różnice <span class="_ _0"></span>kursowe, </span></div><div class="t m0 x1 hb yf6 ff5 fs6 fc0 sc0 ls0 ws0">odsetki <span class="_ _13"> </span>od <span class="_ _14"> </span>k<span class="_ _0"></span>redytów <span class="_ _15"> </span>i <span class="_ _15"> </span>po<span class="_ _0"></span>życzek <span class="_ _15"> </span>otrzyman<span class="_ _0"></span>ych <span class="_ _15"> </span>oraz <span class="_ _15"> </span>udzielo<span class="_ _0"></span>nych, <span class="_ _15"> </span>odsetki <span class="_ _13"> </span>od <span class="_ _15"> </span>leasingu, <span class="_ _15"> </span>straty <span class="_ _13"> </span>z <span class="_ _15"> </span>tytułu <span class="_ _15"> </span>utraty </div><div class="t m0 x1 hb y43 ff5 fs6 fc0 sc0 ls0 ws0">wartości ak<span class="_ _0"></span>tywów f<span class="_ _0"></span>inansowych <span class="_ _0"></span>(innych <span class="_ _0"></span>niż należ<span class="_ _0"></span>ności) <span class="_ _0"></span>oraz zmian<span class="_ _0"></span>y warto<span class="_ _0"></span>ści godziwe<span class="_ _0"></span>j aktywów <span class="_ _0"></span>finansowy<span class="_ _0"></span>ch </div><div class="t m0 x1 hc y2ba ff5 fs6 fc0 sc0 ls0 ws0">wycenianych w <span class="_ _0"></span>wartości<span class="ff4"> god<span class="_ _0"></span>ziwej przez wynik finanso<span class="_ _0"></span>wy. </span></div><div class="t m0 x1 h27 y2bb ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2bc ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>2<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff2 fc1">I<span class="_ _b"></span>ns<span class="_ _b"></span>t<span class="_ _1"></span>r<span class="_ _1"></span>u<span class="_ _b"></span>m<span class="_ _1"></span>e<span class="_ _1"></span>n<span class="_ _b"></span>t<span class="_ _1"></span>y<span class="_ _1"></span> <span class="_ _b"></span>fi<span class="_ _b"></span>n<span class="_ _1"></span>a<span class="_ _1"></span>n<span class="_ _b"></span>s<span class="_ _1"></span>o<span class="_ _1"></span>w<span class="_ _b"></span>e </span></span></div><div class="t m0 x1 h3b y2bd ff2 fs6 fc0 sc0 ls0 ws0">Aktywa finansowe<span class="_ _0"></span> </div><div class="t m0 x1 hc y2be ff4 fs6 fc0 sc0 ls0 ws0">Aktywa <span class="_ _10"> </span>finansowe <span class="_ _10"> </span><span class="ff5">k<span class="_ _0"></span>lasyfikowane <span class="_ _10"> </span>są <span class="_ _10"> </span>do <span class="_ _10"> </span>trzech <span class="_ _10"> </span>kategorii: <span class="_ _10"> </span>aktywów <span class="_ _10"> </span>finansowy<span class="_ _0"></span>ch <span class="_ _f"> </span>wy<span class="_ _0"></span>cenianych <span class="_ _10"> </span>w </span></div><div class="t m0 x1 hb y2bf ff5 fs6 fc0 sc0 ls0 ws0">zamortyzo<span class="_ _0"></span>wanym <span class="_ _13"> </span>koszcie, <span class="_ _13"> </span>aktywów <span class="_ _13"> </span>finansowych <span class="_ _13"> </span>wycenianych <span class="_ _13"> </span>w <span class="_ _13"> </span>wartości <span class="_ _13"> </span>godziwej <span class="_ _13"> </span>przez <span class="_ _13"> </span>inne <span class="_ _13"> </span>całkowite </div><div class="t m0 x1 hb y2c0 ff5 fs6 fc0 sc0 ls0 ws0">dochody <span class="_ _11"></span>lu<span class="_ _0"></span>b <span class="_ _11"></span>aktywów <span class="_ _11"></span>finanso<span class="_ _0"></span>wych <span class="_ _11"></span>wycenianych<span class="_ _0"></span> <span class="_ _11"></span>w <span class="_ _11"></span>wartości <span class="_ _11"></span>god<span class="_ _0"></span>ziwej <span class="_ _11"></span>przez <span class="_ _11"></span>wyn<span class="_ _0"></span>ik <span class="_ _11"></span>finansowy.<span class="_ _0"></span> <span class="_ _20"></span>Klasy<span class="_ _0"></span>fikacja </div><div class="t m0 x1 hc y102 ff5 fs6 fc0 sc0 ls0 ws0">aktywów  finansowych <span class="_ _13"> </span>uza<span class="_ _0"></span>leżniona <span class="_ _13"> </span>jest  od <span class="_ _13"> </span>modelu <span class="_ _13"> </span>bizn<span class="_ _0"></span>esowego <span class="_ _13"> </span>zarządzania  aktywami <span class="_ _13"> </span>finan<span class="_ _0"></span>sowymi<span class="_ _20"></span><span class="ff4"> <span class="_ _13"> </span>oraz </span></div><div class="t m0 x1 hb y2c1 ff5 fs6 fc0 sc0 ls0 ws0">charaktery<span class="_ _0"></span>styki <span class="_ _0"></span>um<span class="_ _0"></span>ownych <span class="_ _20"></span>przepływów <span class="_ _20"></span>p<span class="_ _0"></span>ieniężnych <span class="_ _20"></span>składnika <span class="_ _20"></span>akty<span class="_ _0"></span>wów <span class="_ _0"></span>fin<span class="_ _0"></span>ansowych. <span class="_ _20"></span>Klasyfikacja <span class="_ _20"></span>ak<span class="_ _0"></span>tywów </div><div class="t m0 x1 hb y2c2 ff5 fs6 fc0 sc0 ls0 ws0">finansowych <span class="_ _0"></span>dokonywana <span class="_ _0"></span>jest w momencie <span class="_ _0"></span>początkowego ujęcia <span class="_ _0"></span>i może <span class="_ _0"></span>być zmieniona <span class="_ _0"></span>jedynie <span class="_ _0"></span>wówczas, gdy </div><div class="t m0 x1 hc y2c3 ff5 fs6 fc0 sc0 ls0 ws0">zmienił się bizneso<span class="_ _0"></span>wy model zarządza<span class="_ _0"></span>nia aktywami <span class="_ _0"></span><span class="ff4">finansowymi.<span class="_ _0"></span> </span></div><div class="t m0 x1 hb y2c4 ff5 fs6 fc0 sc0 ls0 ws0">Do <span class="_ _1e"> </span>aktywó<span class="_ _0"></span>w <span class="_ _1e"> </span>finansowych <span class="_ _1e"> </span>wycen<span class="_ _0"></span>ianych <span class="_ _1e"> </span>w <span class="_ _1e"> </span>za<span class="_ _0"></span>mortyzowanym <span class="_ _1e"> </span>koszcie <span class="_ _1e"> </span>zalicza<span class="_ _0"></span>ne <span class="_ _1e"> </span>są <span class="_ _1e"> </span>poży<span class="_ _0"></span>czki <span class="_ _1e"> </span>udzielone <span class="_ _c"> </span>i </div><div class="t m0 x1 hb y2c5 ff5 fs6 fc0 sc0 ls0 ws0">należności. <span class="_ _13"> </span>Pożyczki <span class="_ _15"> </span>i <span class="_ _13"> </span>należności <span class="_ _15"> </span>zalicza <span class="_ _15"> </span>się <span class="_ _13"> </span>do <span class="_ _15"> </span>aktywów <span class="_ _15"> </span>o<span class="_ _0"></span>brotowych, <span class="_ _13"> </span>o <span class="_ _15"> </span>ile <span class="_ _15"> </span>termin<span class="_ _0"></span> <span class="_ _15"> </span>ich <span class="_ _15"> </span>wym<span class="_ _0"></span>agalności <span class="_ _15"> </span>nie </div><div class="t m0 x1 hb y2c6 ff5 fs6 fc0 sc0 ls0 ws0">przekracza <span class="_ _23"> </span>1<span class="_ _0"></span>2 <span class="_ _23"> </span>miesięcy <span class="_ _23"> </span>od <span class="_ _23"> </span>dn<span class="_ _0"></span>ia <span class="_ _23"> </span>sprawozdawczego. <span class="_ _a"> </span>Pożyczki <span class="_ _23"> </span>i <span class="_ _a"> </span>należno<span class="_ _0"></span>ści <span class="_ _21"> </span>o<span class="_ _0"></span> <span class="_ _23"> </span>terminie <span class="_ _23"> </span>wy<span class="_ _0"></span>magalności </div><div class="t m0 x1 hc y2c7 ff5 fs6 fc0 sc0 ls0 ws0">przekraczającym<span class="_ _0"></span> 12 miesięcy od dnia sprawozd<span class="_ _0"></span>awczego zalicza się do aktywó<span class="_ _0"></span>w trwałych<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc yd8 ff5 fs6 fc0 sc0 ls0 ws0">Do <span class="_ _15"> </span>aktywów <span class="_ _15"> </span>finan<span class="_ _0"></span>sowych <span class="_ _15"> </span>wycenianych <span class="_ _15"> </span>w <span class="_ _15"> </span>wartości <span class="_ _15"> </span>godziwej <span class="_ _15"> </span>prze<span class="_ _0"></span>z <span class="_ _15"> </span>wynik <span class="_ _15"> </span>finansowy <span class="_ _15"> </span>zalicza <span class="_ _15"> </span>się <span class="_ _13"> </span><span class="ff4">np. <span class="_ _15"> </span>opcje </span></div><div class="t m0 x1 hc y281 ff5 fs6 fc0 sc0 ls0 ws0">zakupu udziałó<span class="_ _0"></span>w lub akcji w innych <span class="_ _0"></span>jednostkach<span class="ff4">. </span></div><div class="t m0 x1 h27 y2c8 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y299 ff3 fs6 fc0 sc0 ls0 ws0">Utrata wa<span class="_ _0"></span>rtości<span class="ff2"> </span></div><div class="t m0 x1 hc y29a ff4 fs6 fc0 sc0 ls0 ws0">Aktywa <span class="_ _13"> </span><span class="ff5">finansowe <span class="_ _13"> </span>wycen<span class="_ _0"></span>iane <span class="_ _13"> </span>w <span class="_ _15"> </span>zam<span class="_ _0"></span>ortyzowanym <span class="_ _13"> </span>koszcie <span class="_ _13"> </span>oraz <span class="_ _13"> </span>aktywa <span class="_ _13"> </span>finansowe <span class="_ _13"> </span>wyceniane <span class="_ _13"> </span>w <span class="_ _13"> </span>wartości </span></div><div class="t m0 x1 hb y29b ff5 fs6 fc0 sc0 ls0 ws0">godziwej przez <span class="_ _1"></span>inne <span class="_ _1"></span>całkowite <span class="_ _1"></span>dochody <span class="_ _1"></span>podlegają <span class="_ _1"></span>odpisom<span class="_ _0"></span> <span class="_ _1"></span>aktualizującym na <span class="_ _b"></span>oczek<span class="_ _0"></span>iwane <span class="_ _1"></span>straty <span class="_ _1"></span>kredytowe. Na<span class="_ _1"></span> </div><div class="t m0 x1 hc y251 ff5 fs6 fc0 sc0 ls0 ws0">każdy dzień<span class="_ _0"></span> sprawozdawc<span class="_ _0"></span>zy Zarząd Sp<span class="_ _0"></span>ółki ustala odp<span class="_ _0"></span>isy w kwocie<span class="_ _20"></span><span class="ff4"> </span>równej o<span class="_ _0"></span>czekiwanym stratom <span class="_ _0"></span>kredytowym </div><div class="t m0 x1 hb y252 ff5 fs6 fc0 sc0 ls0 ws0">w <span class="_ _0"></span>całym <span class="_ _0"></span>o<span class="_ _0"></span>kresie <span class="_ _0"></span>życia <span class="_ _20"></span>należności. <span class="_ _0"></span>Na <span class="_ _0"></span>k<span class="_ _0"></span>ażdy <span class="_ _0"></span>dzień<span class="_ _0"></span> <span class="_ _0"></span>sprawozdawczy <span class="_ _0"></span>Spó<span class="_ _0"></span>łka <span class="_ _0"></span>ujmuje <span class="_ _0"></span>zmiany <span class="_ _20"></span>oczekiwany<span class="_ _0"></span>ch <span class="_ _0"></span>strat </div><div class="t m0 x1 hb y253 ff5 fs6 fc0 sc0 ls0 ws0">kredytowych jako<span class="_ _0"></span> zysk <span class="_ _1"></span>lub stratę z tytułu utraty wartości i wykazuje w pozycji „Od<span class="_ _0"></span>pisy z tytułu utraty wartości </div><div class="t m0 x1 hc y254 ff4 fs6 fc0 sc0 ls1 ws0">na<span class="ff5 ls0">leżności” <span class="_ _20"></span>w <span class="_ _20"></span>przyp<span class="_ _0"></span>adku <span class="_ _0"></span>n<span class="_ _0"></span>ależności <span class="_ _0"></span>h<span class="_ _0"></span>andlowych <span class="_ _20"></span>i <span class="_ _20"></span>innych <span class="_ _20"></span>należności <span class="_ _11"></span>lub <span class="_ _20"></span>w <span class="_ _20"></span>pozycji <span class="_ _14"></span>przychodów <span class="_ _0"></span>lub <span class="_ _20"></span>k<span class="_ _0"></span>osztów </span></div><div class="t m0 x1 hc y118 ff4 fs6 fc0 sc0 ls0 ws0">finansowych<span class="_ _0"></span> <span class="ff5">w przypadku pozostałych<span class="_ _0"></span> aktywów finansowy<span class="_ _0"></span>ch</span>. </div><div class="t m0 x1 h27 y2c9 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y28b ff3 fs6 fc0 sc0 ls0 ws0">Zobowiązania finansowe<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x1 hb y28c ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _11"></span>klasyfikuje <span class="_ _11"></span>wszystkie <span class="_ _11"></span>występujące <span class="_ _11"></span>na <span class="_ _11"></span>dzień <span class="_ _20"></span>spr<span class="_ _0"></span>awozdawczy <span class="_ _11"></span>zobowiązania <span class="_ _11"></span>finansowe <span class="_ _11"></span>jako <span class="_ _11"></span>wyceniane </div><div class="t m0 x1 hb y28d ff5 fs6 fc0 sc0 ls0 ws0">po  pocz<span class="_ _0"></span>ątkowym  ujęciu <span class="_ _1e"> </span>w  zamortyzowany<span class="_ _0"></span>m  koszcie, <span class="_ _1e"> </span>za  wyjątkiem <span class="_ _1e"> </span>instrumentów  p<span class="_ _0"></span>ochodnych,  któ<span class="_ _0"></span>re  są </div><div class="t m0 x1 hc y28e ff5 fs6 fc0 sc0 ls0 ws0">wyceniane <span class="_ _13"> </span>w <span class="_ _13"> </span>wartości <span class="_ _15"> </span>godziwej. <span class="_ _13"> </span>Do <span class="_ _15"> </span>kateg<span class="_ _0"></span>orii <span class="_ _13"> </span>z<span class="_ _1"></span>obowiązań <span class="_ _13"> </span>fina<span class="_ _0"></span><span class="ff4">nsowych <span class="_ _13"> </span>wycenianych <span class="_ _15"> </span>w <span class="_ _13"> </span>zamortyzo<span class="_ _0"></span>wanym </span></div><div class="t m0 x1 hb y28f ff5 fs6 fc0 sc0 ls0 ws0">koszcie <span class="_ _1e"> </span>zaliczan<span class="_ _0"></span>e <span class="_ _1e"> </span>są <span class="_ _1e"> </span>kredyty, <span class="_ _1e"> </span>pożyczki <span class="_ _1e"> </span>i <span class="_ _1e"> </span>inne <span class="_ _1e"> </span>instrum<span class="_ _0"></span>enty <span class="_ _1e"> </span>dłużne, <span class="_ _1e"> </span>zobowiązan<span class="_ _0"></span>ia <span class="_ _1e"> </span>z <span class="_ _1e"> </span>tytułu <span class="_ _1e"> </span>leasingu <span class="_ _1e"> </span>oraz </div><div class="t m0 x1 hc y290 ff5 fs6 fc0 sc0 ls0 ws0">zobowiązan<span class="_ _0"></span>ia handlowe<span class="ff4">. </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">20</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">Kredyty, <span class="_ _c"> </span>p<span class="_ _0"></span>ożyczki <span class="_ _c"> </span>i <span class="_ _c"> </span>inne <span class="_ _c"> </span>instrum<span class="_ _0"></span>enty <span class="_ _c"> </span>dłużne <span class="_ _c"> </span>u<span class="_ _0"></span>jmuje <span class="_ _c"> </span>się <span class="_ _c"> </span>pocz<span class="_ _0"></span>ątkowo <span class="_ _c"> </span>według <span class="_ _c"> </span>warto<span class="_ _0"></span>ści <span class="_ _1e"> </span>g<span class="_ _0"></span>odziwej, <span class="_ _c"> </span>która </div><div class="t m0 x1 hb y213 ff5 fs6 fc0 sc0 ls0 ws0">pomniejszana jest o bezpośrednie pon<span class="_ _0"></span>iesione koszty transakcyjne. Po początkowym ujęciu są one wyceniane w </div><div class="t m0 x1 hc y214 ff5 fs6 fc0 sc0 ls0 ws0">wysokości <span class="_ _21"> </span>zam<span class="_ _0"></span>ortyzowanego <span class="_ _21"> </span>ko<span class="_ _0"></span>sztu <span class="_ _21"> </span>przy <span class="_ _23"> </span>zastosowaniu <span class="_ _21"> </span>e<span class="_ _0"></span><span class="ff4">fektywn<span class="_ _0"></span>ej <span class="_ _21"> </span>stopy <span class="_ _21"> </span>procen<span class="_ _0"></span>towej. <span class="_ _21"> </span>Przy <span class="_ _21"> </span>ustalaniu </span></div><div class="t m0 x1 hb y215 ff5 fs6 fc0 sc0 ls0 ws0">zamortyzo<span class="_ _0"></span>wanego <span class="_ _20"></span>ko<span class="_ _0"></span>sztu <span class="_ _20"></span>uwzględn<span class="_ _0"></span>ia <span class="_ _20"></span>się <span class="_ _11"></span>koszty <span class="_ _11"></span>związane <span class="_ _11"></span>z <span class="_ _11"></span>uzysk<span class="_ _0"></span>aniem <span class="_ _20"></span>k<span class="_ _0"></span>redytu <span class="_ _20"></span>lub<span class="_ _0"></span> <span class="_ _20"></span>pożyczk<span class="_ _0"></span>i <span class="_ _20"></span>oraz <span class="_ _11"></span>dyskonta </div><div class="t m0 x1 hc y216 ff5 fs6 fc0 sc0 ls0 ws0">lub premie uzy<span class="_ _0"></span>skane w związku ze zobo<span class="_ _0"></span>wiązaniem<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y217 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2ca ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>3<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">P<span class="_ _1"></span>o<span class="_ _b"></span>z<span class="_ _1"></span>o<span class="_ _1"></span>s<span class="_ _b"></span>t<span class="_ _1"></span>a<span class="_ _1"></span>ł<span class="_ _b"></span>e<span class="_ _1"></span> <span class="_ _1"></span>a<span class="_ _b"></span>kt<span class="_ _b"></span>y<span class="_ _1"></span>w<span class="_ _1"></span>a<span class="_ _b"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y43 ff5 fs6 fc0 sc0 ls0 ws0">Pozostałe <span class="_ _13"> </span>aktywa <span class="_ _13"> </span>obejmują <span class="_ _15"> </span>kontro<span class="_ _0"></span>lowane <span class="_ _15"> </span>p<span class="_ _0"></span>rzez <span class="_ _15"> </span>Spółk<span class="_ _0"></span>ę <span class="_ _15"> </span>zasoby <span class="_ _13"> </span>powstałe <span class="_ _15"> </span>w <span class="_ _13"> </span>wyniku <span class="_ _13"> </span>przeszłych <span class="_ _15"> </span>zdar<span class="_ _0"></span>zeń, <span class="_ _15"> </span>w </div><div class="t m0 x1 hb y2ba ff5 fs6 fc0 sc0 ls0 ws0">odniesieniu d<span class="_ _0"></span>o których o<span class="_ _0"></span>czekuje się w <span class="_ _0"></span>przyszłości prze<span class="_ _0"></span>pływu korzyści <span class="_ _0"></span>ekonomicznych <span class="_ _0"></span>i które nie zo<span class="_ _0"></span>stały ujęte </div><div class="t m0 x1 hc y46 ff4 fs6 fc0 sc0 ls9 ws0">w <span class="_ _11"></span><span class="ff5 ls0">inny<span class="_ _0"></span>ch <span class="_ _11"></span>po<span class="_ _0"></span>zycjach <span class="_ _11"></span>aktywó<span class="_ _0"></span>w. <span class="_ _11"></span>Do <span class="_ _11"></span>p<span class="_ _0"></span>ozostałych <span class="_ _14"></span>aktywów <span class="_ _11"></span>Spółka <span class="_ _14"></span>zalicza <span class="_ _11"></span>m.in.<span class="_ _0"></span>: <span class="_ _11"></span>przedpłaty <span class="_ _14"></span>na <span class="_ _11"></span>usługi, <span class="_ _14"></span>których </span></div><div class="t m0 x1 hb y8a ff5 fs6 fc0 sc0 ls0 ws0">dostarczenie <span class="_ _12"> </span>nastąpi <span class="_ _c"> </span>w <span class="_ _c"> </span>ko<span class="_ _0"></span>lejnych <span class="_ _c"> </span>okresach <span class="_ _12"> </span>sprawozdawczych, <span class="_ _c"> </span>kaucje, <span class="_ _12"> </span>a <span class="_ _c"> </span>także <span class="_ _c"> </span>środki <span class="_ _c"> </span>(<span class="_ _0"></span>zablokowane <span class="_ _27"> </span>na </div><div class="t m0 x1 hc y49 ff5 fs6 fc0 sc0 ls0 ws0">rachunkach b<span class="_ _0"></span>ankowych) stanowiące zabezp<span class="_ _0"></span>ieczenie płatno<span class="_ _0"></span>ści<span class="ff4"> </span>ceny<span class="_ _0"></span> w transakcjach połączenia jed<span class="_ _0"></span>nostek<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y2cb ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2cc ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>4<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">Ś<span class="_ _b"></span>ro<span class="_ _b"></span>d<span class="_ _1"></span>k<span class="_ _b"></span>i<span class="_ _1"></span> <span class="_ _1"></span>p<span class="_ _b"></span>ie<span class="_ _b"></span>ni<span class="_ _b"></span>ę<span class="_ _1"></span>ż<span class="_ _b"></span>n<span class="_ _1"></span>e<span class="_ _1"></span> <span class="_ _1"></span>i<span class="_ _b"></span> <span class="_ _1"></span>i<span class="_ _b"></span>ch<span class="_ _b"></span> <span class="_ _1"></span>e<span class="_ _b"></span>kw<span class="_ _b"></span>i<span class="_ _1"></span>w<span class="_ _b"></span>al<span class="_ _b"></span>en<span class="_ _b"></span>t<span class="_ _1"></span>y<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y2c0 ff5 fs6 fc0 sc0 ls0 ws0">Środki <span class="_ _15"> </span>pieniężn<span class="_ _0"></span>e <span class="_ _14"> </span>i <span class="_ _15"> </span>ich <span class="_ _15"> </span>ekwiwalenty<span class="_ _0"></span> <span class="_ _15"> </span>obejmują <span class="_ _15"> </span>środki <span class="_ _15"> </span>pieniężne <span class="_ _15"> </span>w <span class="_ _15"> </span>kasie, <span class="_ _15"> </span>na <span class="_ _15"> </span>rachunku <span class="_ _15"> </span>bankowym, <span class="_ _15"> </span>depozy<span class="_ _0"></span>ty </div><div class="t m0 x1 hb y102 ff5 fs6 fc0 sc0 ls0 ws0">bankowe <span class="_ _0"></span>płatn<span class="_ _0"></span>e <span class="_ _0"></span>na <span class="_ _0"></span>żądanie, <span class="_ _0"></span>inne k<span class="_ _0"></span>rótkoterminowe <span class="_ _0"></span>inwestycje <span class="_ _0"></span>o <span class="_ _0"></span>pier<span class="_ _0"></span>wotnym <span class="_ _0"></span>terminie <span class="_ _0"></span>wymagaln<span class="_ _0"></span>ości <span class="_ _0"></span>do <span class="_ _0"></span>trzech </div><div class="t m0 x1 hb y2c1 ff5 fs6 fc0 sc0 ls0 ws0">miesięcy oraz <span class="_ _1"></span>o <span class="_ _1"></span>dużej <span class="_ _1"></span>płynności. <span class="_ _1"></span>Środki pieniężne <span class="_ _1"></span>wyceniane <span class="_ _1"></span>są <span class="_ _1"></span>na <span class="_ _1"></span>ko<span class="_ _0"></span>niec <span class="_ _1"></span>okresu s<span class="_ _1"></span>prawozdawczeg<span class="_ _0"></span>o <span class="_ _1"></span>w <span class="_ _1"></span>wartości </div><div class="t m0 x1 hc y2c2 ff4 fs6 fc0 sc0 ls0 ws0">nominalnej.<span class="_ _0"></span>  </div><div class="t m0 x1 hc y2c3 ff5 fs6 fc0 sc0 ls0 ws0">Jako <span class="_ _15"> </span>środk<span class="_ _0"></span>i <span class="_ _14"> </span>pieniężn<span class="_ _0"></span>e <span class="_ _15"> </span>i <span class="_ _15"> </span>ich <span class="_ _15"> </span>ekwiwalenty <span class="_ _15"> </span>ujmowan<span class="_ _0"></span>e <span class="_ _15"> </span>są <span class="_ _15"> </span>także<span class="ff4"> <span class="_ _13"> </span></span>środki <span class="_ _14"> </span>p<span class="_ _0"></span>ieniężne <span class="_ _15"> </span>zgromadzone <span class="_ _15"> </span>na <span class="_ _15"> </span>rach<span class="_ _0"></span>unkach </div><div class="t m0 x1 hc y2c4 ff5 fs6 fc0 sc0 ls0 ws0">platform <span class="_ _11"></span>p<span class="_ _0"></span>łatniczych<span class="ff4"> <span class="_ _11"></span></span>(tj. <span class="_ _11"></span>nierozliczon<span class="_ _0"></span>e <span class="_ _11"></span>płatności <span class="_ _11"></span>dokon<span class="_ _0"></span>ane <span class="_ _20"></span>przez <span class="_ _14"></span>klientów <span class="_ _14"></span>Spółki<span class="ff4"> <span class="_ _20"></span><span class="lsc">za</span> <span class="_ _11"></span></span>p<span class="_ _0"></span>ośrednictwem <span class="_ _11"></span>kanałó<span class="_ _0"></span>w </div><div class="t m0 x1 hc y2c5 ff5 fs6 fc0 sc0 ls0 ws0">płatności elektro<span class="_ _0"></span>nicznej) oraz środki<span class="_ _0"></span><span class="ff4"> </span>pieniężne zd<span class="_ _0"></span>eponowane w instytucjach fin<span class="_ _0"></span>ansowych<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y108 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2cd ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>5<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">A<span class="_ _1"></span>k<span class="_ _b"></span>t<span class="_ _1"></span>y<span class="_ _1"></span>w<span class="_ _b"></span>a <span class="_ _b"></span>t<span class="_ _1"></span>r<span class="_ _b"></span>w<span class="_ _1"></span>a<span class="_ _1"></span>ł<span class="_ _b"></span>e <span class="_ _b"></span>l<span class="_ _1"></span>u<span class="_ _b"></span>b<span class="_ _1"></span> <span class="_ _1"></span>g<span class="_ _1"></span>r<span class="_ _b"></span>up<span class="_ _b"></span>y<span class="_ _1"></span> <span class="_ _b"></span>d<span class="_ _1"></span>o<span class="_ _1"></span> <span class="_ _1"></span>z<span class="_ _b"></span>b<span class="_ _1"></span>y<span class="_ _1"></span>c<span class="_ _b"></span>i<span class="_ _1"></span>a<span class="_ _1"></span> <span class="_ _b"></span>p<span class="_ _1"></span>r<span class="_ _1"></span>z<span class="_ _b"></span>e<span class="_ _1"></span>z<span class="_ _1"></span>n<span class="_ _b"></span>ac<span class="_ _b"></span>z<span class="_ _1"></span>o<span class="_ _1"></span>n<span class="_ _b"></span>e<span class="_ _1"></span> <span class="_ _1"></span>d<span class="_ _b"></span>o <span class="_ _b"></span>s<span class="_ _1"></span>p<span class="_ _b"></span>r<span class="_ _1"></span>z<span class="_ _1"></span>e<span class="_ _1"></span>d<span class="_ _b"></span>a<span class="_ _1"></span>ż<span class="_ _b"></span>y<span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y1f ff5 fs6 fc0 sc0 ls0 ws0">Aktywa <span class="_ _13"> </span>trwałe <span class="_ _13"> </span>przeznaczone <span class="_ _15"> </span>do<span class="_ _0"></span> <span class="_ _15"> </span>sprze<span class="_ _0"></span>daży <span class="_ _15"> </span>lu<span class="_ _0"></span>b <span class="_ _15"> </span>akty<span class="_ _0"></span>wa <span class="_ _15"> </span>i <span class="_ _13"> </span>zobowiązania <span class="_ _13"> </span>stanowiące <span class="_ _13"> </span>gru<span class="_ _1"></span>py <span class="_ _13"> </span>przeznaczone <span class="_ _13"> </span>do </div><div class="t m0 x1 hb y2ce ff5 fs6 fc0 sc0 ls0 ws0">zbycia, <span class="_ _1"></span>co <span class="_ _b"></span>do <span class="_ _b"></span>których <span class="_ _1"></span>zakładane <span class="_ _b"></span>jest, <span class="_ _1"></span>że <span class="_ _b"></span>wypracują <span class="_ _1"></span>one <span class="_ _b"></span>korzyści <span class="_ _b"></span>d<span class="_ _0"></span>la <span class="_ _b"></span>jednostek <span class="_ _1"></span>w <span class="_ _b"></span>wyniku <span class="_ _1"></span>sprzedaży, <span class="_ _b"></span>a <span class="_ _1"></span>nie <span class="_ _b"></span>poprzez </div><div class="t m0 x1 hb y2cf ff5 fs6 fc0 sc0 ls0 ws0">ich <span class="_ _21"> </span>d<span class="_ _0"></span>alsze <span class="_ _21"> </span>wyk<span class="_ _0"></span>orzystywanie, <span class="_ _23"> </span>są <span class="_ _21"> </span>klasyfik<span class="_ _0"></span>owane <span class="_ _23"> </span>jako <span class="_ _21"> </span>przeznacz<span class="_ _0"></span>o<span class="_ _0"></span>ne <span class="_ _21"> </span>do <span class="_ _23"> </span>sprzedaży. <span class="_ _21"> </span>Bezp<span class="_ _0"></span>ośrednio <span class="_ _23"> </span>przed </div><div class="t m0 x1 hb y2d0 ff5 fs6 fc0 sc0 ls0 ws0">przeklasyfiko<span class="_ _0"></span>waniem <span class="_ _14"></span>do <span class="_ _14"></span>grupy <span class="_ _14"></span>przeznaczonych <span class="_ _14"></span>do <span class="_ _14"></span>sprzedaży, <span class="_ _14"></span>wycena <span class="_ _14"> </span>aktywów <span class="_ _14"> </span>(lub <span class="_ _14"></span>wszystkich <span class="_ _14"> </span>aktywó<span class="_ _0"></span>w <span class="_ _14"></span>i </div><div class="t m0 x1 hb y2d1 ff5 fs6 fc0 sc0 ls0 ws0">zobowiązań<span class="_ _0"></span> <span class="_ _f"> </span>stanowiących <span class="_ _f"> </span>grupy <span class="_ _f"> </span>przeznaczone <span class="_ _f"> </span>do <span class="_ _f"> </span>zbycia) <span class="_ _f"> </span>jest <span class="_ _f"> </span>aktualizowana <span class="_ _f"> </span>zgodnie <span class="_ _f"> </span>z <span class="_ _f"> </span>zasadami </div><div class="t m0 x1 hb y2d2 ff5 fs6 fc0 sc0 ls0 ws0">rachunkowo<span class="_ _0"></span>ści <span class="_ _20"></span>Spółki. <span class="_ _20"></span>Następnie <span class="_ _11"></span>na <span class="_ _0"></span>d<span class="_ _0"></span>zień <span class="_ _20"></span>początkowej <span class="_ _20"></span>klasyfikacji <span class="_ _11"></span>jako <span class="_ _20"></span>przeznaczone <span class="_ _20"></span>do<span class="_ _0"></span> <span class="_ _20"></span>sprzedaży, <span class="_ _20"></span>aktywa </div><div class="t m0 x1 hb y2d3 ff5 fs6 fc0 sc0 ls0 ws0">trwałe <span class="_ _20"></span>lub <span class="_ _20"></span>g<span class="_ _0"></span>rupa <span class="_ _20"></span>przeznaczona <span class="_ _20"></span>d<span class="_ _0"></span>o <span class="_ _20"></span>zbycia <span class="_ _20"></span>są <span class="_ _11"></span>ujmowane <span class="_ _11"></span>według <span class="_ _20"></span>niższej <span class="_ _20"></span>z <span class="_ _11"></span>dwóch <span class="_ _20"></span>war<span class="_ _0"></span>tości: <span class="_ _0"></span>warto<span class="_ _0"></span>ści <span class="_ _0"></span>k<span class="_ _0"></span>sięgowej </div><div class="t m0 x1 hc y2d4 ff5 fs6 fc0 sc0 ls0 ws0">lub wartości g<span class="_ _0"></span>odziwej pomniejszonej o k<span class="_ _0"></span>oszty doprowadzenia do<span class="_ _20"></span><span class="ff4"> </span>sprzedaży<span class="ff4">. </span></div><div class="t m0 x1 h27 y2d5 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2d6 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>6<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">K<span class="_ _1"></span>a<span class="_ _b"></span>p<span class="_ _1"></span>i<span class="_ _b"></span>ta<span class="_ _b"></span>ł<span class="_ _1"></span>y<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h3b y2d7 ff2 fs6 fc1 sc0 ls0 ws0">3.<span class="_ _1"></span>16.<span class="_ _1"></span>1.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3">Kap<span class="_ _1"></span>it<span class="_ _1"></span>ał<span class="_ _1"></span> p<span class="_ _1"></span>ods<span class="_ _1"></span>ta<span class="_ _1"></span>wo<span class="_ _1"></span>wy<span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y2d8 ff5 fs6 fc0 sc0 ls0 ws0">Kapitałem pod<span class="_ _0"></span>stawowym jest kapitał zakład<span class="_ _0"></span>owy Spółki wykazywany <span class="_ _0"></span>w wysokości określonej<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y2d9 ff5 fs6 fc0 sc0 ls0 ws0">i wpisanej w Krajo<span class="_ _0"></span>wym Rejestrze Sądo<span class="_ _0"></span>wym<span class="_ _0"></span><span class="ff4 ls8">. <span class="ls0"> </span></span></div><div class="t m0 x1 h27 y2da ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h27 y2db ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h27 y2dc ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2dd ff2 fs6 fc1 sc0 ls0 ws0">3.<span class="_ _1"></span>16.<span class="_ _1"></span>2.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3">Kap<span class="_ _1"></span>it<span class="_ _1"></span>ał<span class="_ _1"></span> z<span class="_ _1"></span>ap<span class="_ _1"></span>asow<span class="_ _1"></span>y<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y2de ff5 fs6 fc0 sc0 ls0 ws0">Kapitał <span class="_ _14"> </span>zapaso<span class="_ _0"></span>wy <span class="_ _14"></span>tworzony<span class="_ _0"></span><span class="ff4"> <span class="_ _14"></span></span>jest <span class="_ _14"></span>z <span class="_ _14"> </span>nadwy<span class="_ _0"></span>żek <span class="_ _14"> </span>ceny <span class="_ _14"> </span>em<span class="_ _0"></span>isyjnej <span class="_ _14"></span>nad <span class="_ _14"> </span>warto<span class="_ _0"></span>ścią <span class="_ _14"></span>nominalną <span class="_ _14"> </span>akcji, <span class="_ _13"> </span><span class="ff4">z <span class="_ _14"></span>ustawowych </span></div><div class="t m0 x1 hb y2df ff5 fs6 fc0 sc0 ls0 ws0">odpisów z zy<span class="_ _0"></span>sku, z nadwyżek z pod<span class="_ _0"></span>ziału zysku ponad wymagany<span class="_ _0"></span> ustawowo odpis oraz<span class="_ _0"></span> z dopłat akcjonariuszy. </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">21</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">Zgodnie z wymog<span class="_ _0"></span>ami Kodeksu Spółek Handlowych, <span class="_ _0"></span>spółki akcyjne są zobowiązane tworzyć k<span class="_ _0"></span>apitał zapasowy </div><div class="t m0 x1 hb y213 ff5 fs6 fc0 sc0 ls0 ws0">na p<span class="_ _0"></span>okrycie strat <span class="_ _0"></span>w wysok<span class="_ _0"></span>ości co n<span class="_ _0"></span>ajmniej 8<span class="_ _0"></span>% zysku za<span class="_ _0"></span> dany <span class="_ _0"></span>rok obrotowy<span class="_ _0"></span>, dopóki <span class="_ _0"></span>kapitał ten <span class="_ _0"></span>nie osiąg<span class="_ _0"></span>nie co </div><div class="t m0 x1 hb y214 ff5 fs6 fc0 sc0 ls0 ws0">najmniej <span class="_ _13"> </span>jednej <span class="_ _13"> </span>trzeciej <span class="_ _15"> </span>kapitału <span class="_ _13"> </span>podstawowego <span class="_ _13"> </span>jednostki. <span class="_ _13"> </span>Kapitał <span class="_ _15"> </span>za<span class="_ _0"></span>pasowy <span class="_ _13"> </span>w <span class="_ _15"> </span>wysokości <span class="_ _13"> </span>odpowiadając<span class="_ _0"></span>ej </div><div class="t m0 x1 hb y215 ff5 fs6 fc0 sc0 ls0 ws0">jednej <span class="_ _15"> </span>trzeciej <span class="_ _15"> </span>kapitału <span class="_ _15"> </span>podstawowego <span class="_ _15"> </span>możn<span class="_ _0"></span>a <span class="_ _14"></span>użyć <span class="_ _15"> </span>jedynie <span class="_ _14"> </span>na <span class="_ _15"> </span>pok<span class="_ _0"></span>rycie <span class="_ _14"> </span>straty <span class="_ _15"> </span>wykazanej <span class="_ _15"> </span>w <span class="_ _15"> </span>jednostkowy<span class="_ _0"></span>m </div><div class="t m0 x1 hc y216 ff5 fs6 fc0 sc0 ls0 ws0">sprawozdan<span class="_ _0"></span>iu finansowymi i nie <span class="_ _1"></span>podlega on podziałowi na inne cele. O użyciu kapitału zapasowego rozs<span class="_ _0"></span><span class="ff4">trzyga </span></div><div class="t m0 x1 hc y23e ff4 fs6 fc0 sc0 ls0 ws0">Walne Zgromad<span class="_ _0"></span>zenie. </div><div class="t m0 x1 h27 y2e0 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y17f ff2 fs6 fc1 sc0 ls0 ws0">3.<span class="_ _1"></span>16.<span class="_ _1"></span>3.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3">Kap<span class="_ _1"></span>it<span class="_ _1"></span>ał<span class="_ _1"></span> r<span class="_ _1"></span>ez<span class="_ _1"></span>erw<span class="_ _1"></span>ow<span class="_ _1"></span>y<span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y21a ff5 fs6 fc0 sc0 ls0 ws0">Kapitał <span class="_ _20"></span>r<span class="_ _0"></span>ezerwowy<span class="ff4 ls12">  </span>tworzony <span class="_ _11"></span>jest <span class="_ _20"></span>zgo<span class="_ _0"></span>dnie <span class="_ _20"></span>ze <span class="_ _20"></span>statutem<span class="_ _0"></span> <span class="_ _20"></span>na <span class="_ _20"></span>pod<span class="_ _0"></span>stawie <span class="_ _20"></span>uchwał <span class="_ _11"></span>Walneg<span class="_ _0"></span>o <span class="_ _20"></span>Zgromadzen<span class="_ _0"></span>ia. <span class="_ _20"></span>Spółka </div><div class="t m0 x1 hc y21b ff5 fs6 fc0 sc0 ls0 ws0">tworzy kap<span class="_ _0"></span>itały rezerwowe w szczególno<span class="_ _0"></span>ści na sfinansowan<span class="_ _0"></span>ie nabycia akcji własny<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y21c ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y1c1 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>7<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">A<span class="_ _1"></span>k<span class="_ _b"></span>c<span class="_ _1"></span>j<span class="_ _1"></span>e<span class="_ _b"></span> <span class="_ _1"></span>w<span class="_ _1"></span>ł<span class="_ _b"></span>as<span class="_ _b"></span>n<span class="_ _1"></span>e<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y1e8 ff4 fs6 fc0 sc0 ls0 ws0">Nabyte <span class="_ _1"></span>akcje <span class="_ _1"></span><span class="ff5">własne <span class="_ _b"></span>ujmu<span class="_ _0"></span>je <span class="_ _1"></span>si<span class="_ _1"></span>ę <span class="_ _1"></span>w <span class="_ _b"></span>cenie za<span class="_ _1"></span>kupu, <span class="_ _1"></span>powiększonej <span class="_ _1"></span>o <span class="_ _b"></span>koszty transakcji, <span class="_ _1"></span>które <span class="_ _b"></span>mogą <span class="_ _1"></span>być <span class="_ _1"></span>bezpośrednio<span class="ff4"> </span></span></div><div class="t m0 x1 hc y1e9 ff5 fs6 fc0 sc0 ls0 ws0">przypisane do<span class="_ _0"></span> nabycia. Zakup i umor<span class="_ _0"></span>zenie akcji własnych jest prezento<span class="_ _0"></span>wany jako zmiana w kapitale własn<span class="_ _0"></span>ym.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y1ea ff5 fs6 fc0 sc0 ls0 ws0">Zakupione ak<span class="_ _0"></span>cje własne są ujmowane w <span class="_ _0"></span>pozycji „akcje własne” i prezen<span class="_ _0"></span>towane jako pomniejszenie k<span class="_ _0"></span>apitałów<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y1eb ff5 fs6 fc0 sc0 ls0 ws0">własnych. <span class="_ _1e"> </span>W <span class="_ _1e"> </span>m<span class="_ _0"></span>omencie <span class="_ _1e"> </span>umorze<span class="_ _0"></span>nia <span class="_ _1e"> </span>akcji, <span class="_ _1e"> </span>wy<span class="_ _0"></span>kazywana <span class="_ _1e"> </span>w <span class="_ _1e"> </span>kap<span class="_ _0"></span>itałach <span class="_ _1e"> </span>własnych<span class="_ _0"></span> <span class="_ _1e"> </span>pozycja <span class="_ _1e"> </span>akcji <span class="_ _1e"> </span>własn<span class="_ _0"></span>ych, </div><div class="t m0 x1 hb y246 ff5 fs6 fc0 sc0 ls0 ws0">rozliczana jest<span class="_ _1"></span> <span class="_ _1"></span>z <span class="_ _b"></span>kap<span class="_ _0"></span>itałem <span class="_ _1"></span>podstawowym, <span class="_ _1"></span>poprzez <span class="_ _1"></span>jego <span class="_ _1"></span>pomniejszenie <span class="_ _1"></span>w <span class="_ _b"></span>części <span class="_ _1"></span>dotyczącej wartości <span class="_ _1"></span>nominalnej </div><div class="t m0 x1 hb y247 ff5 fs6 fc0 sc0 ls0 ws0">umorzonych <span class="_ _13"> </span>akcji <span class="_ _15"> </span>oraz <span class="_ _15"> </span>z <span class="_ _15"> </span>p<span class="_ _0"></span>ozostałymi <span class="_ _15"> </span>kapitałam<span class="_ _0"></span>i <span class="_ _15"> </span>lub <span class="_ _15"> </span>zy<span class="_ _0"></span>skami <span class="_ _13"> </span>zatrzymanymi <span class="_ _15"> </span>(zgodnie <span class="_ _15"> </span>z <span class="_ _13"> </span>uchwałą <span class="_ _15"> </span>Walneg<span class="_ _0"></span>o </div><div class="t m0 x1 hb y248 ff5 fs6 fc0 sc0 ls0 ws0">Zgromadzenia)<span class="_ _0"></span>, <span class="_ _1e"> </span>w  p<span class="_ _0"></span>ozostałej <span class="_ _1e"> </span>części <span class="_ _1e"> </span>stanowiąc<span class="_ _0"></span>ej <span class="_ _1e"> </span>różnice <span class="_ _1e"> </span>pomiędzy <span class="_ _1e"> </span>cen<span class="_ _0"></span>ą <span class="_ _1e"> </span>zakupu <span class="_ _1e"> </span>(powiększoną <span class="_ _1e"> </span>o <span class="_ _1e"> </span>koszty </div><div class="t m0 x1 hc y249 ff5 fs6 fc0 sc0 ls0 ws0">transakcyjne)<span class="_ _0"></span> a wartością nominalną ak<span class="_ _0"></span>cji<span class="ff4">. </span></div><div class="t m0 x1 h27 y1cb ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2e1 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>8<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff2 fc1">P<span class="_ _1"></span>o<span class="_ _b"></span>d<span class="_ _1"></span>a<span class="_ _1"></span>t<span class="_ _b"></span>e<span class="_ _1"></span>k<span class="_ _1"></span> <span class="_ _b"></span>d<span class="_ _1"></span>o<span class="_ _1"></span>c<span class="_ _1"></span>h<span class="_ _b"></span>o<span class="_ _1"></span>d<span class="_ _b"></span>ow<span class="_ _b"></span>y<span class="_ _1"></span> <span class="_ _1"></span>(<span class="_ _b"></span>w<span class="_ _1"></span> <span class="_ _1"></span>t<span class="_ _b"></span>y<span class="_ _1"></span>m<span class="_ _1"></span> <span class="_ _b"></span>od<span class="_ _b"></span>r<span class="_ _1"></span>o<span class="_ _1"></span>c<span class="_ _b"></span>z<span class="_ _1"></span>o<span class="_ _1"></span>n<span class="_ _b"></span>y<span class="_ _1"></span> <span class="_ _1"></span>p<span class="_ _b"></span>od<span class="_ _b"></span>a<span class="_ _1"></span>t<span class="_ _b"></span>e<span class="_ _1"></span>k<span class="_ _1"></span> <span class="_ _1"></span>d<span class="_ _b"></span>o<span class="_ _1"></span>c<span class="_ _1"></span>h<span class="_ _b"></span>od<span class="_ _b"></span>o<span class="_ _1"></span>w<span class="_ _b"></span>y<span class="_ _1"></span>)<span class="_ _1"></span> </span></span></div><div class="t m0 x1 hc y2e2 ff4 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _11"></span>po<span class="_ _0"></span>datek <span class="_ _14"></span><span class="ff5">dochodowy <span class="_ _11"></span>prezentowan<span class="_ _0"></span>y <span class="_ _11"></span>w <span class="_ _14"></span>sprawozdaniu <span class="_ _11"></span>z <span class="_ _14"></span>zysków <span class="_ _14"></span>i <span class="_ _20"></span>strat <span class="_ _14"></span>oraz <span class="_ _11"></span>inn<span class="_ _0"></span>ych <span class="_ _11"></span>ca<span class="_ _0"></span>łkowitych <span class="_ _11"></span>do<span class="_ _0"></span>chodów </span></div><div class="t m0 x1 hb y296 ff5 fs6 fc0 sc0 ls0 ws0">składają <span class="_ _1e"> </span>się:  podatek<span class="_ _0"></span>  bieżący <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>podatek  odro<span class="_ _0"></span>czony.  Bieżące  ob<span class="_ _0"></span>ciążenie  p<span class="_ _0"></span>odatkowe  oblicza<span class="_ _0"></span>ne  jest <span class="_ _1e"> </span>na </div><div class="t m0 x1 hc y297 ff4 fs6 fc0 sc0 ls0 ws0">podstawie  wyniku <span class="_ _13"> </span>podatkoweg<span class="_ _0"></span>o <span class="_ _13"> </span>(podstawy<span class="_ _0"></span> <span class="_ _13"> </span>opodatk<span class="_ _0"></span>owania) <span class="_ _13"> </span>danego<span class="_ _0"></span> <span class="_ _13"> </span>okresu<span class="_ _0"></span>  <span class="ff5">sprawozdawczego.  Obciążenia </span></div><div class="t m0 x1 hc y298 ff5 fs6 fc0 sc0 ls0 ws0">podatkowe wy<span class="_ _0"></span>liczane są w oparciu o<span class="_ _0"></span> stawki podatkowe obowiązujące<span class="_ _0"></span> w danym okr<span class="_ _0"></span>esie sprawozdawczym<span class="_ _20"></span><span class="ff4">. </span></div><div class="t m0 x1 hb y299 ff5 fs6 fc0 sc0 ls0 ws0">Podatek <span class="_ _14"> </span>odroczo<span class="_ _0"></span>ny <span class="_ _14"></span>jest <span class="_ _11"></span>wy<span class="_ _0"></span>liczany <span class="_ _14"></span>metodą <span class="_ _14"></span>bilansową, <span class="_ _14"> </span>jako <span class="_ _14"> </span>pod<span class="_ _0"></span>atek <span class="_ _14"></span>podlegający <span class="_ _14"></span>zapłaceniu <span class="_ _14"></span>lub <span class="_ _14"></span>zwrotowi <span class="_ _14"></span>w </div><div class="t m0 x1 hb y29a ff5 fs6 fc0 sc0 ls0 ws0">przyszłości <span class="_ _21"> </span>n<span class="_ _0"></span>a <span class="_ _21"> </span>różnicach <span class="_ _21"> </span>przejściowych <span class="_ _23"> </span>pomiędzy <span class="_ _21"> </span>wartościami <span class="_ _23"> </span>księgowymi <span class="_ _21"> </span>ak<span class="_ _0"></span>tywów <span class="_ _12"> </span>i <span class="_ _21"> </span>zo<span class="_ _0"></span>bowiązań <span class="_ _21"> </span>a </div><div class="t m0 x1 hb y29b ff5 fs6 fc0 sc0 ls0 ws0">wartościami podatko<span class="_ _0"></span>wymi wykorzystywanymi do wyliczen<span class="_ _0"></span>ia <span class="_ _1"></span>podst<span class="_ _0"></span>awy opodatk<span class="_ _0"></span>owania. Spółka tworzy aktywa </div><div class="t m0 x1 hc y251 ff5 fs6 fc0 sc0 ls0 ws0">od strat podatko<span class="_ _0"></span>wych jeśli wysoce prawd<span class="_ _0"></span>opodobne jest, że aktywo <span class="_ _0"></span>zrealizuje się w przyszłości<span class="_ _20"></span><span class="ff4">. </span></div><div class="t m0 x1 hb y252 ff5 fs6 fc0 sc0 ls0 ws0">W przypadku wystąpienia, Spółka uwzględnia, czy jest prawdopodobne, że organ podatkowy zaakceptuje dany </div><div class="t m0 x1 hb y253 ff5 fs6 fc0 sc0 ls0 ws0">przypadek niepewnego traktowania <span class="_ _1"></span>podatkowego. Jeżeli <span class="_ _1"></span>stwierdzi, że <span class="_ _1"></span>jest prawdopodobne, <span class="_ _1"></span>iż organ <span class="_ _1"></span>podatkowy </div><div class="t m0 x1 hc y254 ff4 fs6 fc0 sc0 ls0 ws0">zaakceptuje <span class="_ _14"></span>dany <span class="_ _14"></span>przypadek <span class="_ _20"></span>n<span class="_ _0"></span>iepewnego <span class="_ _14"></span>traktowa<span class="ff5">n<span class="_ _0"></span>ia <span class="_ _11"></span>pod<span class="_ _0"></span>atkowego, <span class="_ _11"></span>wó<span class="_ _0"></span>wczas <span class="_ _14"></span>ustala <span class="_ _11"></span>się <span class="_ _11"></span>d<span class="_ _0"></span>ochód <span class="_ _11"></span>p<span class="_ _0"></span>odlegający </span></div><div class="t m0 x1 hb y118 ff5 fs6 fc0 sc0 ls0 ws0">opodatkowan<span class="_ _0"></span>iu <span class="_ _1"></span>(stratę <span class="_ _b"></span>podatkową)<span class="_ _0"></span>, <span class="_ _b"></span>p<span class="_ _0"></span>odstawę <span class="_ _b"></span>o<span class="_ _0"></span>podatkowania, <span class="_ _1"></span>nierozliczone straty <span class="_ _b"></span>podatkowe, <span class="_ _1"></span>niewykorzystane </div><div class="t m0 x1 hc y29c ff5 fs6 fc0 sc0 ls0 ws0">ulgi <span class="_ _20"></span>podatko<span class="_ _0"></span>we <span class="_ _0"></span>i <span class="_ _20"></span>stawki <span class="_ _11"></span>podatkowe <span class="_ _20"></span>w <span class="_ _20"></span>sposób <span class="_ _11"></span>zgodny <span class="_ _20"></span>z <span class="_ _20"></span>traktowaniem <span class="_ _20"></span>p<span class="_ _0"></span>odatkowym, <span class="_ _0"></span>k<span class="_ _0"></span>tóre <span class="_ _0"></span>sto<span class="_ _0"></span>suje <span class="_ _20"></span>lub <span class="_ _14"></span><span class="ff4">planuje </span></div><div class="t m0 x1 hb y29d ff5 fs6 fc0 sc0 ls0 ws0">stosować <span class="_ _12"> </span>w <span class="_ _21"> </span>deklaracjach <span class="_ _12"> </span>dotycz<span class="_ _0"></span>ących <span class="_ _12"> </span>podatku<span class="_ _0"></span> <span class="_ _27"> </span>do<span class="_ _0"></span>chodowego. <span class="_ _12"> </span>Jeżeli <span class="_ _21"> </span>jednak <span class="_ _12"> </span>stwierdzi <span class="_ _12"> </span>się, <span class="_ _21"> </span>że <span class="_ _12"> </span>nie <span class="_ _21"> </span>jest </div><div class="t m0 x1 hb y29e ff5 fs6 fc0 sc0 ls0 ws0">prawdopodobn<span class="_ _0"></span>e, <span class="_ _14"></span>by <span class="_ _11"></span>organ <span class="_ _14"></span>podatkowy <span class="_ _14"></span>zaakceptował <span class="_ _14"></span>dany <span class="_ _14"></span>przypadek <span class="_ _14"></span>niepewnego <span class="_ _14"></span>traktowania <span class="_ _14"></span>podatkowego, </div><div class="t m0 x1 hb y29f ff5 fs6 fc0 sc0 ls0 ws0">wówczas <span class="_ _f"> </span>odzwie<span class="_ _0"></span>rciedla <span class="_ _f"> </span>się <span class="_ _10"> </span>wpływ <span class="_ _f"> </span>niepewn<span class="_ _0"></span>ości <span class="_ _f"> </span>przy <span class="_ _f"> </span>ust<span class="_ _0"></span>alaniu<span class="_ _0"></span> <span class="_ _f"> </span>odnośneg<span class="_ _0"></span>o <span class="_ _f"> </span>dochodu <span class="_ _10"> </span>podlegającego </div><div class="t m0 x1 hc y2a0 ff4 fs6 fc0 sc0 ls0 ws0">opodatkowan<span class="_ _0"></span>iu <span class="_ _1d"> </span>(straty <span class="_ _1d"> </span>podatkowej), <span class="_ _1d"> </span>pod<span class="_ _0"></span>stawy <span class="_ _1d"> </span>opodatkowania, <span class="_ _1d"> </span>niero<span class="_ _0"></span>zliczonych <span class="_ _1d"> </span>strat <span class="_ _1d"> </span>podatkowy<span class="_ _0"></span>ch, </div><div class="t m0 x1 hb y2a1 ff5 fs6 fc0 sc0 ls0 ws0">niewykorzystany<span class="_ _0"></span>ch <span class="_ _13"> </span>ulg <span class="_ _13"> </span>podatkowych <span class="_ _13"> </span>i <span class="_ _13"> </span>stawek <span class="_ _13"> </span>podatkowych. <span class="_ _13"> </span>Spółka <span class="_ _13"> </span>odzwierciedla <span class="_ _13"> </span>wpływ <span class="_ _13"> </span>niepewności <span class="_ _13"> </span>w </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">22</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">odniesieniu <span class="_ _24"> </span>do <span class="_ _24"> </span>k<span class="_ _0"></span>ażdego <span class="_ _a"> </span>przyp<span class="_ _0"></span>adku <span class="_ _a"> </span>n<span class="_ _0"></span>iepewnego <span class="_ _24"> </span>traktowania <span class="_ _24"> </span>pod<span class="_ _0"></span>atkowego, <span class="_ _a"> </span>stosu<span class="_ _0"></span>jąc <span class="_ _a"> </span>jed<span class="_ _0"></span>ną <span class="_ _24"> </span>z <span class="_ _a"> </span>po<span class="_ _0"></span>niżej </div><div class="t m0 x1 hc y213 ff5 fs6 fc0 sc0 ls0 ws0">przedstawiony<span class="_ _0"></span>ch <span class="_ _1"></span>metod, <span class="_ _1"></span>w <span class="_ _1"></span>zależności <span class="_ _1"></span>od tego, <span class="_ _1"></span>która <span class="_ _1"></span>metoda <span class="_ _1"></span>według <span class="_ _1"></span>oczekiwań<span class="_ _0"></span> <span class="_ _1"></span>Spółki <span class="_ _1"></span>stanowi <span class="_ _1"></span>lepsze <span class="_ _1"></span>założenie<span class="_ _20"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y214 ff5 fs6 fc0 sc0 ls0 ws0">dotyczące rozwiąza<span class="_ _0"></span>nia kwestii niepewn<span class="_ _0"></span>ości:<span class="ff4"> </span></div><div class="t m0 x87 hc y215 ff4 fs6 fc0 sc0 lsc ws0">a)<span class="ff1 ls0"> <span class="_ _1c"> </span><span class="ff4">najbardziej prawdopodobna kwota <span class="ff5">–</span> <span class="_ _1"></span>jedna <span class="_ _1"></span><span class="ff5">najbardziej prawdopodobna kwota <span class="_ _1"></span>w <span class="_ _1"></span>przedziale możliwych </span></span></span></div><div class="t m0 x88 hb y216 ff5 fs6 fc0 sc0 ls0 ws0">wyników. <span class="_ _0"></span>Najbardziej <span class="_ _0"></span>pr<span class="_ _0"></span>awdopodobna <span class="_ _0"></span>kwota <span class="_ _0"></span>może <span class="_ _0"></span>stanowić <span class="_ _0"></span>lepsze <span class="_ _0"></span>założenie <span class="_ _0"></span>do<span class="_ _0"></span>tyczące rozwiązan<span class="_ _0"></span>ia </div><div class="t m0 x88 hb y23e ff5 fs6 fc0 sc0 ls0 ws0">kwestii niepewno<span class="_ _0"></span>ści, jeśli możliwe wyniki sprowadza<span class="_ _0"></span>ją się do wyboru jednej z dwóch możliwości lub </div><div class="t m0 x88 hc y23f ff5 fs6 fc0 sc0 ls0 ws0">są skoncentr<span class="_ _0"></span>owane na jednej wartości<span class="_ _0"></span><span class="ff4">; </span></div><div class="t m0 x87 hc y240 ff4 fs6 fc0 sc0 ls1 ws0">b)<span class="ff1 ls0"> <span class="_ _1d"> </span><span class="ff5">wartość <span class="_ _b"></span>o<span class="_ _0"></span>czekiwana <span class="_ _1"></span><span class="ff4">- <span class="_ _b"></span><span class="ff5">suma <span class="_ _1"></span>ważonych <span class="_ _b"></span>prawd<span class="_ _0"></span>opodobieństwem <span class="_ _b"></span>k<span class="_ _0"></span>wot <span class="_ _b"></span>w <span class="_ _1"></span>przedziale <span class="_ _b"></span>możliwy<span class="_ _0"></span>ch <span class="_ _b"></span>wy<span class="_ _0"></span>ników. </span></span></span></span></div><div class="t m0 x88 hb y241 ff5 fs6 fc0 sc0 ls0 ws0">Wartość <span class="_ _1"></span>oczekiwana może <span class="_ _1"></span>stanowić lepsze <span class="_ _b"></span>za<span class="_ _0"></span>łożenie d<span class="_ _1"></span>otyczące <span class="_ _1"></span>rozwiązania kwestii <span class="_ _1"></span>niepewności, <span class="_ _1"></span>jeśli </div><div class="t m0 x88 hc y242 ff5 fs6 fc0 sc0 ls0 ws0">istnieje <span class="_ _c"> </span>przed<span class="_ _0"></span>ział <span class="_ _c"> </span>możliwy<span class="_ _0"></span>ch <span class="_ _c"> </span>wyników, <span class="_ _27"> </span>które <span class="_ _c"> </span>nie <span class="_ _27"> </span>sprowadzają <span class="_ _c"> </span>się <span class="_ _27"> </span>do <span class="_ _c"> </span>wybo<span class="_ _0"></span>ru <span class="_ _c"> </span>jednej <span class="_ _c"> </span>z <span class="_ _c"> </span>dwó<span class="_ _20"></span><span class="ff4">ch </span></div><div class="t m0 x88 hc y21d ff5 fs6 fc0 sc0 ls0 ws0">możliwości ani n<span class="_ _0"></span>ie są skoncentrowan<span class="_ _0"></span>e na jednej wartości<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y21e ff5 fs6 fc0 sc0 ls0 ws0">Jeżeli <span class="ff4">dan<span class="_ _0"></span>y </span>przyp<span class="_ _0"></span>adek niepewnego <span class="_ _0"></span>traktowania podatko<span class="_ _0"></span>wego wpływa <span class="_ _0"></span>na podatek <span class="_ _0"></span>bieżący i po<span class="_ _0"></span>datek odroczony </div><div class="t m0 x1 hb y2e3 ff5 fs6 fc0 sc0 ls0 ws0">(na przykład, jeżeli wpływa zarówno na dochód podlegający <span class="_ _1"></span>opodatkowan<span class="_ _0"></span>iu zastosowany do ustalenia podatku </div><div class="t m0 x1 hb y2e4 ff5 fs6 fc0 sc0 ls0 ws0">bieżącego, jak i <span class="_ _1"></span>na podstawy <span class="_ _1"></span>opodatkowan<span class="_ _0"></span>ia zastosowane <span class="_ _1"></span>do ustalenia podatku odroczonego), wówczas Spółka </div><div class="t m0 x1 hc y2e5 ff5 fs6 fc0 sc0 ls0 ws0">dokonuje spó<span class="_ _0"></span>jnych ocen i oszacowań d<span class="_ _0"></span>otyczących zarówno podatku b<span class="_ _0"></span>ieżącego, jak i podatku odrocz<span class="_ _0"></span>onego<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hb y2e6 ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _20"></span>kompen<span class="_ _0"></span>suje <span class="_ _0"></span>dla <span class="_ _20"></span>celów <span class="_ _0"></span>prez<span class="_ _0"></span>entacyjnych <span class="_ _0"></span>ak<span class="_ _0"></span>tywa <span class="_ _0"></span>i <span class="_ _20"></span>rezerwę <span class="_ _0"></span>z <span class="_ _20"></span>tytu<span class="_ _0"></span>łu <span class="_ _0"></span>odroczonego <span class="_ _20"></span>podatku <span class="_ _20"></span>dochodowego </div><div class="t m0 x1 hc y2e7 ff5 fs6 fc0 sc0 ls0 ws0">dotyczące tej <span class="_ _0"></span>samej jednostki zależnej n<span class="_ _0"></span>ależącej do Spółki zgodn<span class="_ _0"></span>ie z MSR 12<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y2e8 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2e9 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>1<span class="_ _1"></span>9<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">Ś<span class="_ _b"></span>wi<span class="_ _b"></span>a<span class="_ _1"></span>d<span class="_ _b"></span>cz<span class="_ _b"></span>e<span class="_ _1"></span>n<span class="_ _1"></span>i<span class="_ _b"></span>a<span class="_ _1"></span> <span class="_ _1"></span>p<span class="_ _b"></span>ra<span class="_ _b"></span>c<span class="_ _1"></span>o<span class="_ _b"></span>wn<span class="_ _b"></span>i<span class="_ _1"></span>c<span class="_ _1"></span>z<span class="_ _b"></span>e<span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y55 ff5 fs6 fc0 sc0 ls0 ws0">Do <span class="_ _15"> </span>świadczeń <span class="_ _15"> </span>praco<span class="_ _0"></span>wniczych <span class="_ _15"> </span>Spółka <span class="_ _15"> </span>zalicza <span class="_ _15"> </span>między <span class="_ _15"> </span>innymi: <span class="_ _15"> </span>wynag<span class="_ _0"></span>rodzenia <span class="_ _15"> </span>miesięczne, <span class="_ _15"> </span>wynagrodzenia <span class="_ _15"> </span>z </div><div class="t m0 x1 hb y99 ff5 fs6 fc0 sc0 ls0 ws0">tytułu <span class="_ _12"> </span>premii <span class="_ _12"> </span>rocznej <span class="_ _27"> </span>o<span class="_ _0"></span>raz <span class="_ _27"> </span>wynag<span class="_ _0"></span>rodzenie <span class="_ _12"> </span>za <span class="_ _27"> </span>n<span class="_ _0"></span>iewykorzystany <span class="_ _12"> </span>urlop <span class="_ _27"> </span>wr<span class="_ _0"></span>az <span class="_ _27"> </span>z <span class="_ _12"> </span>należnymi <span class="_ _12"> </span>składkami <span class="_ _12"> </span>na </div><div class="t m0 x1 hc y58 ff5 fs6 fc0 sc0 ls0 ws0">ubezpieczen<span class="_ _0"></span>ia społeczne<span class="ff4">. </span></div><div class="t m0 x1 hb y9c ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>nie <span class="_ _0"></span>jest <span class="_ _0"></span>zobowiązana <span class="_ _0"></span>ani p<span class="_ _0"></span>rawnie an<span class="_ _0"></span>i zwy<span class="_ _0"></span>czajowo <span class="_ _0"></span>do wy<span class="_ _0"></span>płaty <span class="_ _0"></span>pr<span class="_ _0"></span>zyszłych <span class="_ _0"></span>świadczeń z <span class="_ _0"></span>tytułu <span class="_ _0"></span>emerytur<span class="_ _0"></span>. </div><div class="t m0 x1 hb y5b ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _20"></span>ujm<span class="_ _0"></span>uje <span class="_ _0"></span>ko<span class="_ _0"></span>szt <span class="_ _20"></span>składek <span class="_ _20"></span>dotycząc<span class="_ _0"></span>ych <span class="_ _20"></span>bieżącego <span class="_ _20"></span>okresu <span class="_ _20"></span>w <span class="_ _11"></span>zysku <span class="_ _20"></span>lub <span class="_ _20"></span>strac<span class="_ _0"></span>ie <span class="_ _20"></span>bieżącego <span class="_ _11"></span>okresu, <span class="_ _20"></span>jako <span class="_ _20"></span>koszt </div><div class="t m0 x1 hc y9f ff5 fs6 fc0 sc0 ls0 ws0">świadczeń prac<span class="_ _0"></span>owniczych<span class="ff4">. </span></div><div class="t m0 x1 hb y5e ff5 fs6 fc0 sc0 ls0 ws0">Uwzględniając stan <span class="_ _1"></span>i <span class="_ _b"></span>struk<span class="_ _0"></span>turę <span class="_ _b"></span>wiek<span class="_ _0"></span>ową <span class="_ _1"></span>pracowników zatrud<span class="_ _1"></span>nionych w<span class="_ _1"></span> <span class="_ _1"></span>Spółce, <span class="_ _1"></span>Zarząd <span class="_ _1"></span>Spółki <span class="_ _1"></span>uznał, <span class="_ _1"></span>że <span class="_ _1"></span>wartość </div><div class="t m0 x1 hc ya2 ff4 fs6 fc0 sc0 ls0 ws0">rezerw na o<span class="_ _0"></span>dprawy emerytalnych<span class="_ _0"></span> jest nieistotna z pu<span class="_ _0"></span>nktu widzenia <span class="_ _0"></span>jednostkowego spr<span class="_ _0"></span>awozdania finanso<span class="_ _0"></span>wego, </div><div class="t m0 x1 hb y2ea ff5 fs6 fc0 sc0 ls0 ws0">dlatego  Spółka <span class="_ _13"> </span>nie  ujmuje <span class="_ _13"> </span>rezerw  z <span class="_ _13"> </span>tego  tytułu <span class="_ _13"> </span>i  ewentualn<span class="_ _0"></span>ych  k<span class="_ _1"></span>osztów  z <span class="_ _13"> </span>nimi <span class="_ _13"> </span>zwi<span class="_ _0"></span>ązanych.  Spółka  nie<span class="_ _1"></span> </div><div class="t m0 x1 hc ya5 ff5 fs6 fc0 sc0 ls0 ws0">dokonywała r<span class="_ _0"></span>ównież dotychczas wypłat z tytu<span class="_ _0"></span>łu odpraw emerytalny<span class="_ _0"></span>ch<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y2eb ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y1d4 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>2<span class="_ _1"></span>0<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">P<span class="_ _1"></span>ł<span class="_ _b"></span>a<span class="_ _1"></span>t<span class="_ _1"></span>n<span class="_ _b"></span>oś<span class="_ _b"></span>c<span class="_ _b"></span>i <span class="_ _b"></span>w<span class="_ _1"></span> <span class="_ _1"></span>f<span class="_ _b"></span>o<span class="_ _1"></span>r<span class="_ _1"></span>m<span class="_ _b"></span>i<span class="_ _1"></span>e<span class="_ _1"></span> <span class="_ _1"></span>a<span class="_ _b"></span>kc<span class="_ _b"></span>j<span class="_ _1"></span>i<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y288 ff5 fs6 fc0 sc0 ls0 ws0">Wartość <span class="_ _12"> </span>godziwą<span class="ff4"> <span class="_ _12"> </span></span>p<span class="_ _0"></span>rzyznanych <span class="_ _12"> </span>pr<span class="_ _0"></span>acownikom <span class="_ _12"> </span>Grupy <span class="_ _12"> </span>upustów <span class="_ _12"> </span>w <span class="_ _12"> </span>transak<span class="_ _0"></span>cjach <span class="_ _12"> </span>obejmowan<span class="_ _0"></span>ia <span class="_ _27"> </span>pr<span class="_ _0"></span>zez <span class="_ _27"> </span>n<span class="_ _0"></span>ich </div><div class="t m0 x1 hb y289 ff5 fs6 fc0 sc0 ls0 ws0">instrumentów <span class="_ _a"> </span>kapitałowych<span class="_ _0"></span> <span class="_ _23"> </span>jednostk<span class="_ _0"></span>i <span class="_ _23"> </span>dominu<span class="_ _0"></span>jącej <span class="_ _23"> </span>i <span class="_ _a"> </span>jednostek <span class="_ _a"> </span>zależnych <span class="_ _a"> </span>ujmowana <span class="_ _23"> </span>jest <span class="_ _a"> </span>jako <span class="_ _a"> </span>koszty </div><div class="t m0 x1 hb y28a ff5 fs6 fc0 sc0 ls0 ws0">wynagrodzeń <span class="_ _11"></span>w <span class="_ _11"></span>momen<span class="_ _0"></span>cie <span class="_ _20"></span>nabycia <span class="_ _11"></span>praw <span class="_ _11"></span>do <span class="_ _11"></span>rea<span class="_ _0"></span>lizacji <span class="_ _20"></span>tr<span class="_ _0"></span>ansakcji <span class="_ _20"></span>n<span class="_ _0"></span>a <span class="_ _20"></span>warunkac<span class="_ _0"></span>h <span class="_ _20"></span>korzy<span class="_ _0"></span>stnie<span class="_ _0"></span>jszych <span class="_ _11"></span>niż <span class="_ _11"></span>warunki </div><div class="t m0 x1 hc y28b ff4 fs6 fc0 sc0 ls0 ws0">rynkowe. </div><div class="t m0 x1 h4b y2ec ff4 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2ed ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>2<span class="_ _1"></span>1<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff2 fc1">R<span class="_ _1"></span>e<span class="_ _b"></span>z<span class="_ _1"></span>e<span class="_ _b"></span>rw<span class="_ _b"></span>y<span class="_ _1"></span> <span class="_ _1"></span> </span></span></div><div class="t m0 x1 hc y2ee ff4 fs6 fc0 sc0 ls0 ws0">Rezerw<span class="ls1">y <span class="_ _c"> </span></span><span class="ff5">tworzo<span class="_ _0"></span>ne <span class="_ _c"> </span>są, <span class="_ _c"> </span>gdy <span class="_ _c"> </span>na <span class="_ _27"> </span>Spółce <span class="_ _27"> </span>ciąży <span class="_ _c"> </span>obecny <span class="_ _27"> </span>obowiązek <span class="_ _27"> </span>(prawny <span class="_ _27"> </span>lub <span class="_ _c"> </span>zwyczajowo <span class="_ _c"> </span>o<span class="_ _0"></span>czekiwany) </span></div><div class="t m0 x1 hb y2ef ff5 fs6 fc0 sc0 ls0 ws0">wynikający <span class="_ _21"> </span>ze <span class="_ _21"> </span>zdarzeń <span class="_ _21"> </span>przeszłych <span class="_ _21"> </span>i <span class="_ _21"> </span>prawdopodob<span class="_ _0"></span>ne <span class="_ _12"> </span>jest, <span class="_ _12"> </span>że <span class="_ _21"> </span>wyp<span class="_ _0"></span>ełnienie <span class="_ _21"> </span>tego <span class="_ _21"> </span>obowiązku <span class="_ _21"> </span>spowoduje </div><div class="t m0 x1 hc y2f0 ff5 fs6 fc0 sc0 ls0 ws0">konieczność <span class="_ _24"> </span>wyp<span class="_ _0"></span>ływu <span class="_ _a"> </span>środkó<span class="_ _0"></span>w <span class="_ _a"> </span>zawier<span class="_ _0"></span>ających <span class="_ _24"> </span>w <span class="_ _24"> </span>sobie <span class="_ _a"> </span>k<span class="_ _0"></span>orzyści <span class="_ _a"> </span>ek<span class="_ _0"></span>onomiczne <span class="_ _24"> </span>oraz <span class="_ _18"> </span>możn<span class="_ _0"></span>a <span class="_ _a"> </span>dokon<span class="_ _0"></span>ać<span class="ff4"> </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA38AAAWjCAIAAADn+R+2AAAACXBIWXMAABYlAAAWJQFJUiTwAAAWkklEQVR42u3WMQEAAAjDMMC/5/EhgSuR0KtVAADwpZOoAADAj5EAAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcpAQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuUwIAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3KcEAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPCQAAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnxIAAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4lAADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9SgAAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+5QAAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcpAQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuUwIAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3KcEAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAAAAAAAADOAprlDj3rsaWvAAAAAElFTkSuQmCC"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">23</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">wiarygodneg<span class="_ _0"></span>o <span class="_ _11"></span>szacunku <span class="_ _14"></span>kwoty <span class="_ _11"></span>tego <span class="_ _11"></span>obo<span class="_ _0"></span>wiązku. <span class="_ _11"></span>Kwota, <span class="_ _14"></span>na <span class="_ _20"></span>k<span class="_ _0"></span>tórą <span class="_ _11"></span>tworzon<span class="_ _0"></span>a <span class="_ _11"></span>jest <span class="_ _11"></span>rezerwa, <span class="_ _14"></span>stanowi <span class="_ _11"></span>najbardziej </div><div class="t m0 x1 hb y213 ff5 fs6 fc0 sc0 ls0 ws0">właściwy <span class="_ _11"></span>szacunek<span class="_ _0"></span> <span class="_ _20"></span>n<span class="_ _0"></span>akładów <span class="_ _11"></span>niezbęd<span class="_ _0"></span>nych <span class="_ _11"></span>do <span class="_ _11"></span>wypełnienia <span class="_ _11"></span>obecnego <span class="_ _14"></span>obowiązku, <span class="_ _11"></span>zdyskontowanych<span class="_ _0"></span> <span class="_ _20"></span>na <span class="_ _11"></span>d<span class="_ _0"></span>zień </div><div class="t m0 x1 hc y214 ff4 fs6 fc0 sc0 ls0 ws0">sprawozdawczy<span class="_ _0"></span>. </div><div class="t m0 x1 h27 y2b8 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2b9 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>2<span class="_ _1"></span>2<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">U<span class="_ _1"></span>j<span class="_ _b"></span>m<span class="_ _1"></span>o<span class="_ _1"></span>w<span class="_ _b"></span>an<span class="_ _b"></span>i<span class="_ _1"></span>e<span class="_ _b"></span> <span class="_ _1"></span>p<span class="_ _1"></span>r<span class="_ _b"></span>zy<span class="_ _b"></span>c<span class="_ _1"></span>h<span class="_ _1"></span>o<span class="_ _b"></span>d<span class="_ _1"></span>ó<span class="_ _1"></span>w<span class="_ _b"></span> <span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y40 ff4 fs6 fc0 sc0 ls0 ws0">Zasady  <span class="ff5">(polityka)  rachunkowości  w <span class="_ _13"> </span>zakresie  ujmowania  przychod<span class="_ _0"></span>ów  została <span class="_ _13"> </span>zaprez<span class="_ _0"></span>entowana <span class="_ _1e"> </span></span>w  nocie <span class="_ _13"> </span>6. </div><div class="t m0 x1 hc yf6 ff5 fs6 fc0 sc0 ls0 ws0">Przychody ze <span class="_ _0"></span>sprzedaży<span class="ff4">.  </span></div><div class="t m0 x1 h27 y2f1 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b yf8 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>2<span class="_ _1"></span>3<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff2 fc1">S<span class="_ _b"></span>eg<span class="_ _b"></span>m<span class="_ _1"></span>e<span class="_ _1"></span>n<span class="_ _b"></span>t<span class="_ _1"></span>y<span class="_ _b"></span> o<span class="_ _b"></span>p<span class="_ _1"></span>e<span class="_ _1"></span>r<span class="_ _b"></span>a<span class="_ _1"></span>c<span class="_ _1"></span>y<span class="_ _b"></span>jn<span class="_ _b"></span>e<span class="_ _1"></span> </span></span></div><div class="t m0 x1 hc y2f2 ff5 fs6 fc0 sc0 ls0 ws0">Spółka<span class="ff4"> <span class="_ _12"> </span></span>pro<span class="_ _0"></span>wadzi <span class="_ _12"> </span>działalność <span class="_ _12"> </span>w <span class="_ _12"> </span>ramach <span class="_ _12"> </span>jedn<span class="_ _0"></span>ego <span class="_ _12"> </span>segmentu <span class="_ _12"> </span>operac<span class="_ _0"></span>yjnego, <span class="_ _12"> </span>tj. <span class="_ _12"> </span>segmentu <span class="_ _12"> </span>wielokanało<span class="_ _0"></span>wej </div><div class="t m0 x1 hc y2f3 ff4 fs6 fc0 sc0 ls0 ws0">komunikacji <span class="_ _13"> </span>elektronicznej <span class="_ _15"></span>z <span class="_ _15"></span>wykorzystaniem<span class="_ _0"></span> <span class="_ _15"></span>modelu <span class="_ _15"> </span>CPaaS <span class="_ _13"> </span>(ang. <span class="_ _15"></span>Communication <span class="_ _13"> </span>Pl<span class="_ _1"></span>atform <span class="_ _13"> </span>as<span class="_ _1"></span> <span class="_ _15"> </span>a <span class="_ _13"> </span>Service, </div><div class="t m0 x1 hb y2bd ff5 fs6 fc0 sc0 ls0 ws0">platforma,  która  umożliwia  dodawanie  funkcji  komunikacyjnych  do  wła<span class="_ _0"></span>snych  aplikacji  bez <span class="_ _13"> </span>ko<span class="_ _0"></span>nieczności </div><div class="t m0 x1 hb y2be ff5 fs6 fc0 sc0 ls0 ws0">budowan<span class="_ _0"></span>ia własnej <span class="_ _1"></span>infrastruktury)<span class="_ _0"></span>, w tym w <span class="_ _1"></span>ramach udostępniania platform do jednostek <span class="_ _1"></span>powiązanych. Spółka </div><div class="t m0 x1 hc y2bf ff5 fs6 fc0 sc0 ls0 ws0">działa w dwóch<span class="_ _0"></span><span class="ff4"> obszar<span class="lsc">ach</span> geograficzn<span class="_ _0"></span>ych, tj. Polska <span class="_ _0"></span>i zagranica. </span></div><div class="t m0 x1 hb y2c0 ff5 fs6 fc0 sc0 ls0 ws0">Pomiar  wyn<span class="_ _0"></span>ików  oraz  sytuacji  finansowej <span class="_ _1e"> </span>segmentów  operacyjny<span class="_ _0"></span>ch  stosowany  w  raportach  zarzą<span class="_ _0"></span>dczych </div><div class="t m0 x1 hb y102 ff5 fs6 fc0 sc0 ls0 ws0">zbieżny <span class="_ _23"> </span>jest <span class="_ _12"> </span>z <span class="_ _23"> </span>zasadami <span class="_ _21"> </span>rachun<span class="_ _0"></span>kowości <span class="_ _21"> </span>stosowanymi <span class="_ _21"> </span>pr<span class="_ _0"></span>zy <span class="_ _21"> </span>sporządzaniu<span class="_ _0"></span> <span class="_ _21"> </span>jednostkowego <span class="_ _21"> </span>sprawo<span class="_ _0"></span>zdania </div><div class="t m0 x1 hc y2c1 ff4 fs6 fc0 sc0 ls0 ws0">finansowego<span class="_ _0"></span>. </div><div class="t m0 x1 hb y2c2 ff5 fs6 fc0 sc0 ls0 ws0">Przychody <span class="_ _11"></span>ze <span class="_ _11"></span>sprzed<span class="_ _0"></span>aży <span class="_ _20"></span>wykazane <span class="_ _11"></span>w <span class="_ _14"></span>je<span class="_ _1"></span>dnostko<span class="_ _0"></span>wym <span class="_ _20"></span>sprawozd<span class="_ _0"></span>aniu <span class="_ _11"></span>z <span class="_ _11"></span>zysków <span class="_ _20"></span>i <span class="_ _11"></span>strat <span class="_ _14"></span>oraz<span class="_ _1"></span> <span class="_ _11"></span>innych <span class="_ _11"></span>całkowitych </div><div class="t m0 x1 hc y2c3 ff5 fs6 fc0 sc0 ls0 ws0">dochodów n<span class="_ _0"></span>ie różnią się od przychodów <span class="_ _0"></span>prezentowanych w ramach <span class="_ _0"></span>segmentów <span class="_ _0"></span><span class="ff4">oper<span class="_ _0"></span>acyjnych (nota 5). </span></div><div class="t m0 x1 hc y2c4 ff4 fs6 fc0 sc0 ls13 ws0">W <span class="_ _11"></span><span class="ff5 ls0">określon<span class="_ _0"></span>ych <span class="_ _11"></span>przypad<span class="_ _0"></span>kach, <span class="_ _20"></span>zgo<span class="_ _0"></span>dnie <span class="_ _11"></span>z <span class="_ _11"></span>kryteriami <span class="_ _11"></span>o<span class="_ _0"></span>kreślonymi <span class="_ _11"></span>w <span class="_ _11"></span>MSSF <span class="_ _14"></span>8 <span class="_ _20"></span>„Segm<span class="_ _0"></span>enty <span class="_ _11"></span>Operacy<span class="_ _0"></span>jne” <span class="_ _11"></span>par. <span class="_ _11"></span>12, </span></div><div class="t m0 x1 hc y2c5 ff5 fs6 fc0 sc0 ls0 ws0">Spółka dokonuje <span class="_ _0"></span>agregacji segmentów <span class="_ _0"></span>operacyjnych w jeden segm<span class="_ _0"></span>ent operacyjnych i spr<span class="_ _0"></span>awozdawczy<span class="_ _20"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y108 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2cd ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>2<span class="_ _1"></span>4<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">D<span class="_ _1"></span>z<span class="_ _b"></span>i<span class="_ _1"></span>a<span class="_ _b"></span>ł<span class="_ _1"></span>a<span class="_ _1"></span>l<span class="_ _1"></span>n<span class="_ _b"></span>oś<span class="_ _b"></span>ć<span class="_ _1"></span> <span class="_ _b"></span>z<span class="_ _1"></span>a<span class="_ _1"></span>n<span class="_ _b"></span>ie<span class="_ _b"></span>c<span class="_ _1"></span>h<span class="_ _1"></span>a<span class="_ _b"></span>n<span class="_ _1"></span>a<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y1f ff5 fs6 fc0 sc0 ls0 ws0">Działalność <span class="_ _14"></span>zaniechana <span class="_ _14"></span>to <span class="_ _11"></span>element <span class="_ _14"></span>jednostki <span class="_ _11"></span>go<span class="_ _0"></span>spodarczej, <span class="_ _11"></span>który<span class="_ _0"></span> <span class="_ _11"></span>został <span class="_ _14"></span>zbyty <span class="_ _11"></span>lub <span class="_ _14"></span>jest <span class="_ _20"></span>zak<span class="_ _0"></span>walifikowany <span class="_ _14"></span>jako </div><div class="t m0 x1 hc y2ce ff5 fs6 fc0 sc0 ls0 ws0">przeznaczony<span class="_ _0"></span> do sprzedaży oraz<span class="ff4">: </span></div><div class="t m0 x87 hc y2cf ff4 fs6 fc0 sc0 lsc ws0">a)<span class="ff1 ls0"> <span class="_ _1c"> </span><span class="ff5">stanowi odręb<span class="_ _0"></span>ną, ważną dziedzinę działa<span class="_ _0"></span>lności lub geograficzny o<span class="_ _0"></span>bszar działalności<span class="_ _0"></span><span class="ff4">; </span></span></span></div><div class="t m0 x87 hc y2d0 ff4 fs6 fc0 sc0 ls1 ws0">b)<span class="ff1 ls0"> <span class="_ _1d"> </span><span class="ff5">jest <span class="_ _b"></span>cz<span class="_ _0"></span>ęścią <span class="_ _1"></span>pojedynczego,<span class="_ _0"></span> <span class="_ _b"></span>skoor<span class="_ _0"></span>dynowanego <span class="_ _1"></span>planu <span class="_ _1"></span>zbycia <span class="_ _1"></span>odrębnej, <span class="_ _1"></span>ważnej <span class="_ _1"></span>dziedziny <span class="_ _b"></span>d<span class="_ _0"></span>ziałalności <span class="_ _b"></span>lu<span class="_ _0"></span>b </span></span></div><div class="t m0 x88 hc y2d1 ff5 fs6 fc0 sc0 ls0 ws0">geograficzneg<span class="_ _0"></span>o obszaru działalności<span class="ff4">; lu<span class="_ _0"></span>b </span></div><div class="t m0 x87 hc y2d2 ff4 fs6 fc0 sc0 lsc ws0">c)<span class="ff1 ls0"> <span class="_ _1c"> </span><span class="ff4">jest <span class="ff5">jednostką zależn<span class="_ _0"></span>ą nabytą wyłącznie z za<span class="_ _0"></span>miarem jej odsprzedaż<span class="_ _0"></span>y<span class="_ _0"></span></span>. </span></span></div><div class="t m0 x1 h27 y2f4 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2f5 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>2<span class="_ _1"></span>5<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">P<span class="_ _1"></span>r<span class="_ _b"></span>a<span class="_ _1"></span>w<span class="_ _1"></span>o<span class="_ _b"></span> <span class="_ _1"></span>d<span class="_ _b"></span>o <span class="_ _b"></span>u<span class="_ _1"></span>ż<span class="_ _1"></span>y<span class="_ _b"></span>t<span class="_ _1"></span>k<span class="_ _1"></span>o<span class="_ _1"></span>w<span class="_ _b"></span>an<span class="_ _b"></span>i<span class="_ _1"></span>a<span class="_ _b"></span> <span class="_ _1"></span>a<span class="_ _1"></span>k<span class="_ _b"></span>ty<span class="_ _b"></span>w<span class="_ _1"></span>ó<span class="_ _1"></span>w<span class="_ _b"></span>/L<span class="_ _b"></span>e<span class="_ _1"></span>a<span class="_ _1"></span>s<span class="_ _b"></span>i<span class="_ _1"></span>n<span class="_ _b"></span>g <span class="_ _b"></span>M<span class="_ _1"></span>S<span class="_ _1"></span>S<span class="_ _b"></span>F<span class="_ _1"></span> <span class="_ _1"></span>1<span class="_ _b"></span>6<span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y1d4 ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _13"> </span>jest <span class="_ _14"> </span>stro<span class="_ _0"></span>ną <span class="_ _15"> </span>umó<span class="_ _0"></span>w <span class="_ _15"> </span>spełniających <span class="_ _13"> </span>definicję <span class="_ _15"> </span>leasing<span class="_ _0"></span>u <span class="_ _15"> </span>zgodnie <span class="_ _13"> </span>z <span class="_ _13"> </span><span class="ff4">MSSF16. <span class="_ _15"> </span>Umowa <span class="_ _15"> </span>jest <span class="_ _13"> </span>leasingiem <span class="_ _15"> </span>lub </span></div><div class="t m0 x1 hb y2f6 ff5 fs6 fc0 sc0 ls0 ws0">zawiera leasing, jeże<span class="_ _0"></span>li na jej <span class="_ _1"></span>mocy przek<span class="_ _0"></span>azuje się prawo do kontroli użytkowania zidentyfikowan<span class="_ _0"></span>ego składnika </div><div class="t m0 x1 hc y2d7 ff5 fs6 fc0 sc0 ls0 ws0">aktywów na <span class="_ _0"></span>dany okres w zamian za wy<span class="_ _0"></span>nagrodzenie<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y2d8 ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="ff4">jak<span class="_ _0"></span>o leasingobiorca ujmuje w jedn<span class="_ _0"></span>ostkowym sprawozdaniu<span class="_ _0"></span> finansowym umowy leasingowe <span class="_ _0"></span>jako<span class="_ _20"></span>: </span></div><div class="t m0 x87 hc y2d9 ff4 fs6 fc0 sc0 lsc ws0">a)<span class="ff1 ls0"> <span class="_ _1c"> </span><span class="ff4">prawo do k<span class="_ _0"></span>orzystania <span class="ff5">ze składnik<span class="_ _0"></span>a aktywów w cenie n<span class="_ _0"></span>abycia</span>, </span></span></div><div class="t m0 x87 hc y2f7 ff4 fs6 fc0 sc0 ls1 ws0">b)<span class="ff1 ls0"> <span class="_ _1d"> </span><span class="ff5">zobowiązan<span class="_ _0"></span>ie <span class="_ _13"> </span>z <span class="_ _13"> </span>tytułu <span class="_ _13"> </span>leasingu <span class="_ _13"> </span>stanowiące <span class="_ _13"> </span>sumę <span class="_ _13"> </span>bieżące<span class="_ _0"></span>j <span class="_ _13"> </span>wartości <span class="_ _13"> </span>opłat <span class="_ _13"> </span>leasingowych <span class="_ _13"> </span>i <span class="_ _13"> </span>bieżącej </span></span></div><div class="t m0 x88 hc y2f8 ff5 fs6 fc0 sc0 ls0 ws0">wartości oczekiwan<span class="_ _0"></span>ych płatności na ko<span class="_ _0"></span>niec okresu leasingu<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y2f9 ff4 fs6 fc0 sc0 ls0 ws0">Po dacie <span class="ff5">ro<span class="_ _0"></span>zpoczęcia Spółka wycen<span class="_ _0"></span>ia składnik aktywów <span class="_ _0"></span>z tytułu p<span class="_ _0"></span>raw do użytkowania stosując mo<span class="_ _0"></span>del kosztu<span class="_ _0"></span></span>. </div><div class="t m0 x1 hb y2fa ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _1e"> </span>wycenia <span class="_ _1e"> </span>pr<span class="_ _0"></span>awo  do<span class="_ _0"></span> <span class="_ _1e"> </span>korzystania <span class="_ _1e"> </span>ze <span class="_ _1e"> </span>składnika <span class="_ _1e"> </span>aktywów <span class="_ _1e"> </span>w <span class="_ _1e"> </span>cenie <span class="_ _1e"> </span>nabycia <span class="_ _1e"> </span>pomniejszonej <span class="_ _1e"> </span>o <span class="_ _1e"> </span>odp<span class="_ _0"></span>isy </div><div class="t m0 x1 hc y2fb ff5 fs6 fc0 sc0 ls0 ws0">amortyzacy<span class="_ _0"></span>jne, oraz trwałą utratę wartości oraz<span class="_ _0"></span> ak<span class="_ _0"></span>tualizację zobowiązania <span class="_ _0"></span>z tytułu leasingu.<span class="_ _0"></span><span class="ff4"> </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">24</span> </span></span></div><div class="t m0 x1 hc y211 ff4 fs6 fc0 sc0 ls0 ws0">Okres amorty<span class="_ _0"></span>zacji ustalony jest: </div><div class="t m0 x87 hc y213 ff4 fs6 fc0 sc0 lsc ws0">a)<span class="ff1 ls0"> <span class="_ _1c"> </span><span class="ff5">jeśli <span class="_ _18"> </span>prawo<span class="_ _0"></span> <span class="_ _18"> </span>własności<span class="_ _0"></span> <span class="_ _18"> </span>do <span class="_ _f"> </span>składnika <span class="_ _f"> </span>aktywów <span class="_ _18"> </span>zostan<span class="_ _0"></span>ie <span class="_ _18"> </span>przeniesione <span class="_ _f"> </span>na <span class="_ _18"> </span>leasingobio<span class="_ _0"></span>rcę <span class="_ _18"> </span>lub<span class="_ _0"></span> </span></span></div><div class="t m0 x88 hb y214 ff5 fs6 fc0 sc0 ls0 ws0">leasingobiorca<span class="_ _0"></span>  jest  wystarczający <span class="_ _1e"> </span>pewny  skorzystania <span class="_ _1e"> </span>z  opcji  wykupu,  wtedy <span class="_ _1e"> </span>okres  amortyzacji </div><div class="t m0 x88 hc y215 ff5 fs6 fc0 sc0 ls0 ws0">obejmuje okres o<span class="_ _0"></span>d początku umowy d<span class="_ _0"></span>o końca okresu użytkowania składn<span class="_ _0"></span>ika aktywów<span class="_ _20"></span><span class="ff4">, lub </span></div><div class="t m0 x87 hc y216 ff4 fs6 fc0 sc0 ls1 ws0">b)<span class="ff1 ls0"> <span class="_ _1d"> </span><span class="ff4">okres amor<span class="_ _0"></span>tyzacji obejmuje <span class="ff5">okres o<span class="_ _0"></span>d początku umowy do<span class="_ _0"></span> wcześniejszego z<span class="_ _0"></span></span>: </span></span></div><div class="t m0 x91 hc y23e ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff5">końca okresu użytkowan<span class="_ _0"></span>ia składnika aktywów, lub<span class="_ _0"></span><span class="ff4"> </span></span></span></div><div class="t m0 x91 hc y23f ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff5">końca okresu leasingu.<span class="ff4"> </span></span></span></div><div class="t m0 x1 hb y240 ff5 fs6 fc0 sc0 ls0 ws0">Bieżąca <span class="_ _1"></span>wartość <span class="_ _b"></span>p<span class="_ _0"></span>rzyszłych <span class="_ _1"></span>płatności <span class="_ _1"></span>z <span class="_ _1"></span>tytułu <span class="_ _1"></span>leasingu <span class="_ _1"></span>obliczana <span class="_ _1"></span>jest <span class="_ _b"></span>z <span class="_ _1"></span>zastosowan<span class="_ _0"></span>iem <span class="_ _1"></span>stopy <span class="_ _b"></span>d<span class="_ _0"></span>yskonta, <span class="_ _1"></span>ustalonej </div><div class="t m0 x1 hc y241 ff5 fs6 fc0 sc0 ls0 ws0">jako krańcowy<span class="_ _0"></span> koszt długu<span class="ff4">. </span></div><div class="t m0 x1 hc y242 ff5 fs6 fc0 sc0 ls0 ws0">Spółka wy<span class="_ _0"></span>znacza czas leasingu, tj. n<span class="_ _0"></span>ieodwołalny okres leasingu<span class="_ _0"></span>, łącznie z:<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x87 hc y21d ff4 fs6 fc0 sc0 lsc ws0">a)<span class="ff1 ls0"> <span class="_ _1c"> </span><span class="ff4">okresem <span class="_ _20"></span><span class="ff5">dotyczącym <span class="_ _20"></span>opcji <span class="_ _0"></span>przedłużenia <span class="_ _20"></span>umowy <span class="_ _0"></span>leasing<span class="_ _0"></span>u, <span class="_ _0"></span>jeżeli <span class="_ _0"></span>jest <span class="_ _0"></span>wystarczająco<span class="_ _0"></span> <span class="_ _0"></span>pewn<span class="_ _0"></span>e, <span class="_ _0"></span>że <span class="_ _0"></span>Spółk<span class="_ _0"></span>a </span></span></span></div><div class="t m0 x88 hc y21e ff4 fs6 fc0 sc0 ls0 ws0">skorzysta z teg<span class="_ _0"></span>o prawa; i </div><div class="t m0 x87 hc y2e3 ff4 fs6 fc0 sc0 ls1 ws0">b)<span class="ff1 ls0"> <span class="_ _1d"> </span><span class="ff4">okresem  <span class="ff5">dotyczącym  opcji <span class="_ _13"> </span>wypo<span class="_ _0"></span>wiedzenia  umowy  leasi<span class="_ _1"></span>ngu,  jeżeli  jest <span class="_ _13"> </span>wystarczająco  pewne,  że </span></span></span></div><div class="t m0 x88 hc y2e4 ff5 fs6 fc0 sc0 ls0 ws0">Spółka nie sk<span class="_ _0"></span>orzysta z tego prawa<span class="ff4">.<span class="_ _0"></span> </span></div><div class="t m0 x1 hc y2e5 ff5 fs6 fc0 sc0 ls0 ws0">Spółka<span class="ff4"> <span class="_ _0"></span>aktualizuje <span class="_ _0"></span></span>wycenę <span class="_ _0"></span>zobowiązania <span class="_ _0"></span>z tytu<span class="_ _0"></span>łu leasingu<span class="_ _0"></span> z powo<span class="_ _0"></span>du ponownej <span class="_ _0"></span>oceny <span class="_ _0"></span>gdy zaistnieje <span class="_ _0"></span>zmiana <span class="_ _0"></span>w </div><div class="t m0 x1 hb y2e6 ff5 fs6 fc0 sc0 ls0 ws0">przyszłych <span class="_ _0"></span>opłatach <span class="_ _0"></span>leasingowych <span class="_ _0"></span>wyn<span class="_ _0"></span>ikająca ze <span class="_ _0"></span>zmiany <span class="_ _0"></span>w ind<span class="_ _0"></span>eksie <span class="_ _0"></span>lub stawce <span class="_ _0"></span>stosowan<span class="_ _0"></span>ej d<span class="_ _0"></span>o ustalen<span class="_ _0"></span>ia opłat, </div><div class="t m0 x1 hb y2e7 ff5 fs6 fc0 sc0 ls0 ws0">gdy <span class="_ _20"></span>zm<span class="_ _0"></span>ieni <span class="_ _20"></span>się <span class="_ _20"></span>kwota, <span class="_ _20"></span>której <span class="_ _20"></span>zap<span class="_ _0"></span>łaty <span class="_ _20"></span>Spółka <span class="_ _20"></span>o<span class="_ _0"></span>czekuje <span class="_ _20"></span>w <span class="_ _20"></span>ramach <span class="_ _20"></span>g<span class="_ _20"></span>warantowanej <span class="_ _11"></span>wartości <span class="_ _20"></span>koń<span class="_ _0"></span>cowej <span class="_ _20"></span>lub <span class="_ _20"></span>jeżeli </div><div class="t m0 x1 hb y2fc ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _1e"> </span>zmieni <span class="_ _1e"> </span>ocenę <span class="_ _1e"> </span>prawdopodobieństwa <span class="_ _1e"> </span>skor<span class="_ _0"></span>zystania  z <span class="_ _1e"> </span>opcji <span class="_ _1e"> </span>kupna, <span class="_ _1e"> </span>przedłużenia <span class="_ _1e"> </span>lub <span class="_ _1e"> </span>wypowiedzenia </div><div class="t m0 x1 hc y2fd ff4 fs6 fc0 sc0 ls0 ws0">leasingu. </div><div class="t m0 x1 hb y2fe ff5 fs6 fc0 sc0 ls0 ws0">Aktualizacja <span class="_ _14"></span>zobowiązan<span class="_ _0"></span>ia <span class="_ _11"></span>z <span class="_ _14"></span>tytułu <span class="_ _11"></span>leasing<span class="_ _0"></span>u <span class="_ _11"></span>koryguje <span class="_ _14"></span>również <span class="_ _14"></span>wartość <span class="_ _14"></span>składnika <span class="_ _11"></span>ak<span class="_ _0"></span>tywów <span class="_ _11"></span>z <span class="_ _14"></span>tytułu <span class="_ _11"></span>pr<span class="_ _0"></span>aw <span class="_ _11"></span>do </div><div class="t m0 x1 hc y2ff ff5 fs6 fc0 sc0 ls0 ws0">użytkowan<span class="_ _0"></span>ia<span class="ff4">. </span></div><div class="t m0 x1 hc y7b ff5 fs6 fc0 sc0 ls0 ws0">Spółka nie stosu<span class="_ _0"></span>je uproszczeń w zakresie MSSF 16<span class="_ _0"></span>.<span class="ff4"> </span></div><div class="t m0 x1 h27 y300 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y2ce ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>.<span class="_ _b"></span>2<span class="_ _1"></span>6<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff2 fc1">N<span class="_ _1"></span>o<span class="_ _b"></span>w<span class="_ _1"></span>e<span class="_ _b"></span> s<span class="_ _b"></span>t<span class="_ _1"></span>a<span class="_ _1"></span>n<span class="_ _b"></span>d<span class="_ _1"></span>a<span class="_ _1"></span>r<span class="_ _1"></span>d<span class="_ _b"></span>y<span class="_ _1"></span> <span class="_ _b"></span>i <span class="_ _b"></span>i<span class="_ _1"></span>n<span class="_ _b"></span>t<span class="_ _1"></span>e<span class="_ _1"></span>r<span class="_ _1"></span>p<span class="_ _b"></span>r<span class="_ _1"></span>e<span class="_ _1"></span>t<span class="_ _b"></span>ac<span class="_ _b"></span>j<span class="_ _1"></span>e<span class="_ _b"></span> M<span class="_ _b"></span>S<span class="_ _1"></span>S<span class="_ _b"></span>F<span class="ff11"> </span></span></span></div><div class="t m0 x1 hc y9f ff5 fs6 fc0 sc0 ls0 ws0">Efekt zastosowan<span class="_ _0"></span>ia nowych standardów <span class="_ _0"></span>rachunkowości<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y5e ff5 fs6 fc0 sc0 ls0 ws0">Od <span class="_ _b"></span>p<span class="_ _0"></span>oczątku <span class="_ _b"></span>ok<span class="_ _0"></span>resu <span class="_ _b"></span>sprawozdawczeg<span class="_ _0"></span>o <span class="_ _b"></span>obowiązu<span class="_ _0"></span>ją <span class="_ _b"></span>następu<span class="_ _0"></span>jące<span class="ff4"> <span class="_ _1"></span>nowe <span class="_ _b"></span>lub <span class="_ _1"></span>zmienione <span class="_ _b"></span>stan<span class="_ _0"></span>dardy <span class="_ _b"></span>or<span class="_ _0"></span>az <span class="_ _b"></span>interpretacje </span></div><div class="t m0 x1 hb ya2 ff5 fs6 fc0 sc0 ls0 ws0">wydane <span class="_ _15"> </span>przez <span class="_ _15"> </span>Radę <span class="_ _14"> </span>Międzynaro<span class="_ _0"></span>dowych <span class="_ _15"> </span>Standardów <span class="_ _14"> </span>Rachu<span class="_ _0"></span>nkowości <span class="_ _14"> </span>(RMSR) <span class="_ _15"> </span>lub <span class="_ _15"> </span>Komitet <span class="_ _14"> </span>d<span class="_ _0"></span>s. <span class="_ _14"> </span>Interpretac<span class="_ _0"></span>ji </div><div class="t m0 x1 hc y2ea ff5 fs6 fc0 sc0 ls0 ws0">Międzynarodo<span class="_ _0"></span>wej Sprawozdawczości Finansowej.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc ya5 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _1d"> </span><span class="ff5">Zmiany <span class="_ _20"></span>do <span class="_ _11"></span>MSR <span class="_ _20"></span>1 <span class="_ _20"></span>Prezentacja <span class="_ _20"></span>sprawo<span class="_ _0"></span>zdań <span class="_ _20"></span>finansowych: <span class="_ _11"></span>Klasyfikacja <span class="_ _20"></span>zobowiąz<span class="_ _0"></span>ań <span class="_ _0"></span>jak<span class="_ _0"></span>o <span class="_ _0"></span>krótk<span class="_ _0"></span>oterminowe </span></span></div><div class="t m0 x7f hc y301 ff5 fs6 fc0 sc0 ls0 ws0">lub długoterm<span class="_ _0"></span>inowe oraz Klasyfikacja zobowiązań jako krótkoter<span class="_ _0"></span>minowe lub długoterminowe <span class="_ _20"></span><span class="ff4">- odroczen<span class="_ _0"></span>ie </span></div><div class="t m0 x7f hb ya8 ff5 fs6 fc0 sc0 ls0 ws0">daty <span class="_ _1e"> </span>wejścia  w <span class="_ _1e"> </span>życie  (przyjęte <span class="_ _1e"> </span>31  październik<span class="_ _0"></span>a  2022 <span class="_ _1e"> </span>r.).  Zmian<span class="_ _0"></span>y  obowiązują  d<span class="_ _0"></span>la  okresów <span class="_ _1e"> </span>rocznych </div><div class="t m0 x7f hb y302 ff5 fs6 fc0 sc0 ls0 ws0">rozpoczynający<span class="_ _0"></span>ch się 1 stycznia <span class="_ _1"></span>2024 r. lub później, wcześniejsze zastosowanie jest dozwolone. Wdrożenie </div><div class="t m0 x7f hc y303 ff5 fs6 fc0 sc0 ls0 ws0">standardu n<span class="_ _0"></span>ie miało wpływu na <span class="ff4">jed<span class="_ _0"></span>nostkowe spr<span class="_ _0"></span>awozdanie finansowe<span class="_ _0"></span> </span>Spółki<span class="ff4">. </span></div><div class="t m0 x1 hc y304 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _1d"> </span><span class="ff5">Zmiany <span class="_ _14"></span>do <span class="_ _11"></span>MSSF <span class="_ _14"></span>16 <span class="_ _11"></span>Leasing: <span class="_ _11"></span>Zo<span class="_ _0"></span>bowiązania <span class="_ _14"></span>leasingowe <span class="_ _11"></span>w <span class="_ _11"></span>tran<span class="_ _0"></span>sakcjach <span class="_ _11"></span>sp<span class="_ _0"></span>rzedaży <span class="_ _14"></span>i <span class="_ _20"></span>leasingu<span class="_ _0"></span> <span class="_ _11"></span>zwrotnego </span></span></div><div class="t m0 x7f hc y305 ff5 fs6 fc0 sc0 ls0 ws0">(wydane 22 września 2022 r.). Zmiana obowiązuje<span class="_ _0"></span><span class="ff4"> </span>dla okresów rozpoczynających się 1 s<span class="_ _1"></span>tycznia 2024<span class="_ _0"></span><span class="ff4"> r. lub </span></div><div class="t m0 x7f hc y306 ff5 fs6 fc0 sc0 ls0 ws0">później, <span class="_ _1"></span>wcześniejsze <span class="_ _1"></span>zastosowanie <span class="_ _1"></span>jest <span class="_ _b"></span>d<span class="_ _0"></span>ozwolone. W<span class="_ _1"></span>drożenie <span class="_ _1"></span>standardu <span class="_ _1"></span>nie <span class="_ _1"></span>miało <span class="_ _b"></span>wp<span class="_ _0"></span>ływu <span class="_ _b"></span>n<span class="_ _0"></span>a <span class="ff4">jednostkowe </span></div><div class="t m0 x7f hc y307 ff4 fs6 fc0 sc0 ls0 ws0">sprawozdan<span class="_ _0"></span>ie finansowe <span class="ff5">Spó<span class="_ _0"></span>łki</span>. </div><div class="t m0 x1 hc y308 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _1d"> </span><span class="ff5">Zmiany <span class="_ _0"></span>do MSR7<span class="_ _0"></span> i MSSF7: <span class="_ _0"></span>Ujawnian<span class="_ _0"></span>ie info<span class="_ _0"></span>rmacji: Umowy <span class="_ _0"></span>finansowan<span class="_ _0"></span>ia zobowiązań<span class="_ _0"></span> wobec <span class="_ _0"></span>dostawców. </span></span></div><div class="t m0 x7f hb y309 ff5 fs6 fc0 sc0 ls0 ws0">Zmiany <span class="_ _11"></span>obowiązu<span class="_ _0"></span>ją <span class="_ _20"></span>dla <span class="_ _11"></span>okresów <span class="_ _11"></span>ro<span class="_ _0"></span>cznych <span class="_ _20"></span>ro<span class="_ _0"></span>zpoczynających <span class="_ _11"></span>się <span class="_ _11"></span>1 <span class="_ _11"></span>stycznia <span class="_ _11"></span>2024 <span class="_ _11"></span>r. <span class="_ _11"></span>lub <span class="_ _11"></span>później. <span class="_ _11"></span>Stand<span class="_ _0"></span>ard </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">25</span> </span></span></div><div class="t m0 x7f hc y211 ff5 fs6 fc0 sc0 ls0 ws0">wciąż nie jest zatw<span class="_ _0"></span>ierdzony do <span class="_ _0"></span>stosowania przez U<span class="_ _0"></span><span class="ff4">E</span>. Wdr<span class="_ _0"></span>ożenie standardu n<span class="_ _0"></span>ie ma wpływu na <span class="_ _0"></span><span class="ff4">jedn<span class="_ _0"></span>ostkowe </span></div><div class="t m0 x7f hc y213 ff4 fs6 fc0 sc0 ls0 ws0">sprawozdan<span class="_ _0"></span>ie finansowe <span class="ff5">Spó<span class="_ _0"></span>łki.</span> </div><div class="t m0 x1 hc y214 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _1d"> </span><span class="ff5">Zmiany w MSR<span class="_ _1"></span> 12 <span class="_ _1"></span>Podatek dochodowy: Międzynarodowa reforma p<span class="_ _1"></span>odatkowa <span class="_ _0"></span>–<span class="ff4"> wzorcowe <span class="_ _1"></span>zasady Filaru II<span class="_ _1"></span> </span></span></span></div><div class="t m0 x7f hc y215 ff4 fs6 fc0 sc0 ls0 ws0">(globalny <span class="_ _0"></span>pod<span class="_ _0"></span>atek <span class="_ _0"></span>minimalny) <span class="_ _0"></span>opublikowan<span class="_ _0"></span>a <span class="_ _0"></span>w d<span class="_ _0"></span>niu <span class="_ _0"></span>23 <span class="_ _0"></span>maja <span class="_ _0"></span>2023 <span class="_ _0"></span>r. <span class="_ _11"></span><span class="ff5">Spółka</span> <span class="_ _0"></span><span class="ff5">stosuje <span class="_ _20"></span>zmianę <span class="_ _0"></span>w <span class="_ _0"></span>standardzie </span></div><div class="t m0 x7f hb y216 ff5 fs6 fc0 sc0 ls0 ws0">od 1 stycznia <span class="_ _1"></span>2024 ale w zakre<span class="_ _1"></span>sie niezbędnych ujawnień przyjęła ją już<span class="_ _1"></span> w sprawozdaniu fi<span class="_ _1"></span>nansowym<span class="_ _0"></span> za <span class="_ _1"></span>rok </div><div class="t m0 x7f hc y23e ff4 fs6 fc0 sc0 ls0 ws0">2023. <span class="ff5">Wdro<span class="_ _0"></span>żenie standardu nie ma wpływu<span class="_ _0"></span> na </span>jednostko<span class="_ _0"></span>we sprawozdanie <span class="_ _0"></span>finansowe. </div><div class="t m0 x1 h27 y2e0 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y17f ff5 fs6 fc0 sc0 ls0 ws0">Standard<span class="_ _1"></span>y nieobowiąz<span class="_ _1"></span>ujące <span class="_ _1"></span>(Nowe stan<span class="_ _1"></span>dardy i i<span class="_ _1"></span>nterpre<span class="_ _1"></span>tacje )<span class="ff4"> </span></div><div class="t m0 x1 hb y21a ff5 fs6 fc0 sc0 ls0 ws0">Następuj<span class="_ _1"></span>ące stan<span class="_ _1"></span>dardy, <span class="_ _1"></span>zmian<span class="_ _1"></span>y w o<span class="_ _1"></span>bowiązując<span class="_ _1"></span>ych st<span class="_ _1"></span>andarda<span class="_ _1"></span>ch ora<span class="_ _1"></span>z inter<span class="_ _1"></span>pretacje <span class="_ _1"></span>nie z<span class="_ _1"></span>ostał<span class="_ _1"></span>y przyję<span class="_ _1"></span>te p<span class="_ _1"></span>rzez Uni<span class="_ _1"></span>ę </div><div class="t m0 x1 hc y21b ff5 fs6 fc0 sc0 ls0 ws0">Europejs<span class="_ _1"></span>ką lub ni<span class="_ _1"></span>e są o<span class="_ _1"></span>bowiązujące<span class="_ _1"></span> dla ok<span class="_ _1"></span>resów roz<span class="_ _1"></span>poczynając<span class="_ _1"></span>ych się<span class="_ _1"></span> 1 stycz<span class="_ _1"></span>nia 202<span class="ff4">4 roku: </span></div><div class="t m0 x1 hc y30a ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _1d"> </span><span class="ff5">Zmiany <span class="_ _11"></span>d<span class="_ _0"></span>o <span class="_ _11"></span>MSR <span class="_ _11"></span>21 <span class="_ _14"></span>„Skutki <span class="_ _20"></span>zm<span class="_ _0"></span>ian <span class="_ _11"></span>kursów <span class="_ _14"></span>wymiany <span class="_ _11"></span>walut <span class="_ _11"></span>ob<span class="_ _0"></span>cych”. <span class="_ _11"></span>Zmiany <span class="_ _11"></span>te <span class="_ _14"></span>określają <span class="_ _11"></span>sposób, <span class="_ _14"></span>w <span class="_ _11"></span>jaki </span></span></div><div class="t m0 x7f hb y185 ff5 fs6 fc0 sc0 ls0 ws0">jednostka <span class="_ _11"></span>powinna <span class="_ _11"></span>ocenić,<span class="_ _0"></span> <span class="_ _20"></span>czy <span class="_ _20"></span>d<span class="_ _0"></span>ana <span class="_ _20"></span>walu<span class="_ _0"></span>ta <span class="_ _20"></span>jest <span class="_ _11"></span>wymienialna <span class="_ _11"></span>na <span class="_ _11"></span>inną <span class="_ _11"></span>walutę <span class="_ _11"></span>oraz <span class="_ _11"></span>w <span class="_ _11"></span>jaki <span class="_ _20"></span>sposób<span class="_ _0"></span> <span class="_ _20"></span>powin<span class="_ _0"></span>na </div><div class="t m0 x7f hb y30b ff5 fs6 fc0 sc0 ls0 ws0">ustalić <span class="_ _1e"> </span>natychmiastowy<span class="_ _0"></span>  kurs <span class="_ _1e"> </span>wymiany <span class="_ _1e"> </span>(ang. <span class="_ _1e"> </span>spot <span class="_ _1e"> </span>exchange  r<span class="_ _0"></span>at<span class="_ _0"></span>e)  w <span class="_ _1e"> </span>przypadku <span class="_ _1e"> </span>braku <span class="_ _1e"> </span>możliwości <span class="_ _1e"> </span>jej </div><div class="t m0 x7f hc y30c ff5 fs6 fc0 sc0 ls0 ws0">wymiany. <span class="_ _1e"> </span>Zmiany  będ<span class="_ _0"></span>ą  obowiązywać  d<span class="_ _0"></span>la  roczny<span class="_ _0"></span>ch  okresów  sprawo<span class="_ _0"></span>zdawczych <span class="_ _1e"> </span>rozpoczynających  się<span class="_ _0"></span> <span class="_ _20"></span><span class="ff4"> </span></div><div class="t m0 x7f hb y30d ff5 fs6 fc0 sc0 ls0 ws0">1 <span class="_ _14"> </span>stycznia <span class="_ _15"> </span>2025 <span class="_ _14"> </span>r. <span class="_ _15"> </span>lub <span class="_ _14"></span>później. <span class="_ _14"></span>Wcześniejsze <span class="_ _14"> </span>za<span class="_ _0"></span>stosowanie <span class="_ _15"> </span>zmian <span class="_ _14"> </span>jest <span class="_ _14"> </span>d<span class="_ _0"></span>ozwolone, <span class="_ _15"> </span>ale <span class="_ _14"> </span>będzie <span class="_ _14"> </span>wy<span class="_ _0"></span>magało </div><div class="t m0 x7f hc y18b ff4 fs6 fc0 sc0 ls0 ws0">ujawnienia. Zm<span class="_ _0"></span>iany nie zosta<span class="_ _0"></span><span class="ff5">ły zatwierdzone przez UE.<span class="_ _0"></span></span> </div><div class="t m0 x1 hc y30e ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _1d"> </span><span class="ff4">Zmiany do MSSF 9<span class="_ _0"></span> <span class="ff5">„Instrumenty finansowe” i M<span class="_ _0"></span>SSF 7 „Instrumenty finansowe <span class="_ _0"></span>–</span> <span class="ff5">ujawn<span class="_ _0"></span>ienia informacji” </span>- </span></span></div><div class="t m0 x7f hb y30f ff5 fs6 fc0 sc0 ls0 ws0">zmiany <span class="_ _11"></span>w <span class="_ _20"></span>klasyfik<span class="_ _0"></span>acji <span class="_ _20"></span>i <span class="_ _20"></span>wycenie <span class="_ _11"></span>instrumen<span class="_ _0"></span>tów <span class="_ _20"></span>finansowych. <span class="_ _11"></span>Zmiany <span class="_ _20"></span>prec<span class="_ _0"></span>yzują <span class="_ _20"></span>datę <span class="_ _20"></span>u<span class="_ _0"></span>sunięcia <span class="_ _20"></span>aktywó<span class="_ _0"></span>w <span class="_ _20"></span>i </div><div class="t m0 x7f hb y310 ff5 fs6 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _27"> </span>finan<span class="_ _0"></span>sowych <span class="_ _c"> </span>z <span class="_ _c"> </span>b<span class="_ _0"></span>ilansu. <span class="_ _27"> </span>Dotyczy <span class="_ _27"> </span>to <span class="_ _27"> </span>wszystkich <span class="_ _27"> </span>płatno<span class="_ _0"></span>ści, <span class="_ _c"> </span>w <span class="_ _27"> </span>tym <span class="_ _12"> </span>dokonywan<span class="_ _0"></span>ych <span class="_ _c"> </span>d<span class="_ _0"></span>rogą </div><div class="t m0 x7f hb y311 ff5 fs6 fc0 sc0 ls0 ws0">elektroniczn<span class="_ _0"></span>ą. <span class="_ _21"> </span>RMSR <span class="_ _21"> </span>wprowad<span class="_ _0"></span>ziła <span class="_ _21"> </span>również <span class="_ _21"> </span>n<span class="_ _0"></span>ową <span class="_ _21"> </span>opcję, <span class="_ _21"> </span>któ<span class="_ _0"></span>ra <span class="_ _21"> </span>pozwala <span class="_ _23"> </span>spółkom <span class="_ _21"> </span>korzy<span class="_ _0"></span>stającym <span class="_ _21"> </span>z </div><div class="t m0 x7f hb y312 ff5 fs6 fc0 sc0 ls0 ws0">elektroniczn<span class="_ _0"></span>ych system<span class="_ _0"></span>ów płatno<span class="_ _0"></span>ści u<span class="_ _0"></span>znać <span class="_ _0"></span>zobowiązanie <span class="_ _0"></span>finansowe <span class="_ _0"></span>za <span class="_ _0"></span>wykonane <span class="_ _0"></span>przed <span class="_ _0"></span>dniem <span class="_ _0"></span>rozliczenia, </div><div class="t m0 x7f hb y313 ff5 fs6 fc0 sc0 ls0 ws0">pod <span class="_ _13"> </span>warunkiem <span class="_ _13"> </span>spełnienia <span class="_ _13"> </span>szereg<span class="_ _0"></span>u <span class="_ _13"> </span>określonych <span class="_ _13"> </span>kryteriów. <span class="_ _13"> </span>Opcja <span class="_ _13"> </span>ta <span class="_ _15"> </span>nie <span class="_ _13"> </span>ma <span class="_ _13"> </span>zastosowan<span class="_ _0"></span>ia <span class="_ _13"> </span>do <span class="_ _13"> </span>aktywów </div><div class="t m0 x7f hb y314 ff5 fs6 fc0 sc0 ls0 ws0">finansowych<span class="_ _0"></span>. <span class="_ _1"></span>Zmiany <span class="_ _1"></span>obowiązują dla <span class="_ _1"></span>rocznych okresów <span class="_ _1"></span>sprawozdawczych rozpoczynających się <span class="_ _1"></span>1 s<span class="_ _1"></span>tycznia </div><div class="t m0 x7f hc y315 ff5 fs6 fc0 sc0 ls0 ws0">2026 <span class="_ _15"> </span>r. <span class="_ _14"> </span>lu<span class="_ _0"></span>b <span class="_ _14"> </span>pó<span class="_ _0"></span>źniej <span class="_ _14"> </span>i <span class="_ _15"> </span>dozwolone <span class="_ _15"> </span>jest <span class="_ _14"> </span>ich<span class="_ _0"></span> <span class="_ _14"> </span>wcześniejsze <span class="_ _15"> </span>za<span class="_ _0"></span>stosowanie. <span class="_ _15"> </span>Standard<span class="_ _0"></span> <span class="_ _14"> </span>nie <span class="_ _15"> </span>jest <span class="_ _15"> </span>zat<span class="_ _0"></span><span class="ff4">wierdzo<span class="_ _0"></span>ny <span class="_ _15"></span>do </span></div><div class="t m0 x7f hc y316 ff4 fs6 fc0 sc0 ls0 ws0">stosowania przez <span class="_ _0"></span>UE. </div><div class="t m0 x1 hc y317 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _1d"> </span><span class="ff5">MSSF <span class="_ _15"> </span>18 <span class="_ _15"> </span>„Prezentacja<span class="_ _0"></span> <span class="_ _15"> </span>i <span class="_ _15"> </span>ujawnienia <span class="_ _15"> </span>w <span class="_ _15"> </span>sprawo<span class="_ _0"></span>zdaniach <span class="_ _15"> </span>finansowych<span class="_ _0"></span>” <span class="_ _13"> </span><span class="ff4">-<span class="_ _1"></span> <span class="_ _15"></span><span class="ff5">wchodzi <span class="_ _15"> </span>w <span class="_ _15"> </span>życie <span class="_ _15"> </span>od<span class="_ _0"></span> <span class="_ _15"> </span>1 <span class="_ _15"> </span>stycznia </span> </span></span></span></div><div class="t m0 x7f hc y318 ff4 fs6 fc0 sc0 ls0 ws0">2027 r. <span class="ff5">Klu<span class="_ _0"></span>czowe wymagania, któ<span class="_ _0"></span>re wprowadza MSSF 18<span class="_ _0"></span> dotyczą 3 obszarów:<span class="_ _0"></span></span> </div><div class="t m0 x7f hc y319 ff4 fs6 fc0 sc0 ls0 ws0">- <span class="_ _0"></span><span class="ff5">poprawy <span class="_ _0"></span>p<span class="_ _0"></span>orównywalności <span class="_ _0"></span>rachunku <span class="_ _20"></span>zysków <span class="_ _0"></span>i <span class="_ _0"></span>strat <span class="_ _0"></span>poprzez <span class="_ _0"></span>wym<span class="_ _0"></span>óg, <span class="_ _0"></span>aby <span class="_ _0"></span>spółki <span class="_ _0"></span>klasyfikowały <span class="_ _0"></span>wszy<span class="_ _0"></span>stkie </span></div><div class="t m0 x7f hb y31a ff5 fs6 fc0 sc0 ls0 ws0">pozycje  przychodów  i  kosztów <span class="_ _13"> </span>w  rachunku<span class="_ _0"></span>  zysków <span class="_ _13"> </span>i  strat  do <span class="_ _13"> </span>jedn<span class="_ _0"></span>ej  z <span class="_ _13"> </span>pięciu  kategorii:  operacyjnej, </div><div class="t m0 x7f hb y31b ff5 fs6 fc0 sc0 ls0 ws0">inwestycyjnej, <span class="_ _15"> </span>f<span class="_ _0"></span>inansowej, <span class="_ _15"> </span>podatku <span class="_ _14"> </span>d<span class="_ _0"></span>ochodowego <span class="_ _15"> </span>i <span class="_ _15"> </span>działalnośc<span class="_ _0"></span>i <span class="_ _15"> </span>zaniechanej; <span class="_ _15"> </span>pier<span class="_ _0"></span>wsze <span class="_ _15"> </span>trzy <span class="_ _15"> </span>kategorie <span class="_ _15"> </span>są </div><div class="t m0 x7f hc y31c ff4 fs6 fc0 sc0 ls0 ws0">kategoriam<span class="_ _0"></span>i nowo wprowadzonymi; <span class="_ _0"></span> </div><div class="t m0 x7f hc y31d ff4 fs6 fc0 sc0 ls0 ws0">- <span class="ff5">ujawn<span class="_ _0"></span>ienia wskaź<span class="_ _0"></span>ników specyficzn<span class="_ _0"></span>ych dla <span class="_ _0"></span>przedsiębiorstwa, <span class="_ _0"></span>zdefiniowan<span class="_ _0"></span>ych przez <span class="_ _0"></span>zarząd (man<span class="_ _0"></span>agement<span class="_ _0"></span></span>-</div><div class="t m0 x7f hc y31e ff4 fs6 fc0 sc0 ls0 ws0">defined perform<span class="_ _0"></span>ance measures <span class="_ _0"></span><span class="ff5">–</span> MPMs); </div><div class="t m0 x7f hc y31f ff4 fs6 fc0 sc0 ls0 ws0">- zasad agr<span class="_ _0"></span>egacji i dezagregacji infor<span class="_ _0"></span>macji w sprawozdaniach fin<span class="_ _0"></span>ansowych.<span class="_ _0"></span> </div><div class="t m0 x7f hc y320 ff4 fs6 fc0 sc0 ls0 ws0">Standard n<span class="_ _0"></span>ie jest zatwierdzony do<span class="_ _0"></span> stosowania przez UE.<span class="_ _0"></span> </div><div class="t m0 x1 hc y321 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _1d"> </span><span class="ff5">MSSF <span class="_ _1"></span>19 <span class="_ _b"></span>„Sp<span class="_ _0"></span>ółki <span class="_ _1"></span>zależne <span class="_ _1"></span>bez <span class="_ _1"></span>odpowiedzialności <span class="_ _1"></span>publiczn<span class="_ _0"></span>ej: <span class="_ _b"></span>ujawnian<span class="_ _0"></span>ie <span class="_ _b"></span>in<span class="_ _0"></span>formacji”, <span class="_ _1"></span>który <span class="_ _1"></span>wchodzi <span class="_ _1"></span>w <span class="_ _1"></span>życie </span></span></div><div class="t m0 x7f hb y322 ff5 fs6 fc0 sc0 ls0 ws0">1 <span class="_ _14"> </span>sty<span class="_ _0"></span>cznia <span class="_ _14"> </span>2<span class="_ _0"></span>027 <span class="_ _14"> </span>r. <span class="_ _15"> </span>Standard <span class="_ _15"> </span>ma <span class="_ _14"> </span>b<span class="_ _0"></span>yć <span class="_ _14"> </span>dobrowo<span class="_ _0"></span>lny <span class="_ _14"> </span>w <span class="_ _15"> </span>stosowaniu <span class="_ _15"> </span>i <span class="_ _15"> </span>zawiera <span class="_ _14"> </span>szer<span class="_ _0"></span>eg <span class="_ _14"> </span>u<span class="_ _0"></span>proszczeń <span class="_ _15"> </span>w <span class="_ _14"> </span>zakr<span class="_ _0"></span>esie </div><div class="t m0 x7f hb y323 ff5 fs6 fc0 sc0 ls0 ws0">prezentacji  i  w<span class="_ _1"></span>yceny  dla <span class="_ _13"> </span>jednostek  stosujących  MSR, <span class="_ _13"> </span>le<span class="_ _0"></span>cz  nie <span class="_ _13"> </span>będący<span class="_ _0"></span>ch <span class="_ _13"> </span>jednostką  odpowiedzialności </div><div class="t m0 x7f hc y324 ff4 fs6 fc0 sc0 ls0 ws0">publicznej. <span class="_ _0"></span>Standard nie jest zatwierdzony<span class="_ _0"></span> do stosowania przez U<span class="_ _0"></span>E.<span class="_ _0"></span> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">26</span> </span></span></div><div class="t m0 x1 hc y211 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _1d"> </span><span class="ff4">Zmiany <span class="_ _0"></span>d<span class="_ _0"></span>o <span class="_ _0"></span>MSSF <span class="_ _0"></span>9 <span class="_ _0"></span>i <span class="_ _20"></span>MSSF <span class="_ _0"></span>7 <span class="_ _20"></span><span class="ff5">–</span> <span class="_ _20"></span>Umowy <span class="_ _20"></span><span class="ff5">na <span class="_ _0"></span>dostawę <span class="_ _0"></span>en<span class="_ _0"></span>ergii <span class="_ _0"></span>elektrycznej <span class="_ _20"></span>ze <span class="_ _0"></span>źródeł <span class="_ _0"></span>za<span class="_ _0"></span>leżnych <span class="_ _0"></span>od <span class="_ _0"></span>przy<span class="_ _0"></span>rody </span></span></span></div><div class="t m0 x7f hc y213 ff4 fs6 fc0 sc0 ls0 ws0">(OZE)  <span class="ff5">–</span>  <span class="ff5">zmiany<span class="_ _0"></span>  obejmują  doprecyzowanie  zastosowan<span class="_ _0"></span>ia  wymogów  dotycz<span class="_ _0"></span>ących  „własnego  użytku”; </span></div><div class="t m0 x7f hb y214 ff5 fs6 fc0 sc0 ls0 ws0">zezwolenie <span class="_ _24"> </span>na <span class="_ _24"> </span>r<span class="_ _0"></span>achunkowość <span class="_ _24"> </span>zabezpieczeń<span class="_ _0"></span>, <span class="_ _24"> </span>jeśli <span class="_ _a"> </span>k<span class="_ _0"></span>ontrakty <span class="_ _24"> </span>są <span class="_ _24"> </span>wykorzy<span class="_ _0"></span>stywane <span class="_ _24"> </span>jako <span class="_ _24"> </span>instrumen<span class="_ _0"></span>ty </div><div class="t m0 x7f hb y215 ff5 fs6 fc0 sc0 ls0 ws0">zabezpieczające; <span class="_ _11"></span>d<span class="_ _0"></span>odanie <span class="_ _11"></span>nowych <span class="_ _11"></span>wymogów <span class="_ _11"></span>doty<span class="_ _0"></span>czących <span class="_ _20"></span>ujawnian<span class="_ _0"></span>ia <span class="_ _11"></span>informacji. <span class="_ _11"></span>Zmiany <span class="_ _11"></span>obo<span class="_ _0"></span>wiązują <span class="_ _20"></span>dla<span class="_ _0"></span> </div><div class="t m0 x7f hc y216 ff5 fs6 fc0 sc0 ls0 ws0">okresów ro<span class="_ _0"></span>cznych rozpoczynających się 1<span class="_ _0"></span> stycznia 2026 r. lub pó<span class="_ _0"></span>źniej<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y23e ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _1d"> </span><span class="ff5">Zmiany <span class="_ _1e"> </span>do <span class="_ _1e"> </span>różnych <span class="_ _1e"> </span>standardó<span class="_ _0"></span>w  wy<span class="_ _0"></span>nikające <span class="_ _1e"> </span>z <span class="_ _1e"> </span>corocznego <span class="_ _1e"> </span>przeglądu <span class="_ _1e"> </span>Międzynarodowych <span class="_ _1e"> </span>Standar<span class="_ _0"></span>dów </span></span></div><div class="t m0 x7f hb y23f ff5 fs6 fc0 sc0 ls0 ws0">Sprawozdawczo<span class="_ _0"></span>ści <span class="_ _0"></span>Finansowej <span class="_ _0"></span>(<span class="_ _0"></span>Annual <span class="_ _0"></span>Improvem<span class="_ _0"></span>ents <span class="_ _0"></span>Volume <span class="_ _0"></span>11) <span class="_ _0"></span>o<span class="_ _0"></span>publikowane <span class="_ _0"></span>w <span class="_ _0"></span>dniu <span class="_ _20"></span>18 <span class="_ _0"></span>lipca <span class="_ _0"></span>2<span class="_ _0"></span>024 <span class="_ _0"></span>r. </div><div class="t m0 x7f hc y240 ff5 fs6 fc0 sc0 ls0 ws0">Mają <span class="_ _13"> </span>one  zastosowanie <span class="_ _13"> </span>przeważnie <span class="_ _13"> </span>dla  okresów <span class="_ _13"> </span>rocznych <span class="_ _13"> </span>rozp<span class="_ _0"></span>oczynających <span class="_ _13"> </span>się <span class="_ _13"> </span>1 <span class="_ _13"> </span>sty<span class="_ _0"></span>cznia  <span class="ff4">2026  r., <span class="_ _13"> </span>z </span></div><div class="t m0 x7f hc y241 ff5 fs6 fc0 sc0 ls0 ws0">możliwością wcześniejszeg<span class="_ _0"></span>o ich zastosowan<span class="_ _0"></span>ia. Są to zmiany doty<span class="_ _0"></span>czące<span class="_ _0"></span><span class="ff4">: </span></div><div class="t m0 x92 hc y325 ff10 fs6 fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _f"> </span><span class="ff4">MSSF 1<span class="_ _0"></span> <span class="ff5">–</span> <span class="ls9">w </span><span class="ff5">zakresie r<span class="_ _0"></span>achunkowości zabezpiecz<span class="_ _0"></span>eń dla jednostek stosujących<span class="_ _0"></span> MSSF po raz pierwszy<span class="_ _20"></span></span>; </span></span></div><div class="t m0 x92 hc y326 ff10 fs6 fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _f"> </span><span class="ff4">MSSF <span class="_ _14"></span>7 <span class="_ _14"></span><span class="ff5">–</span> <span class="_ _14"></span><span class="ls14">w <span class="_ _11"></span></span><span class="ff5">zak<span class="_ _0"></span>resie <span class="_ _11"></span>ujęcia <span class="_ _14"></span>zysku <span class="_ _14"></span>lub <span class="_ _11"></span>straty <span class="_ _14"></span>w <span class="_ _11"></span>związk<span class="_ _0"></span>u <span class="_ _11"></span>z <span class="_ _14"></span>zaprzestaniem <span class="_ _14"></span>ujmowania <span class="_ _11"></span>instrumen<span class="_ _0"></span>tów<span class="_ _0"></span></span> </span></span></div><div class="t m0 x93 hb y327 ff5 fs6 fc0 sc0 ls0 ws0">finansowych<span class="_ _0"></span>, ujawnienia <span class="_ _0"></span>informacji <span class="_ _0"></span>na temat <span class="_ _0"></span>odroczonej <span class="_ _0"></span>różnicy <span class="_ _0"></span>pomiędzy <span class="_ _0"></span>wartością go<span class="_ _0"></span>dziwą a ce<span class="_ _0"></span>ną </div><div class="t m0 x93 hc y328 ff5 fs6 fc0 sc0 ls0 ws0">transakcyjną <span class="_ _0"></span>oraz wprowadzenia i ujawnien<span class="_ _0"></span>ia informacji na temat ry<span class="_ _0"></span>zyka kredytowego<span class="_ _20"></span><span class="ff4">; </span></div><div class="t m0 x92 hc y11 ff10 fs6 fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _f"> </span><span class="ff4">MSSF9 <span class="_ _13"> </span><span class="ff5">–</span> <span class="_ _13"> </span>w <span class="_ _15"> </span>zakr<span class="_ _0"></span>esie <span class="_ _15"> </span>z<span class="_ _0"></span><span class="ff5">aprzestania <span class="_ _13"> </span>ujmowania <span class="_ _13"> </span>zobowiązań <span class="_ _13"> </span>z <span class="_ _15"> </span>ty<span class="_ _0"></span>tułu <span class="_ _13"> </span>leasingu <span class="_ _15"> </span>or<span class="_ _0"></span>az <span class="_ _15"> </span>d<span class="_ _0"></span>oprecyzowania </span></span></span></div><div class="t m0 x93 hc y329 ff5 fs6 fc0 sc0 ls0 ws0">definicji „ceny<span class="_ _0"></span> transakcyjnej” w powiązan<span class="_ _0"></span>iu z MSSF 15<span class="_ _0"></span><span class="ff4">; </span></div><div class="t m0 x92 hc y18c ff10 fs6 fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _f"> </span><span class="ff4">MSSF 1<span class="_ _0"></span>0 <span class="ff5">–</span> w zakr<span class="_ _0"></span>esie <span class="ff5">doprecyzowania <span class="_ _0"></span>terminu „agent de facto”<span class="_ _0"></span></span>; </span></span></div><div class="t m0 x92 hc y32a ff10 fs6 fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _f"> </span><span class="ff4">MSR 7 <span class="_ _0"></span><span class="ff5">–</span> w zakresie <span class="_ _0"></span><span class="ff5">doprecyzowania term<span class="_ _0"></span>inu „metoda ceny naby<span class="_ _0"></span>cia lub kosztu wytworzenia”<span class="_ _0"></span></span>. </span></span></div><div class="t m0 x1 h4c y32b ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y32c ff5 fs6 fc0 sc0 ls0 ws0">Spółka<span class="ff4"> <span class="_ _20"></span></span>n<span class="_ _0"></span>ie <span class="_ _20"></span>zdecydowała <span class="_ _20"></span>się <span class="_ _11"></span>na <span class="_ _20"></span>wcześniejsze <span class="_ _20"></span>za<span class="_ _0"></span>stosowanie <span class="_ _11"></span>żadneg<span class="_ _0"></span>o <span class="_ _20"></span>standardu, <span class="_ _20"></span>in<span class="_ _0"></span>terpretacji <span class="_ _0"></span>lub<span class="_ _0"></span> <span class="_ _0"></span>zm<span class="_ _0"></span>iany, <span class="_ _20"></span>któr<span class="_ _0"></span>e </div><div class="t m0 x1 hc y32d ff5 fs6 fc0 sc0 ls0 ws0">zostały opu<span class="_ _0"></span>blikowane, lecz nie weszły do<span class="_ _0"></span>tychczas w życie.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y32e ff5 fs6 fc0 sc0 ls0 ws0">Nowy <span class="_ _13"> </span>standard <span class="_ _13"> </span>MSSF <span class="_ _15"> </span>18 <span class="_ _13"> </span>może <span class="_ _13"> </span>mieć <span class="_ _15"> </span>wpły<span class="_ _0"></span>w <span class="_ _15"> </span>n<span class="_ _0"></span>a <span class="_ _15"> </span>in<span class="_ _0"></span>formacje <span class="_ _13"> </span>prezentowane <span class="_ _13"> </span>w <span class="_ _15"> </span>jedn<span class="_ _0"></span>ostkowym <span class="_ _13"> </span>sprawozdaniu </div><div class="t m0 x1 hb y32f ff5 fs6 fc0 sc0 ls0 ws0">finansowym<span class="_ _0"></span>, <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>m.in. <span class="_ _0"></span>na <span class="_ _0"></span>agregac<span class="_ _0"></span>ję <span class="_ _0"></span>i <span class="_ _0"></span>dezagregację <span class="_ _0"></span>p<span class="_ _0"></span>rezentowanych <span class="_ _0"></span>danych<span class="_ _0"></span>, <span class="_ _20"></span>bądź <span class="_ _0"></span>ujawnien<span class="_ _1"></span>ie dodatkowych </div><div class="t m0 x1 hc y330 ff5 fs6 fc0 sc0 ls0 ws0">wskaźni<span class="_ _1"></span>ków opisują<span class="_ _1"></span>cych dział<span class="_ _1"></span>alność j<span class="_ _1"></span>ednostki<span class="_ _1"></span> analizow<span class="_ _1"></span>anych p<span class="_ _1"></span>rzez jej <span class="_ _1"></span>Zarząd i<span class="_ _1"></span> interesa<span class="_ _1"></span>riuszy<span class="ff4 ls8">. <span class="ls0"> </span></span></div><div class="t m0 x1 hb y331 ff5 fs6 fc0 sc0 ls0 ws0">Spółka jest <span class="_ _1"></span>w trakcie <span class="_ _1"></span>oceny, czy <span class="_ _1"></span>zmiany do <span class="_ _1"></span>MSSF <span class="_ _1"></span>9 i <span class="_ _1"></span>MSSF <span class="_ _1"></span>7 będą <span class="_ _1"></span>miały wpływ na<span class="_ _1"></span> jednostkowe <span class="_ _1"></span>sprawozdan<span class="_ _0"></span>ie </div><div class="t m0 x1 hc y332 ff4 fs6 fc0 sc0 ls0 ws0">finansowe. </div><div class="t m0 x1 hb y333 ff5 fs6 fc0 sc0 ls0 ws0">Poza <span class="_ _15"> </span>wskazanym<span class="_ _0"></span>i <span class="_ _14"> </span>po<span class="_ _0"></span>wyżej <span class="_ _15"> </span>zmianami <span class="_ _15"> </span>do <span class="_ _15"> </span>standardów <span class="_ _15"> </span>lub <span class="_ _15"> </span>nowy<span class="_ _0"></span>m <span class="_ _15"> </span>standardem <span class="_ _15"> </span>MSSF <span class="_ _15"> </span>18, <span class="_ _15"> </span>Zarząd <span class="_ _15"> </span>Spó<span class="_ _0"></span>łki <span class="_ _14"> </span>n<span class="_ _0"></span>ie<span class="_ _1"></span> </div><div class="t m0 x1 hb y334 ff5 fs6 fc0 sc0 ls0 ws0">oczekuje <span class="_ _20"></span>istotnego <span class="_ _20"></span>wpływu<span class="_ _0"></span> <span class="_ _0"></span>zastosowania <span class="_ _20"></span>pozo<span class="_ _0"></span>stałych <span class="_ _0"></span>p<span class="_ _0"></span>owyższych <span class="_ _0"></span>nowy<span class="_ _0"></span>ch <span class="_ _0"></span>lub <span class="_ _20"></span>zmienionych <span class="_ _20"></span>standar<span class="_ _0"></span>dów <span class="_ _0"></span>oraz </div><div class="t m0 x1 hc y335 ff4 fs6 fc0 sc0 ls0 ws0">interpretacji na <span class="_ _0"></span>jednostkowe sprawozdan<span class="_ _0"></span>ie finansowe<span class="_ _0"></span>. </div><div class="t m0 x1 h27 y336 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y337 ff2 fs6 fc2 sc0 ls7 ws0">4.<span class="fff ls0"> <span class="_ _1d"> </span><span class="ff3 fc1">Ważn<span class="_ _1"></span>e <span class="_ _1"></span>osz<span class="_ _1"></span>ac<span class="_ _1"></span>ow<span class="_ _1"></span>ani<span class="_ _1"></span>a <span class="_ _1"></span>i <span class="_ _1"></span>zał<span class="_ _1"></span>oż<span class="_ _1"></span>en<span class="_ _1"></span>ia <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y338 ff5 fs6 fc0 sc0 ls0 ws0">Sporządzen<span class="_ _0"></span>ie <span class="_ _13"> </span>jednostkowego <span class="_ _13"> </span>sprawo<span class="_ _0"></span>zdania <span class="_ _13"> </span>finan<span class="_ _0"></span>sowego <span class="_ _13"> </span>wymaga  od <span class="_ _13"> </span>Zarządu  Spółki <span class="_ _13"> </span>dokonan<span class="_ _0"></span>ia <span class="_ _13"> </span>osądów <span class="_ _13"> </span>i </div><div class="t m0 x1 hb y339 ff5 fs6 fc0 sc0 ls0 ws0">szacunków, <span class="_ _12"> </span>k<span class="_ _0"></span>tóre <span class="_ _12"> </span>wpływają <span class="_ _12"> </span>na <span class="_ _12"> </span>przyjęte <span class="_ _12"> </span>zasad<span class="_ _0"></span>y <span class="_ _27"> </span>rac<span class="_ _0"></span>hunkowości, <span class="_ _12"> </span>wielkości <span class="_ _12"> </span>wyk<span class="_ _0"></span>azane <span class="_ _12"> </span>w <span class="_ _12"> </span>jednostko<span class="_ _0"></span>wym </div><div class="t m0 x1 hb y33a ff5 fs6 fc0 sc0 ls0 ws0">sprawozdan<span class="_ _0"></span>iu <span class="_ _b"></span>finansowym<span class="_ _0"></span> <span class="_ _b"></span>oraz <span class="_ _b"></span>w <span class="_ _1"></span>notach <span class="_ _b"></span>do <span class="_ _1"></span>tego <span class="_ _b"></span>sprawo<span class="_ _0"></span>zdania. <span class="_ _b"></span>Osądy <span class="_ _1"></span>i <span class="_ _b"></span>szacunki <span class="_ _1"></span>oparte <span class="_ _b"></span>są <span class="_ _1"></span>na <span class="_ _b"></span>najlepszej <span class="_ _b"></span>wied<span class="_ _0"></span>zy </div><div class="t m0 x1 hc y33b ff5 fs6 fc0 sc0 ls0 ws0">Zarządu <span class="_ _14"></span>na <span class="_ _14"></span>temat <span class="_ _14"></span>bieżących <span class="_ _14"> </span>i<span class="ff4"> <span class="_ _14"></span></span>przy<span class="_ _0"></span>szłych <span class="_ _14"></span>zdarzeń <span class="_ _14"></span>i <span class="_ _14"></span>działań. <span class="_ _14"></span>Rzeczywiste <span class="_ _14"></span>wyniki <span class="_ _14"></span>mogą <span class="_ _14"></span>się <span class="_ _14"></span>jednak <span class="_ _14"></span>różnić <span class="_ _14"></span>od<span class="_ _1"></span> </div><div class="t m0 x1 hc y33c ff4 fs6 fc0 sc0 ls0 ws0">przewidywan<span class="_ _0"></span>ych. </div><div class="t m0 x1 hc y33d ff4 fs6 fc0 sc0 ls0 ws0">Podstawowe <span class="_ _20"></span><span class="ff5">o<span class="_ _0"></span>bszary, <span class="_ _20"></span>w <span class="_ _0"></span>k<span class="_ _0"></span>tórych <span class="_ _20"></span>osądy <span class="_ _20"></span>i <span class="_ _20"></span>szacunk<span class="_ _0"></span>i <span class="_ _0"></span>Zarządu <span class="_ _20"></span>mają <span class="_ _20"></span>istotn<span class="_ _0"></span>y <span class="_ _20"></span>wpływ <span class="_ _20"></span>na <span class="_ _20"></span>jednostkowe <span class="_ _20"></span>sprawo<span class="_ _0"></span>zdanie </span></div><div class="t m0 x1 hc y33e ff4 fs6 fc0 sc0 ls0 ws0">finansowe to<span class="_ _0"></span>: </div><div class="t m0 x87 h3b y33f ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff2">ustalenie kontroli/bra<span class="_ _0"></span>ku ko<span class="_ _0"></span>ntroli nad <span class="_ _0"></span>jednostk<span class="_ _0"></span>ami<span class="ff4"> <span class="_ _0"></span><span class="ff5">–</span> <span class="ff5">Spółka <span class="_ _0"></span>sprawuje <span class="_ _0"></span>kontrolę nad<span class="_ _0"></span> inną jedn<span class="_ _0"></span>ostką, </span></span></span></span></div><div class="t m0 x88 hb y340 ff5 fs6 fc0 sc0 ls0 ws0">w <span class="_ _0"></span>przypadku, <span class="_ _0"></span>gdy <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>swojego <span class="_ _0"></span>zaangażo<span class="_ _0"></span>wania <span class="_ _0"></span>w tę <span class="_ _0"></span>jednostk<span class="_ _0"></span>ę m<span class="_ _0"></span>a p<span class="_ _0"></span>rawa <span class="_ _0"></span>do zm<span class="_ _0"></span>iennych wy<span class="_ _0"></span>ników </div><div class="t m0 x88 hb y341 ff5 fs6 fc0 sc0 ls0 ws0">finansowych<span class="_ _0"></span>,  oraz <span class="_ _13"> </span>ma  możliwość  wywierania  wpływu  na  wysokość  tych  wyników  finansowych </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">27</span> </span></span></div><div class="t m0 x88 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">poprzez <span class="_ _1e"> </span>sprawowanie  władzy <span class="_ _1e"> </span>nad  tą  jedno<span class="_ _0"></span>stką.  Przy  dokony<span class="_ _0"></span>waniu  oceny,  czy <span class="_ _1e"> </span>Spółka  sprawuje </div><div class="t m0 x88 hb y213 ff5 fs6 fc0 sc0 ls0 ws0">kontrolę nad <span class="_ _b"></span>dan<span class="_ _0"></span>ą <span class="_ _1"></span>jednostką, <span class="_ _1"></span>uwzględnia się <span class="_ _b"></span>istnien<span class="_ _0"></span>ie <span class="_ _1"></span>i <span class="_ _1"></span>wpływ <span class="_ _1"></span>potencjalny<span class="_ _0"></span>ch <span class="_ _1"></span>praw <span class="_ _1"></span>głosu, <span class="_ _1"></span>które <span class="_ _1"></span>w <span class="_ _1"></span>danej </div><div class="t m0 x88 hb y214 ff5 fs6 fc0 sc0 ls0 ws0">chwili mo<span class="_ _0"></span>żna zrealizować <span class="_ _0"></span>lub zamienić. <span class="_ _0"></span>Informacje n<span class="_ _0"></span>a temat jed<span class="_ _0"></span>nos<span class="_ _0"></span>tek, nad <span class="_ _0"></span>którymi Sp<span class="_ _0"></span>ółka sprawuje </div><div class="t m0 x88 hc y215 ff5 fs6 fc0 sc0 ls0 ws0">kontrolę <span class="ff4">pr<span class="_ _0"></span>zedstawiono w nocie 1.4<span class="_ _0"></span>; </span></div><div class="t m0 x87 h3b y216 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff2">segmenty <span class="_ _0"></span>operacyjne<span class="_ _0"></span><span class="ff4"> <span class="_ _0"></span><span class="ff5">–</span> <span class="_ _0"></span><span class="ff5">z <span class="_ _20"></span>uwagi <span class="_ _0"></span>na <span class="_ _20"></span>podobieństwo <span class="_ _0"></span>świadczo<span class="_ _0"></span>nych <span class="_ _0"></span>usług, <span class="_ _20"></span>struktury <span class="_ _0"></span>i <span class="_ _0"></span>rodzaju <span class="_ _0"></span>k<span class="_ _0"></span>lientów, </span></span></span></span></div><div class="t m0 x88 hc y23e ff5 fs6 fc0 sc0 ls0 ws0">metod dystrybu<span class="_ _0"></span>cji oraz realizowanych m<span class="_ _0"></span>arż Spó<span class="_ _0"></span>łka wyodrębnia jeden segm<span class="_ _0"></span>ent operacyjny<span class="_ _0"></span><span class="ff4">; </span></div><div class="t m0 x87 hc y23f ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff3">wycena <span class="_ _a"> </span>wartości <span class="_ _a"> </span>godziwej, <span class="_ _a"> </span>przejmo<span class="_ _0"></span>wanych <span class="_ _a"> </span>w <span class="_ _a"> </span>wyniku <span class="_ _a"> </span>połączenia <span class="_ _a"> </span>jednostek<span class="_ _0"></span>, <span class="_ _23"> </span>akt<span class="_ _0"></span>ywów <span class="_ _a"> </span>i </span></span></div><div class="t m0 x88 hc y240 ff3 fs6 fc0 sc0 ls0 ws0">zobowiązań, <span class="_ _1e"> </span>ustalenie <span class="_ _1e"> </span>warto<span class="_ _0"></span>ści  f<span class="_ _0"></span>irmy<span class="_ _0"></span><span class="ff4"> <span class="_ _1e"> </span><span class="ff5">–</span> <span class="_ _1e"> </span><span class="ff5">Spółka <span class="_ _1e"> </span></span>dokonuje <span class="_ _1e"> </span>identyfikacji <span class="_ _1e"> </span>i <span class="_ _1e"> </span>wyceny <span class="_ _1e"> </span>nabywan<span class="_ _0"></span>ych </span></div><div class="t m0 x88 hb y241 ff5 fs6 fc0 sc0 ls0 ws0">aktywów, <span class="_ _20"></span>zo<span class="_ _0"></span>bowiązań <span class="_ _20"></span>oraz <span class="_ _11"></span>wartości <span class="_ _20"></span>firmy<span class="_ _0"></span>. <span class="_ _20"></span>Wycena <span class="_ _20"></span>uwzg<span class="_ _0"></span>lędnia <span class="_ _20"></span>szereg<span class="_ _0"></span> <span class="_ _20"></span>istotnych <span class="_ _20"></span>zało<span class="_ _0"></span>żeń, <span class="_ _0"></span>tak<span class="_ _0"></span>ich <span class="_ _20"></span>jak </div><div class="t m0 x88 hc y242 ff4 fs6 fc0 sc0 ls0 ws0">m.in.: <span class="_ _20"></span><span class="ff5">wybór <span class="_ _20"></span>odpowied<span class="_ _0"></span>niej <span class="_ _0"></span>metody<span class="_ _0"></span> <span class="_ _0"></span>wyceny <span class="_ _20"></span>oraz <span class="_ _20"></span>prognozy<span class="_ _0"></span> <span class="_ _0"></span>finansowe.<span class="_ _0"></span> <span class="_ _0"></span>Przyjęte <span class="_ _20"></span>założen<span class="_ _0"></span>ia <span class="_ _0"></span>mogą <span class="_ _20"></span>mieć </span></div><div class="t m0 x88 hb y21d ff5 fs6 fc0 sc0 ls0 ws0">istotny <span class="_ _14"> </span>wpły<span class="_ _0"></span>w <span class="_ _14"></span>na <span class="_ _14"> </span>określenie <span class="_ _15"> </span>wartości <span class="_ _14"> </span>god<span class="_ _0"></span>ziwej <span class="_ _14"></span>nabywanych <span class="_ _15"> </span>aktywów <span class="_ _14"> </span>i <span class="_ _15"> </span>zobowiązań <span class="_ _14"> </span>o<span class="_ _0"></span>raz <span class="_ _14"></span>ustalenie </div><div class="t m0 x88 hc y21e ff5 fs6 fc0 sc0 ls0 ws0">wartości firmy.<span class="ff4"> </span></div><div class="t m0 x87 hc y2e3 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff3">wartość <span class="_ _1e"> </span>odzyskiwalna <span class="_ _c"> </span>wartości <span class="_ _1e"> </span>firmy <span class="_ _1e"> </span>i <span class="_ _c"> </span>wartości <span class="_ _1e"> </span>niematerialnych<span class="_ _0"></span><span class="ff4"> <span class="_ _1e"> </span><span class="ff5">–</span> <span class="_ _1e"> </span><span class="ff5">testy<span class="_ _0"></span>  n<span class="_ _0"></span>a <span class="_ _1e"> </span>utratę <span class="_ _1e"> </span>wartości </span></span></span></span></div><div class="t m0 x88 hb y2e4 ff5 fs6 fc0 sc0 ls0 ws0">aktywów <span class="_ _14"> </span>p<span class="_ _0"></span>rzeprowadzane <span class="_ _15"> </span>są <span class="_ _14"></span>w <span class="_ _14"></span>oparciu <span class="_ _15"> </span>o <span class="_ _14"> </span>szereg <span class="_ _15"> </span>założeń, <span class="_ _14"></span>których <span class="_ _15"> </span>część <span class="_ _14"> </span>jest <span class="_ _14"> </span>po<span class="_ _0"></span>za <span class="_ _14"></span>kontrolą <span class="_ _14"> </span>Spółk<span class="_ _0"></span>i. </div><div class="t m0 x88 hb y2e5 ff5 fs6 fc0 sc0 ls0 ws0">Znaczące <span class="_ _14"></span>zmiany <span class="_ _11"></span>tych <span class="_ _11"></span>założeń, <span class="_ _14"></span>w<span class="_ _1"></span> <span class="_ _11"></span>tym<span class="_ _0"></span> <span class="_ _11"></span>w <span class="_ _11"></span>zakresie <span class="_ _14"></span>szacowanych <span class="_ _11"></span>przepływó<span class="_ _0"></span>w <span class="_ _11"></span>pieniężnych <span class="_ _14"></span>w <span class="_ _20"></span>ok<span class="_ _0"></span>resie </div><div class="t m0 x88 hb y2e6 ff5 fs6 fc0 sc0 ls0 ws0">rezydualnym, mają <span class="_ _1"></span>wpływ <span class="_ _b"></span>na wyniki <span class="_ _1"></span>testów <span class="_ _1"></span>na <span class="_ _1"></span>utratę <span class="_ _1"></span>wartości <span class="_ _1"></span>i <span class="_ _b"></span>w konsekwencji <span class="_ _1"></span>na <span class="_ _1"></span>sytuację <span class="_ _b"></span>fin<span class="_ _0"></span>ansową </div><div class="t m0 x88 hc y2e7 ff4 fs6 fc0 sc0 ls0 ws0">oraz wynik<span class="_ _0"></span>i finansowe <span class="ff5">Spó<span class="_ _0"></span>łki (nota </span><span class="ls7">17<span class="lsa">);</span></span> </div><div class="t m0 x87 h3b y2fc ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff3">ujęcie <span class="_ _21"> </span>nak<span class="_ _0"></span>ładów <span class="_ _23"> </span>poniesionych <span class="_ _23"> </span>na <span class="_ _23"> </span>prace <span class="_ _23"> </span>rozwojowe<span class="_ _0"></span><span class="ff2"> <span class="_ _23"> </span><span class="ff5">–<span class="ff4"> <span class="_ _23"> </span>przy <span class="_ _21"> </span>d<span class="_ _0"></span>okonywaniu <span class="_ _23"> </span>oceny <span class="_ _23"> </span>momentu </span></span></span></span></span></div><div class="t m0 x88 hb y2fd ff5 fs6 fc0 sc0 ls0 ws0">rozpoczęc<span class="_ _0"></span>ia  u<span class="_ _0"></span>jmowania <span class="_ _1e"> </span>ponoszonych <span class="_ _1e"> </span>n<span class="_ _0"></span>akładów <span class="_ _1e"> </span>jako <span class="_ _1e"> </span>składnika <span class="_ _1e"> </span>war<span class="_ _0"></span>tości <span class="_ _1e"> </span>niematerialnych <span class="_ _1e"> </span>Zar<span class="_ _0"></span>ząd </div><div class="t m0 x88 hb y2fe ff5 fs6 fc0 sc0 ls0 ws0">Spółki dokonuje osądu czy <span class="_ _1"></span>spełnione zostały łącznie wszystkie <span class="_ _1"></span>kryteria ujmowania składnika wartości </div><div class="t m0 x88 hc y2ff ff5 fs6 fc0 sc0 ls0 ws0">niematerialny<span class="_ _0"></span>ch powstałego w wyni<span class="_ _0"></span><span class="ff4">ku prac rozwojo<span class="_ _0"></span>wych (nota <span class="ls1">16<span class="lsa">);</span></span> </span></div><div class="t m0 x87 h3b y7b ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff2">okresy <span class="_ _c"> </span>amortyzacji <span class="_ _c"> </span><span class="ff3">rz<span class="_ _0"></span>eczowych <span class="_ _c"> </span>aktywów <span class="_ _c"> </span>trwa<span class="_ _0"></span>łych <span class="_ _c"> </span>i <span class="_ _1e"> </span>wart<span class="_ _0"></span>ości <span class="_ _c"> </span>niematerialnych<span class="_ _0"></span></span> <span class="_ _c"> </span><span class="ff5">–<span class="ff4"> <span class="_ _c"> </span></span>wysok<span class="_ _0"></span>ość </span></span></span></div><div class="t m0 x88 hc y342 ff4 fs6 fc0 sc0 ls0 ws0">o<span class="ff5">dpisów <span class="_ _c"> </span></span>am<span class="_ _0"></span>ortyzacyjnych <span class="_ _c"> </span>jest <span class="_ _c"> </span>ustalana <span class="_ _c"> </span>na <span class="_ _c"> </span>pod<span class="_ _0"></span> <span class="_ _c"> </span>stawie <span class="_ _1e"> </span>przewid<span class="_ _0"></span>ywanego <span class="_ _c"> </span>okresu <span class="_ _c"> </span>ekonomiczn<span class="_ _0"></span>ego </div><div class="t m0 x88 hb y7e ff5 fs6 fc0 sc0 ls0 ws0">użytkowan<span class="_ _0"></span>ia <span class="_ _a"> </span>sk<span class="_ _0"></span>ładników <span class="_ _24"> </span>rzeczowych<span class="_ _0"></span> <span class="_ _24"> </span>aktywów <span class="_ _18"> </span>trwałych <span class="_ _24"> </span>i <span class="_ _24"> </span>war<span class="_ _0"></span>tości <span class="_ _24"> </span>niemater<span class="_ _0"></span>ialnych. <span class="_ _24"> </span>Okresy </div><div class="t m0 x88 hb y343 ff5 fs6 fc0 sc0 ls0 ws0">ekonomiczneg<span class="_ _0"></span>o <span class="_ _15"> </span>użytkowania <span class="_ _13"> </span>są <span class="_ _14"> </span>wer<span class="_ _0"></span>yfikowane <span class="_ _15"> </span>p<span class="_ _0"></span>rzynajmniej <span class="_ _15"> </span>na <span class="_ _13"> </span>koniec <span class="_ _15"> </span>każdego <span class="_ _15"> </span>ro<span class="_ _0"></span>ku <span class="_ _15"> </span>obrotowego. </div><div class="t m0 x88 hc y344 ff5 fs6 fc0 sc0 ls0 ws0">Informacje na <span class="_ _0"></span>temat przyjętych okresó<span class="_ _0"></span>w zostały zaprezentowane <span class="_ _0"></span><span class="ff4">w no<span class="_ _0"></span>tach 3.4, 3.6, 3.7, 3.8, 3.9<span class="_ _0"></span>; </span></div><div class="t m0 x87 h3b y345 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff2">prawo  do<span class="_ _0"></span> <span class="_ _1e"> </span><span class="ff3">korzystania <span class="_ _1e"> </span>z <span class="_ _1e"> </span>aktywó<span class="_ _0"></span>w <span class="_ _1e"> </span>oraz  zo<span class="_ _0"></span>bowiązanie <span class="_ _1e"> </span>z  ty<span class="_ _0"></span>tułu <span class="_ _1e"> </span>leasingu<span class="_ _0"></span><span class="ff4"> <span class="_ _1e"> </span><span class="ff5">–</span> <span class="_ _1e"> </span><span class="ff5">Spółka</span> <span class="_ _1e"> </span>ujmuje <span class="_ _1e"> </span>w </span></span></span></span></div><div class="t m0 x88 hb y200 ff5 fs6 fc0 sc0 ls0 ws0">jednostkowy<span class="_ _0"></span>m <span class="_ _23"> </span>sprawozd<span class="_ _0"></span>aniu <span class="_ _23"> </span>finanso<span class="_ _0"></span>wym <span class="_ _23"> </span>prawo <span class="_ _a"> </span>do <span class="_ _a"> </span>korzystania <span class="_ _23"> </span>ze <span class="_ _a"> </span>składnika <span class="_ _a"> </span>aktywów <span class="_ _23"> </span>o<span class="_ _0"></span>raz </div><div class="t m0 x88 hb y346 ff5 fs6 fc0 sc0 ls0 ws0">zobowiązan<span class="_ _0"></span>ia z <span class="_ _20"></span>tytułu <span class="_ _0"></span>leasingu, <span class="_ _0"></span>k<span class="_ _0"></span>tórych <span class="_ _0"></span>wartość <span class="_ _0"></span>ustalana <span class="_ _0"></span>jest <span class="_ _0"></span>z <span class="_ _0"></span>uwzg<span class="_ _0"></span>lędnieniem <span class="_ _0"></span>szacowaneg<span class="_ _0"></span>o <span class="_ _0"></span>okresu </div><div class="t m0 x88 hc y347 ff5 fs6 fc0 sc0 ls0 ws0">korzystania <span class="_ _11"></span>z <span class="_ _11"></span>danego <span class="_ _11"></span>składnika <span class="_ _20"></span>ak<span class="_ _0"></span>tywów <span class="_ _20"></span>i <span class="_ _11"></span>stopy <span class="_ _11"></span>dyskontowej <span class="_ _20"></span>za<span class="_ _0"></span>stosowanej <span class="_ _20"></span>d<span class="_ _0"></span>o<span class="_ _0"></span><span class="ff4"> <span class="_ _11"></span></span>przyszłych <span class="_ _11"></span>płatności </div><div class="t m0 x88 hc y348 ff4 fs6 fc0 sc0 ls0 ws0">leasingowych<span class="_ _0"></span> (nota <span class="ls7">15<span class="_ _0"></span></span> <span class="ls15">i <span class="ls1">30<span class="lsa">);</span></span></span> </div><div class="t m0 x87 hc y349 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff3">wartość <span class="_ _0"></span>końcowa <span class="_ _0"></span>składników <span class="_ _0"></span>akty<span class="_ _0"></span>wów <span class="_ _0"></span>podlegających <span class="_ _0"></span>amortyzacj<span class="_ _0"></span>i<span class="_ _0"></span><span class="ff4"> <span class="_ _0"></span><span class="ff5">–</span> <span class="_ _0"></span><span class="ff5">Spółka</span> <span class="_ _0"></span>szacuje <span class="_ _0"></span><span class="ff5">jaką <span class="_ _0"></span>wartość </span></span></span></span></div><div class="t m0 x88 hb y34a ff5 fs6 fc0 sc0 ls0 ws0">zgodnie  ze  swo<span class="_ _0"></span>imi  przewidywaniami  mo<span class="_ _0"></span>głaby  uzyskać  obecnie,  uwzględn<span class="_ _0"></span>iając  taki  wiek  i  stan </div><div class="t m0 x88 hb y34b ff5 fs6 fc0 sc0 ls0 ws0">składnika <span class="_ _0"></span>aktywów, <span class="_ _0"></span>jaki <span class="_ _0"></span>będzie n<span class="_ _0"></span>a koniec <span class="_ _0"></span>okresu <span class="_ _0"></span>jego <span class="_ _0"></span>ekonomicznego <span class="_ _0"></span>używania, <span class="_ _0"></span>po p<span class="_ _0"></span>omniejszeniu o<span class="_ _0"></span> </div><div class="t m0 x88 hb y34c ff5 fs6 fc0 sc0 ls0 ws0">szacowane <span class="_ _13"> </span>koszty <span class="_ _15"> </span>zbycia. <span class="_ _13"> </span>W <span class="_ _14"> </span>pr<span class="_ _0"></span>zypadku <span class="_ _15"> </span>gdy <span class="_ _13"> </span>Zarząd <span class="_ _15"> </span>Spółki <span class="_ _15"> </span>st<span class="_ _0"></span>wierdzi, <span class="_ _13"> </span>że <span class="_ _15"> </span>tak <span class="_ _13"> </span>oszacowana <span class="_ _15"> </span>wartość </div><div class="t m0 x88 hb y34d ff5 fs6 fc0 sc0 ls0 ws0">końcowa <span class="_ _13"> </span>jest <span class="_ _13"> </span>istotna, <span class="_ _13"> </span>pomniejsza <span class="_ _13"> </span>ona <span class="_ _13"> </span>podstawę <span class="_ _13"> </span>amortyzacji <span class="_ _13"> </span>danego<span class="_ _0"></span> <span class="_ _13"> </span>składnika <span class="_ _13"> </span>aktywów. <span class="_ _13"> </span>Wartość </div><div class="t m0 x88 hc y34e ff5 fs6 fc0 sc0 ls0 ws0">końcową <span class="_ _0"></span>weryfikuje się przynajmniej n<span class="_ _0"></span>a koniec każde<span class="_ _0"></span><span class="ff4">go roku ob<span class="_ _0"></span>rotowego; </span></div><div class="t m0 x87 h3b y34f ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff2">odpisy <span class="_ _1e"> </span><span class="ff3">z <span class="_ _c"> </span>tytułu <span class="_ _1e"> </span>utra<span class="_ _0"></span>ty <span class="_ _1e"> </span>warto<span class="_ _0"></span>ści <span class="_ _c"> </span>należności <span class="_ _1e"> </span>handlowy<span class="_ _0"></span>ch<span class="ff4"> <span class="_ _c"> </span><span class="ff5">–</span> <span class="_ _c"> </span><span class="ff5">wysokość</span> <span class="_ _c"> </span>odpisu <span class="_ _c"> </span><span class="ff5">stanowi <span class="_ _1e"> </span>r<span class="_ _0"></span>óżnica </span></span></span></span></span></div><div class="t m0 x88 hb y350 ff5 fs6 fc0 sc0 ls0 ws0">pomiędzy<span class="_ _0"></span> <span class="_ _1"></span>wartością księgową, a <span class="_ _1"></span>wartością bieżącą <span class="_ _1"></span>szacowanych<span class="_ _0"></span> <span class="_ _1"></span>przyszłych przepływów pieniężnych, </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:513.400000px;bottom:927.420000px;width:14.500000px;height:17.250000px;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:736.640000px;bottom:789.440000px;width:14.500000px;height:17.250000px;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:383.960000px;bottom:444.480000px;width:14.500000px;height:17.240000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:419.520000px;bottom:444.480000px;width:14.500000px;height:17.240000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">28</span> </span></span></div><div class="t m0 x88 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">zdyskonto<span class="_ _0"></span>wanych <span class="_ _14"></span>według <span class="_ _11"></span>efektywn<span class="_ _0"></span>ej <span class="_ _11"></span>sto<span class="_ _0"></span>py <span class="_ _14"></span>procentowej; <span class="_ _14"></span>z<span class="_ _1"></span>miana <span class="_ _14"></span>wartości <span class="_ _14"></span>szacowanych <span class="_ _14"></span>przyszłych </div><div class="t m0 x88 hb y213 ff5 fs6 fc0 sc0 ls0 ws0">przepływó<span class="_ _0"></span>w <span class="_ _24"> </span>pieniężnych<span class="_ _0"></span> <span class="_ _24"> </span>spowoduje <span class="_ _18"> </span>zmianę <span class="_ _24"> </span>o<span class="_ _0"></span>szacowania <span class="_ _24"> </span>wielkości <span class="_ _18"> </span>odpisów <span class="_ _18"> </span>aktualizujących </div><div class="t m0 x88 hc y214 ff5 fs6 fc0 sc0 ls0 ws0">należności <span class="ff4">h<span class="_ _0"></span>andlowe (nota <span class="ls1">20<span class="lse">);<span class="_ _0"></span></span></span> </span></div><div class="t m0 x87 hc y215 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff4"> <span class="ff3">wartość <span class="_ _15"> </span>godziwa <span class="_ _15"> </span>instrument<span class="_ _0"></span>ów <span class="_ _15"> </span>finansowych<span class="_ _0"></span></span> <span class="_ _15"></span><span class="ff5">–</span> <span class="_ _15"> </span><span class="ff5">na <span class="_ _15"> </span>d<span class="_ _0"></span>zień <span class="_ _15"> </span>początk<span class="_ _0"></span>owego <span class="_ _15"> </span>ujęcia <span class="_ _15"> </span>i <span class="_ _15"> </span>na <span class="_ _15"> </span>każdy<span class="_ _0"></span> <span class="_ _15"> </span>dzień </span></span></span></div><div class="t m0 x88 hb y216 ff5 fs6 fc0 sc0 ls0 ws0">sprawozdawczy<span class="_ _0"></span> <span class="_ _13"> </span>Spółka <span class="_ _13"> </span>dokonuje <span class="_ _13"> </span>wyceny <span class="_ _15"> </span>in<span class="_ _0"></span>strumentów <span class="_ _13"> </span>finansowych. <span class="_ _13"> </span>Wycena <span class="_ _13"> </span>uwzględnia <span class="_ _13"> </span>szereg </div><div class="t m0 x88 hb y23e ff5 fs6 fc0 sc0 ls0 ws0">istotnych założeń, <span class="_ _1"></span>takich ja<span class="_ _1"></span>k <span class="_ _1"></span>m.in.: <span class="_ _1"></span>prognozowane przepływy <span class="_ _1"></span>pieniężne, współczynnik <span class="_ _1"></span>zmienności <span class="_ _1"></span>cen </div><div class="t m0 x88 hb y23f ff5 fs6 fc0 sc0 ls0 ws0">udziałów, <span class="_ _1e"> </span>stopy <span class="_ _1e"> </span>dyskonta. <span class="_ _1e"> </span>Przyję<span class="_ _0"></span>te <span class="_ _1e"> </span>założenia <span class="_ _1e"> </span>mogą <span class="_ _1e"> </span>mieć  istotn<span class="_ _0"></span>y <span class="_ _1e"> </span>wpływ <span class="_ _1e"> </span>na  ok<span class="_ _0"></span>reślenie  war<span class="_ _0"></span>tości </div><div class="t m0 x88 hc y240 ff4 fs6 fc0 sc0 ls0 ws0">godziwej instru<span class="_ _0"></span>mentu finan<span class="_ _0"></span>sowego (nota <span class="ls1">36<span class="lse">).</span></span> </div><div class="t m0 x1 h4b y351 ff1 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y352 ff2 fs6 fc2 sc0 ls7 ws0">5.<span class="fff ls0"> <span class="_ _1d"> </span><span class="ff2 fc1">Seg<span class="_ _1"></span>men<span class="_ _1"></span>ty <span class="_ _1"></span>op<span class="_ _1"></span>er<span class="_ _1"></span>ac<span class="_ _1"></span>yjn<span class="_ _1"></span>e </span></span></div><div class="t m0 x1 h44 y353 ff4 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y354 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>oparciu <span class="_ _20"></span>o <span class="_ _0"></span>kry<span class="_ _0"></span>teria <span class="_ _0"></span>określone <span class="_ _20"></span>w <span class="_ _0"></span>MSSF <span class="_ _0"></span>8<span class="_ _0"></span> <span class="_ _0"></span>„Segmen<span class="_ _0"></span>ty <span class="_ _0"></span>operacyjne”<span class="_ _0"></span>, <span class="_ _20"></span>Spó<span class="_ _0"></span>łka<span class="ff4"> <span class="_ _0"></span></span>ustaliła, <span class="_ _20"></span>że <span class="_ _0"></span>Zarząd <span class="_ _20"></span>Spółk<span class="_ _0"></span>i <span class="_ _0"></span><span class="ff4">stanowi </span></div><div class="t m0 x1 hb y355 ff5 fs6 fc0 sc0 ls0 ws0">jej <span class="_ _13"> </span>główny <span class="_ _13"> </span>organ <span class="_ _13"> </span>odpowiedzialny <span class="_ _13"> </span>za <span class="_ _13"> </span>podejmowanie <span class="_ _13"> </span>decyzji <span class="_ _13"> </span>operacyjn<span class="_ _0"></span>ych <span class="_ _13"> </span>(ang. <span class="_ _13"> </span>Chief <span class="_ _15"> </span>Op<span class="_ _0"></span>erating <span class="_ _13"> </span>Decision </div><div class="t m0 x1 hc yf ff4 fs6 fc0 sc0 ls0 ws0">Maker, <span class="_ _0"></span>CODM).<span class="_ _0"></span>  <span class="_ _0"></span><span class="ff5">Zarząd<span class="_ _0"></span> <span class="_ _0"></span>Spółki</span> <span class="_ _0"></span><span class="ff5">o<span class="_ _0"></span>cenia <span class="_ _0"></span>działalno<span class="_ _0"></span>ść <span class="_ _0"></span>Spółki <span class="_ _0"></span>oraz <span class="_ _20"></span>podejmuje <span class="_ _0"></span>d<span class="_ _0"></span>ecyzje <span class="_ _0"></span>co <span class="_ _0"></span>do <span class="_ _0"></span>alok<span class="_ _0"></span>acji <span class="_ _0"></span>jej <span class="_ _0"></span>zasobó<span class="_ _0"></span>w </span></div><div class="t m0 x1 hc y356 ff5 fs6 fc0 sc0 ls0 ws0">na podstawie <span class="_ _0"></span>regularnie przeglądanej inf<span class="_ _0"></span>ormacji zarządczej.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y357 ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _23"> </span>prowadzi <span class="_ _23"> </span>działalność <span class="_ _21"> </span>w <span class="_ _23"> </span>ramach <span class="_ _23"> </span>jednego <span class="_ _23"> </span>segmentu <span class="_ _21"> </span>operac<span class="_ _0"></span>yjnego, <span class="_ _21"> </span>tj. <span class="_ _23"> </span>świadczy <span class="_ _23"> </span>usługi <span class="_ _21"> </span>służące </div><div class="t m0 x1 hb y358 ff5 fs6 fc0 sc0 ls0 ws0">automatyzacji <span class="_ _20"></span>wielok<span class="_ _0"></span>anałowej <span class="_ _0"></span>ko<span class="_ _0"></span>munikacji <span class="_ _0"></span>elek<span class="_ _0"></span>tronicznej, <span class="_ _20"></span>oferowan<span class="_ _0"></span>e <span class="_ _0"></span>w <span class="_ _20"></span>oparciu <span class="_ _20"></span>o <span class="_ _20"></span>nowoczesne, <span class="_ _20"></span>samodzieln<span class="_ _0"></span>ie </div><div class="t m0 x1 hc y359 ff5 fs6 fc0 sc0 ls0 ws0">opracowan<span class="_ _0"></span>e i <span class="_ _1"></span>rozwijane lub <span class="_ _1"></span>nabyte rozwiązania technologi<span class="ff4">czne w <span class="_ _1"></span>modelu CPaaS (C<span class="_ _1"></span>ommun<span class="_ _0"></span>itaction Platform as </span></div><div class="t m0 x1 hc y35a ff5 fs6 fc0 sc0 ls0 ws0">a Service). W ram<span class="_ _0"></span>ach tego segmentu Spó<span class="_ _0"></span>łka udostępnia również platfo<span class="_ _0"></span>rmy do jednostek powiązanych<span class="_ _0"></span>.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y35b ff4 fs6 fc0 sc0 ls0 ws0">Ujawnienia <span class="_ _11"></span>na <span class="_ _11"></span>temat <span class="_ _20"></span>oferowanych <span class="_ _11"></span>przez <span class="_ _11"></span><span class="ff5">Spó<span class="_ _0"></span>łkę</span> <span class="_ _20"></span><span class="ff5">produktów <span class="_ _20"></span>i <span class="_ _11"></span>usług, <span class="_ _20"></span>ob<span class="_ _0"></span>szarów <span class="_ _20"></span>geograf<span class="_ _0"></span>icznych</span> <span class="_ _11"></span><span class="ff5">oraz <span class="_ _11"></span>głównych </span></div><div class="t m0 x1 hc y35c ff5 fs6 fc0 sc0 ls0 ws0">klientów<span class="ff4"> </span>zo<span class="_ _0"></span>stały <span class="ff4">przedstawione w n<span class="_ _0"></span>ocie 6 <span class="_ _0"></span>Przychody </span>ze sprzedaży<span class="_ _0"></span>.<span class="ff4"> </span></div><div class="t m0 x1 h4b y35d ff1 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y35e ff2 fs6 fc2 sc0 ls7 ws0">6.<span class="fff ls0"> <span class="_ _1d"> </span><span class="ff2 fc1">Przy<span class="_ _1"></span>ch<span class="_ _1"></span>od<span class="_ _1"></span>y z<span class="_ _1"></span>e <span class="_ _1"></span>sp<span class="_ _1"></span>rze<span class="_ _1"></span>d<span class="ff3">a<span class="_ _1"></span>ży<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 x1 h1 y1d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y35f ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _13"> </span>osiąga <span class="_ _15"> </span>przychody <span class="_ _13"> </span>ze <span class="_ _15"> </span>sprzedaży <span class="_ _13"> </span>usług <span class="_ _15"> </span>komunikacji <span class="_ _13"> </span>elektronicznej <span class="_ _15"> </span>z <span class="_ _13"> </span>wykorzystaniem <span class="_ _15"> </span>no<span class="_ _0"></span>woczesnych </div><div class="t m0 x1 hc y360 ff4 fs6 fc0 sc0 ls0 ws0">technolog<span class="_ _0"></span>ii <span class="_ _b"></span>ofero<span class="_ _0"></span>wanych <span class="_ _b"></span>w m<span class="_ _1"></span>odelu<span class="_ _0"></span> <span class="_ _1"></span>CPaaS <span class="_ _b"></span>(przy<span class="_ _0"></span>chody <span class="_ _b"></span>z plat<span class="_ _1"></span>form <span class="_ _1"></span>komunikacji)<span class="_ _0"></span><span class="ls8">, <span class="_ _1"></span><span class="ff1 fs0 ls0"> <span class="_ _b"></span><span class="ff5 fs6">w <span class="_ _1"></span>tym <span class="_ _b"></span>w r<span class="_ _1"></span>amach <span class="_ _1"></span>udostępniania </span></span></span></div><div class="t m0 x1 hc y361 ff5 fs6 fc0 sc0 ls0 ws0">platform do jedno<span class="_ _0"></span>stek powiązanych<span class="_ _0"></span><span class="ff4">. </span></div></div><div class="c x1 y362 w44 h4d"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls16 ws0">w <span class="ff13 ls0">tys. zł<span class="ffc"> </span></span></div></div><div class="c x53 y362 w45 h4d"><div class="t m0 x65 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x74 y362 w46 h4d"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x94 y362 w47 h4d"><div class="t m0 x33 h11 y363 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x31 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x95 y362 w48 h4d"><div class="t m0 x24 h11 y363 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x47 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y364 w44 h4e"><div class="t m0 x86 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y364 w45 h4e"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x74 y364 w46 h4e"><div class="t m0 x27 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y364 w47 h4e"><div class="t m0 x25 hc ybf ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y364 w48 h4e"><div class="t m0 x96 hc ybf ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y365 w44 h4f"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Przychody z p<span class="_ _0"></span>latform komunikacji<span class="_ _0"></span> </div></div><div class="c x53 y365 w45 h4f"><div class="t m0 xd hb y366 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x74 y365 w46 h4f"><div class="t m0 x27 hc y366 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y365 w47 h4f"><div class="t m0 x25 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">288 004 </div></div><div class="c x95 y365 w48 h4f"><div class="t m0 x30 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">155 605 </div></div><div class="c x1 y367 w44 h50"><div class="t m0 x86 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x53 y367 w45 h50"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x74 y367 w46 h50"><div class="t m0 x27 hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y367 w47 h50"><div class="t m0 x78 hc yb6 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y367 w48 h50"><div class="t m0 xd hc yb6 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y368 w44 h15"><div class="t m0 xd h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x53 y368 w45 h15"><div class="t m0 x65 h13 yd7 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x74 y368 w46 h15"><div class="t m0 xd hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x94 y368 w47 h15"><div class="t m0 x25 h11 y12c ffb fs6 fc0 sc0 ls0 ws0">288 004 </div></div><div class="c x95 y368 w48 h15"><div class="t m0 x30 h11 y12c ffb fs6 fc0 sc0 ls0 ws0">155 605 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h27 y369 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y36a ff5 fs6 fc0 sc0 ls0 ws0">Przychody z p<span class="_ _0"></span>latform komunikacji są gen<span class="_ _0"></span>erowane w dwóch<span class="_ _0"></span> uzupełniających się mod<span class="_ _0"></span>elach cenowych: <span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x87 hc y36b ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _19"> </span><span class="ff3">opłata <span class="_ _14"> </span>zmienna<span class="_ _0"></span><span class="ff4"> <span class="_ _14"></span><span class="ff5">uzależn<span class="_ _0"></span>iona <span class="_ _14"></span>od <span class="_ _15"> </span>wykorzystania <span class="_ _15"> </span>Platform <span class="_ _13"> </span></span>C<span class="_ _1"></span>PaaS<span class="ff5">, <span class="_ _14"> </span>międ<span class="_ _0"></span>zy <span class="_ _14"> </span>innym<span class="_ _0"></span>i <span class="_ _14"> </span>w <span class="_ _14"> </span>za<span class="_ _0"></span>kresie <span class="_ _14"> </span>liczby </span></span></span></span></div><div class="t m0 x88 hc y36c ff5 fs6 fc0 sc0 ls0 ws0">wysłanych k<span class="_ _0"></span>omunikatów, liczby o<span class="_ _0"></span>dbiorców; <span class="ff4"> </span></div><div class="t m0 x87 hc y36d ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff3">opłata <span class="_ _14"></span>stała<span class="ff4"> <span class="_ _14"></span><span class="ff5">z <span class="_ _14"></span>tytułu <span class="_ _11"></span>dostępu <span class="_ _14"> </span>lub <span class="_ _14"></span>obsługi <span class="_ _14"> </span></span>Platform<span class="_ _0"></span> <span class="_ _14"></span>CPaaS<span class="ff5">, <span class="_ _11"></span>umożliwiająca: <span class="_ _14"></span>(i) <span class="_ _14"></span>wykorzystanie <span class="_ _14"></span>części </span></span></span></span></div><div class="t m0 x93 hb y36e ff5 fs6 fc0 sc0 ls0 ws0">funkcjonalno<span class="_ _0"></span>ści <span class="_ _23"> </span>i <span class="_ _23"> </span>usług <span class="_ _23"> </span>oraz <span class="_ _23"> </span>(ii) <span class="_ _23"> </span>p<span class="_ _0"></span>rzesłanie <span class="_ _23"> </span>określon<span class="_ _0"></span>ej <span class="_ _23"> </span>liczby <span class="_ _23"> </span>komunikató<span class="_ _0"></span>w, <span class="_ _23"> </span>bez <span class="_ _23"> </span>ponoszenia </div><div class="t m0 x93 hc y36f ff5 fs6 fc0 sc0 ls0 ws0">dodatkowych<span class="_ _0"></span> opłat<span class="ff4"> </span>(koszt ich wysyłki u<span class="_ _0"></span>jęty w opłacie stałej)<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hb y370 ff5 fs6 fc0 sc0 ls0 ws0">Ujęcie przych<span class="_ _0"></span>odu podczas wypełniania <span class="_ _0"></span>zobowiązań do wykonan<span class="_ _0"></span>ia świadczenia lub po<span class="_ _0"></span> ich wypełnieniu<span class="_ _0"></span><span class="ff4 fsd"> </span></div><div class="t m0 x1 hb y371 ff5 fs6 fc0 sc0 ls0 ws0">Przychody <span class="_ _1"></span>ze <span class="_ _1"></span>sprzedaży <span class="_ _b"></span>są <span class="_ _1"></span>ujmowane <span class="_ _1"></span>w <span class="_ _b"></span>mo<span class="_ _0"></span>mencie <span class="_ _b"></span>sp<span class="_ _0"></span>ełnienia <span class="_ _b"></span>zo<span class="_ _0"></span>bowiązania <span class="_ _1"></span>do <span class="_ _b"></span>wy<span class="_ _0"></span>konania <span class="_ _b"></span>świad<span class="_ _0"></span>czenia <span class="_ _1"></span>poprzez </div><div class="t m0 x1 hb y372 ff5 fs6 fc0 sc0 ls0 ws0">przekazan<span class="_ _0"></span>ie <span class="_ _14"></span>przyrzeczonej <span class="_ _14"></span>usługi <span class="_ _14"></span>klientowi. <span class="_ _15"> </span>Przycho<span class="_ _0"></span>dy <span class="_ _14"></span>ze <span class="_ _14"></span>sprzedaży <span class="_ _14"></span>są <span class="_ _14"></span>ujmowane <span class="_ _14"> </span>w <span class="_ _14"> </span>momen<span class="_ _0"></span>cie <span class="_ _14"></span>wykonania </div><div class="t m0 x1 hb y373 ff5 fs6 fc0 sc0 ls0 ws0">usługi. Jeżeli <span class="_ _1"></span>Spółka przenosi kontrolę <span class="_ _1"></span>nad usługą <span class="_ _1"></span>w miarę <span class="_ _1"></span>upływu czasu <span class="_ _1"></span>i tym <span class="_ _1"></span>samym spełnia <span class="_ _1"></span>zobowiązan<span class="_ _0"></span>ie <span class="_ _1"></span>do </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:441.160000px;bottom:1410.380000px;width:14.500000px;height:17.250000px;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:555.040000px;bottom:1237.900000px;width:14.500000px;height:17.250000px;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:475.800000px;bottom:845.780000px;width:9.500000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x8 y1b2 w49 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">29</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">wykonan<span class="_ _0"></span>ia  świadczenia,  przychody  ujmowane  są  w <span class="_ _13"> </span>miarę  upływu  czasu,  nawet  jeśli  płatność  za <span class="_ _13"> </span>usług<span class="_ _0"></span>ę </div><div class="t m0 x1 hc y213 ff5 fs6 fc0 sc0 ls0 ws0">dokonywan<span class="_ _0"></span>a jest z góry. <span class="ff4"> </span></div><div class="t m0 x1 hc y214 ff4 fs6 fc0 sc0 ls0 ws0">P<span class="ff5">rzychód<span class="_ _0"></span> <span class="_ _1e"> </span>rozpoznawany<span class="_ _0"></span> <span class="_ _1e"> </span>jest <span class="_ _c"> </span>w <span class="_ _1e"> </span>mom<span class="_ _0"></span>encie <span class="_ _1e"> </span>wy<span class="_ _0"></span>konania <span class="_ _c"> </span>usługi, <span class="_ _1e"> </span>tj. <span class="_ _c"> </span>opłata <span class="_ _c"> </span>stała <span class="_ _1e"> </span>je<span class="_ _0"></span>st <span class="_ _1e"> </span>uj<span class="_ _0"></span>mowana <span class="_ _c"> </span>w <span class="_ _1e"> </span>o<span class="_ _0"></span>kresie </span></div><div class="t m0 x1 hb y215 ff5 fs6 fc0 sc0 ls0 ws0">miesięcznym, <span class="_ _20"></span>którego <span class="_ _0"></span>dotyczy <span class="_ _20"></span>usługa, <span class="_ _0"></span>opłata <span class="_ _20"></span>zmienna <span class="_ _20"></span>jest <span class="_ _0"></span>ujmowan<span class="_ _0"></span>a <span class="_ _0"></span>w <span class="_ _0"></span>miesiącu, <span class="_ _20"></span>w <span class="_ _0"></span>którym <span class="_ _14"></span>realizowana <span class="_ _0"></span>była </div><div class="t m0 x1 hc y216 ff5 fs6 fc0 sc0 ls0 ws0">wysyłka ko<span class="_ _0"></span>munikatów<span class="ff4">. </span></div><div class="t m0 x1 hb y23e ff5 fs6 fc0 sc0 ls0 ws0">Całość <span class="_ _b"></span>sprzed<span class="_ _0"></span>aży <span class="_ _b"></span>zasad<span class="_ _0"></span>niczo <span class="_ _1"></span>fakturowana <span class="_ _b"></span>jest <span class="_ _1"></span>w <span class="_ _b"></span>miesiącu, <span class="_ _1"></span>w <span class="_ _b"></span>którym <span class="_ _1"></span>spełnione <span class="_ _b"></span>zostało <span class="_ _1"></span>zobowiązanie, <span class="_ _b"></span>wykon<span class="_ _0"></span>ana </div><div class="t m0 x1 hc y23f ff5 fs6 fc0 sc0 ls0 ws0">została usługa, stąd<span class="_ _0"></span> Spółka<span class="ff4"> <span class="_ _0"></span></span>nie wykazuje istotnych ak<span class="_ _0"></span>tywów z tyt. umów <span class="_ _0"></span>z klientami<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hb y240 ff5 fs6 fc0 sc0 ls0 ws0">Otrzymane <span class="_ _13"> </span>przedpłaty <span class="_ _15"> </span>za <span class="_ _15"> </span>u<span class="_ _0"></span>sługi, <span class="_ _15"> </span>które <span class="_ _15"> </span>na <span class="_ _13"> </span>dzień <span class="_ _15"> </span>sprawozdawczy <span class="_ _13"> </span>nie <span class="_ _15"> </span>zostały <span class="_ _15"> </span>wyko<span class="_ _0"></span>nane <span class="_ _15"> </span>lub <span class="_ _15"> </span>dostarczo<span class="_ _0"></span>ne <span class="_ _15"> </span>do </div><div class="t m0 x1 hc y241 ff5 fs6 fc0 sc0 ls0 ws0">klientów <span class="_ _14"></span>i <span class="_ _11"></span>zostaną <span class="_ _11"></span>zrealizo<span class="_ _0"></span>wane <span class="_ _11"></span>w <span class="_ _11"></span>przy<span class="_ _0"></span>szłych <span class="_ _11"></span>okresach <span class="_ _14"></span>sprawozdawczych <span class="_ _14"></span>są <span class="_ _20"></span>prezen<span class="_ _0"></span>towane <span class="_ _11"></span>w <span class="_ _14"></span>sprawozdaniu<span class="_ _0"></span><span class="ff4">  </span></div><div class="t m0 x1 hc y242 ff4 fs6 fc0 sc0 lsc ws0">z <span class="ff5 ls0">sytuacji finan<span class="_ _0"></span>sowej w pozycji „Zobowiązan<span class="_ _0"></span>ia z tytułu umów z klientami”.<span class="_ _0"></span><span class="ff4"> </span></span></div><div class="t m0 x1 hc y21d ff4 fs6 fc0 sc0 ls0 ws0">Zafakturo<span class="_ _0"></span>wane <span class="_ _20"></span>p<span class="_ _0"></span>rzychody <span class="_ _11"></span><span class="ff5">u<span class="_ _0"></span>jmowane <span class="_ _11"></span>są <span class="_ _11"></span>do <span class="_ _11"></span>czasu <span class="_ _11"></span>otrzy<span class="_ _0"></span>mania <span class="_ _11"></span>płatności <span class="_ _11"></span>od <span class="_ _11"></span>klienta <span class="_ _14"></span>jako <span class="_ _20"></span>należno<span class="_ _0"></span>ści <span class="_ _20"></span>h<span class="_ _0"></span>andlowe. </span></div><div class="t m0 x1 hc y21e ff5 fs6 fc0 sc0 ls0 ws0">Standardowe <span class="_ _0"></span>terminy płatności wynoszą <span class="_ _0"></span>10<span class="_ _0"></span><span class="ff4">-14 dni.  </span></div><div class="t m0 x1 h44 y21f ff4 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y220 ff4 fs6 fc0 sc0 ls13 ws0">W <span class="_ _0"></span><span class="ls0">okresie <span class="_ _0"></span><span class="ff5">objęty<span class="_ _0"></span>m niniejszym <span class="_ _0"></span>jedno<span class="_ _0"></span>stkowym <span class="_ _0"></span>sprawozdaniem <span class="_ _0"></span>finansowym <span class="_ _20"></span></span>przychody <span class="_ _0"></span>z <span class="_ _0"></span>platform <span class="_ _0"></span>komunikacji </span></div><div class="t m0 x1 hc y222 ff4 fs6 fc0 sc0 ls1 ws0">od <span class="_ _20"></span><span class="ff5 ls0">jednego, <span class="_ _11"></span>najwięk<span class="_ _0"></span>szego<span class="ff4"> <span class="_ _20"></span>k<span class="_ _0"></span>lienta <span class="_ _20"></span></span>przek<span class="_ _0"></span>raczały <span class="_ _20"></span>poziom <span class="_ _11"></span>10% <span class="_ _11"></span>łącznych <span class="_ _11"></span>przychodów <span class="_ _11"></span>Spółki <span class="_ _11"></span>i <span class="_ _20"></span>stano<span class="_ _0"></span>wiły <span class="_ _14"></span></span>89<span class="ls0"> 9</span>78<span class="_ _1"></span><span class="ls0"> </span></div><div class="t m0 x1 hc y223 ff4 fs6 fc0 sc0 ls0 ws0">tys.  <span class="ff5 lsc">zł</span><span class="ls8">. <span class="_ _1e"> </span><span class="ls13">W  </span></span><span class="ff5">okr<span class="_ _0"></span>esie  porównawcz</span><span class="ls1">ym  </span>przy<span class="_ _0"></span>chody  z  platf<span class="_ _0"></span>orm  komun<span class="_ _0"></span>ikacji <span class="_ _1e"> </span><span class="ff5">od  dwóch  największych<span class="_ _0"></span>  klien<span class="_ _0"></span>tów </span></div><div class="t m0 x1 hc y224 ff5 fs6 fc0 sc0 ls0 ws0">przekraczały poziom<span class="_ _0"></span> 10% łącznych przychodów Spó<span class="_ _0"></span>łki i st<span class="_ _1"></span>anowiły <span class="_ _0"></span><span class="ff4">odp<span class="_ _0"></span>owiednio 17 211 tys. </span>zł i 15<span class="ff4"> <span class="ls1">824</span> tys. z</span>ł<span class="ff4">. </span></div><div class="t m0 x1 h27 y1c7 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y225 ff5 fs6 fc0 sc0 ls0 ws0">Podział terytor<span class="_ _0"></span>ialny przychodów (wed<span class="_ _0"></span>ług miejsca siedziby klien<span class="_ _0"></span>ta) zaprezentowano<span class="_ _0"></span> w poniższej tabeli.<span class="_ _0"></span><span class="ff4"> </span></div></div><div class="c x1 y374 w4a h2e"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x97 y374 w4b h2e"><div class="t m0 x65 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y374 w4c h2e"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x98 y374 w4d h2e"><div class="t m0 x33 h11 y13e ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x76 h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x99 y374 w4e h2e"><div class="t m0 x2a h11 y13e ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x64 h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y375 w4a h51"><div class="t m0 x9a h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x97 y375 w4b h51"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y375 w4c h51"><div class="t m0 x27 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y375 w4d h51"><div class="t m0 x25 hc yd1 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y375 w4e h51"><div class="t m0 x9b hc yd1 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y376 w4a h15"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x97 y376 w4b h15"><div class="t m0 xd hb y377 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y376 w4c h15"><div class="t m0 x27 hc y377 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y376 w4d h15"><div class="t m0 x4b hb ybf ff9 fs6 fc0 sc0 ls0 ws0">235 545 </div></div><div class="c x99 y376 w4e h15"><div class="t m0 x37 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">112 851 </div></div><div class="c x1 y378 w4a h52"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zagranica </div></div><div class="c x97 y378 w4b h52"><div class="t m0 xd hb y379 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y378 w4c h52"><div class="t m0 x27 hc y379 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y378 w4d h52"><div class="t m0 x63 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">52 459 </div></div><div class="c x99 y378 w4e h52"><div class="t m0 x4b hb ybf ff9 fs6 fc0 sc0 ls0 ws0">42 754 </div></div><div class="c x1 y37a w4a h53"><div class="t m0 x9a hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x97 y37a w4b h53"><div class="t m0 xd hc y37b ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y37a w4c h53"><div class="t m0 x27 hc y37b ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x98 y37a w4d h53"><div class="t m0 x9c hc yce ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y37a w4e h53"><div class="t m0 x9b hc yce ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y37c w4a hf"><div class="t m0 xd h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x97 y37c w4b hf"><div class="t m0 x65 h13 ye0 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y37c w4c hf"><div class="t m0 xd hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x98 y37c w4d hf"><div class="t m0 x4b h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">288 004 </div></div><div class="c x99 y37c w4e hf"><div class="t m0 x37 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">155 605 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y269 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y37d ff5 fs6 fc0 sc0 ls0 ws0">Poniższa tabela p<span class="_ _0"></span>rezentuje nierozliczo<span class="_ _0"></span>ne salda należności z tytułu u<span class="_ _0"></span>mów z klientami.<span class="_ _0"></span><span class="ff4"> </span></div></div><div class="c x1 y37e w4f h54"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x9d y37e w4b h54"><div class="t m0 x17 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x9e y37e w4c h54"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x9f y37e w50 h54"><div class="t m0 x76 h11 yf1 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa0 y37e w51 h54"><div class="t m0 x64 h11 yf1 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y37f w4f h55"><div class="t m0 xa1 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x9d y37f w4b h55"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x9e y37f w4c h55"><div class="t m0 x27 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y37f w50 h55"><div class="t m0 x25 hc y380 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y37f w51 h55"><div class="t m0 x9b hc y380 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y381 w4f h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe<span class="ff9"> </span></div></div><div class="c x9d y381 w4b h28"><div class="t m0 xd hb y13f ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x9e y381 w4c h28"><div class="t m0 x27 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y381 w50 h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">39 830 </div></div><div class="c xa0 y381 w51 h28"><div class="t m0 x4b hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 182 </div></div><div class="c x1 y382 w4f h56"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z umów z klientami  <span class="_ _0"></span><span class="ff9">- </span>krótkoterminowe<span class="ff9"> </span></div></div><div class="c x9d y382 w4b h56"><div class="t m0 xd hb y383 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x9e y382 w4c h56"><div class="t m0 x27 hc y383 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y382 w50 h56"><div class="t m0 x90 hb y380 ff9 fs6 fc0 sc0 ls1 ws0">731<span class="ls0"> </span></div></div><div class="c xa0 y382 w51 h56"><div class="t m0 x1c hb y380 ff9 fs6 fc0 sc0 ls1 ws0">931<span class="ls0"> </span></div></div><div class="c x1 y384 w4f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x9d y384 w4b h28"><div class="t m0 x17 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x9e y384 w4c h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x9f y384 w50 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa0 y384 w51 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y286 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y287 ff5 fs6 fc0 sc0 ls0 ws0">Poniższa  tabela  prezentuje  przychody  ujęte <span class="_ _13"> </span>w  danym  okresie <span class="_ _13"> </span>sprawo<span class="_ _0"></span>zdawczym,  uwzględnione  w  saldzie </div><div class="t m0 x1 hb y385 ff5 fs6 fc0 sc0 ls0 ws0">zobowiązań<span class="_ _0"></span> z tytułu umów z <span class="_ _0"></span>klientami na pocz<span class="_ _0"></span>ątek okresu.<span class="ff1 fs0"> </span></div><div class="t m0 x1 hc y386 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y387 w52 h57"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xa2 y387 w53 h57"><div class="t m0 x17 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa3 y387 w46 h57"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa4 y387 w54 h57"><div class="t m0 x64 h11 yb9 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x1a h11 yba ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa5 y387 w55 h57"><div class="t m0 x65 h11 yb9 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x18 h11 yba ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y388 w52 h58"><div class="t m0 xa6 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa2 y388 w53 h58"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa3 y388 w46 h58"><div class="t m0 x27 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa4 y388 w54 h58"><div class="t m0 x4b hc y389 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y388 w55 h58"><div class="t m0 x7a hc y389 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y38a w52 h59"><div class="t m0 xd hb y38b ffe fs6 fc0 sc0 ls0 ws0">Przychody u<span class="_ _0"></span>jęte w danym okresie sprawozd<span class="_ _0"></span>awczym, </div><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">uwzględnione <span class="_ _0"></span>w saldzie zobowiązań z <span class="_ _0"></span>tytułu umów z klien<span class="_ _0"></span>tami </div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">na początek o<span class="_ _0"></span>kresu<span class="ff9"> </span></div></div><div class="c xa2 y38a w53 h59"><div class="t m0 x17 h13 y38c ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa3 y38a w46 h59"><div class="t m0 xd hb y38c ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa4 y38a w54 h59"><div class="t m0 x50 hb y38d ff9 fs6 fc0 sc0 ls1 ws0">931<span class="ls0"> </span></div></div><div class="c xa5 y38a w55 h59"><div class="t m0 x70 hb y38d ff9 fs6 fc0 sc0 ls1 ws0">247<span class="ls0"> </span></div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y38e ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3d y1dc ff4 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y38f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x8 y1b2 w56 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">30</span> </span></span></div><div class="t m0 x1 hc y211 ff4 fs6 fc0 sc0 ls0 ws0">Cena transakcy<span class="_ _0"></span>jna przypisana do <span class="_ _0"></span><span class="ff5">pozostałych zobo<span class="_ _0"></span>wiązań do wykonania <span class="_ _0"></span>świadczenia</span> </div><div class="t m0 x1 hb y213 ff5 fs6 fc0 sc0 ls0 ws0">W tabeli poniżej za<span class="_ _0"></span>prezentowan<span class="_ _0"></span>o łączną wartość p<span class="_ _0"></span>rzychodów ze sprzed<span class="_ _0"></span>aży, które <span class="_ _0"></span>zostaną ujęte w pr<span class="_ _0"></span>zyszłości i </div><div class="t m0 x1 hb y214 ff5 fs6 fc0 sc0 ls0 ws0">związane  są <span class="_ _13"> </span>ze <span class="_ _13"> </span>zobo<span class="_ _0"></span>wiązaniami  do <span class="_ _13"> </span>wykon<span class="_ _0"></span>ania <span class="_ _13"> </span>świadczenia,  które <span class="_ _13"> </span>po<span class="_ _0"></span>zostały <span class="_ _13"> </span>niespełnion<span class="_ _0"></span>e <span class="_ _13"> </span>(lub<span class="_ _0"></span> <span class="_ _13"> </span>częściowo </div><div class="t m0 x1 hb y215 ff5 fs6 fc0 sc0 ls0 ws0">niespełnione)<span class="_ _0"></span> <span class="_ _12"> </span>na <span class="_ _12"> </span>k<span class="_ _0"></span>oniec <span class="_ _12"> </span>okresu <span class="_ _12"> </span>spr<span class="_ _0"></span>awozdawczego.<span class="_ _0"></span> <span class="_ _21"> </span>Zobowiązania <span class="_ _12"> </span>z <span class="_ _21"> </span>tytułu <span class="_ _21"> </span>umów <span class="_ _12"> </span>z <span class="_ _21"> </span>klientami <span class="_ _21"> </span>dotyczą </div><div class="t m0 x1 hb y216 ff5 fs6 fc0 sc0 ls0 ws0">dokonany<span class="_ _0"></span>ch przez klientów przedpłat do usług, których świadczenie zostanie spełnione w przyszłości (głównie </div><div class="t m0 x1 hc y23e ff5 fs6 fc0 sc0 ls0 ws0">usługi przedpłaco<span class="_ _0"></span>ne z góry za okres 12<span class="_ _0"></span> miesięcy)<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y23f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y390 w57 h5a"><div class="t m0 xd h5b y1f6 ff13 fs1 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x8e y390 w58 h5a"><div class="t m0 x1a h11 y391 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa7 y390 w4c h5a"><div class="t m0 xd h11 y391 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa3 y390 w59 h5a"><div class="t m0 x47 h11 y392 ffb fs6 fc0 sc0 ls0 ws0">01.01.2025 <span class="_ _0"></span>- </div><div class="t m0 x76 h11 y393 ffb fs6 fc0 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xa8 y390 w5a h5a"><div class="t m0 x2a h11 y392 ffb fs6 fc0 sc0 ls0 ws0">01.01.2026 <span class="_ _0"></span>- </div><div class="t m0 x64 h11 y393 ffb fs6 fc0 sc0 ls0 ws0">31.12.2026 </div></div><div class="c x1 y394 w57 h14"><div class="t m0 xd h5c y1f6 ff4 fs1 fc0 sc0 ls0 ws0">segment Cpaas </div></div><div class="c x8e y394 w58 h14"><div class="t m0 xd h5c y1f6 ff4 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c xa7 y394 w4c h14"><div class="t m0 xd h5c y1f6 ff4 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c xa3 y394 w59 h14"><div class="t m0 x90 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">731<span class="ls0"> </span></div></div><div class="c xa8 y394 w5a h14"><div class="t m0 xa9 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y395 w57 h19"><div class="t m0 xd h11 y136 ffd fs6 fc0 sc0 ls0 ws0">Łącznie<span class="ffb"> </span></div></div><div class="c x8e y395 w58 h19"><div class="t m0 x2a h13 y136 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa7 y395 w4c h19"><div class="t m0 xd hb y136 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa3 y395 w59 h19"><div class="t m0 x90 h11 y396 ffb fs6 fc0 sc0 ls1 ws0">731<span class="ls0"> </span></div></div><div class="c xa8 y395 w5a h19"><div class="t m0 xa9 h11 y396 ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y397 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y398 ff4 fs6 fc0 sc0 ls0 ws0">Koszty umowy </div><div class="t m0 x1 hc y399 ff5 fs6 fc0 sc0 ls0 ws0">Spółka Vercom<span class="ff4"> <span class="_ _1"></span><span class="ff5">S.A. <span class="_ _b"></span>n<span class="_ _0"></span>ie <span class="_ _1"></span>ponosi <span class="_ _b"></span>istotn<span class="_ _0"></span>ych <span class="_ _1"></span>dodatkowych koszt<span class="_ _1"></span>ów doprowadzenia <span class="_ _1"></span>do <span class="_ _1"></span>zawarcia <span class="_ _1"></span>umów <span class="_ _1"></span>z <span class="_ _1"></span>klientami<span class="_ _0"></span><span class="ff4">. </span></span></span></div><div class="t m0 x1 h48 y39a ff4 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y39b ff2 fs6 fc2 sc0 ls7 ws0">7.<span class="fff ls0"> <span class="_ _1d"> </span><span class="ff2 fc1">Kosz<span class="_ _1"></span>ty<span class="_ _1"></span> <span class="ff3">w<span class="_ _1"></span> u<span class="_ _1"></span>kł<span class="_ _1"></span>adz<span class="_ _1"></span>ie <span class="_ _1"></span>rod<span class="_ _1"></span>z<span class="_ _1"></span>aj<span class="_ _1"></span>owy<span class="_ _1"></span>m i<span class="_ _b"></span> fun<span class="_ _1"></span>kc<span class="_ _1"></span>jon<span class="_ _1"></span>aln<span class="_ _1"></span>y<span class="_ _1"></span>m<span class="ff2"> </span></span></span></span></div><div class="t m0 x1 hc y39c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y39d w5b h5d"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x6c y39d w5c h5d"><div class="t m0 x15 h11 y363 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x4d h11 y20b ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xaa y39d w5d h5d"><div class="t m0 x15 h11 y363 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x4d h11 y20b ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y39e w5b h5e"><div class="t m0 x3c h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y39e w5c h5e"><div class="t m0 xd hc y39f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaa y39e w5d h5e"><div class="t m0 xd hc y39f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3a0 w5b h5f"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x6c y3a0 w5c h5f"><div class="t m0 x70 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">(7 470) </div></div><div class="c xaa y3a0 w5d h5f"><div class="t m0 x70 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">(6 598) </div></div><div class="c x1 y3a1 w5b h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Usługi obce, <span class="_ _0"></span>w tym:<span class="ff9"> </span></div></div><div class="c x6c y3a1 w5c h38"><div class="t m0 x63 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(212 729) </div></div><div class="c xaa y3a1 w5d h38"><div class="t m0 x4c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(94 443) </div></div><div class="c x1 y3a2 w5b h5f"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">koszty zakup<span class="_ _0"></span>u wysyłanych wiado<span class="_ _0"></span>mości</span> </div></div><div class="c x6c y3a2 w5c h5f"><div class="t m0 x63 h13 y1aa ffc fs6 fc0 sc0 ls0 ws0">(188 291) </div></div><div class="c xaa y3a2 w5d h5f"><div class="t m0 x4c h13 y1aa ffc fs6 fc0 sc0 ls0 ws0">(74 973) </div></div><div class="c x1 y3a3 w5b h60"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">usługi księgo<span class="_ _0"></span>we, kadrowe, doradcze o<span class="_ _0"></span>raz administracyjne<span class="_ _0"></span></span> </div></div><div class="c x6c y3a3 w5c h60"><div class="t m0 x70 h13 y1aa ffc fs6 fc0 sc0 ls0 ws0">(5 730) </div></div><div class="c xaa y3a3 w5d h60"><div class="t m0 x70 h13 y1aa ffc fs6 fc0 sc0 ls0 ws0">(3 591) </div></div><div class="c x1 y3a4 w5b h28"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">koszty usług in<span class="_ _0"></span>formatycznych i pro<span class="_ _0"></span>gramistycznych<span class="_ _0"></span></span> </div></div><div class="c x6c y3a4 w5c h28"><div class="t m0 x70 h13 yff ffc fs6 fc0 sc0 ls0 ws0">(9 363) </div></div><div class="c xaa y3a4 w5d h28"><div class="t m0 x70 h13 yff ffc fs6 fc0 sc0 ls0 ws0">(7 594) </div></div><div class="c x1 y3a5 w5b h28"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">pozostałe</span> </div></div><div class="c x6c y3a5 w5c h28"><div class="t m0 x70 h13 yff ffc fs6 fc0 sc0 ls0 ws0">(9 345) </div></div><div class="c xaa y3a5 w5d h28"><div class="t m0 x70 h13 yff ffc fs6 fc0 sc0 ls0 ws0">(8 284) </div></div><div class="c x1 y7d w5b h5f"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Wynagrod<span class="_ _0"></span>zenia <span class="ffe">i koszty świadcz<span class="_ _0"></span>eń pracowniczych, w ty<span class="_ _0"></span>m:</span> </div></div><div class="c x6c y7d w5c h5f"><div class="t m0 x70 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">(9 427) </div></div><div class="c xaa y7d w5d h5f"><div class="t m0 x70 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">(8 200) </div></div><div class="c x1 y22d w5b h28"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">koszt wynagro<span class="_ _0"></span>dzeń związany z progra<span class="_ _0"></span>mem motywacyjnym<span class="_ _0"></span></span> </div></div><div class="c x6c y22d w5c h28"><div class="t m0 xab h13 yff ffc fs6 fc0 sc0 ls0 ws0">(602) </div></div><div class="c xaa y22d w5d h28"><div class="t m0 xab h13 yff ffc fs6 fc0 sc0 ls0 ws0">(675) </div></div><div class="c x1 y3a6 w5b h5f"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zużycie mater<span class="_ _0"></span>iałów i energii<span class="ff9"> </span></div></div><div class="c x6c y3a6 w5c h5f"><div class="t m0 xab hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">(325) </div></div><div class="c xaa y3a6 w5d h5f"><div class="t m0 xab hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">(283) </div></div><div class="c x1 y3a7 w5b h5f"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Podatki i op<span class="_ _0"></span>łaty<span class="ff9"> </span></div></div><div class="c x6c y3a7 w5c h5f"><div class="t m0 xab hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">(127) </div></div><div class="c xaa y3a7 w5d h5f"><div class="t m0 x96 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">(81) </div></div><div class="c x1 y3a8 w5b h1d"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">Koszty <span class="ffd">w <span class="_ _0"></span>układzie rodzajowym ra<span class="_ _0"></span>zem</span> </div></div><div class="c x6c y3a8 w5c h1d"><div class="t m0 x63 h11 yee ffb fs6 fc0 sc0 ls0 ws0">(230 078) </div></div><div class="c xaa y3a8 w5d h1d"><div class="t m0 x63 h11 yee ffb fs6 fc0 sc0 ls0 ws0">(109 605) </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y3a9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3aa ff5 fs6 fc0 sc0 ls0 ws0">Do <span class="_ _b"></span>k<span class="_ _0"></span>osztów <span class="_ _b"></span>usłu<span class="_ _0"></span>g <span class="_ _b"></span>obcych<span class="_ _0"></span> <span class="_ _b"></span>w <span class="_ _1"></span>głównej <span class="_ _b"></span>mierze <span class="_ _1"></span>Spółka <span class="_ _b"></span>zalicza<span class="_ _0"></span> <span class="_ _b"></span>koszty <span class="_ _1"></span>zakupu <span class="_ _b"></span>wysyłan<span class="_ _0"></span>ych <span class="_ _b"></span>wiadom<span class="_ _0"></span>ości <span class="_ _b"></span>SMS <span class="_ _1"></span>i <span class="_ _b"></span>MMS<span class="_ _0"></span><span class="ff4 ls8">  </span></div><div class="t m0 x1 hc y3ab ff5 fs6 fc0 sc0 ls0 ws0">(kanał <span class="_ _11"></span>sms)<span class="ff4">, <span class="_ _11"></span></span>koszty <span class="_ _20"></span>n<span class="_ _0"></span>a <span class="_ _20"></span>rzecz<span class="_ _0"></span> <span class="_ _0"></span>d<span class="_ _0"></span>ostawców <span class="_ _20"></span>u<span class="_ _0"></span>sług <span class="_ _20"></span>p<span class="_ _0"></span>oczty <span class="_ _20"></span>elektroniczn<span class="_ _0"></span>ej <span class="_ _20"></span>(kanał <span class="_ _11"></span>email) <span class="_ _11"></span>oraz <span class="_ _20"></span>koszty <span class="_ _11"></span>ponoszo<span class="_ _0"></span>ne <span class="_ _20"></span>na </div><div class="t m0 x1 hc y3ac ff5 fs6 fc0 sc0 ls0 ws0">rzecz <span class="_ _24"> </span>właścicieli <span class="_ _24"> </span>praw <span class="_ _24"> </span>do <span class="_ _24"> </span>systemó<span class="_ _0"></span>w <span class="_ _a"> </span>o<span class="_ _0"></span>peracyjnych <span class="_ _24"> </span>urządzeń <span class="_ _24"> </span>mobilny<span class="_ _0"></span>ch <span class="_ _a"> </span>(kanał <span class="_ _24"> </span>push),<span class="_ _20"></span><span class="ff4"> <span class="_ _24"> </span></span>koszty <span class="_ _24"> </span>usług </div><div class="t m0 x1 hc y3ad ff4 fs6 fc0 sc0 ls0 ws0">informatyczny<span class="_ _0"></span>ch i programistycznych<span class="_ _0"></span>, ko<span class="_ _0"></span>szty <span class="ff5">usług księgow</span>ych<span class="_ _0"></span>, kadrowych, ad<span class="_ _0"></span>ministracyjnych<span class="_ _0"></span>, doradczych <span class="lsf">a </span></div><div class="t m0 x1 hc y3ae ff5 fs6 fc0 sc0 ls0 ws0">także <span class="_ _15"> </span>p<span class="_ _0"></span>ozostałe<span class="ff4"> <span class="_ _15"> </span>k<span class="_ _0"></span>oszty, <span class="_ _13"> </span></span>które<span class="_ _1"></span> <span class="_ _15"> </span>przed<span class="_ _0"></span>e <span class="_ _15"> </span>wszystkim <span class="_ _13"> </span>stanowią <span class="_ _15"> </span>usługi <span class="_ _13"> </span>reklamowe, <span class="_ _13"> </span>opłaty <span class="_ _15"> </span>licen<span class="_ _0"></span>cyjne<span class="ff4"> <span class="_ _13"> </span>oraz <span class="_ _15"></span>koszty </span></div><div class="t m0 x1 hc y3af ff4 fs6 fc0 sc0 ls0 ws0">delegacji. </div><div class="t m0 x1 hc y3b0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3b1 w5e h2e"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x5d y3b1 w5f h2e"><div class="t m0 x2d h11 y13e ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x45 h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xac y3b1 w60 h2e"><div class="t m0 x2d h11 y13e ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x45 h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y3b2 w5e h24"><div class="t m0 xad h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x5d y3b2 w5f h24"><div class="t m0 xd hc y10f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xac y3b2 w60 h24"><div class="t m0 xd hc y10f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3b3 w5e h15"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Koszty wytworze<span class="_ _0"></span>nia usług<span class="ff9"> </span></div></div><div class="c x5d y3b3 w5f h15"><div class="t m0 x69 hb y12c ff9 fs6 fc0 sc0 ls0 ws0">(192 082) </div></div><div class="c xac y3b3 w60 h15"><div class="t m0 x1b hb y12c ff9 fs6 fc0 sc0 ls0 ws0">(79 750) </div></div><div class="c x1 y23b w5e h61"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Koszty sprzedaż<span class="_ _0"></span>y i marketingu<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x5d y23b w5f h61"><div class="t m0 x1c hb y12c ff9 fs6 fc0 sc0 ls0 ws0">(6 075) </div></div><div class="c xac y23b w60 h61"><div class="t m0 x1c hb y12c ff9 fs6 fc0 sc0 ls0 ws0">(3 883) </div></div><div class="c x1 y3b4 w5e h61"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Koszty <span class="ffe">ogó<span class="_ _0"></span>lnego zarządu</span> </div></div><div class="c x5d y3b4 w5f h61"><div class="t m0 x1b hb y12c ff9 fs6 fc0 sc0 ls0 ws0">(31 921) </div></div><div class="c xac y3b4 w60 h61"><div class="t m0 x1b hb y12c ff9 fs6 fc0 sc0 ls0 ws0">(25 973) </div></div><div class="c x1 y3b5 w5e h61"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Koszty w uk<span class="_ _0"></span>ładzie funkcjonalnym <span class="_ _0"></span>razem<span class="ffb"> </span></div></div><div class="c x5d y3b5 w5f h61"><div class="t m0 x69 h11 y12c ffb fs6 fc0 sc0 ls0 ws0">(230 078) </div></div><div class="c xac y3b5 w60 h61"><div class="t m0 x69 h11 y12c ffb fs6 fc0 sc0 ls0 ws0">(109 605) </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y3b6 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">31</span> </span></span></div><div class="t m0 x1 hc y211 ff5 fs6 fc0 sc0 ls0 ws0">Do <span class="_ _0"></span>k<span class="_ _0"></span>osztów <span class="_ _0"></span>wy<span class="_ _0"></span>tworzenia <span class="_ _20"></span>usług <span class="_ _20"></span>Spó<span class="_ _0"></span>łka <span class="_ _0"></span>za<span class="_ _0"></span>licza <span class="_ _0"></span>w <span class="_ _20"></span>szczególności <span class="_ _20"></span>koszty <span class="_ _20"></span>zakupu<span class="_ _0"></span> <span class="_ _0"></span>wysyłanych<span class="_ _0"></span> <span class="_ _0"></span>wiado<span class="_ _0"></span>mości <span class="_ _0"></span>SMS <span class="_ _20"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y213 ff4 fs6 fc0 sc0 ls15 ws0">i  <span class="ls17">MMS<span class="ls18">  <span class="ff5 ls0">(kanał <span class="_ _13"> </span>sms),  koszty  na <span class="_ _13"> </span>rzecz  dostawców  usług <span class="_ _13"> </span>poczty  elektronicznej  (kanał <span class="_ _13"> </span>email)  oraz  koszty </span></span></span></div><div class="t m0 x1 hc y214 ff5 fs6 fc0 sc0 ls0 ws0">ponoszone na rzecz właścicieli praw <span class="_ _1"></span>do systemów operacyjnych <span class="_ _1"></span>urządzeń mobilnych (kanał push).<span class="_ _0"></span><span class="ff4"> Do k<span class="_ _1"></span>oszt<span class="ff5 ls1">ów</span> </span></div><div class="t m0 x1 hc y215 ff4 fs6 fc0 sc0 ls0 ws0">wytworzenia <span class="_ _13"> </span><span class="ff5">zaliczana <span class="_ _14"> </span>jest <span class="_ _15"> </span>również<span class="_ _0"></span></span> <span class="_ _15"></span>amortyzacja <span class="_ _15"></span>oprogramowan<span class="_ _0"></span>ia <span class="_ _15"></span>wytworzonego <span class="_ _15"> </span>w <span class="_ _15"></span>rezultacie <span class="_ _13"> </span>wykonanych </div><div class="t m0 x1 hc y216 ff5 fs6 fc0 sc0 ls0 ws0">przez Spółk<span class="_ _0"></span>ę prac rozwojowych<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h4c y3b7 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3b8 ff5 fs6 fc0 sc0 ls0 ws0">Do  k<span class="_ _0"></span>osztów  spr<span class="_ _0"></span>zedaży <span class="_ _1e"> </span>i  marketin<span class="_ _0"></span>gu  Sp<span class="_ _0"></span>ółka  za<span class="_ _0"></span>licza  głównie <span class="_ _1e"> </span>koszty <span class="_ _1e"> </span>wynagrodzeń <span class="_ _1e"> </span>pracowników<span class="_ _20"></span><span class="ff1 fs0"> <span class="_ _1e"> </span>i</span><span class="ff4">  </span>usługi </div><div class="t m0 x1 hc y3b9 ff5 fs6 fc0 sc0 ls0 ws0">podwykonawc<span class="_ _0"></span>ów wspierających działania w obszarze sprzedaży, marketingu<span class="_ _0"></span><span class="ff4 ls8">, </span>obsługi klie<span class="_ _1"></span>nta oraz koszty usług </div><div class="t m0 x1 hc y3ba ff4 fs6 fc0 sc0 ls0 ws0">promocyjny<span class="_ _0"></span>ch. </div><div class="t m0 x1 h4c y3bb ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3bc ff5 fs6 fc0 sc0 ls0 ws0">Do <span class="_ _10"> </span>kosztów <span class="_ _10"> </span>ogólnego <span class="_ _10"> </span>zarządu <span class="_ _10"> </span>Spółka <span class="_ _10"> </span>zalicza <span class="_ _10"> </span>głównie <span class="_ _f"> </span>wy<span class="_ _0"></span>nagrodzenia <span class="_ _10"> </span>pracowników <span class="_ _1d"> </span><span class="ff4">oraz <span class="_ _f"> </span>koszty </span></div><div class="t m0 x1 hc y3bd ff5 fs6 fc0 sc0 ls0 ws0">podwykonawc<span class="_ _0"></span>ów zajmujących się utrzymaniem usług<span class="ff4">, </span>w tym programistów<span class="ff4">. Ponad<span class="_ _0"></span>to do <span class="_ _1"></span>kategorii tej zaliczane </span></div><div class="t m0 x1 hc y3be ff5 fs6 fc0 sc0 ls0 ws0">są <span class="_ _1"></span>koszty <span class="_ _b"></span>p<span class="_ _0"></span>racowników pełniący<span class="ff4 lsc">ch<span class="ls0"> <span class="_ _b"></span>funk<span class="_ _0"></span>cje <span class="_ _1"></span>administracyjne, <span class="_ _1"></span><span class="ff5">koszty <span class="_ _1"></span>związane <span class="_ _1"></span>z <span class="_ _b"></span>utrzyman<span class="_ _0"></span>iem <span class="_ _b"></span>biu<span class="_ _0"></span>ra, <span class="_ _b"></span>ko<span class="_ _0"></span>szty <span class="_ _1"></span>usług </span></span></span></div><div class="t m0 x1 hc y3bf ff5 fs6 fc0 sc0 ls0 ws0">doradczych,<span class="_ _0"></span> koszty transakcyjne oraz<span class="_ _0"></span> koszty integracji związane z <span class="_ _0"></span>nabyciem jednostek.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 h62 y3c0 ff4 fsf fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y3c1 ff2 fs6 fc2 sc0 ls7 ws0">8.<span class="fff ls0"> <span class="_ _1d"> </span><span class="ff3 fc1">Poz<span class="_ _1"></span>ost<span class="_ _1"></span>ał<span class="_ _1"></span>e p<span class="_ _1"></span>rz<span class="_ _1"></span>yc<span class="_ _1"></span>hod<span class="_ _1"></span>y <span class="_ _1"></span>i <span class="_ _1"></span>kos<span class="_ _1"></span>z<span class="_ _1"></span>ty <span class="_ _1"></span>op<span class="_ _1"></span>er<span class="_ _1"></span>acy<span class="_ _1"></span>jn<span class="_ _1"></span>e<span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y3c2 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3c3 w61 h5a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xae y3c3 w62 h5a"><div class="t m0 x24 h10 y391 ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y3c3 w63 h5a"><div class="t m0 xb0 h11 y392 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x31 h11 y393 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xb1 y3c3 w64 h5a"><div class="t m0 x76 h11 y392 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 xb2 h11 y393 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y3c4 w61 h63"><div class="t m0 xb3 h11 y3c5 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xae y3c4 w62 h63"><div class="t m0 xd hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y3c4 w63 h63"><div class="t m0 x4d hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb1 y3c4 w64 h63"><div class="t m0 x79 hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3c6 w61 h14"><div class="t m0 xd h11 yb6 ffd fs6 fc0 sc0 ls0 ws0">Pozostałe przy<span class="_ _0"></span>chody operacyjne<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xae y3c6 w62 h14"><div class="t m0 xd h11 ybd ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y3c6 w63 h14"><div class="t m0 x4d hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb1 y3c6 w64 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3c7 w61 h14"><div class="t m0 xd hb yb6 ff9 fs6 fc0 sc0 ls0 ws0">Inne <span class="ffe">pozo<span class="_ _0"></span>stałe przychody operacyjne</span> </div></div><div class="c xae y3c7 w62 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y3c7 w63 h14"><div class="t m0 xab hb yb6 ff9 fs6 fc0 sc0 ls1 ws0">80<span class="ls0"> </span></div></div><div class="c xb1 y3c7 w64 h14"><div class="t m0 x77 hb yb6 ff9 fs6 fc0 sc0 ls1 ws0">26<span class="ls0"> </span></div></div><div class="c x1 y3c8 w61 h14"><div class="t m0 xd h11 ybc ffb fs6 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xae y3c8 w62 h14"><div class="t m0 x24 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y3c8 w63 h14"><div class="t m0 xab h11 ybc ffb fs6 fc0 sc0 ls1 ws0">80<span class="ls0"> </span></div></div><div class="c xb1 y3c8 w64 h14"><div class="t m0 x77 h11 ybc ffb fs6 fc0 sc0 ls1 ws0">26<span class="ls0"> </span></div></div><div class="c x1 y3c9 w61 h51"><div class="t m0 xb3 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xae y3c9 w62 h51"><div class="t m0 xd hc yd1 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y3c9 w63 h51"><div class="t m0 x4d hc yd1 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb1 y3c9 w64 h51"><div class="t m0 xd hc yd1 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3ca w61 h23"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Pozostałe koszt<span class="_ _0"></span>y operacyjne<span class="ffb"> </span></div></div><div class="c xae y3ca w62 h23"><div class="t m0 xd h11 ybd ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y3ca w63 h23"><div class="t m0 x4d hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb1 y3ca w64 h23"><div class="t m0 x79 hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3cb w61 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Zapłacone <span class="_ _0"></span>kary, grzywny, odszkodo<span class="_ _0"></span>wania<span class="ff9"> </span></div></div><div class="c xae y3cb w62 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y3cb w63 h14"><div class="t m0 x9b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xb1 y3cb w64 h14"><div class="t m0 xb4 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(8) </div></div><div class="c x1 y1ce w61 h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Darowizny </div></div><div class="c xae y1ce w62 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y1ce w63 h14"><div class="t m0 x1f hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(51) </div></div><div class="c xb1 y1ce w64 h14"><div class="t m0 xb4 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(7) </div></div><div class="c x1 y3cc w61 h14"><div class="t m0 xd hb ybc ffe fs6 fc0 sc0 ls0 ws0">Inne pozostałe k<span class="_ _0"></span>oszty operacyjne<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xae y3cc w62 h14"><div class="t m0 x24 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y3cc w63 h14"><div class="t m0 x44 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(6) </div></div><div class="c xb1 y3cc w64 h14"><div class="t m0 x2b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(121) </div></div><div class="c x1 y316 w61 h14"><div class="t m0 xd h11 ybc ffb fs6 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xae y316 w62 h14"><div class="t m0 x24 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y316 w63 h14"><div class="t m0 x1f h11 ybc ffb fs6 fc0 sc0 ls0 ws0">(57) </div></div><div class="c xb1 y316 w64 h14"><div class="t m0 x2b h11 ybc ffb fs6 fc0 sc0 ls0 ws0">(136) </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y3cd ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y3ce ff2 fs6 fc2 sc0 ls7 ws0">9.<span class="fff ls0"> <span class="_ _1d"> </span><span class="ff3 fc1">Odpi<span class="_ _1"></span>sy<span class="_ _1"></span> z<span class="_ _1"></span> t<span class="_ _1"></span>ytu<span class="_ _1"></span>łu<span class="_ _1"></span> u<span class="_ _1"></span>tr<span class="_ _1"></span>aty<span class="_ _1"></span> w<span class="_ _1"></span>ar<span class="_ _1"></span>toś<span class="_ _1"></span>ci<span class="_ _1"></span> a<span class="_ _1"></span>ktyw<span class="_ _b"></span>ów<span class="ff2"> </span></span></span></div><div class="t m0 x1 h44 y3cf ff1 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y365 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3d0 w61 h64"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls16 ws0">w <span class="ff13 ls0">tys. zł<span class="ffc"> </span></span></div></div><div class="c xae y3d0 w62 h64"><div class="t m0 x24 h10 y3d1 ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y3d0 w63 h64"><div class="t m0 xb0 h11 y3d2 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x31 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xb1 y3d0 w64 h64"><div class="t m0 x76 h11 y3d2 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 xb2 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y3d3 w61 h12"><div class="t m0 xd hb yb9 ffe fs6 fc0 sc0 ls0 ws0">(Utworzenie)/Rozwią<span class="_ _0"></span>zanie odpisów z tytu<span class="_ _0"></span>łu utraty wartości </div><div class="t m0 xd hb yba ffe fs6 fc0 sc0 ls0 ws0">rzeczowych<span class="_ _0"></span> aktywów trwałych<span class="ff9"> </span></div></div><div class="c xae y3d3 w62 h12"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y3d3 w63 h12"><div class="t m0 x1f hb yb8 ff9 fs6 fc0 sc0 ls0 ws0">(68) </div></div><div class="c xb1 y3d3 w64 h12"><div class="t m0 x6a hb yb8 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3d5 w61 h65"><div class="t m0 xd hb y3d6 ffe fs6 fc0 sc0 ls0 ws0">Rozwiązanie / (u<span class="_ _0"></span>tworzenie) odpisów aktu<span class="_ _0"></span>alizujących wartość </div><div class="t m0 xd hb yba ffe fs6 fc0 sc0 ls0 ws0">należności han<span class="_ _0"></span>dlowych<span class="ff9"> </span></div></div><div class="c xae y3d5 w62 h65"><div class="t m0 xd hb y3d7 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y3d5 w63 h65"><div class="t m0 xb5 hb y3d8 ff9 fs6 fc0 sc0 ls0 ws0">(231) </div></div><div class="c xb1 y3d5 w64 h65"><div class="t m0 x4c hb y3d8 ff9 fs6 fc0 sc0 ls0 ws0">(1 905) </div></div><div class="c x1 y3d9 w61 h12"><div class="t m0 xd hb yb9 ffe fs6 fc0 sc0 ls0 ws0">(Utworzenie)/Rozwią<span class="_ _0"></span>zanie odpisów z tytu<span class="_ _0"></span>łu utraty wartości </div><div class="t m0 xd hb yba ffe fs6 fc0 sc0 ls0 ws0">należności po<span class="_ _0"></span>zostałych<span class="ff9"> </span></div></div><div class="c xae y3d9 w62 h12"><div class="t m0 x24 h13 yb8 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y3d9 w63 h12"><div class="t m0 x9b hb yb8 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xb1 y3d9 w64 h12"><div class="t m0 x2b hb yb8 ff9 fs6 fc0 sc0 ls0 ws0">(267) </div></div><div class="c x1 y3da w61 h18"><div class="t m0 xd h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xae y3da w62 h18"><div class="t m0 x24 h13 yd1 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y3da w63 h18"><div class="t m0 xb5 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">(299) </div></div><div class="c xb1 y3da w64 h18"><div class="t m0 x4c h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">(2 172) </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y3db ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5c y3dc ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5c y3dd ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5c y3de ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5c y3df ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5c y3e0 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5c y3e1 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">32</span> </span></span></div><div class="t m0 x1 h3b y211 ff2 fs6 fc2 sc0 ls0 ws0">10.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff2 fc1">EBI<span class="_ _1"></span>T<span class="_ _1"></span>DA <span class="_ _1"></span>ope<span class="_ _1"></span>rac<span class="_ _1"></span>yjn<span class="_ _1"></span>a<span class="_ _1"></span> </span></span></div><div class="t m0 x1 hc y3e2 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3e3 w65 h34"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x8e y3e3 w66 h34"><div class="t m0 x55 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y3e3 w67 h34"><div class="t m0 x2f h11 y13c ffb fs6 fc0 sc0 ls0 ws0">Za rok o<span class="_ _0"></span>brotowy </div></div><div class="c x1 y3e4 w65 h66"><div class="t m0 xb7 h11 y3e5 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x8e y3e4 w66 h66"><div class="t m0 xd hc y3e5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y3e4 w68 h66"><div class="t m0 x18 h11 y3e6 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x2c h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xac y3e4 w69 h66"><div class="t m0 x18 h11 y3e6 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x2c h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y3e7 w6a h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Zysk na działalności o<span class="_ _0"></span>peracyjnej<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xb6 y3e7 w68 h28"><div class="t m0 x34 h11 yff ffb fs6 fc0 sc0 ls0 ws0">57 656 </div></div><div class="c xac y3e7 w69 h28"><div class="t m0 x34 h11 yff ffb fs6 fc0 sc0 ls0 ws0">43 770 </div></div><div class="c x1 y3e8 w65 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x8e y3e8 w66 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y3e8 w68 h28"><div class="t m0 x35 hb yff ff9 fs6 fc0 sc0 ls0 ws0">7 470 </div></div><div class="c xac y3e8 w69 h28"><div class="t m0 x35 hb yff ff9 fs6 fc0 sc0 ls0 ws0">6 598 </div></div><div class="c x1 y3e9 w65 h2e"><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">Odpisy z tytu<span class="_ _0"></span>łu utraty wartości niefinanso<span class="_ _0"></span>wych aktywów </div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">trwałych<span class="ff9"> </span></div></div><div class="c x8e y3e9 w66 h2e"><div class="t m0 xd hb y13f ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y3e9 w68 h2e"><div class="t m0 xa9 hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">68<span class="ls0"> </span></div></div><div class="c xac y3e9 w69 h2e"><div class="t m0 x78 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3ea w6a h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">EBITDA Operacy<span class="_ _0"></span>jna* </div></div><div class="c xb6 y3ea w68 h28"><div class="t m0 x34 h11 yff ffb fs6 fc0 sc0 ls0 ws0">65 194 </div></div><div class="c xac y3ea w69 h28"><div class="t m0 x34 h11 yff ffb fs6 fc0 sc0 ls0 ws0">50 368 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h3d y17f ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h27 y278 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h67 y3eb ff6 fs1 fc0 sc0 ls0 ws0">* <span class="_ _0"></span>Wskaźnik <span class="_ _20"></span>EBITDA <span class="_ _20"></span>Operacyjna jest <span class="_ _20"></span>jedną <span class="_ _20"></span>z <span class="_ _20"></span>miar <span class="_ _0"></span>efektywności <span class="_ _20"></span>prowadzonej <span class="_ _0"></span>działalności, <span class="_ _20"></span>która <span class="_ _0"></span>nie <span class="_ _20"></span>jest <span class="_ _0"></span>wymagana <span class="_ _0"></span>p<span class="_ _0"></span>rzez </div><div class="t m0 x1 h67 y2bb ff6 fs1 fc0 sc0 ls0 ws0">MSSF <span class="_ _20"></span>UE. <span class="_ _20"></span>Nie <span class="_ _20"></span>jest <span class="_ _20"></span>to <span class="_ _20"></span>standardowa <span class="_ _20"></span>miara <span class="_ _20"></span>występująca <span class="_ _20"></span>w <span class="_ _20"></span>MSSF <span class="_ _20"></span>UE, <span class="_ _20"></span>a <span class="_ _20"></span>zatem <span class="_ _20"></span>może <span class="_ _20"></span>nie <span class="_ _20"></span>być <span class="_ _20"></span>porównywalna <span class="_ _20"></span>do <span class="_ _20"></span>podobnych </div><div class="t m0 x1 h67 y3ec ff6 fs1 fc0 sc0 ls0 ws0">miar <span class="_ _1"></span>raportowanych <span class="_ _1"></span>przez <span class="_ _b"></span>in<span class="_ _0"></span>ne <span class="_ _1"></span>jednostki. <span class="_ _1"></span>Spółka <span class="_ _b"></span>d<span class="_ _0"></span>efiniuje <span class="_ _b"></span>wskaźnik EBITDA <span class="_ _b"></span>Op<span class="_ _0"></span>eracyjna <span class="_ _1"></span>j<span class="_ _1"></span>ako zysk <span class="_ _1"></span>/ <span class="_ _1"></span>(strata) <span class="_ _b"></span>na<span class="_ _0"></span> <span class="_ _b"></span>d<span class="_ _0"></span>ziałalności </div><div class="t m0 x1 h68 y3ed ff6 fs1 fc0 sc0 ls0 ws0">operacyjnej powiększony o amortyzację oraz o odpisy z tytułu utraty wartości niefinansowych aktywów trwałych<span class="_ _0"></span><span class="ff7">. </span></div><div class="t m0 x1 hc y3ee ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y3ef ff2 fs6 fc2 sc0 ls0 ws0">11.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff2 fc1">Przy<span class="_ _1"></span>ch<span class="_ _1"></span>od<span class="_ _1"></span>y i<span class="_ _1"></span> k<span class="_ _1"></span>os<span class="_ _1"></span>zt<span class="_ _1"></span>y f<span class="_ _1"></span>in<span class="_ _1"></span>an<span class="_ _1"></span>sow<span class="_ _1"></span>e </span></span></div><div class="t m0 x1 hc y3f0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3f1 w6b h69"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls16 ws0">w <span class="ff13 ls0">tys. zł<span class="ffc"> </span></span></div></div><div class="c xb8 y3f1 w6c h69"><div class="t m0 x13 h10 yf0 ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y3f1 w6d h69"><div class="t m0 x2a h11 y3f2 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x64 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xb9 y3f1 w6e h69"><div class="t m0 xf h11 y3f2 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x33 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y3f3 w6b h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Przychody z ty<span class="_ _0"></span>tułu odsetek:<span class="ff9"> </span></div></div><div class="c xb8 y3f3 w6c h38"><div class="t m0 xd hb y3f4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y3f3 w6d h38"><div class="t m0 x45 hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y3f3 w6e h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3f5 w6b h34"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">od udzielo<span class="_ _0"></span>nych pożyczek i należności<span class="_ _0"></span></span> </div></div><div class="c xb8 y3f5 w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y3f5 w6d h34"><div class="t m0 x1c hc y13c ff4 fs6 fc0 sc0 ls1 ws0">441<span class="ls0"> </span></div></div><div class="c xb9 y3f5 w6e h34"><div class="t m0 xba hc y13c ff4 fs6 fc0 sc0 ls1 ws0">699<span class="ls0"> </span></div></div><div class="c x1 y104 w6b h34"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">od środkó<span class="_ _0"></span>w pieniężnych i ich ekwiwalentó<span class="_ _0"></span>w</span> </div></div><div class="c xb8 y104 w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y104 w6d h34"><div class="t m0 x1c hc y13c ff4 fs6 fc0 sc0 ls1 ws0">225<span class="ls0"> </span></div></div><div class="c xb9 y104 w6e h34"><div class="t m0 xba hc y13c ff4 fs6 fc0 sc0 ls1 ws0">259<span class="ls0"> </span></div></div><div class="c x1 y39e w6b h34"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- inne </div></div><div class="c xb8 y39e w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y39e w6d h34"><div class="t m0 xbb hc y13c ff4 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c xb9 y39e w6e h34"><div class="t m0 xbb hc y13c ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3f6 w6b h14"><div class="t m0 xbc hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y3f6 w6c h14"><div class="t m0 xd hc y3d4 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y3f6 w6d h14"><div class="t m0 x1c hc ybc ff4 fs6 fc0 sc0 ls1 ws0">669<span class="ls0"> </span></div></div><div class="c xb9 y3f6 w6e h14"><div class="t m0 xba hc ybc ff4 fs6 fc0 sc0 ls1 ws0">958<span class="ls0"> </span></div></div><div class="c x1 y3f7 w6b h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zysk <span class="ffe">z tytu<span class="_ _0"></span>łu zbycia udziałów User.com<span class="_ _0"></span></span> </div></div><div class="c xb8 y3f7 w6c h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y3f7 w6d h14"><div class="t m0 xa9 hc ybc ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xb9 y3f7 w6e h14"><div class="t m0 x25 hc ybc ff4 fs6 fc0 sc0 ls0 ws0">13 147 </div></div><div class="c x1 y3f8 w6b h34"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Przychody z dywid<span class="_ _0"></span>end </div></div><div class="c xb8 y3f8 w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y3f8 w6d h34"><div class="t m0 x22 hc y13c ff4 fs6 fc0 sc0 ls0 ws0">17 489 </div></div><div class="c xb9 y3f8 w6e h34"><div class="t m0 x25 hc y13c ff4 fs6 fc0 sc0 ls0 ws0">14 706 </div></div><div class="c x1 y1d w6b h6a"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Różnice kur<span class="_ _0"></span>sowe<span class="ff9"> </span></div></div><div class="c xb8 y1d w6c h6a"><div class="t m0 xd hb y3f9 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y1d w6d h6a"><div class="t m0 x4e hc y13c ff4 fs6 fc0 sc0 ls0 ws0">1 530 </div></div><div class="c xb9 y1d w6e h6a"><div class="t m0 x69 hc y13c ff4 fs6 fc0 sc0 ls0 ws0">7 362 </div></div><div class="c x1 y3fa w6b h34"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe przy<span class="_ _0"></span>chody finansowe<span class="ff9"> </span></div></div><div class="c xb8 y3fa w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y3fa w6d h34"><div class="t m0 xbb hc y13c ff4 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xb9 y3fa w6e h34"><div class="t m0 xbb hc y13c ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3fb w6b h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y3fb w6c h28"><div class="t m0 x13 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y3fb w6d h28"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb9 y3fb w6e h28"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y3fc w6b h34"><div class="t m0 xd h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">Przychody finansowe<span class="_ _0"></span> </div></div><div class="c xb8 y3fc w6c h34"><div class="t m0 x13 h13 y1aa ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y3fc w6d h34"><div class="t m0 x22 h3b y13c ff2 fs6 fc0 sc0 ls0 ws0">19 689 </div></div><div class="c xb9 y3fc w6e h34"><div class="t m0 x25 h3b y13c ff2 fs6 fc0 sc0 ls0 ws0">36 173 </div></div><div class="c x1 y3fd w6b h4a"><div class="t m0 xbc h3b y0 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y3fd w6c h4a"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y3fd w6d h4a"><div class="t m0 x45 hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y3fd w6e h4a"><div class="t m0 xb4 hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y26a w6b h34"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Koszty z tytułu<span class="_ _0"></span> odsetek:<span class="ff9"> </span></div></div><div class="c xb8 y26a w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y26a w6d h34"><div class="t m0 x45 hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y26a w6e h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y282 w6b h34"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">od kredy<span class="_ _0"></span>tów</span> </div></div><div class="c xb8 y282 w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y282 w6d h34"><div class="t m0 x25 hc y13c ff4 fs6 fc0 sc0 ls0 ws0">(6 437) </div></div><div class="c xb9 y282 w6e h34"><div class="t m0 x15 hc y13c ff4 fs6 fc0 sc0 ls0 ws0">(10 067) </div></div><div class="c x1 y3ff w6b h38"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- od leasingu </div></div><div class="c xb8 y3ff w6c h38"><div class="t m0 xd hb y3f4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y3ff w6d h38"><div class="t m0 x3a hc ybf ff4 fs6 fc0 sc0 ls0 ws0">(390) </div></div><div class="c xb9 y3ff w6e h38"><div class="t m0 x63 hc ybf ff4 fs6 fc0 sc0 ls0 ws0">(335) </div></div><div class="c x1 y400 w6b h34"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">od poży<span class="_ _0"></span>czek</span> </div></div><div class="c xb8 y400 w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y400 w6d h34"><div class="t m0 x3a hc y13c ff4 fs6 fc0 sc0 ls0 ws0">(297) </div></div><div class="c xb9 y400 w6e h34"><div class="t m0 x63 hc y13c ff4 fs6 fc0 sc0 ls0 ws0">(170) </div></div><div class="c x1 y60 w6b h34"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">od kontr<span class="_ _0"></span>ahentów</span> </div></div><div class="c xb8 y60 w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y60 w6d h34"><div class="t m0 xba hc y13c ff4 fs6 fc0 sc0 ls0 ws0">(68) </div></div><div class="c xb9 y60 w6e h34"><div class="t m0 x63 hc y13c ff4 fs6 fc0 sc0 ls0 ws0">(132) </div></div><div class="c x1 y401 w6b h14"><div class="t m0 xbc hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y401 w6c h14"><div class="t m0 xd hc y3d4 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y401 w6d h14"><div class="t m0 x25 hc ybc ff4 fs6 fc0 sc0 ls0 ws0">(7 193) </div></div><div class="c xb9 y401 w6e h14"><div class="t m0 x15 hc ybc ff4 fs6 fc0 sc0 ls0 ws0">(10 704) </div></div><div class="c x1 y3d0 w6b h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Inne różnice <span class="_ _0"></span>kursowe<span class="ff9"> </span></div></div><div class="c xb8 y3d0 w6c h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y3d0 w6d h14"><div class="t m0 x45 hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y3d0 w6e h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y402 w6b h34"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wycena instrumen<span class="_ _0"></span>tów pochodnych<span class="ff9"> </span></div></div><div class="c xb8 y402 w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y402 w6d h34"><div class="t m0 xa9 hc y13c ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xb9 y402 w6e h34"><div class="t m0 x63 hc y13c ff4 fs6 fc0 sc0 ls0 ws0">(622) </div></div><div class="c x1 y403 w6b h34"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Odpisy <span class="ffe">aktu<span class="_ _0"></span>alizujące aktywa finansowe<span class="_ _0"></span></span> </div></div><div class="c xb8 y403 w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y403 w6d h34"><div class="t m0 xba hc y13c ff4 fs6 fc0 sc0 ls0 ws0">(37) </div></div><div class="c xb9 y403 w6e h34"><div class="t m0 xbb hc y13c ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y404 w6b h34"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Strata na zby<span class="_ _0"></span>ciu udziałów w Center.ai<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xb8 y404 w6c h34"><div class="t m0 xd hb y3e5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y404 w6d h34"><div class="t m0 x3a hc y13c ff4 fs6 fc0 sc0 ls0 ws0">(276) </div></div><div class="c xb9 y404 w6e h34"><div class="t m0 xbb hc y13c ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y405 w6b h6a"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Koszty z tytułu<span class="_ _0"></span> poręczenia kredytu<span class="ff9"> </span></div></div><div class="c xb8 y405 w6c h6a"><div class="t m0 xd hb y406 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y405 w6d h6a"><div class="t m0 x3a hc y13c ff4 fs6 fc0 sc0 ls0 ws0">(105) </div></div><div class="c xb9 y405 w6e h6a"><div class="t m0 xbb hc y13c ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y407 w6b h34"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe koszty <span class="_ _0"></span>finansowe<span class="ff9"> </span></div></div><div class="c xb8 y407 w6c h34"><div class="t m0 x13 h13 y1aa ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y407 w6d h34"><div class="t m0 xba hb y13c ff9 fs6 fc0 sc0 ls0 ws0">(20) </div></div><div class="c xb9 y407 w6e h34"><div class="t m0 xbb hc y13c ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y408 w6b h34"><div class="t m0 xd h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">Koszty finansowe <span class="_ _0"></span> </div></div><div class="c xb8 y408 w6c h34"><div class="t m0 x13 h13 y1aa ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y408 w6d h34"><div class="t m0 x25 h3b y13c ff2 fs6 fc0 sc0 ls0 ws0">(7 631) </div></div><div class="c xb9 y408 w6e h34"><div class="t m0 x15 h3b y13c ff2 fs6 fc0 sc0 ls0 ws0">(11 326) </div></div><div class="c x1 y409 w6b h34"><div class="t m0 xd h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">Przychody finansowe <span class="_ _0"></span>netto </div></div><div class="c xb8 y409 w6c h34"><div class="t m0 x13 h13 y1aa ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y409 w6d h34"><div class="t m0 x22 h3b y13c ff2 fs6 fc0 sc0 ls0 ws0">12 058 </div></div><div class="c xb9 y409 w6e h34"><div class="t m0 x25 h3b y13c ff2 fs6 fc0 sc0 ls0 ws0">24 847 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h27 y387 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y40a ff5 fs6 fc0 sc0 ls0 ws0">Na przychod<span class="_ _0"></span>y finansowe z tytułu <span class="_ _0"></span>dywidend skład<span class="_ _0"></span>ają<span class="ff4"> </span>się<span class="ff4 ls15">: <span class="ls0"> </span></span></div><div class="t m0 x1 hc y40b ff4 fs6 fc0 sc0 ls0 ws0">- <span class="ff5">dywidendy<span class="_ _0"></span> otrzymane od jednostek zależn<span class="_ _0"></span>ych krajowych w wysokości <span class="_ _20"></span></span>9 477 <span class="ff5">tys. zł<span class="_ _0"></span></span><span class="ls8">, </span>z czego dywidenda <span class="_ _0"></span>w </div><div class="t m0 x1 hc y40c ff5 fs6 fc0 sc0 ls0 ws0">kwocie 57<span class="_ _0"></span>3 tys. zł zosta<span class="ls15">ła</span><span class="ff4"> </span>wypłaco<span class="_ _0"></span>na dnia <span class="ff4 ls1">02<span class="ls0"> styczn<span class="_ _0"></span>ia </span>202<span class="ls0">5 <span class="lse">r.</span> </span></span></div><div class="t m0 x1 hc y1dc ff4 fs6 fc0 sc0 ls0 ws0">- dywidendy<span class="_ _0"></span> <span class="ff5">otrzymane od jednostek zależn<span class="_ _0"></span>ych zagranicznych w wy<span class="_ _0"></span>sokości 8 012 tys. zł<span class="_ _0"></span></span>. </div><div class="t m0 x1 hc y40d ff5 fs6 fc0 sc0 ls0 ws0">Szczegóły o<span class="_ _0"></span>dnośnie zbycia udziałów <span class="_ _0"></span>w jednostce zależn<span class="_ _0"></span>ej Center.ai Sp. z o.o<span class="_ _0"></span>. zostały op<span class="_ _0"></span>isane <span class="ff4">w no<span class="_ _0"></span>cie <span class="ls1">18</span>. </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;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:974.520000px;bottom:175.582000px;width:14.500000px;height:17.249000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x8 y1b2 w6f h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">33</span> </span></span></div><div class="t m0 x1 h3b y211 ff2 fs6 fc2 sc0 ls0 ws0">12.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff2 fc1">Poda<span class="_ _1"></span>te<span class="_ _1"></span>k d<span class="_ _1"></span>oc<span class="_ _1"></span>h<span class="_ _1"></span>odow<span class="_ _1"></span>y<span class="_ _1"></span> </span></span></div><div class="t m0 x1 h4c y40e ff1 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y40f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y410 w70 h69"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xbd y410 w30 h69"><div class="t m0 x33 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x94 y410 w46 h69"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y410 w71 h69"><div class="t m0 x20 h11 y411 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x2a h11 y412 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x95 y410 w16 h69"><div class="t m0 x20 h11 y411 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x2a h11 y412 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y413 w70 h36"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Bieżący podatek<span class="_ _0"></span> dochodowy<span class="ffb"> </span></div></div><div class="c xbd y413 w30 h36"><div class="t m0 xd h11 y414 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y413 w46 h36"><div class="t m0 x27 hc y414 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y413 w71 h36"><div class="t m0 xbf hc y19b ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y413 w16 h36"><div class="t m0 xd hc y19b ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y415 w70 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Bieżące obciążen<span class="_ _0"></span>ie z tytułu podatku doch<span class="_ _0"></span>odowego <span class="ff9"> </span></div></div><div class="c xbd y415 w30 h28"><div class="t m0 xd hb y13f ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y415 w46 h28"><div class="t m0 x27 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y415 w71 h28"><div class="t m0 x4b hb yff ff9 fs6 fc0 sc0 ls0 ws0">6 858 </div></div><div class="c x95 y415 w16 h28"><div class="t m0 xc0 hb yff ff9 fs6 fc0 sc0 ls0 ws0">6 196 </div></div><div class="c x1 y416 w70 h2e"><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">Korekty pod<span class="_ _0"></span>atku dochodowego za lata ub<span class="_ _0"></span>iegłe ujęte w </div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">bieżącym roku<span class="_ _0"></span> </div><div class="t m0 x9b h6b y19b ff9 fsc fc0 sc0 ls0 ws0">1</div><div class="t m0 x73 hb yff ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y416 w30 h2e"><div class="t m0 xd hb y417 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y416 w46 h2e"><div class="t m0 x27 hc y417 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y416 w71 h2e"><div class="t m0 x4b hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">(798) </div></div><div class="c x95 y416 w16 h2e"><div class="t m0 x50 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y418 w70 h58"><div class="t m0 xd h6c y419 ff9 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y418 w30 h58"><div class="t m0 x47 h6d y41a ffc fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x94 y418 w46 h58"><div class="t m0 x27 h6c y41a ff9 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y418 w71 h58"><div class="t m0 xd h6c y41a ff9 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x95 y418 w16 h58"><div class="t m0 xd h6c y41a ff9 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y41b w70 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y41b w30 h28"><div class="t m0 x33 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x94 y41b w46 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y41b w71 h28"><div class="t m0 xc0 h11 yff ffb fs6 fc0 sc0 ls0 ws0">6 060 </div></div><div class="c x95 y41b w16 h28"><div class="t m0 xc0 h11 yff ffb fs6 fc0 sc0 ls0 ws0">6 196 </div></div><div class="c x1 y41c w70 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">Odroczony poda<span class="_ _0"></span>tek dochodowy </div></div><div class="c xbd y41c w30 h28"><div class="t m0 xd h11 y13f ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y41c w46 h28"><div class="t m0 x27 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y41c w71 h28"><div class="t m0 xbf hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y41c w16 h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y41d w70 h2e"><div class="t m0 xd hb y13e ff9 fs6 fc0 sc0 ls0 ws0">Zmiana <span class="ffe">stanu<span class="_ _0"></span> aktywa oraz rezerwy z <span class="_ _0"></span>tytułu odroczonego </span></div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">podatku do<span class="_ _0"></span>chodowego </div></div><div class="c xbd y41d w30 h2e"><div class="t m0 xd hb y417 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y41d w46 h2e"><div class="t m0 x27 hc y417 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y41d w71 h2e"><div class="t m0 x34 hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">691<span class="ls0"> </span></div></div><div class="c x95 y41d w16 h2e"><div class="t m0 xc0 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">1 443 </div></div><div class="c x1 y3bc w70 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y3bc w30 h28"><div class="t m0 x33 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x94 y3bc w46 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y3bc w71 h28"><div class="t m0 x34 h11 yff ffb fs6 fc0 sc0 ls1 ws0">691<span class="ls0"> </span></div></div><div class="c x95 y3bc w16 h28"><div class="t m0 xc0 h11 yff ffb fs6 fc0 sc0 ls0 ws0">1 443 </div></div><div class="c x1 y41e w70 h38"><div class="t m0 xd h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">Podatek <span class="_ _0"></span>dochodowy w zyskach i stratach<span class="_ _0"></span> </div></div><div class="c xbd y41e w30 h38"><div class="t m0 x33 h13 yd1 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x94 y41e w46 h38"><div class="t m0 xd hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y41e w71 h38"><div class="t m0 xc0 h11 ybf ffb fs6 fc0 sc0 ls0 ws0">6 751 </div></div><div class="c x95 y41e w16 h38"><div class="t m0 xc0 h11 ybf ffb fs6 fc0 sc0 ls0 ws0">7 639 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y41f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y420 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y421 ff2 fs6 fc1 sc0 ls0 ws0">Uzgodnienie efek<span class="_ _0"></span>tywnej stopy poda<span class="_ _0"></span>tkowej<span class="ff4 fc0"> </span></div><div class="t m0 x1 h4c y422 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y423 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y424 w72 h6e"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xc1 y424 w73 h6e"><div class="t m0 x37 h11 y425 ffb fs6 fc0 sc0 ls0 ws0">% </div></div><div class="c xb6 y424 w74 h6e"><div class="t m0 x68 h11 y38d ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x24 h11 y426 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xc2 y424 w75 h6e"><div class="t m0 x2c h11 y425 ffb fs6 fc0 sc0 ls0 ws0">% </div></div><div class="c xc3 y424 w76 h6e"><div class="t m0 x46 h11 y38d ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x16 h11 y426 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y427 w72 h4a"><div class="t m0 xc4 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y427 w73 h4a"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y427 w74 h4a"><div class="t m0 xb2 hc yf3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc2 y427 w75 h4a"><div class="t m0 xc0 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y427 w76 h4a"><div class="t m0 x15 hc yf3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y428 w72 h6f"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zysk przed opod<span class="_ _0"></span>atkowaniem </div></div><div class="c xc1 y428 w73 h6f"><div class="t m0 xd hb y38d ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y428 w74 h6f"><div class="t m0 xb2 hb y426 ff9 fs6 fc0 sc0 ls0 ws0">69 714 </div></div><div class="c xc2 y428 w75 h6f"><div class="t m0 xc0 hb y38d ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y428 w76 h6f"><div class="t m0 x2d hb y426 ff9 fs6 fc0 sc0 ls0 ws0">68 617 </div></div><div class="c x1 y429 w72 h70"><div class="t m0 xd hb y42a ffe fs6 fc0 sc0 ls0 ws0">Podatek do<span class="_ _0"></span>chodowy obliczony według<span class="_ _0"></span> obowiązującej </div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">stawki podatk<span class="_ _0"></span>owej (19%) </div></div><div class="c xc1 y429 w73 h70"><div class="t m0 x4a hc yf0 ff4 fs6 fc0 sc0 ls0 ws0">19,0% </div></div><div class="c xb6 y429 w74 h70"><div class="t m0 xb2 hb yf0 ff9 fs6 fc0 sc0 ls0 ws0">13 246 </div></div><div class="c xc2 y429 w75 h70"><div class="t m0 x16 hc yf0 ff4 fs6 fc0 sc0 ls0 ws0">19,0% </div></div><div class="c xc3 y429 w76 h70"><div class="t m0 x2d hb yf0 ff9 fs6 fc0 sc0 ls0 ws0">13 037 </div></div><div class="c x1 y42b w72 h71"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wpływ stawki pod<span class="_ _0"></span>atkowej na Litwie (15<span class="_ _0"></span>%)<span class="ff9"> </span></div></div><div class="c xc1 y42b w73 h71"><div class="t m0 x65 hc yd1 ff4 fs6 fc0 sc0 ls0 ws0">(0,1%) </div></div><div class="c xb6 y42b w74 h71"><div class="t m0 x63 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">(57) </div></div><div class="c xc2 y42b w75 h71"><div class="t m0 x2e hc yd1 ff4 fs6 fc0 sc0 ls0 ws0">(0,1%) </div></div><div class="c xc3 y42b w76 h71"><div class="t m0 x2f hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">(45) </div></div><div class="c x1 y3f6 w72 h72"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wpływ <span class="ff9">ulg p<span class="_ _0"></span>odatkowych </span></div><div class="t m0 xc5 h6b y19b ff9 fsc fc0 sc0 ls0 ws0">2</div><div class="t m0 xc6 hb yff ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y3f6 w73 h72"><div class="t m0 x65 hc y380 ff4 fs6 fc0 sc0 ls0 ws0">(5,1%) </div></div><div class="c xb6 y3f6 w74 h72"><div class="t m0 x2d hb y380 ff9 fs6 fc0 sc0 ls0 ws0">(3 569) </div></div><div class="c xc2 y3f6 w75 h72"><div class="t m0 x2e hc y380 ff4 fs6 fc0 sc0 ls0 ws0">(4,2%) </div></div><div class="c xc3 y3f6 w76 h72"><div class="t m0 x2c hb y380 ff9 fs6 fc0 sc0 ls0 ws0">(2 892) </div></div><div class="c x1 y42c w72 h73"><div class="t m0 xd hb y42d ffe fs6 fc0 sc0 ls0 ws0">Podatek od<span class="_ _0"></span> przychodów niestanowiący<span class="_ _0"></span>ch przychodów do </div><div class="t m0 xd hb y42e ff9 fs6 fc0 sc0 ls0 ws0">opodatkowan<span class="_ _0"></span>ia <span class="ff13">(różnice trwałe), <span class="_ _0"></span></span>od otrzymanych </div><div class="t m0 xd hb y12c ff9 fs6 fc0 sc0 ls0 ws0">dywidend </div></div><div class="c xc1 y42c w73 h73"><div class="t m0 x65 hc y42e ff4 fs6 fc0 sc0 ls0 ws0">(4,8%) </div></div><div class="c xb6 y42c w74 h73"><div class="t m0 x2d hb y42e ff9 fs6 fc0 sc0 ls0 ws0">(3 323) </div></div><div class="c xc2 y42c w75 h73"><div class="t m0 x2e hc y42e ff4 fs6 fc0 sc0 ls0 ws0">(4,1%) </div></div><div class="c xc3 y42c w76 h73"><div class="t m0 x2c hb y42e ff9 fs6 fc0 sc0 ls0 ws0">(2 794) </div></div><div class="c x1 y42f w72 h74"><div class="t m0 xd hb y430 ff9 fs6 fc0 sc0 ls0 ws0">Podatek <span class="ffe">o<span class="_ _0"></span>d kosztów/przychodów n<span class="_ _0"></span>iestanowiących </span></div><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">kosztów uzy<span class="_ _0"></span>skania przychodów/przychodó<span class="_ _0"></span>w do </div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">opodatkowan<span class="_ _0"></span>ia <span class="ff13">(różnice trwałe), <span class="_ _0"></span><span class="ffe">pozostały</span></span> </div></div><div class="c xc1 y42f w73 h74"><div class="t m0 x32 hc y383 ff4 fs6 fc0 sc0 ls0 ws0">0,0% </div></div><div class="c xb6 y42f w74 h74"><div class="t m0 xba hb y383 ff9 fs6 fc0 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c xc2 y42f w75 h74"><div class="t m0 x17 hc y383 ff4 fs6 fc0 sc0 ls0 ws0">0,5% </div></div><div class="c xc3 y42f w76 h74"><div class="t m0 x69 hb y383 ff9 fs6 fc0 sc0 ls1 ws0">333<span class="ls0"> </span></div></div><div class="c x1 y431 w72 h75"><div class="t m0 xd hb y432 ffe fs6 fc0 sc0 ls0 ws0">Straty podatkowe <span class="_ _0"></span>za okres sprawozdawczy <span class="_ _0"></span>nie ujęte w </div><div class="t m0 xd hb y433 ff9 fs6 fc0 sc0 ls0 ws0">podatku odrocz<span class="_ _0"></span>onym </div><div class="t m0 xc7 h6b y434 ff9 fsc fc0 sc0 ls0 ws0">3</div><div class="t m0 xc8 hb y433 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y431 w73 h75"><div class="t m0 x32 hc y435 ff4 fs6 fc0 sc0 ls0 ws0">1,5% </div></div><div class="c xb6 y431 w74 h75"><div class="t m0 x4d hb y435 ff9 fs6 fc0 sc0 ls0 ws0">1 024 </div></div><div class="c xc2 y431 w75 h75"><div class="t m0 x1e hc y435 ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xc3 y431 w76 h75"><div class="t m0 xc9 hb y435 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y436 w72 h6e"><div class="t m0 xd hb y38d ffe fs6 fc0 sc0 ls0 ws0">Korekta podatk<span class="_ _0"></span>u dochodowego za lata ub<span class="_ _0"></span>iegłe ujęta w </div><div class="t m0 xd hb y426 ffe fs6 fc0 sc0 ls0 ws0">bieżącym roku<span class="ff9"> </span></div></div><div class="c xc1 y436 w73 h6e"><div class="t m0 x65 hc y425 ff4 fs6 fc0 sc0 ls0 ws0">(0,8%) </div></div><div class="c xb6 y436 w74 h6e"><div class="t m0 xc0 hb y425 ff9 fs6 fc0 sc0 ls0 ws0">(589) </div></div><div class="c xc2 y436 w75 h6e"><div class="t m0 x1e hc y425 ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xc3 y436 w76 h6e"><div class="t m0 xc9 hb y425 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y437 w72 h6f"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y437 w73 h6f"><div class="t m0 x64 h3b y426 ff2 fs6 fc0 sc0 ls0 ws0">9,7% </div></div><div class="c xb6 y437 w74 h6f"><div class="t m0 x4d h3b y426 ff2 fs6 fc0 sc0 ls0 ws0">6 751 </div></div><div class="c xc2 y437 w75 h6f"><div class="t m0 x2e h3b y426 ff2 fs6 fc0 sc0 ls0 ws0">11,1% </div></div><div class="c xc3 y437 w76 h6f"><div class="t m0 x1e h3b y426 ff2 fs6 fc0 sc0 ls0 ws0">7 639 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y438 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h42 y439 ff4 fsc fc0 sc0 ls11 ws0">(1)</div><div class="t m0 x7d hc y43a ff4 fs6 fc0 sc0 ls0 ws0"> <span class="ff5">Korekty podatku do<span class="_ _0"></span>chodowego za lata ubiegłe wyn<span class="_ _0"></span>ikały w głó<span class="_ _0"></span>wnej mierze </span>z rozpoznania d<span class="_ _0"></span>odatkowych strat </div><div class="t m0 x1 hc y43b ff5 fs6 fc0 sc0 ls0 ws0">podatkowych<span class="_ _0"></span> z działalności kapitałowej w k<span class="_ _0"></span>wocie 2 606 tys. zł możliwy<span class="_ _0"></span>ch do rozliczenia w roku<span class="_ _0"></span> 2023 r.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 h42 y43c ff4 fsc fc0 sc0 ls11 ws0">(2)</div><div class="t m0 x7d hc y43d ff4 fs6 fc0 sc0 ls0 ws0"> <span class="ff5">Na dzień 3<span class="_ _0"></span>1 grudnia 2024 r. Spółka ujęła <span class="_ _0"></span>w <span class="_ _0"></span>niniejszym sprawozdan<span class="_ _0"></span>iu finansowym wpływ zastosowania <span class="_ _0"></span>ulgi </span></div><div class="t m0 x1 hb y43e ff5 fs6 fc0 sc0 ls0 ws0">na b<span class="_ _0"></span>adania i r<span class="_ _0"></span>ozwój, <span class="_ _0"></span>która pozwala n<span class="_ _0"></span>a odlicze<span class="_ _0"></span>nie od <span class="_ _0"></span>podstawy op<span class="_ _0"></span>odatkowania <span class="_ _0"></span>kosztów określony<span class="_ _0"></span>ch w u<span class="_ _0"></span>stawie </div><div class="t m0 x1 hc y43f ff5 fs6 fc0 sc0 ls0 ws0">o <span class="_ _b"></span>p<span class="_ _0"></span>odatku <span class="_ _b"></span>do<span class="_ _0"></span>chodowym <span class="_ _b"></span>o<span class="_ _0"></span>d <span class="_ _b"></span>osób <span class="_ _1"></span>prawnych <span class="_ _b"></span>zwią<span class="_ _0"></span>zanych <span class="_ _1"></span>z <span class="_ _b"></span>prowadzeniem <span class="_ _1"></span>prac <span class="_ _b"></span>badawczo<span class="_ _20"></span><span class="ff4">-rozwojowych<span class="_ _0"></span> <span class="_ _b"></span><span class="ff5">w <span class="_ _1"></span>łącznej </span></span></div><div class="t m0 x1 hb y440 ff5 fs6 fc0 sc0 ls0 ws0">kwocie <span class="_ _15"> </span>318 <span class="_ _15"> </span>tys. <span class="_ _14"> </span>zł <span class="_ _15"> </span>(z <span class="_ _14"> </span>czeg<span class="_ _0"></span>o <span class="_ _14"></span>202 <span class="_ _15"> </span>tys. <span class="_ _15"> </span>zł <span class="_ _14"></span>dotyczyło <span class="_ _15"> </span>roku <span class="_ _14"> </span>202<span class="_ _0"></span>3). <span class="_ _14"> </span>Ponad<span class="_ _0"></span>to <span class="_ _15"> </span>Ver<span class="_ _0"></span>com <span class="_ _14"> </span>S.A. <span class="_ _15"> </span>zgodnie <span class="_ _15"> </span>z <span class="_ _14"> </span>otr<span class="_ _0"></span>zymaną </div><div class="t m0 x1 hc y441 ff5 fs6 fc0 sc0 ls0 ws0">interpretacją <span class="_ _27"> </span>indywid<span class="_ _0"></span>ualną <span class="_ _c"> </span>przepisó<span class="_ _0"></span>w <span class="_ _c"> </span>pr<span class="_ _0"></span>awa <span class="_ _c"> </span>podatkowego<span class="_ _0"></span> <span class="_ _c"> </span>korzy<span class="_ _0"></span>sta <span class="_ _c"> </span>również <span class="_ _27"> </span>z <span class="_ _27"> </span>„Ulg<span class="_ _0"></span>i <span class="_ _c"> </span>IP <span class="_ _27"> </span>BOX”.<span class="_ _20"></span><span class="ff4"> <span class="_ _27"> </span>Kwota </span></div><div class="t m0 x1 hc y442 ff5 fs6 fc0 sc0 ls0 ws0">wskazanej ulgi w<span class="_ _0"></span>yniosła <span class="ff4">3 204 <span class="_ _0"></span></span>tys. zł.<span class="ff4"> </span></div><div class="t m0 x1 h42 y443 ff4 fsc fc0 sc0 ls11 ws0">(3)</div><div class="t m0 x7d hc y444 ff4 fs6 fc0 sc0 ls0 ws0"> <span class="_ _0"></span><span class="ff5">Na <span class="_ _0"></span>dzień<span class="_ _0"></span> <span class="_ _0"></span>3</span>1 <span class="_ _20"></span>grudnia <span class="_ _20"></span><span class="ff5">2024 <span class="_ _0"></span>r. <span class="_ _0"></span>warto<span class="_ _0"></span>ść <span class="_ _0"></span>strat <span class="_ _0"></span>podatk<span class="_ _0"></span>owych <span class="_ _0"></span>z <span class="_ _0"></span>zysk<span class="_ _0"></span>ów <span class="_ _0"></span>kapitałowy<span class="_ _0"></span>ch <span class="_ _0"></span>Spółki <span class="_ _0"></span>(o <span class="_ _20"></span>których <span class="_ _0"></span>m<span class="_ _0"></span>owa <span class="_ _0"></span>w </span></div><div class="t m0 x1 hb y3b4 ff5 fs6 fc0 sc0 ls0 ws0">Ustawie <span class="_ _13"> </span>z <span class="_ _13"> </span>dnia <span class="_ _13"> </span>15 <span class="_ _15"> </span>luteg<span class="_ _0"></span>o <span class="_ _13"> </span>1992 <span class="_ _13"> </span>r.<span class="_ _1"></span> <span class="_ _13"> </span>o <span class="_ _13"> </span>podatku <span class="_ _15"> </span>do<span class="_ _0"></span>chodowym <span class="_ _13"> </span>od <span class="_ _13"> </span>osób <span class="_ _15"> </span>p<span class="_ _0"></span>rawnych, <span class="_ _13"> </span>z <span class="_ _13"> </span>późniejszymi <span class="_ _13"> </span>zmianami) </div><div class="t m0 x1 hc y445 ff5 fs6 fc0 sc0 ls0 ws0">wyniosła <span class="_ _0"></span><span class="ff4">15 <span class="_ _0"></span>292 <span class="_ _0"></span></span>tys. <span class="_ _0"></span>zł<span class="ff4"> z <span class="_ _0"></span>czego <span class="_ _0"></span></span>2 <span class="_ _0"></span>053 <span class="_ _0"></span>tys. zł <span class="_ _0"></span>poniesiono <span class="_ _0"></span>w <span class="_ _0"></span>2021 <span class="_ _0"></span>r., 7<span class="_ _0"></span> 848 <span class="_ _0"></span>tys. <span class="_ _0"></span>zł w <span class="_ _0"></span>2022 <span class="_ _0"></span>r. oraz<span class="_ _0"></span> <span class="_ _20"></span><span class="ff4">5 <span class="_ _0"></span>3<span class="ls1">91</span> </span>tys. <span class="_ _0"></span>zł <span class="_ _0"></span>w<span class="ff4"> </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">34</span> </span></span></div><div class="t m0 x1 hc y211 ff4 fs6 fc0 sc0 ls0 ws0">2024 r. <span class="ff5">Termin na rozliczenie straty podatkowej wynosi 5 lat licząc od kolejnego roku po r<span class="_ _1"></span>oku, w którym strata </span></div><div class="t m0 x1 hc y213 ff5 fs6 fc0 sc0 ls0 ws0">podatkowa została poniesion<span class="_ _0"></span>a. Aktyw<span class="ff4">a </span>od straty podatkowej z zysków kapitałowych nie został<span class="ff4">y rozpozn<span class="_ _0"></span>ane na </span></div><div class="t m0 x1 hc y214 ff5 fs6 fc0 sc0 ls0 ws0">dzień  3<span class="ff4">1  grudnia  </span>2024  r. <span class="_ _13"> </span>z  uwagi <span class="_ _13"> </span>na  brak  pewności  co  do <span class="_ _13"> </span>możliwo<span class="_ _0"></span>ści  odliczenia  strat <span class="_ _13"> </span>pod<span class="_ _0"></span>atkowych  w </div><div class="t m0 x1 hc y215 ff5 fs6 fc0 sc0 ls0 ws0">przyszłości.<span class="ff4"> </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.280000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf23" class="pf wd h25" ><div class="pc pc23 wd h25"><img class="bi xca y446 w77 h76" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 wf h25"><div class="t m0 xcb h7 y447 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 xcb h1 y448 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok <span class="_ _1"></span>obrotowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 xcb h8 y449 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 xcb h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią inte<span class="_ _1"></span>gralną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _10"> </span><span class="ls1">35</span> </span></span></div><div class="t m0 xcb h3d y44a ff4 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb h3b y44b ff2 fs6 fc2 sc0 ls0 ws0">13.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Akty<span class="_ _1"></span>wa<span class="_ _1"></span> i<span class="_ _1"></span> re<span class="_ _1"></span>ze<span class="_ _1"></span>rw<span class="_ _1"></span>a z<span class="_ _1"></span> t<span class="_ _1"></span>ytu<span class="_ _1"></span>łu<span class="_ _1"></span> <span class="_ _1"></span><span class="ff2">od<span class="_ _1"></span>rocz<span class="_ _1"></span>on<span class="_ _1"></span>e<span class="_ _1"></span>go <span class="_ _1"></span>pod<span class="_ _1"></span>at<span class="_ _1"></span>ku<span class="_ _1"></span> d<span class="_ _1"></span>och<span class="_ _1"></span>od<span class="_ _1"></span>ow<span class="_ _1"></span>ego<span class="_ _1"></span><span class="fc0"> </span></span></span></span></div><div class="t m0 xcc hc y44c ff4 fs6 fc0 sc0 lsc ws0">a)<span class="ff1 ls0"> <span class="_ _1c"> </span><span class="ff4">za okres od 1 <span class="_ _0"></span>stycznia 2024 r<span class="_ _0"></span>. do 31 grudnia 2024<span class="_ _0"></span> <span class="lsa">r.</span> </span></span></div><div class="t m0 xcb hc y44d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y44e w78 h34"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe y44e w4c h34"><div class="t m0 xd hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y44e w79 h34"><div class="t m0 xd h2c ybc ffb fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xce y44e w7a h34"><div class="t m0 xd h2c ybc ffb fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xcf y44e w7b h34"><div class="t m0 xa9 h2c ybc ffb fs0 fc0 sc0 ls0 ws0">Stan na 31 grudn<span class="_ _1"></span>ia 2024 r. </div></div><div class="c xcb y44f w78 h77"><div class="t m0 xd h13 y450 ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xe y44f w4c h77"><div class="t m0 xd h11 y450 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y44f w79 h77"><div class="t m0 x63 h2c y451 ffb fs0 fc0 sc0 ls0 ws0">Stan na  </div><div class="t m0 x20 h2c y452 ffb fs0 fc0 sc0 ls0 ws0">1 stycznia 20<span class="_ _1"></span>24 r. </div><div class="t m0 x1b h2c y453 ffb fs0 fc0 sc0 ls0 ws0">(netto) </div></div><div class="c xce y44f w7a h77"><div class="t m0 x2a h2c y454 ffd fs0 fc0 sc0 ls0 ws0">Zmiana ujęt<span class="_ _1"></span>a w </div><div class="t m0 x69 h2c y455 ffb fs0 fc0 sc0 ls0 ws0">zyskach  </div><div class="t m0 x4d h2c y456 ffb fs0 fc0 sc0 ls0 ws0">i stratach </div><div class="t m0 x2e h2c yc6 ffd fs0 fc0 sc0 ls0 ws0">bieżącego okresu<span class="_ _1"></span><span class="ffb"> </span></div></div><div class="c xcf y44f w7c h77"><div class="t m0 x2f h2c y452 ffb fs0 fc0 sc0 ls0 ws0">Netto </div></div><div class="c xd0 y44f w7d h77"><div class="t m0 x4c h2c y457 ffb fs0 fc0 sc0 ls0 ws0">Aktywa  </div><div class="t m0 xb5 h2c y451 ffd fs0 fc0 sc0 ls0 ws0">z tytułu </div><div class="t m0 x15 h2c y452 ffb fs0 fc0 sc0 ls0 ws0">odroczonego </div><div class="t m0 x34 h2c y453 ffb fs0 fc0 sc0 ls0 ws0">podatku </div><div class="t m0 x2c h2c y458 ffb fs0 fc0 sc0 ls0 ws0">dochodowego  </div></div><div class="c xd1 y44f w7e h77"><div class="t m0 x4e h2c y457 ffb fs0 fc0 sc0 ls0 ws0">Rezerwa  </div><div class="t m0 xb5 h2c y451 ffd fs0 fc0 sc0 ls0 ws0">z tytułu </div><div class="t m0 x15 h2c y452 ffb fs0 fc0 sc0 ls0 ws0">odroczonego </div><div class="t m0 x34 h2c y453 ffb fs0 fc0 sc0 ls0 ws0">podatku </div><div class="t m0 x2c h2c y458 ffb fs0 fc0 sc0 ls0 ws0">dochodowego<span class="_ _1"></span> </div></div><div class="c xcb y459 w78 h78"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Rzeczowe aktywa <span class="_ _0"></span>trwałe<span class="ff9"> </span></div></div><div class="c xe y459 w4c h78"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y459 w79 h78"><div class="t m0 x4c hb yce ff9 fs6 fc0 sc0 ls0 ws0">(241) </div></div><div class="c xce y459 w7a h78"><div class="t m0 x70 hb yce ff9 fs6 fc0 sc0 ls0 ws0">(21) </div></div><div class="c xcf y459 w7c h78"><div class="t m0 x25 hb yce ff9 fs6 fc0 sc0 ls0 ws0">(262) </div></div><div class="c xd0 y459 w7d h78"><div class="t m0 x9c hb yce ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y459 w7e h78"><div class="t m0 x70 hb yce ff9 fs6 fc0 sc0 ls0 ws0">(262) </div></div><div class="c xcb y45a w78 h79"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wartości niematerialn<span class="_ _0"></span>e <span class="ff9">- prace rozwo<span class="_ _0"></span>jowe </span></div></div><div class="c xe y45a w4c h79"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y45a w79 h79"><div class="t m0 x1d hb y20b ff9 fs6 fc0 sc0 ls0 ws0">(1 957) </div></div><div class="c xce y45a w7a h79"><div class="t m0 x1d hb y20b ff9 fs6 fc0 sc0 ls0 ws0">(1 106) </div></div><div class="c xcf y45a w7c h79"><div class="t m0 x2d hb y20b ff9 fs6 fc0 sc0 ls0 ws0">(3 063) </div></div><div class="c xd0 y45a w7d h79"><div class="t m0 x9c hb y20b ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y45a w7e h79"><div class="t m0 x3a hb y20b ff9 fs6 fc0 sc0 ls0 ws0">(3 063) </div></div><div class="c xcb y45b w78 h78"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wartości niematerialn<span class="_ _0"></span>e <span class="ff9">- relacje z klientam<span class="_ _0"></span>i Serwer SMS </span></div></div><div class="c xe y45b w4c h78"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y45b w79 h78"><div class="t m0 x4c hb yce ff9 fs6 fc0 sc0 ls0 ws0">(879) </div></div><div class="c xce y45b w7a h78"><div class="t m0 xc9 hb yce ff9 fs6 fc0 sc0 ls1 ws0">108<span class="ls0"> </span></div></div><div class="c xcf y45b w7c h78"><div class="t m0 x25 hb yce ff9 fs6 fc0 sc0 ls0 ws0">(771) </div></div><div class="c xd0 y45b w7d h78"><div class="t m0 x9c hb yce ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y45b w7e h78"><div class="t m0 x70 hb yce ff9 fs6 fc0 sc0 ls0 ws0">(771) </div></div><div class="c xcb y45c w78 h78"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wartości niematerialn<span class="_ _0"></span>e <span class="ff9">- znak<span class="_ _0"></span> towarowy Serwer SMS<span class="_ _0"></span> </span></div></div><div class="c xe y45c w4c h78"><div class="t m0 xd hb y3f2 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y45c w79 h78"><div class="t m0 x4c hb yce ff9 fs6 fc0 sc0 ls0 ws0">(358) </div></div><div class="c xce y45c w7a h78"><div class="t m0 xd2 hb yce ff9 fs6 fc0 sc0 ls1 ws0">44<span class="ls0"> </span></div></div><div class="c xcf y45c w7c h78"><div class="t m0 x25 hb yce ff9 fs6 fc0 sc0 ls0 ws0">(314) </div></div><div class="c xd0 y45c w7d h78"><div class="t m0 x9c hb yce ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y45c w7e h78"><div class="t m0 x70 hb yce ff9 fs6 fc0 sc0 ls0 ws0">(314) </div></div><div class="c xcb y45d w78 h78"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wartości niematerialn<span class="_ _0"></span>e <span class="ff9">- znak<span class="_ _0"></span> towarowy Mailer Lite </span></div></div><div class="c xe y45d w4c h78"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y45d w79 h78"><div class="t m0 x1d hb yce ff9 fs6 fc0 sc0 ls0 ws0">(2 740) </div></div><div class="c xce y45d w7a h78"><div class="t m0 xc9 hb yce ff9 fs6 fc0 sc0 ls1 ws0">199<span class="ls0"> </span></div></div><div class="c xcf y45d w7c h78"><div class="t m0 x2d hb yce ff9 fs6 fc0 sc0 ls0 ws0">(2 541) </div></div><div class="c xd0 y45d w7d h78"><div class="t m0 x9c hb yce ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y45d w7e h78"><div class="t m0 x3a hb yce ff9 fs6 fc0 sc0 ls0 ws0">(2 541) </div></div><div class="c xcb y45e w78 h79"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Prawo do korzy<span class="_ _0"></span>stania z aktywów<span class="ff9"> </span></div></div><div class="c xe y45e w4c h79"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y45e w79 h79"><div class="t m0 xd2 hb y20b ff9 fs6 fc0 sc0 ls1 ws0">66<span class="ls0"> </span></div></div><div class="c xce y45e w7a h79"><div class="t m0 xd2 hb y20b ff9 fs6 fc0 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c xcf y45e w7c h79"><div class="t m0 x36 hb y20b ff9 fs6 fc0 sc0 ls1 ws0">97<span class="ls0"> </span></div></div><div class="c xd0 y45e w7d h79"><div class="t m0 xd3 hb y20b ff9 fs6 fc0 sc0 ls1 ws0">97<span class="ls0"> </span></div></div><div class="c xd1 y45e w7e h79"><div class="t m0 x9c hb y20b ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y45f w78 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe<span class="ff9"> </span></div></div><div class="c xe y45f w4c h1d"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y45f w79 h1d"><div class="t m0 xc9 hb yee ff9 fs6 fc0 sc0 ls1 ws0">429<span class="ls0"> </span></div></div><div class="c xce y45f w7a h1d"><div class="t m0 x70 hb yee ff9 fs6 fc0 sc0 ls0 ws0">(18) </div></div><div class="c xcf y45f w7c h1d"><div class="t m0 x4e hb yee ff9 fs6 fc0 sc0 ls1 ws0">411<span class="ls0"> </span></div></div><div class="c xd0 y45f w7d h1d"><div class="t m0 xd2 hb yee ff9 fs6 fc0 sc0 ls1 ws0">411<span class="ls0"> </span></div></div><div class="c xd1 y45f w7e h1d"><div class="t m0 x9c hb yee ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y16a w78 h78"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Udziały<span class="ff9"> </span></div></div><div class="c xe y16a w4c h78"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y16a w79 h78"><div class="t m0 x1b hb yce ff9 fs6 fc0 sc0 ls0 ws0">2 711 </div></div><div class="c xce y16a w7a h78"><div class="t m0 xc9 hb yce ff9 fs6 fc0 sc0 ls1 ws0">119<span class="ls0"> </span></div></div><div class="c xcf y16a w7c h78"><div class="t m0 x45 hb yce ff9 fs6 fc0 sc0 ls0 ws0">2 830 </div></div><div class="c xd0 y16a w7d h78"><div class="t m0 x1c hb yce ff9 fs6 fc0 sc0 ls0 ws0">2 830 </div></div><div class="c xd1 y16a w7e h78"><div class="t m0 x9c hb yce ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y2ae w78 h7a"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczki ud<span class="_ _0"></span>zielone<span class="ff9"> </span></div></div><div class="c xe y2ae w4c h7a"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y2ae w79 h7a"><div class="t m0 x70 hb y460 ff9 fs6 fc0 sc0 ls0 ws0">(91) </div></div><div class="c xce y2ae w7a h7a"><div class="t m0 x70 hb y460 ff9 fs6 fc0 sc0 ls0 ws0">(15) </div></div><div class="c xcf y2ae w7c h7a"><div class="t m0 x25 hb y460 ff9 fs6 fc0 sc0 ls0 ws0">(106) </div></div><div class="c xd0 y2ae w7d h7a"><div class="t m0 x9c hb y460 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y2ae w7e h7a"><div class="t m0 x70 hb y460 ff9 fs6 fc0 sc0 ls0 ws0">(106) </div></div><div class="c xcb y461 w78 h78"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu kredytów<span class="ff9"> </span></div></div><div class="c xe y461 w4c h78"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y461 w79 h78"><div class="t m0 x1d hb yce ff9 fs6 fc0 sc0 ls0 ws0">(1 417) </div></div><div class="c xce y461 w7a h78"><div class="t m0 x70 hb yce ff9 fs6 fc0 sc0 ls0 ws0">(60) </div></div><div class="c xcf y461 w7c h78"><div class="t m0 x2d hb yce ff9 fs6 fc0 sc0 ls0 ws0">(1 477) </div></div><div class="c xd0 y461 w7d h78"><div class="t m0 x9c hb yce ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y461 w7e h78"><div class="t m0 x3a hb yce ff9 fs6 fc0 sc0 ls0 ws0">(1 477) </div></div><div class="c xcb y2b w78 h79"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu świadczeń pracowniczy<span class="_ _0"></span>ch<span class="ff9"> </span></div></div><div class="c xe y2b w4c h79"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y2b w79 h79"><div class="t m0 xd2 hb y20b ff9 fs6 fc0 sc0 ls1 ws0">44<span class="ls0"> </span></div></div><div class="c xce y2b w7a h79"><div class="t m0 xd2 hb y20b ff9 fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c xcf y2b w7c h79"><div class="t m0 x36 hb y20b ff9 fs6 fc0 sc0 ls1 ws0">55<span class="ls0"> </span></div></div><div class="c xd0 y2b w7d h79"><div class="t m0 xd3 hb y20b ff9 fs6 fc0 sc0 ls1 ws0">55<span class="ls0"> </span></div></div><div class="c xd1 y2b w7e h79"><div class="t m0 x9c hb y20b ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y462 w78 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe zobo<span class="_ _0"></span>wiązania<span class="ff9"> </span></div></div><div class="c xe y462 w4c h1d"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y462 w79 h1d"><div class="t m0 x70 hb yee ff9 fs6 fc0 sc0 ls0 ws0">(49) </div></div><div class="c xce y462 w7a h1d"><div class="t m0 xd2 hb yee ff9 fs6 fc0 sc0 ls1 ws0">94<span class="ls0"> </span></div></div><div class="c xcf y462 w7c h1d"><div class="t m0 x36 hb yee ff9 fs6 fc0 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c xd0 y462 w7d h1d"><div class="t m0 xd3 hb yee ff9 fs6 fc0 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c xd1 y462 w7e h1d"><div class="t m0 x9c hb yee ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y463 w78 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z umów z klientami<span class="ff9"> </span></div></div><div class="c xe y463 w4c h1d"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y463 w79 h1d"><div class="t m0 xc9 hb yee ff9 fs6 fc0 sc0 ls1 ws0">177<span class="ls0"> </span></div></div><div class="c xce y463 w7a h1d"><div class="t m0 x70 hb yee ff9 fs6 fc0 sc0 ls0 ws0">(38) </div></div><div class="c xcf y463 w7c h1d"><div class="t m0 x4e hb yee ff9 fs6 fc0 sc0 ls1 ws0">139<span class="ls0"> </span></div></div><div class="c xd0 y463 w7d h1d"><div class="t m0 xd2 hb yee ff9 fs6 fc0 sc0 ls1 ws0">139<span class="ls0"> </span></div></div><div class="c xd1 y463 w7e h1d"><div class="t m0 x9c hb yee ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y464 w78 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe<span class="ff9"> </span></div></div><div class="c xe y464 w4c h1d"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y464 w79 h1d"><div class="t m0 xd2 hb yee ff9 fs6 fc0 sc0 ls1 ws0">18<span class="ls0"> </span></div></div><div class="c xce y464 w7a h1d"><div class="t m0 x70 hb yee ff9 fs6 fc0 sc0 ls0 ws0">(39) </div></div><div class="c xcf y464 w7c h1d"><div class="t m0 x69 hb yee ff9 fs6 fc0 sc0 ls0 ws0">(21) </div></div><div class="c xd0 y464 w7d h1d"><div class="t m0 x9c hb yee ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y464 w7e h1d"><div class="t m0 x50 hb yee ff9 fs6 fc0 sc0 ls0 ws0">(21) </div></div><div class="c xcb y465 w78 h1d"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>/ (rezerwa) z tytułu odroczonego<span class="_ _0"></span> podatku dochodowego<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xe y465 w4c h1d"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y465 w79 h1d"><div class="t m0 x1d h11 yee ffb fs6 fc0 sc0 ls0 ws0">(4 288) </div></div><div class="c xce y465 w7a h1d"><div class="t m0 x4c h11 yee ffb fs6 fc0 sc0 ls0 ws0">(691) </div></div><div class="c xcf y465 w7c h1d"><div class="t m0 x2d h11 yee ffb fs6 fc0 sc0 ls0 ws0">(4 979) </div></div><div class="c xd0 y465 w7d h1d"><div class="t m0 x1c h11 yee ffb fs6 fc0 sc0 ls0 ws0">3 577 </div></div><div class="c xd1 y465 w7e h1d"><div class="t m0 x3a h11 yee ffb fs6 fc0 sc0 ls0 ws0">(8 556) </div></div><div class="c xcb y466 w78 h38"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Kompensata </div></div><div class="c xe y466 w4c h38"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y466 w79 h38"><div class="t m0 x77 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xce y466 w7a h38"><div class="t m0 x77 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcf y466 w7c h38"><div class="t m0 x90 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y466 w7d h38"><div class="t m0 x3a hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(3 577) </div></div><div class="c xd1 y466 w7e h38"><div class="t m0 x1c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">3 577 </div></div><div class="c xcb y467 w78 h7b"><div class="t m0 xd h11 y135 ffd fs6 fc0 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>/ (rezerwa) z tytułu odroczonego<span class="_ _0"></span> podatku dochodowego </div><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">wykaza<span class="_ _0"></span>ne w sprawozdaniu z sytuacj<span class="_ _0"></span>i finansowej<span class="_ _0"></span> </div></div><div class="c xe y467 w4c h7b"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y467 w79 h7b"><div class="t m0 x1d h11 y468 ffb fs6 fc0 sc0 ls0 ws0">(4 288) </div></div><div class="c xce y467 w7a h7b"><div class="t m0 x4c h11 y468 ffb fs6 fc0 sc0 ls0 ws0">(691) </div></div><div class="c xcf y467 w7c h7b"><div class="t m0 x2d h11 y468 ffb fs6 fc0 sc0 ls0 ws0">(4 979) </div></div><div class="c xd0 y467 w7d h7b"><div class="t m0 x9c h11 y468 ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y467 w7e h7b"><div class="t m0 x3a h11 y468 ffb fs6 fc0 sc0 ls0 ws0">(4 979) </div></div><div class="c x0 y0 wf h25"><div class="t m0 xcb h27 y469 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb h5c y46a ff7 fs1 fc0 sc0 ls0 ws0">*<span class="ff1"> <span class="ff6">Spółka</span></span> <span class="ff6">nie rozpoznała aktywów na podatek odroczony od strat p<span class="_ _1"></span>odatkowych z zysków kapitałowych  w kwocie 2 905 tys. zł z uwagi na bra<span class="_ _0"></span>k pewności realizacji aktywa w przyszłości<span class="ff7">. </span></span></div><div class="t m0 xcb h8 y46b ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb hc y46c ff7 fs0 fc0 sc0 ls0 ws0">.<span class="ff4 fs6"> </span></div><div class="t m0 xcb hc y71 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:375.320000px;bottom:95.240000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf24" class="pf wd h25" ><div class="pc pc24 wd h25"><img class="bi xca y446 w77 h76" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 wf h25"><div class="t m0 xcb h7 y447 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 xcb h1 y448 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok <span class="_ _1"></span>obrotowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 xcb h8 y449 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 xcb h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią inte<span class="_ _1"></span>gralną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _10"> </span><span class="ls1">36</span> </span></span></div><div class="t m0 xcc hc y46d ff4 fs6 fc0 sc0 ls1 ws0">b)<span class="ff1 ls0"> <span class="_ _1d"> </span><span class="ff4">Za okres od 1<span class="_ _0"></span> stycznia 2023 r. do 31 grudn<span class="_ _0"></span>ia 2023 r.<span class="_ _0"></span> </span></span></div><div class="t m0 xcb hc y46e ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y46f w78 h14"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe y46f w4c h14"><div class="t m0 xd hb yba ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y46f w79 h14"><div class="t m0 xd h2c y380 ffb fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xce y46f w7a h14"><div class="t m0 xd h2c y380 ffb fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xcf y46f w7b h14"><div class="t m0 xa9 h2c y380 ffb fs0 fc0 sc0 ls0 ws0">Stan na 31 grudn<span class="_ _1"></span>ia 2023 r. </div></div><div class="c xcb y470 w78 h3f"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xe y470 w4c h3f"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y470 w79 h3f"><div class="t m0 x63 h2c y15c ffb fs0 fc0 sc0 ls0 ws0">Stan na  </div><div class="t m0 x20 h2c y471 ffb fs0 fc0 sc0 ls0 ws0">1 stycznia 20<span class="_ _1"></span>23 r. </div><div class="t m0 x1b h2c y472 ffb fs0 fc0 sc0 ls0 ws0">(netto) </div></div><div class="c xce y470 w7a h3f"><div class="t m0 x2a h2c y473 ffd fs0 fc0 sc0 ls0 ws0">Zmiana ujęt<span class="_ _1"></span>a w </div><div class="t m0 x69 h2c y474 ffb fs0 fc0 sc0 ls0 ws0">zyskach  </div><div class="t m0 x4d h2c y15a ffb fs0 fc0 sc0 ls0 ws0">i stratach </div><div class="t m0 x2e h2c y1ac ffd fs0 fc0 sc0 ls0 ws0">bieżącego okresu<span class="_ _1"></span><span class="ffb"> </span></div></div><div class="c xcf y470 w7c h3f"><div class="t m0 x2f h2c y471 ffb fs0 fc0 sc0 ls0 ws0">Netto </div></div><div class="c xd0 y470 w7d h3f"><div class="t m0 x4c h2c y1 ffb fs0 fc0 sc0 ls0 ws0">Aktywa  </div><div class="t m0 xb5 h2c y15c ffd fs0 fc0 sc0 ls0 ws0">z tytułu </div><div class="t m0 x15 h2c y471 ffb fs0 fc0 sc0 ls0 ws0">odroczonego </div><div class="t m0 x34 h2c y472 ffb fs0 fc0 sc0 ls0 ws0">podatku </div><div class="t m0 x2c h2c y15f ffb fs0 fc0 sc0 ls0 ws0">dochodowego  </div></div><div class="c xd1 y470 w7e h3f"><div class="t m0 x4e h2c y1 ffb fs0 fc0 sc0 ls0 ws0">Rezerwa  </div><div class="t m0 xb5 h2c y15c ffd fs0 fc0 sc0 ls0 ws0">z tytułu </div><div class="t m0 x15 h2c y471 ffb fs0 fc0 sc0 ls0 ws0">odroczonego </div><div class="t m0 x34 h2c y472 ffb fs0 fc0 sc0 ls0 ws0">podatku </div><div class="t m0 x2c h2c y15f ffb fs0 fc0 sc0 ls0 ws0">dochodowego<span class="_ _1"></span> </div></div><div class="c xcb y475 w78 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Rzeczowe aktywa <span class="_ _0"></span>trwałe<span class="ff9"> </span></div></div><div class="c xe y475 w4c h1d"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y475 w79 h1d"><div class="t m0 x70 hb yee ff9 fs6 fc0 sc0 ls0 ws0">(94) </div></div><div class="c xce y475 w7a h1d"><div class="t m0 x4c hb yee ff9 fs6 fc0 sc0 ls0 ws0">(147) </div></div><div class="c xcf y475 w7c h1d"><div class="t m0 x25 hb yee ff9 fs6 fc0 sc0 ls0 ws0">(241) </div></div><div class="c xd0 y475 w7d h1d"><div class="t m0 x9c hb yee ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y475 w7e h1d"><div class="t m0 x70 hb yee ff9 fs6 fc0 sc0 ls0 ws0">(241) </div></div><div class="c xcb y476 w78 h17"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wartości niematerialn<span class="_ _0"></span>e <span class="ff9">- prace rozwo<span class="_ _0"></span>jowe </span></div></div><div class="c xe y476 w4c h17"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y476 w79 h17"><div class="t m0 x1d hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(1 283) </div></div><div class="c xce y476 w7a h17"><div class="t m0 x4c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(674) </div></div><div class="c xcf y476 w7c h17"><div class="t m0 x2d hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(1 957) </div></div><div class="c xd0 y476 w7d h17"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y476 w7e h17"><div class="t m0 x3a hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(1 957) </div></div><div class="c xcb y477 w78 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wartości <span class="ff9">niematerialn<span class="_ _0"></span>e - relacje z klientam<span class="_ _0"></span>i Serwer SMS </span></div></div><div class="c xe y477 w4c h38"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y477 w79 h38"><div class="t m0 x4c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(988) </div></div><div class="c xce y477 w7a h38"><div class="t m0 xc9 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">109<span class="ls0"> </span></div></div><div class="c xcf y477 w7c h38"><div class="t m0 x25 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(879) </div></div><div class="c xd0 y477 w7d h38"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y477 w7e h38"><div class="t m0 x70 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(879) </div></div><div class="c xcb y478 w78 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wartości niematerialn<span class="_ _0"></span>e <span class="ff9">- znak<span class="_ _0"></span> towarowy Serwer SMS<span class="_ _0"></span> </span></div></div><div class="c xe y478 w4c h38"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y478 w79 h38"><div class="t m0 x4c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(402) </div></div><div class="c xce y478 w7a h38"><div class="t m0 xd2 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">44<span class="ls0"> </span></div></div><div class="c xcf y478 w7c h38"><div class="t m0 x25 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(358) </div></div><div class="c xd0 y478 w7d h38"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y478 w7e h38"><div class="t m0 x70 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(358) </div></div><div class="c xcb y479 w78 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wartości niematerialn<span class="_ _0"></span>e <span class="ff9">- znak<span class="_ _0"></span> towarowy Mailer Lite </span></div></div><div class="c xe y479 w4c h38"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y479 w79 h38"><div class="t m0 x1d hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(2 939) </div></div><div class="c xce y479 w7a h38"><div class="t m0 xc9 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">199<span class="ls0"> </span></div></div><div class="c xcf y479 w7c h38"><div class="t m0 x2d hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(2 740) </div></div><div class="c xd0 y479 w7d h38"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y479 w7e h38"><div class="t m0 x3a hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(2 740) </div></div><div class="c xcb y47a w78 h38"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Prawo <span class="ffe">do <span class="_ _0"></span>korzystania z aktywów</span> </div></div><div class="c xe y47a w4c h38"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y47a w79 h38"><div class="t m0 xd2 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">47<span class="ls0"> </span></div></div><div class="c xce y47a w7a h38"><div class="t m0 xd2 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">19<span class="ls0"> </span></div></div><div class="c xcf y47a w7c h38"><div class="t m0 x36 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">66<span class="ls0"> </span></div></div><div class="c xd0 y47a w7d h38"><div class="t m0 xd3 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">66<span class="ls0"> </span></div></div><div class="c xd1 y47a w7e h38"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y47b w78 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe<span class="ff9"> </span></div></div><div class="c xe y47b w4c h38"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y47b w79 h38"><div class="t m0 xd2 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">87<span class="ls0"> </span></div></div><div class="c xce y47b w7a h38"><div class="t m0 xc9 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">342<span class="ls0"> </span></div></div><div class="c xcf y47b w7c h38"><div class="t m0 x4e hb ybf ff9 fs6 fc0 sc0 ls1 ws0">429<span class="ls0"> </span></div></div><div class="c xd0 y47b w7d h38"><div class="t m0 xd2 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">429<span class="ls0"> </span></div></div><div class="c xd1 y47b w7e h38"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y45e w78 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Udziały<span class="ff9"> </span></div></div><div class="c xe y45e w4c h38"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y45e w79 h38"><div class="t m0 x1b hb ybf ff9 fs6 fc0 sc0 ls0 ws0">2 711 </div></div><div class="c xce y45e w7a h38"><div class="t m0 xd3 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c xcf y45e w7c h38"><div class="t m0 x45 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">2 711 </div></div><div class="c xd0 y45e w7d h38"><div class="t m0 x1c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">2 711 </div></div><div class="c xd1 y45e w7e h38"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y47c w78 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczki ud<span class="_ _0"></span>zielone<span class="ff9"> </span></div></div><div class="c xe y47c w4c h38"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y47c w79 h38"><div class="t m0 x70 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(15) </div></div><div class="c xce y47c w7a h38"><div class="t m0 x70 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(76) </div></div><div class="c xcf y47c w7c h38"><div class="t m0 x69 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(91) </div></div><div class="c xd0 y47c w7d h38"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y47c w7e h38"><div class="t m0 x50 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(91) </div></div><div class="c xcb y47d w78 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu kredytów<span class="ff9"> </span></div></div><div class="c xe y47d w4c h38"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y47d w79 h38"><div class="t m0 x70 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(73) </div></div><div class="c xce y47d w7a h38"><div class="t m0 x1d hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(1 344) </div></div><div class="c xcf y47d w7c h38"><div class="t m0 x2d hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(1 417) </div></div><div class="c xd0 y47d w7d h38"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y47d w7e h38"><div class="t m0 x3a hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(1 417) </div></div><div class="c xcb y47e w78 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu świadczeń prac<span class="_ _0"></span>owniczych<span class="ff9"> </span></div></div><div class="c xe y47e w4c h38"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y47e w79 h38"><div class="t m0 xd2 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">33<span class="ls0"> </span></div></div><div class="c xce y47e w7a h38"><div class="t m0 xd2 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c xcf y47e w7c h38"><div class="t m0 x36 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">44<span class="ls0"> </span></div></div><div class="c xd0 y47e w7d h38"><div class="t m0 xd3 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">44<span class="ls0"> </span></div></div><div class="c xd1 y47e w7e h38"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y47f w78 h17"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia handlowe<span class="ff9"> </span></div></div><div class="c xe y47f w4c h17"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y47f w79 h17"><div class="t m0 xd3 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xce y47f w7a h17"><div class="t m0 x44 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(1) </div></div><div class="c xcf y47f w7c h17"><div class="t m0 x90 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd0 y47f w7d h17"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y47f w7e h17"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y480 w78 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe zobo<span class="_ _0"></span>wiązania<span class="ff9"> </span></div></div><div class="c xe y480 w4c h38"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y480 w79 h38"><div class="t m0 xd2 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">85<span class="ls0"> </span></div></div><div class="c xce y480 w7a h38"><div class="t m0 x4c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(134) </div></div><div class="c xcf y480 w7c h38"><div class="t m0 x69 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(49) </div></div><div class="c xd0 y480 w7d h38"><div class="t m0 x9c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y480 w7e h38"><div class="t m0 x50 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(49) </div></div><div class="c xcb y481 w78 h36"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z umów z klientami<span class="ff9"> </span></div></div><div class="c xe y481 w4c h36"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y481 w79 h36"><div class="t m0 xd2 hb yff ff9 fs6 fc0 sc0 ls1 ws0">35<span class="ls0"> </span></div></div><div class="c xce y481 w7a h36"><div class="t m0 xc9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">142<span class="ls0"> </span></div></div><div class="c xcf y481 w7c h36"><div class="t m0 x4e hb yff ff9 fs6 fc0 sc0 ls1 ws0">177<span class="ls0"> </span></div></div><div class="c xd0 y481 w7d h36"><div class="t m0 xd2 hb yff ff9 fs6 fc0 sc0 ls1 ws0">177<span class="ls0"> </span></div></div><div class="c xd1 y481 w7e h36"><div class="t m0 x9c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y482 w78 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe<span class="ff9"> </span></div></div><div class="c xe y482 w4c h38"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y482 w79 h38"><div class="t m0 x70 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">(50) </div></div><div class="c xce y482 w7a h38"><div class="t m0 xd2 hb y1aa ff9 fs6 fc0 sc0 ls1 ws0">68<span class="ls0"> </span></div></div><div class="c xcf y482 w7c h38"><div class="t m0 x36 hb y1aa ff9 fs6 fc0 sc0 ls1 ws0">18<span class="ls0"> </span></div></div><div class="c xd0 y482 w7d h38"><div class="t m0 xd3 hb y1aa ff9 fs6 fc0 sc0 ls1 ws0">18<span class="ls0"> </span></div></div><div class="c xd1 y482 w7e h38"><div class="t m0 x9c hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y483 w78 h36"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>/ (rezerwa) z tytułu odroczonego<span class="_ _0"></span> podatku dochodowego<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xe y483 w4c h36"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y483 w79 h36"><div class="t m0 x1d h11 yff ffb fs6 fc0 sc0 ls0 ws0">(2 845) </div></div><div class="c xce y483 w7a h36"><div class="t m0 x1d h11 yff ffb fs6 fc0 sc0 ls0 ws0">(1 443) </div></div><div class="c xcf y483 w7c h36"><div class="t m0 x2d h11 yff ffb fs6 fc0 sc0 ls0 ws0">(4 288) </div></div><div class="c xd0 y483 w7d h36"><div class="t m0 x1c h11 yff ffb fs6 fc0 sc0 ls0 ws0">3 446 </div></div><div class="c xd1 y483 w7e h36"><div class="t m0 x3a h11 yff ffb fs6 fc0 sc0 ls0 ws0">(7 733) </div></div><div class="c xcb y484 w78 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Kompensata </div></div><div class="c xe y484 w4c h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y484 w79 h28"><div class="t m0 x77 hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xce y484 w7a h28"><div class="t m0 x77 hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcf y484 w7c h28"><div class="t m0 x90 hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y484 w7d h28"><div class="t m0 x3a hb yff ff9 fs6 fc0 sc0 ls0 ws0">(3 446) </div></div><div class="c xd1 y484 w7e h28"><div class="t m0 x1c hb yff ff9 fs6 fc0 sc0 ls0 ws0">3 446 </div></div><div class="c xcb y485 w78 h66"><div class="t m0 xd h11 y42a ffd fs6 fc0 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>/ (rezerwa) z tytułu odroczonego<span class="_ _0"></span> podatku dochodowego </div><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">wykaza<span class="_ _0"></span>ne w sprawozdaniu z sytuacj<span class="_ _0"></span>i finansowej<span class="_ _0"></span> </div></div><div class="c xe y485 w4c h66"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y485 w79 h66"><div class="t m0 x1d h11 y486 ffb fs6 fc0 sc0 ls0 ws0">(2 845) </div></div><div class="c xce y485 w7a h66"><div class="t m0 x1d h11 y486 ffb fs6 fc0 sc0 ls0 ws0">(1 443) </div></div><div class="c xcf y485 w7c h66"><div class="t m0 x2d h11 y486 ffb fs6 fc0 sc0 ls0 ws0">(4 288) </div></div><div class="c xd0 y485 w7d h66"><div class="t m0 x9c h11 y486 ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd1 y485 w7e h66"><div class="t m0 x3a h11 y486 ffb fs6 fc0 sc0 ls0 ws0">(4 288) </div></div><div class="c x0 y0 wf h25"><div class="t m0 xcb h1 y487 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb h8 y488 ff6 fs0 fc0 sc0 ls0 ws0">* Na <span class="_ _1"></span>dzień<span class="_ _1"></span> 31 <span class="_ _1"></span>grudnia <span class="_ _1"></span>2023 r.<span class="_ _1"></span> <span class="_ _1"></span>wartość str<span class="_ _1"></span>at p<span class="_ _1"></span>odatkowych z<span class="_ _1"></span> z<span class="_ _1"></span>ysków <span class="_ _1"></span>kapitałowych<span class="_ _1"></span> (o <span class="_ _1"></span>których <span class="_ _1"></span>mowa <span class="_ _1"></span>w Ust<span class="_ _1"></span>awie z<span class="_ _1"></span> dnia <span class="_ _1"></span>15 <span class="_ _1"></span>lutego <span class="_ _1"></span>1992<span class="ff7"> r. <span class="_ _1"></span>o poda<span class="_ _1"></span>tku <span class="ff6">doc<span class="_ _1"></span>hodowym <span class="_ _1"></span>od os<span class="_ _1"></span>ób pr<span class="_ _1"></span>awnych, <span class="_ _1"></span>z późn<span class="_ _1"></span>iejszymi zm<span class="_ _1"></span>ianami) <span class="_ _1"></span>wynosi<span class="_ _1"></span> </span></span></div><div class="t m0 xcb h7c y489 ff6 fs0 fc0 sc0 ls0 ws0">8 <span class="_ _0"></span>234<span class="_ _0"></span> <span class="_ _0"></span>tys. <span class="_ _0"></span>zł <span class="_ _20"></span>z <span class="_ _20"></span>czego <span class="_ _0"></span>497 <span class="_ _20"></span>tys. <span class="_ _0"></span>zł <span class="_ _20"></span>poniesiono <span class="_ _0"></span>w <span class="_ _20"></span>2021 <span class="_ _0"></span>r. <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>7 <span class="_ _0"></span>848 <span class="_ _20"></span>tys. <span class="_ _20"></span>zł <span class="_ _0"></span>w <span class="_ _20"></span>2022 <span class="_ _0"></span>r. <span class="_ _20"></span>Termin <span class="_ _0"></span>na <span class="_ _20"></span>rozliczenie <span class="_ _0"></span>straty <span class="_ _0"></span>podatkowej <span class="_ _0"></span>w<span class="_ _20"></span>ynosi <span class="_ _0"></span>5<span class="_ _0"></span> <span class="_ _0"></span>lat <span class="_ _0"></span>l<span class="_ _0"></span>icząc <span class="_ _0"></span>od <span class="_ _0"></span>kolejnego <span class="_ _0"></span>roku <span class="_ _20"></span>po <span class="_ _0"></span>roku, <span class="_ _20"></span>w <span class="_ _20"></span>którym <span class="_ _0"></span>strata <span class="_ _0"></span>podatkow<span class="_ _0"></span>a <span class="_ _0"></span>została </div><div class="t m0 xcb h8 y48a ff6 fs0 fc0 sc0 ls0 ws0">poniesiona. Akt<span class="_ _1"></span>ywo od straty p<span class="_ _1"></span>odatkowej z zysków k<span class="_ _1"></span>apitałowych na <span class="_ _1"></span>dzień 31 grudnia <span class="_ _1"></span>2023 r. nie zost<span class="_ _1"></span>ało rozpoznane z <span class="_ _1"></span>uwagi na b<span class="_ _0"></span>rak pewności<span class="_ _1"></span> co do możl<span class="_ _1"></span>iwości odliczeni<span class="_ _1"></span>a strat podatk<span class="_ _1"></span>owych w przyszłoś<span class="_ _1"></span>c<span class="_ _0"></span><span class="ff7">i.</span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:375.320000px;bottom:95.240000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x8 y1b2 w6f h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">37</span> </span></span></div><div class="t m0 x1 h27 y48d ff4 fs8 fc0 sc0 ls0 ws0"> <span class="_ _29"> </span><span class="fs10"> </span></div><div class="t m0 x1 h3b y48e ff2 fs6 fc2 sc0 ls0 ws0">14.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Rzec<span class="_ _1"></span>zo<span class="_ _1"></span>we <span class="_ _1"></span>a<span class="_ _1"></span>kty<span class="_ _1"></span>wa<span class="_ _1"></span> tr<span class="_ _1"></span>wa<span class="_ _1"></span>łe<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h1 y48f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y490 ff4 fs6 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>okresie <span class="_ _14"></span><span class="ff5">objętym <span class="_ _14"></span>niniejszym<span class="_ _0"></span></span> <span class="_ _14"></span><span class="ff5">jednostkowym <span class="_ _14"> </span>sprawo<span class="_ _0"></span>zdaniem <span class="_ _14"></span>finansowym <span class="_ _14"></span>Spółka <span class="_ _14"></span>zrealizowała <span class="_ _14"></span>następujące<span class="_ _0"></span></span> </div><div class="t m0 x1 hc y491 ff5 fs6 fc0 sc0 ls0 ws0">inwestycje w rzeczo<span class="_ _0"></span>we aktywa trwałe:<span class="_ _0"></span><span class="ff4">  </span></div><div class="t m0 x1 hc y492 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y493 w7f hf"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y493 w80 hf"><div class="t m0 x13 hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y493 w28 hf"><div class="t m0 xc0 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">Za rok o<span class="_ _0"></span>brotowy </div></div><div class="c x1 y494 w7f h7d"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xaf y494 w80 h7d"><div class="t m0 x13 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y494 w50 h7d"><div class="t m0 x33 h11 y179 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x76 h11 y12c ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd5 y494 w81 h7d"><div class="t m0 x33 h11 y179 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x76 h11 y12c ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y495 w7f hf"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Urządzenia tech<span class="_ _0"></span>niczne i maszyny<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xaf y495 w80 hf"><div class="t m0 xd hb y42a ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y495 w50 hf"><div class="t m0 x90 hb yd1 ff9 fs6 fc0 sc0 ls1 ws0">335<span class="ls0"> </span></div></div><div class="c xd5 y495 w81 hf"><div class="t m0 x90 hb yd1 ff9 fs6 fc0 sc0 ls1 ws0">637<span class="ls0"> </span></div></div><div class="c x1 y496 w7f hf"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Inne rzeczowe ak<span class="_ _0"></span>tywa trwałe<span class="ff9"> </span></div></div><div class="c xaf y496 w80 hf"><div class="t m0 xd hb y42a ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y496 w50 hf"><div class="t m0 x96 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xd5 y496 w81 hf"><div class="t m0 xbf hb yd1 ff9 fs6 fc0 sc0 ls1 ws0">23<span class="ls0"> </span></div></div><div class="c x1 y497 w7f hf"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Środki trwałe<span class="_ _0"></span> w budowie, w tym:<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xaf y497 w80 hf"><div class="t m0 xd hb y42a ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y497 w50 hf"><div class="t m0 xbf hb yd1 ff9 fs6 fc0 sc0 ls1 ws0">66<span class="ls0"> </span></div></div><div class="c xd5 y497 w81 hf"><div class="t m0 x7a hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y498 w7f hf"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">poniesione <span class="_ _0"></span>nakłady<span class="ffc"> </span></div></div><div class="c xaf y498 w80 hf"><div class="t m0 xd h13 y42a ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y498 w50 hf"><div class="t m0 xb5 h13 yd1 ffc fs6 fc0 sc0 ls0 ws0">1 099 </div></div><div class="c xd5 y498 w81 hf"><div class="t m0 x7a h13 yd1 ffc fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y499 w7f h7e"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">leasing zwrotny<span class="_ _0"></span> </div></div><div class="c xaf y499 w80 h7e"><div class="t m0 xd h13 y49a ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y499 w50 h7e"><div class="t m0 x69 h13 yb6 ffc fs6 fc0 sc0 ls0 ws0">(1 033) </div></div><div class="c xd5 y499 w81 h7e"><div class="t m0 x7a h13 yb6 ffc fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y49b w7f h79"><div class="t m0 xd h11 y3c5 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y49b w80 h79"><div class="t m0 x13 h10 y3c5 ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y49b w50 h79"><div class="t m0 x90 h11 y20b ffb fs6 fc0 sc0 ls1 ws0">403<span class="ls0"> </span></div></div><div class="c xd5 y49b w81 h79"><div class="t m0 x90 h11 y20b ffb fs6 fc0 sc0 ls1 ws0">659<span class="ls0"> </span></div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y49c ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y49d ff4 fs6 fc0 sc0 ls0 ws0">Poniesione w roku obrotowym <span class="ff5">zakończony<span class="_ _0"></span>m 3</span>1 gr<span class="_ _1"></span>udnia 2024 r. <span class="ff5">nakłady na środki</span> <span class="ff5">trwałe w <span class="_ _1"></span>budowie w kwocie </span></div><div class="t m0 x1 hc y49e ff4 fs6 fc0 sc0 ls0 ws0">1 099<span class="_ _0"></span> <span class="ff5">tys. zł dotyczą <span class="_ _0"></span>w głównej mierze zak<span class="_ _0"></span>upionych serweró<span class="_ _0"></span>w i sprzętu IT,<span class="_ _20"></span></span> <span class="ff5">które <span class="_ _0"></span>zostały lub będ<span class="_ _0"></span>ą w kolejnym </span></div><div class="t m0 x1 hc y49f ff5 fs6 fc0 sc0 ls0 ws0">okresie <span class="_ _0"></span>sprawozdawczym<span class="_ _0"></span> sprzedane d<span class="_ _0"></span>o leasingu <span class="_ _0"></span>zwrotnego <span class="_ _0"></span>i staną się <span class="_ _0"></span>prawami <span class="_ _0"></span>do korzy<span class="_ _0"></span>stania z <span class="_ _0"></span>aktywów<span class="_ _20"></span><span class="ff4 ls8">. <span class="_ _0"></span><span class="ls0">Do </span></span></div><div class="t m0 x1 hc y4a0 ff4 fs6 fc0 sc0 ls0 ws0">momentu <span class="_ _0"></span>po<span class="ff5">dpisania <span class="_ _0"></span>umowy leasingowej <span class="_ _0"></span>zakupiony <span class="_ _0"></span>z własnych <span class="_ _0"></span>środków sprzęt <span class="_ _0"></span>prezentowany <span class="_ _0"></span>jest jako śro<span class="_ _0"></span>dki </span></div><div class="t m0 x1 hc y2a4 ff5 fs6 fc0 sc0 ls0 ws0">trwałe <span class="_ _13"> </span>w <span class="_ _13"> </span><span class="ff4">bud<span class="_ _0"></span>owie. <span class="_ _13"> </span>Kwota  1 <span class="_ _13"> </span>033 <span class="_ _13"> </span></span>tys. <span class="_ _13"> </span>zł <span class="_ _13"> </span>odnosi <span class="_ _13"> </span>się <span class="_ _13"> </span>do <span class="_ _13"> </span>serweró<span class="_ _0"></span>w <span class="_ _13"> </span>i <span class="_ _13"> </span>sprzętu <span class="_ _13"> </span>IT, <span class="_ _13"> </span>które <span class="_ _13"> </span>w <span class="_ _13"> </span>bieżącym<span class="_ _0"></span> <span class="_ _13"> </span>okresie </div><div class="t m0 x1 hc y4a1 ff5 fs6 fc0 sc0 ls0 ws0">sprawozdawczy<span class="_ _0"></span>m <span class="_ _11"></span>zostały <span class="_ _11"></span>przeklasyf<span class="_ _0"></span>ikowane <span class="_ _11"></span>i <span class="_ _11"></span>stanowią <span class="_ _14"></span>zwiększenie <span class="_ _11"></span>prawa <span class="_ _11"></span>do <span class="_ _14"></span>korzystania <span class="_ _20"></span>z <span class="_ _15"> </span><span class="ff4">a</span>ktywów<span class="_ _0"></span><span class="ff4">, <span class="_ _20"></span>a <span class="_ _14"></span>dla </span></div><div class="t m0 x1 hc y4a2 ff5 fs6 fc0 sc0 ls0 ws0">których nak<span class="_ _0"></span>łady w części<span class="ff4"> </span>zostały <span class="_ _0"></span>poniesione w 2023 r<span class="_ _0"></span><span class="ff4">. (kwota <span class="ls1">28</span>1 <span class="_ _0"></span></span>tys. zł).<span class="ff4"> </span></div><div class="t m0 x1 h4c y191 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y4a3 ff5 fs6 fc0 sc0 ls0 ws0">Według <span class="_ _0"></span>stanu<span class="_ _0"></span> <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _20"></span><span class="ff4">31 <span class="_ _0"></span>grudnia <span class="_ _20"></span>2024 <span class="_ _0"></span>r. <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia<span class="_ _0"></span> <span class="_ _0"></span><span class="ls1">202</span>3 <span class="_ _0"></span>r. <span class="_ _0"></span>na <span class="_ _0"></span></span>majątk<span class="_ _0"></span>u <span class="_ _0"></span>Spółki <span class="_ _0"></span>Vercom <span class="_ _20"></span>S.A.<span class="ff4"> <span class="_ _0"></span>(<span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>na </span></div><div class="t m0 x1 hc y3a4 ff4 fs6 fc0 sc0 ls0 ws0">rzeczowych <span class="_ _1"></span>aktywach <span class="_ _1"></span><span class="ff5">trwałych<span class="ff4">) <span class="_ _1"></span>ustanowiony <span class="_ _1"></span>jest <span class="_ _b"></span>zastaw <span class="_ _1"></span>rejestrowy<span class="ff5">, <span class="_ _1"></span>jako <span class="_ _1"></span>zabezpieczenie <span class="_ _b"></span>kred<span class="_ _0"></span>ytu <span class="_ _b"></span>zaciąg<span class="_ _0"></span>niętego </span></span></span></div><div class="t m0 x1 hc y4a4 ff4 fs6 fc0 sc0 ls0 ws0">przez Verco<span class="_ _0"></span>m S.A. w <span class="ff5">konsorcjum mBan<span class="_ _0"></span>k S.A. oraz ING Bank <span class="_ _0"></span>Śląski S</span>.A.<span class="_ _0"></span> (nota <span class="ls7">29<span class="_ _0"></span></span>). </div><div class="t m0 x1 hc y4a5 ff4 fs6 fc0 sc0 ls0 ws0"> <span class="fs8"> </span></div><div class="t m0 x1 hb y4a6 ff5 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _1"></span>dzień 31 <span class="_ _1"></span>grudnia <span class="_ _1"></span>2024 <span class="_ _1"></span>r. <span class="_ _1"></span>oraz <span class="_ _b"></span>n<span class="_ _0"></span>a <span class="_ _1"></span>dzień 3<span class="_ _1"></span>1 <span class="_ _1"></span>grudnia <span class="_ _1"></span>2023 r. <span class="_ _b"></span>Spółka nie <span class="_ _1"></span>miała <span class="_ _1"></span>istotnych z<span class="_ _1"></span>obowiązań umownych </div><div class="t m0 x1 hc y4a7 ff5 fs6 fc0 sc0 ls0 ws0">do nabycia r<span class="_ _0"></span>zeczowych aktywów trwały<span class="_ _0"></span>ch.<span class="ff4"> </span></div><div class="t m0 x1 h27 y5f ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y4a8 ff5 fs6 fc0 sc0 ls0 ws0">W  poniższej <span class="_ _13"> </span>tabeli  przed<span class="_ _0"></span>stawiono  zmiany <span class="_ _13"> </span>stanu  rzeczowych  aktywów <span class="_ _13"> </span>trwałych<span class="_ _0"></span>  w<span class="_ _1"></span>g  grup <span class="_ _13"> </span>rodzajowych  w </div><div class="t m0 x1 hc y4a9 ff5 fs6 fc0 sc0 ls0 ws0">okresach spr<span class="_ _0"></span>awozdawczych zakończ<span class="_ _0"></span>onych 31 grudnia 202<span class="_ _0"></span><span class="ff4">4 r. oraz 31 <span class="_ _0"></span>grudnia 2023 <span class="_ _0"></span><span class="lsa">r.</span> </span></div><div class="t m0 x1 hc y4aa ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y4ab ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y4ac ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y4ad ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y4ae ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y4af ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y4b0 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y4b1 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y4b2 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;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:799.120000px;bottom:722.280000px;width:14.500000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">38</span> </span></span></div></div><div class="c x1 y4b3 w82 h3f"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x9a y4b3 w83 h3f"><div class="t m0 x2e hb y13e ff9 fs6 fc0 sc0 ls0 ws0">Budynki i </div><div class="t m0 x2a hb yff ff9 fs6 fc0 sc0 ls0 ws0">budowle </div></div><div class="c xd6 y4b3 w84 h3f"><div class="t m0 xd hb y38b ffe fs6 fc0 sc0 ls0 ws0">Urządzenia </div><div class="t m0 x28 hb y13e ff9 fs6 fc0 sc0 ls0 ws0">techniczne </div><div class="t m0 x28 hb yff ff9 fs6 fc0 sc0 ls0 ws0"> i maszyny </div></div><div class="c xb6 y4b3 w85 h3f"><div class="t m0 x25 hb y4b4 ff9 fs6 fc0 sc0 ls0 ws0">Inne </div><div class="t m0 x17 hb y38b ff9 fs6 fc0 sc0 ls0 ws0">rzeczowe </div><div class="t m0 x76 hb y13e ff9 fs6 fc0 sc0 ls0 ws0">aktywa </div><div class="t m0 x2d hb yff ffe fs6 fc0 sc0 ls0 ws0">trwałe<span class="ff9"> </span></div></div><div class="c xd7 y4b3 w86 h3f"><div class="t m0 x12 hb y4b4 ff9 fs6 fc0 sc0 ls0 ws0">Rzeczowe </div><div class="t m0 x17 hb y38b ff9 fs6 fc0 sc0 ls0 ws0">aktywa </div><div class="t m0 x21 hb y13e ffe fs6 fc0 sc0 ls0 ws0">trwałe w </div><div class="t m0 x16 hb yff ff9 fs6 fc0 sc0 ls0 ws0">budowie </div></div><div class="c xd8 y4b3 w87 h3f"><div class="t m0 x2a h11 yff ffd fs6 fc0 sc0 ls0 ws0">Ogółem<span class="ffb"> </span></div></div><div class="c x1 y4b5 w82 h36"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Wartość począ<span class="_ _0"></span>tkowa<span class="ffb"> </span></div></div><div class="c x9a y4b5 w83 h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y4b5 w84 h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y4b5 w85 h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y4b5 w86 h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y4b5 w87 h36"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y4b6 w82 h34"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 1 sty<span class="_ _0"></span>cznia 2023 r. <span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x9a y4b6 w83 h34"><div class="t m0 xd9 h11 y194 ffb fs6 fc0 sc0 ls1 ws0">224<span class="ls0"> </span></div></div><div class="c xd6 y4b6 w84 h34"><div class="t m0 xd9 h11 y194 ffb fs6 fc0 sc0 ls1 ws0">924<span class="ls0"> </span></div></div><div class="c xb6 y4b6 w85 h34"><div class="t m0 x1d h11 y194 ffb fs6 fc0 sc0 ls1 ws0">587<span class="ls0"> </span></div></div><div class="c xd7 y4b6 w86 h34"><div class="t m0 x63 h11 y194 ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4b6 w87 h34"><div class="t m0 x39 h11 y194 ffb fs6 fc0 sc0 ls0 ws0">1 735 </div></div><div class="c x1 y4b7 w82 h18"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zwiększenia<span class="ff9"> </span></div></div><div class="c x9a y4b7 w83 h18"><div class="t m0 x1b hb yce ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4b7 w84 h18"><div class="t m0 xd9 hb yce ff9 fs6 fc0 sc0 ls1 ws0">637<span class="ls0"> </span></div></div><div class="c xb6 y4b7 w85 h18"><div class="t m0 x34 hb yce ff9 fs6 fc0 sc0 ls1 ws0">23<span class="ls0"> </span></div></div><div class="c xd7 y4b7 w86 h18"><div class="t m0 x63 hb yce ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4b7 w87 h18"><div class="t m0 x1e h11 yce ffb fs6 fc0 sc0 ls1 ws0">660<span class="ls0"> </span></div></div><div class="c x1 y4b8 w82 h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zwiększenia z tytu<span class="_ _0"></span>łu połączenia jednostek<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x9a y4b8 w83 h14"><div class="t m0 x1b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4b8 w84 h14"><div class="t m0 xd9 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">874<span class="ls0"> </span></div></div><div class="c xb6 y4b8 w85 h14"><div class="t m0 x1c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4b8 w86 h14"><div class="t m0 x63 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4b8 w87 h14"><div class="t m0 x1e h11 ybc ffb fs6 fc0 sc0 ls1 ws0">874<span class="ls0"> </span></div></div><div class="c x1 y4b9 w82 h18"><div class="t m0 xd hb yce ff9 fs6 fc0 sc0 ls0 ws0">Reklasyfikacje / pr<span class="_ _0"></span>zeniesienia </div></div><div class="c x9a y4b9 w83 h18"><div class="t m0 x1b hb yce ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4b9 w84 h18"><div class="t m0 x37 hb yce ff9 fs6 fc0 sc0 ls0 ws0">(65) </div></div><div class="c xb6 y4b9 w85 h18"><div class="t m0 x1c hb yce ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4b9 w86 h18"><div class="t m0 xd hb yce ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y4b9 w87 h18"><div class="t m0 x30 h11 yce ffb fs6 fc0 sc0 ls0 ws0">(65) </div></div><div class="c x1 y4ba w82 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x9a y4ba w83 h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4ba w84 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(142) </div></div><div class="c xb6 y4ba w85 h28"><div class="t m0 x1c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4ba w86 h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4ba w87 h28"><div class="t m0 x1a h11 yff ffb fs6 fc0 sc0 ls0 ws0">(142) </div></div><div class="c x1 y4bb w82 h18"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span><span class="ffb"> grudnia 2023 r. <span class="_ _0"></span> </span></div></div><div class="c x9a y4bb w83 h18"><div class="t m0 xd9 h11 yce ffb fs6 fc0 sc0 ls1 ws0">224<span class="ls0"> </span></div></div><div class="c xd6 y4bb w84 h18"><div class="t m0 x2c h11 yce ffb fs6 fc0 sc0 ls0 ws0">2 228 </div></div><div class="c xb6 y4bb w85 h18"><div class="t m0 x1d h11 yce ffb fs6 fc0 sc0 ls1 ws0">610<span class="ls0"> </span></div></div><div class="c xd7 y4bb w86 h18"><div class="t m0 x63 h11 yce ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4bb w87 h18"><div class="t m0 x39 h11 yce ffb fs6 fc0 sc0 ls0 ws0">3 062 </div></div><div class="c x1 y4bc w82 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zwiększenia<span class="ff9"> </span></div></div><div class="c x9a y4bc w83 h38"><div class="t m0 x1b hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4bc w84 h38"><div class="t m0 xd9 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">335<span class="ls0"> </span></div></div><div class="c xb6 y4bc w85 h38"><div class="t m0 xba hb ybf ff9 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xd7 y4bc w86 h38"><div class="t m0 x11 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">1 099 </div></div><div class="c xd8 y4bc w87 h38"><div class="t m0 x39 h11 ybf ffb fs6 fc0 sc0 ls0 ws0">1 436 </div></div><div class="c x1 y4bd w82 h2e"><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">Przeniesienie środ<span class="_ _0"></span>ków trwałych do </div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c x9a y4bd w83 h2e"><div class="t m0 x1b hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4bd w84 h2e"><div class="t m0 x2c hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">(281) </div></div><div class="c xb6 y4bd w85 h2e"><div class="t m0 x1c hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4bd w86 h2e"><div class="t m0 x31 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">(752) </div></div><div class="c xd8 y4bd w87 h2e"><div class="t m0 x33 h11 y1ae ffb fs6 fc0 sc0 ls0 ws0">(1 033) </div></div><div class="c x1 y4be w82 h7f"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Reklasyfikacje / pr<span class="_ _0"></span>zeniesienia </div></div><div class="c x9a y4be w83 h7f"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4be w84 h7f"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(482) </div></div><div class="c xb6 y4be w85 h7f"><div class="t m0 x1c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4be w86 h7f"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4be w87 h7f"><div class="t m0 x1a h11 yff ffb fs6 fc0 sc0 ls0 ws0">(482) </div></div><div class="c x1 y4bf w82 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Odpis aktualizu<span class="_ _0"></span>jący<span class="ff9"> </span></div></div><div class="c x9a y4bf w83 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(203) </div></div><div class="c xd6 y4bf w84 h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xb6 y4bf w85 h28"><div class="t m0 x1c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4bf w86 h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4bf w87 h28"><div class="t m0 x1a h11 yff ffb fs6 fc0 sc0 ls0 ws0">(203) </div></div><div class="c x1 y4c0 w82 h43"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x9a y4c0 w83 h43"><div class="t m0 x1b hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4c0 w84 h43"><div class="t m0 x37 hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">(61) </div></div><div class="c xb6 y4c0 w85 h43"><div class="t m0 x1c hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4c0 w86 h43"><div class="t m0 x63 hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4c0 w87 h43"><div class="t m0 x30 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">(61) </div></div><div class="c x1 y4c1 w82 h43"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Różnice kur<span class="_ _0"></span>sowe z przeliczenia<span class="ff9"> </span></div></div><div class="c x9a y4c1 w83 h43"><div class="t m0 x1b hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4c1 w84 h43"><div class="t m0 x4b hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">(5) </div></div><div class="c xb6 y4c1 w85 h43"><div class="t m0 x1c hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4c1 w86 h43"><div class="t m0 x63 hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4c1 w87 h43"><div class="t m0 x25 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">(5) </div></div><div class="c x1 y4c2 w82 h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span> grudnia 2024 r. <span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x9a y4c2 w83 h28"><div class="t m0 x2f h11 yff ffb fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c xd6 y4c2 w84 h28"><div class="t m0 x2c h11 yff ffb fs6 fc0 sc0 ls0 ws0">1 733 </div></div><div class="c xb6 y4c2 w85 h28"><div class="t m0 x1d h11 yff ffb fs6 fc0 sc0 ls1 ws0">612<span class="ls0"> </span></div></div><div class="c xd7 y4c2 w86 h28"><div class="t m0 x6f h11 yff ffb fs6 fc0 sc0 ls1 ws0">347<span class="ls0"> </span></div></div><div class="c xd8 y4c2 w87 h28"><div class="t m0 x39 h11 yff ffb fs6 fc0 sc0 ls0 ws0">2 714 </div></div><div class="c x1 y4c3 w82 h34"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">Umorzenie </div></div><div class="c x9a y4c3 w83 h34"><div class="t m0 xd hb y13c ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y4c3 w84 h34"><div class="t m0 xd hb y13c ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y4c3 w85 h34"><div class="t m0 xd hb y13c ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y4c3 w86 h34"><div class="t m0 xd hb y13c ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y4c3 w87 h34"><div class="t m0 xd h11 y13c ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y4c4 w82 h34"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">Stan <span class="ffd">na dzień 1 sty<span class="_ _0"></span>cznia 2023 r. <span class="_ _0"></span></span> </div></div><div class="c x9a y4c4 w83 h34"><div class="t m0 x2c h11 y13c ffb fs6 fc0 sc0 ls0 ws0">(107) </div></div><div class="c xd6 y4c4 w84 h34"><div class="t m0 x2c h11 y13c ffb fs6 fc0 sc0 ls0 ws0">(631) </div></div><div class="c xb6 y4c4 w85 h34"><div class="t m0 x37 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">(435) </div></div><div class="c xd7 y4c4 w86 h34"><div class="t m0 x63 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4c4 w87 h34"><div class="t m0 x33 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">(1 173) </div></div><div class="c x1 y4c5 w82 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x9a y4c5 w83 h28"><div class="t m0 x37 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(22) </div></div><div class="c xd6 y4c5 w84 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(217) </div></div><div class="c xb6 y4c5 w85 h28"><div class="t m0 x4b hb yff ff9 fs6 fc0 sc0 ls0 ws0">(46) </div></div><div class="c xd7 y4c5 w86 h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4c5 w87 h28"><div class="t m0 x1a h11 yff ffb fs6 fc0 sc0 ls0 ws0">(285) </div></div><div class="c x1 y4c6 w82 h34"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x9a y4c6 w83 h34"><div class="t m0 x1b hb y13c ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4c6 w84 h34"><div class="t m0 xd9 hb y13c ff9 fs6 fc0 sc0 ls1 ws0">124<span class="ls0"> </span></div></div><div class="c xb6 y4c6 w85 h34"><div class="t m0 x1c hb y13c ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4c6 w86 h34"><div class="t m0 x63 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4c6 w87 h34"><div class="t m0 x1e h11 y13c ffb fs6 fc0 sc0 ls1 ws0">124<span class="ls0"> </span></div></div><div class="c x1 y4c7 w82 h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zwiększenia z tytu<span class="_ _0"></span>łu połączenia jednostek<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x9a y4c7 w83 h14"><div class="t m0 x1b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4c7 w84 h14"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(808) </div></div><div class="c xb6 y4c7 w85 h14"><div class="t m0 x1c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4c7 w86 h14"><div class="t m0 x63 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4c7 w87 h14"><div class="t m0 x1a h11 ybc ffb fs6 fc0 sc0 ls0 ws0">(808) </div></div><div class="c x1 y4c8 w82 h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span> grudnia 2023 r. <span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x9a y4c8 w83 h28"><div class="t m0 x2c h11 yff ffb fs6 fc0 sc0 ls0 ws0">(129) </div></div><div class="c xd6 y4c8 w84 h28"><div class="t m0 x64 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(1 532) </div></div><div class="c xb6 y4c8 w85 h28"><div class="t m0 x37 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(481) </div></div><div class="c xd7 y4c8 w86 h28"><div class="t m0 x63 h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4c8 w87 h28"><div class="t m0 x33 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(2 142) </div></div><div class="c x1 y4c9 w82 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x9a y4c9 w83 h28"><div class="t m0 x37 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(12) </div></div><div class="c xd6 y4c9 w84 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(360) </div></div><div class="c xb6 y4c9 w85 h28"><div class="t m0 x4b hb yff ff9 fs6 fc0 sc0 ls0 ws0">(44) </div></div><div class="c xd7 y4c9 w86 h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4c9 w87 h28"><div class="t m0 x1a h11 yff ffb fs6 fc0 sc0 ls0 ws0">(417) </div></div><div class="c x1 y4ca w82 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x9a y4ca w83 h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4ca w84 h28"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls1 ws0">58<span class="ls0"> </span></div></div><div class="c xb6 y4ca w85 h28"><div class="t m0 x1c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4ca w86 h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4ca w87 h28"><div class="t m0 x22 h11 yff ffb fs6 fc0 sc0 ls1 ws0">58<span class="ls0"> </span></div></div><div class="c x1 y4cb w82 h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Odpis aktualizu<span class="_ _0"></span>jący<span class="ff9"> </span></div></div><div class="c x9a y4cb w83 h14"><div class="t m0 xd9 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">135<span class="ls0"> </span></div></div><div class="c xd6 y4cb w84 h14"><div class="t m0 x1b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xb6 y4cb w85 h14"><div class="t m0 x1c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4cb w86 h14"><div class="t m0 x63 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4cb w87 h14"><div class="t m0 x1e h11 ybc ffb fs6 fc0 sc0 ls1 ws0">135<span class="ls0"> </span></div></div><div class="c x1 y4cc w82 h37"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Reklasyfikacje / pr<span class="_ _0"></span>zeniesienia </div></div><div class="c x9a y4cc w83 h37"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4cc w84 h37"><div class="t m0 xd9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">482<span class="ls0"> </span></div></div><div class="c xb6 y4cc w85 h37"><div class="t m0 x1c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4cc w86 h37"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4cc w87 h37"><div class="t m0 x1e h11 yff ffb fs6 fc0 sc0 ls1 ws0">482<span class="ls0"> </span></div></div><div class="c x1 y4cd w82 h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Różnice kur<span class="_ _0"></span>sowe z przeliczenia<span class="ff9"> </span></div></div><div class="c x9a y4cd w83 h38"><div class="t m0 x1b hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y4cd w84 h38"><div class="t m0 x34 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c xb6 y4cd w85 h38"><div class="t m0 x1c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y4cd w86 h38"><div class="t m0 x63 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4cd w87 h38"><div class="t m0 x4e h11 ybf ffb fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c x1 y4ce w82 h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span> grudnia 2024 r. <span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x9a y4ce w83 h28"><div class="t m0 x4b h11 yff ffb fs6 fc0 sc0 ls0 ws0">(6) </div></div><div class="c xd6 y4ce w84 h28"><div class="t m0 x64 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(1 349) </div></div><div class="c xb6 y4ce w85 h28"><div class="t m0 x37 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(525) </div></div><div class="c xd7 y4ce w86 h28"><div class="t m0 x63 h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4ce w87 h28"><div class="t m0 x33 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(1 880) </div></div><div class="c x1 y4cf w82 h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Wartość księg<span class="_ _0"></span>owa<span class="ffb"> </span></div></div><div class="c x9a y4cf w83 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y4cf w84 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y4cf w85 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y4cf w86 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y4cf w87 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y4d0 w82 h38"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Na dzień 31 g<span class="_ _0"></span>rudnia 2023 r. <span class="ffb"> </span></div></div><div class="c x9a y4d0 w83 h38"><div class="t m0 x2f h11 ybf ffb fs6 fc0 sc0 ls1 ws0">95<span class="ls0"> </span></div></div><div class="c xd6 y4d0 w84 h38"><div class="t m0 xd9 h11 ybf ffb fs6 fc0 sc0 ls1 ws0">696<span class="ls0"> </span></div></div><div class="c xb6 y4d0 w85 h38"><div class="t m0 x1d h11 ybf ffb fs6 fc0 sc0 ls1 ws0">129<span class="ls0"> </span></div></div><div class="c xd7 y4d0 w86 h38"><div class="t m0 x63 h11 ybf ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y4d0 w87 h38"><div class="t m0 x1e h11 ybf ffb fs6 fc0 sc0 ls1 ws0">920<span class="ls0"> </span></div></div><div class="c x1 y4d1 w82 h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Na dzień 31 g<span class="_ _0"></span>rudnia 2024 r. <span class="ffb"> </span></div></div><div class="c x9a y4d1 w83 h28"><div class="t m0 x2f h11 yff ffb fs6 fc0 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c xd6 y4d1 w84 h28"><div class="t m0 xd9 h11 yff ffb fs6 fc0 sc0 ls1 ws0">384<span class="ls0"> </span></div></div><div class="c xb6 y4d1 w85 h28"><div class="t m0 x34 h11 yff ffb fs6 fc0 sc0 ls1 ws0">87<span class="ls0"> </span></div></div><div class="c xd7 y4d1 w86 h28"><div class="t m0 x6f h11 yff ffb fs6 fc0 sc0 ls1 ws0">347<span class="ls0"> </span></div></div><div class="c xd8 y4d1 w87 h28"><div class="t m0 x1e h11 yff ffb fs6 fc0 sc0 ls1 ws0">833<span class="ls0"> </span></div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y4d2 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3d y5f ff4 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y4d3 ff2 fs6 fc2 sc0 ls0 ws0">15.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Praw<span class="_ _1"></span>o d<span class="_ _b"></span>o kor<span class="_ _1"></span>z<span class="_ _1"></span>yst<span class="_ _1"></span>an<span class="_ _1"></span>ia<span class="_ _1"></span> z <span class="_ _1"></span>akt<span class="_ _1"></span>y<span class="_ _1"></span>wów<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h1 y4d4 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y4d5 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>okresie <span class="_ _15"> </span>objęty<span class="_ _0"></span>m <span class="_ _14"> </span>nin<span class="_ _0"></span>iejszym<span class="ff4"> <span class="_ _15"></span>jednostk<span class="_ _0"></span>owym <span class="_ _15"></span></span>sprawozdaniem <span class="_ _15"> </span>finan<span class="_ _0"></span>sowym <span class="_ _15"> </span>Spółka <span class="_ _15"> </span>p<span class="_ _0"></span>odpisała <span class="_ _14"> </span>no<span class="_ _0"></span>we <span class="_ _15"> </span>umowy </div><div class="t m0 x1 hc y4d6 ff5 fs6 fc0 sc0 ls0 ws0">leasingowe na <span class="_ _0"></span>korzystanie z następujący<span class="_ _0"></span>ch aktywów:<span class="_ _0"></span><span class="ff4">  </span></div><div class="t m0 x1 hc y4d7 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y4d8 w88 h80"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xda y4d8 w6c h80"><div class="t m0 x13 hb y19b ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x74 y4d8 w89 h80"><div class="t m0 x4d h11 yba ffb fs6 fc0 sc0 ls0 ws0">Za rok o<span class="_ _0"></span>brotowy </div></div><div class="c x1 y4d9 w88 h5a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xda y4d9 w6c h5a"><div class="t m0 x13 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x74 y4d9 w79 h5a"><div class="t m0 x4a h11 y4da ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x11 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xaa y4d9 w8a h5a"><div class="t m0 x4a h11 y4da ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x11 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y4db w88 h1d"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Powierzchnia b<span class="_ _0"></span>iurowa </div></div><div class="c xda y4db w6c h1d"><div class="t m0 xd hb y363 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x74 y4db w79 h1d"><div class="t m0 x1b hb yee ff9 fs6 fc0 sc0 ls0 ws0">1 698 </div></div><div class="c xaa y4db w8a h1d"><div class="t m0 xc9 hb yee ff9 fs6 fc0 sc0 ls1 ws0">975<span class="ls0"> </span></div></div><div class="c x1 y4dc w88 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Sprzęt IT, serwer<span class="_ _0"></span>y<span class="ff9"> </span></div></div><div class="c xda y4dc w6c h1d"><div class="t m0 xd hb y363 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x74 y4dc w79 h1d"><div class="t m0 x1b hb yee ff9 fs6 fc0 sc0 ls0 ws0">1 430 </div></div><div class="c xaa y4dc w8a h1d"><div class="t m0 x1b hb yee ff9 fs6 fc0 sc0 ls0 ws0">1 662 </div></div><div class="c x1 y3dd w88 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Środki tran<span class="_ _0"></span>sportu<span class="ff9"> </span></div></div><div class="c xda y3dd w6c h1d"><div class="t m0 xd hb y363 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x74 y3dd w79 h1d"><div class="t m0 xc9 hb yee ff9 fs6 fc0 sc0 ls1 ws0">197<span class="ls0"> </span></div></div><div class="c xaa y3dd w8a h1d"><div class="t m0 xc9 hb yee ff9 fs6 fc0 sc0 ls1 ws0">292<span class="ls0"> </span></div></div><div class="c x1 y4dd w88 h58"><div class="t m0 xdb hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xda y4dd w6c h58"><div class="t m0 xd hc yd7 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x74 y4dd w79 h58"><div class="t m0 x4d hc y389 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaa y4dd w8a h58"><div class="t m0 xd hc y389 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y4de w88 h1b"><div class="t m0 xd h11 y1ac ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xda y4de w6c h1b"><div class="t m0 x13 h10 y1ac ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x74 y4de w79 h1b"><div class="t m0 x1b h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">3 325 </div></div><div class="c xaa y4de w8a h1b"><div class="t m0 x1b h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">2 929 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y4df ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">39</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>poniższej <span class="_ _13"> </span>tabeli <span class="_ _15"> </span>przed<span class="_ _0"></span>stawiono <span class="_ _13"> </span>zmiany <span class="_ _13"> </span>stanu <span class="_ _15"> </span>praw <span class="_ _13"> </span>do <span class="_ _14"> </span>k<span class="_ _0"></span>orzystania <span class="_ _13"> </span>z <span class="_ _15"> </span>aktywów <span class="_ _13"> </span>wg <span class="_ _15"> </span>grup <span class="_ _15"> </span>ro<span class="_ _0"></span>dzajowych <span class="_ _15"> </span>w </div><div class="t m0 x1 hc y4e0 ff5 fs6 fc0 sc0 ls0 ws0">okresach spr<span class="_ _0"></span>awozdawczych zakończ<span class="_ _0"></span>onych 31 grudnia 202<span class="_ _0"></span><span class="ff4">4 r. oraz 31 <span class="_ _0"></span>grudnia 2023 <span class="_ _0"></span><span class="lsa">r.</span> <span class="_ _1"></span><span class="ff1 fs0"> </span></span></div><div class="t m0 x1 hc y4e1 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y4e2 w8b h81"><div class="t m0 xd hd yff ff6 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ff7"> </span></div></div><div class="c xdc y4e2 w8c h81"><div class="t m0 xd hb y42a ff9 fs6 fc0 sc0 ls0 ws0">Powierzchnia </div><div class="t m0 x76 hb yff ff9 fs6 fc0 sc0 ls0 ws0">biurowa </div></div><div class="c xdd y4e2 w8d h81"><div class="t m0 x2e hb y42a ffe fs6 fc0 sc0 ls0 ws0">Sprzęt IT, </div><div class="t m0 xb0 hb yff ff9 fs6 fc0 sc0 ls0 ws0">serwery </div></div><div class="c xde y4e2 w8e h81"><div class="t m0 x18 hb y42a ffe fs6 fc0 sc0 ls0 ws0">Środki </div><div class="t m0 x68 hb yff ff9 fs6 fc0 sc0 ls0 ws0">transportu </div></div><div class="c xdf y4e2 w8f h81"><div class="t m0 x4e hb y38b ff9 fs6 fc0 sc0 ls0 ws0">Inne </div><div class="t m0 x11 hb y42a ff9 fs6 fc0 sc0 ls0 ws0">rzeczowe </div><div class="t m0 x12 hb yff ffe fs6 fc0 sc0 ls0 ws0">aktywa trwałe<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xe0 y4e2 w90 h81"><div class="t m0 x33 h3b yb9 ff3 fs6 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c x1 y4e3 w8b h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Wartość począ<span class="_ _0"></span>tkowa<span class="ffb"> </span></div></div><div class="c xdc y4e3 w8c h28"><div class="t m0 xd h11 y17c ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xdd y4e3 w8d h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xde y4e3 w8e h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xdf y4e3 w8f h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe0 y4e3 w90 h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y4e4 w8b h78"><div class="t m0 xd h11 yce ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 1 sty<span class="_ _0"></span>cznia 2023 r. <span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xdc y4e4 w8c h78"><div class="t m0 x45 h11 yce ffb fs6 fc0 sc0 ls0 ws0">2 814 </div></div><div class="c xdd y4e4 w8d h78"><div class="t m0 x2c h11 yce ffb fs6 fc0 sc0 ls0 ws0">2 685 </div></div><div class="c xde y4e4 w8e h78"><div class="t m0 x39 h11 yce ffb fs6 fc0 sc0 ls0 ws0">2 227 </div></div><div class="c xdf y4e4 w8f h78"><div class="t m0 x1b h11 yce ffb fs6 fc0 sc0 ls1 ws0">486<span class="ls0"> </span></div></div><div class="c xe0 y4e4 w90 h78"><div class="t m0 x2d h11 yce ffb fs6 fc0 sc0 ls0 ws0">8 212 </div></div><div class="c x1 y4e5 w8b h28"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">Zwiększenia z tytu<span class="_ _0"></span>łu nabycia<span class="ff4"> </span></div></div><div class="c xdc y4e5 w8c h28"><div class="t m0 x4e hc yff ff4 fs6 fc0 sc0 ls1 ws0">975<span class="ls0"> </span></div></div><div class="c xdd y4e5 w8d h28"><div class="t m0 x2c hc yff ff4 fs6 fc0 sc0 ls0 ws0">1 662 </div></div><div class="c xde y4e5 w8e h28"><div class="t m0 x1e hc yff ff4 fs6 fc0 sc0 ls1 ws0">292<span class="ls0"> </span></div></div><div class="c xdf y4e5 w8f h28"><div class="t m0 x8f hc yff ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4e5 w90 h28"><div class="t m0 x2d h3b yff ff2 fs6 fc0 sc0 ls0 ws0">2 929 </div></div><div class="c x1 y4e6 w8b h1d"><div class="t m0 xd hb yee ff9 fs6 fc0 sc0 ls0 ws0">Reklasyfikacje / pr<span class="_ _0"></span>zeniesienie </div></div><div class="c xdc y4e6 w8c h1d"><div class="t m0 x90 hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdd y4e6 w8d h1d"><div class="t m0 x2f hc yee ff4 fs6 fc0 sc0 ls1 ws0">65<span class="ls0"> </span></div></div><div class="c xde y4e6 w8e h1d"><div class="t m0 x34 hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdf y4e6 w8f h1d"><div class="t m0 x8f hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4e6 w90 h1d"><div class="t m0 x63 h3b yee ff2 fs6 fc0 sc0 ls1 ws0">65<span class="ls0"> </span></div></div><div class="c x1 y27d w8b h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c xdc y27d w8c h28"><div class="t m0 x90 hc yff ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdd y27d w8d h28"><div class="t m0 x4c hc yff ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y27d w8e h28"><div class="t m0 x30 hc yff ff4 fs6 fc0 sc0 ls0 ws0">(98) </div></div><div class="c xdf y27d w8f h28"><div class="t m0 x8f hc yff ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y27d w90 h28"><div class="t m0 x45 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(98) </div></div><div class="c x1 y4e7 w8b h34"><div class="t m0 xd h11 y13c ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span><span class="ffb"> grudnia 2023 r. <span class="_ _0"></span> </span></div></div><div class="c xdc y4e7 w8c h34"><div class="t m0 x45 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">3 789 </div></div><div class="c xdd y4e7 w8d h34"><div class="t m0 x2c h11 y13c ffb fs6 fc0 sc0 ls0 ws0">4 412 </div></div><div class="c xde y4e7 w8e h34"><div class="t m0 x39 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">2 420 </div></div><div class="c xdf y4e7 w8f h34"><div class="t m0 x1b h11 y13c ffb fs6 fc0 sc0 ls1 ws0">486<span class="ls0"> </span></div></div><div class="c xe0 y4e7 w90 h34"><div class="t m0 xe1 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">11 108 </div></div><div class="c x1 y4e8 w8b h37"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">Zwiększenia z tytu<span class="_ _0"></span>łu nabycia<span class="ff4"> </span></div></div><div class="c xdc y4e8 w8c h37"><div class="t m0 x45 hc yff ff4 fs6 fc0 sc0 ls0 ws0">2 382 </div></div><div class="c xdd y4e8 w8d h37"><div class="t m0 xd9 hc yff ff4 fs6 fc0 sc0 ls1 ws0">397<span class="ls0"> </span></div></div><div class="c xde y4e8 w8e h37"><div class="t m0 x1e hc yff ff4 fs6 fc0 sc0 ls1 ws0">197<span class="ls0"> </span></div></div><div class="c xdf y4e8 w8f h37"><div class="t m0 x8f hc yff ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4e8 w90 h37"><div class="t m0 x2d h3b yff ff2 fs6 fc0 sc0 ls0 ws0">2 976 </div></div><div class="c x1 y2cb w8b h2e"><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">Przeniesienie środ<span class="_ _0"></span>ków trwałych do </div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c xdc y2cb w8c h2e"><div class="t m0 x90 hc y1ae ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdd y2cb w8d h2e"><div class="t m0 x2c hc y1ae ff4 fs6 fc0 sc0 ls0 ws0">1 033 </div></div><div class="c xde y2cb w8e h2e"><div class="t m0 x34 hc y1ae ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdf y2cb w8f h2e"><div class="t m0 x8f hc y1ae ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y2cb w90 h2e"><div class="t m0 x2d h3b y1ae ff2 fs6 fc0 sc0 ls0 ws0">1 033 </div></div><div class="c x1 y4e9 w8b h1d"><div class="t m0 xd hb yee ff9 fs6 fc0 sc0 ls0 ws0">Reklasyfikacje / pr<span class="_ _0"></span>zeniesienie </div></div><div class="c xdc y4e9 w8c h1d"><div class="t m0 x4e hc yee ff4 fs6 fc0 sc0 ls1 ws0">228<span class="ls0"> </span></div></div><div class="c xdd y4e9 w8d h1d"><div class="t m0 x4c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y4e9 w8e h1d"><div class="t m0 x34 hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdf y4e9 w8f h1d"><div class="t m0 x8f hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4e9 w90 h1d"><div class="t m0 xc0 h3b yee ff2 fs6 fc0 sc0 ls1 ws0">228<span class="ls0"> </span></div></div><div class="c x1 y4ea w8b h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c xdc y4ea w8c h36"><div class="t m0 x2d hc yff ff4 fs6 fc0 sc0 ls0 ws0">(3 539) </div></div><div class="c xdd y4ea w8d h36"><div class="t m0 x19 hc yff ff4 fs6 fc0 sc0 ls0 ws0">(193) </div></div><div class="c xde y4ea w8e h36"><div class="t m0 x34 hc yff ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdf y4ea w8f h36"><div class="t m0 x8f hc yff ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4ea w90 h36"><div class="t m0 x11 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(3 732) </div></div><div class="c x1 y4eb w8b h1d"><div class="t m0 xd hb yba ffe fs6 fc0 sc0 ls0 ws0">Różnice kur<span class="_ _0"></span>sowe z przeliczenia<span class="ff9"> </span></div></div><div class="c xdc y4eb w8c h1d"><div class="t m0 x4c hc yba ff4 fs6 fc0 sc0 ls0 ws0">(6) </div></div><div class="c xdd y4eb w8d h1d"><div class="t m0 x4c hc yba ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y4eb w8e h1d"><div class="t m0 x34 hc yba ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdf y4eb w8f h1d"><div class="t m0 x8f hc yba ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4eb w90 h1d"><div class="t m0 xe2 h3b yba ff2 fs6 fc0 sc0 ls0 ws0">(6) </div></div><div class="c x1 y4ec w8b h36"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span> grudnia 2024 r. <span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xdc y4ec w8c h36"><div class="t m0 x45 h11 yff ffb fs6 fc0 sc0 ls0 ws0">2 854 </div></div><div class="c xdd y4ec w8d h36"><div class="t m0 x2c h11 yff ffb fs6 fc0 sc0 ls0 ws0">5 649 </div></div><div class="c xde y4ec w8e h36"><div class="t m0 x39 h11 yff ffb fs6 fc0 sc0 ls0 ws0">2 617 </div></div><div class="c xdf y4ec w8f h36"><div class="t m0 x1b h11 yff ffb fs6 fc0 sc0 ls1 ws0">486<span class="ls0"> </span></div></div><div class="c xe0 y4ec w90 h36"><div class="t m0 xe1 h11 yff ffb fs6 fc0 sc0 ls0 ws0">11 606 </div></div><div class="c x1 y4ed w8b h34"><div class="t m0 xd h3b y194 ff2 fs6 fc0 sc0 ls0 ws0">Umorzenie </div></div><div class="c xdc y4ed w8c h34"><div class="t m0 xd hc y194 ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y4ed w8d h34"><div class="t m0 xd hc y194 ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xde y4ed w8e h34"><div class="t m0 xd hc y194 ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y4ed w8f h34"><div class="t m0 xd hc y194 ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y4ed w90 h34"><div class="t m0 xd h3b y194 ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y4ee w8b h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 1 sty<span class="_ _0"></span>cznia 2023 r. <span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xdc y4ee w8c h28"><div class="t m0 x2d h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(2 152) </div></div><div class="c xdd y4ee w8d h28"><div class="t m0 x64 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(1 631) </div></div><div class="c xde y4ee w8e h28"><div class="t m0 x1a h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(858) </div></div><div class="c xdf y4ee w8f h28"><div class="t m0 x1d h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(486) </div></div><div class="c xe0 y4ee w90 h28"><div class="t m0 x11 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(5 127) </div></div><div class="c x1 y1ee w8b h38"><div class="t m0 xd hb ybf ff9 fs6 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c xdc y1ee w8c h38"><div class="t m0 x25 hc ybf ff4 fs6 fc0 sc0 ls0 ws0">(574) </div></div><div class="c xdd y1ee w8d h38"><div class="t m0 x19 hc ybf ff4 fs6 fc0 sc0 ls0 ws0">(765) </div></div><div class="c xde y1ee w8e h38"><div class="t m0 x1a hc ybf ff4 fs6 fc0 sc0 ls0 ws0">(440) </div></div><div class="c xdf y1ee w8f h38"><div class="t m0 x8f hc ybf ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y1ee w90 h38"><div class="t m0 x11 h3b ybf ff2 fs6 fc0 sc0 ls0 ws0">(1 779) </div></div><div class="c x1 y4ef w8b h14"><div class="t m0 xd hb ybc ff9 fs6 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c xdc y4ef w8c h14"><div class="t m0 x90 hc ybc ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdd y4ef w8d h14"><div class="t m0 x4c hc ybc ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y4ef w8e h14"><div class="t m0 x22 hc ybc ff4 fs6 fc0 sc0 ls1 ws0">98<span class="ls0"> </span></div></div><div class="c xdf y4ef w8f h14"><div class="t m0 x8f hc ybc ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4ef w90 h14"><div class="t m0 x63 h3b ybc ff2 fs6 fc0 sc0 ls1 ws0">98<span class="ls0"> </span></div></div><div class="c x1 y4f0 w8b h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span><span class="ffb"> grudnia 2023 r. <span class="_ _0"></span> </span></div></div><div class="c xdc y4f0 w8c h14"><div class="t m0 x2d h3b ybc ff2 fs6 fc0 sc0 ls0 ws0">(2 726) </div></div><div class="c xdd y4f0 w8d h14"><div class="t m0 x64 h3b ybc ff2 fs6 fc0 sc0 ls0 ws0">(2 396) </div></div><div class="c xde y4f0 w8e h14"><div class="t m0 x33 h3b ybc ff2 fs6 fc0 sc0 ls0 ws0">(1 199) </div></div><div class="c xdf y4f0 w8f h14"><div class="t m0 x1d h3b ybc ff2 fs6 fc0 sc0 ls0 ws0">(486) </div></div><div class="c xe0 y4f0 w90 h14"><div class="t m0 x11 h3b ybc ff2 fs6 fc0 sc0 ls0 ws0">(6 808) </div></div><div class="c x1 y4f1 w8b h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c xdc y4f1 w8c h28"><div class="t m0 x2d hc yff ff4 fs6 fc0 sc0 ls0 ws0">(1 053) </div></div><div class="c xdd y4f1 w8d h28"><div class="t m0 x64 hc yff ff4 fs6 fc0 sc0 ls0 ws0">(1 078) </div></div><div class="c xde y4f1 w8e h28"><div class="t m0 x1a hc yff ff4 fs6 fc0 sc0 ls0 ws0">(434) </div></div><div class="c xdf y4f1 w8f h28"><div class="t m0 x8f hc yff ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4f1 w90 h28"><div class="t m0 x11 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(2 565) </div></div><div class="c x1 y3c9 w8b h1d"><div class="t m0 xd hb yee ff9 fs6 fc0 sc0 ls0 ws0">Reklasyfikacje / pr<span class="_ _0"></span>zeniesienie </div></div><div class="c xdc y3c9 w8c h1d"><div class="t m0 x36 hc yee ff4 fs6 fc0 sc0 ls1 ws0">72<span class="ls0"> </span></div></div><div class="c xdd y3c9 w8d h1d"><div class="t m0 x4c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y3c9 w8e h1d"><div class="t m0 x34 hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdf y3c9 w8f h1d"><div class="t m0 x8f hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y3c9 w90 h1d"><div class="t m0 x63 h3b yee ff2 fs6 fc0 sc0 ls1 ws0">72<span class="ls0"> </span></div></div><div class="c x1 y7a w8b h6a"><div class="t m0 xd hb y13c ff9 fs6 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c xdc y7a w8c h6a"><div class="t m0 x45 hc y13c ff4 fs6 fc0 sc0 ls0 ws0">2 855 </div></div><div class="c xdd y7a w8d h6a"><div class="t m0 xd9 hc y13c ff4 fs6 fc0 sc0 ls1 ws0">193<span class="ls0"> </span></div></div><div class="c xde y7a w8e h6a"><div class="t m0 x34 hc y13c ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdf y7a w8f h6a"><div class="t m0 x8f hc y13c ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y7a w90 h6a"><div class="t m0 x2d h3b y13c ff2 fs6 fc0 sc0 ls0 ws0">3 048 </div></div><div class="c x1 y4f2 w8b h1d"><div class="t m0 xd hb yee ffe fs6 fc0 sc0 ls0 ws0">Różnice kur<span class="_ _0"></span>sowe z przeliczenia<span class="ff9"> </span></div></div><div class="c xdc y4f2 w8c h1d"><div class="t m0 xc9 hc yee ff4 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xdd y4f2 w8d h1d"><div class="t m0 x4c h3b yee ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xde y4f2 w8e h1d"><div class="t m0 x34 h3b yee ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xdf y4f2 w8f h1d"><div class="t m0 x8f h3b yee ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4f2 w90 h1d"><div class="t m0 x4c h3b yee ff2 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x1 y4f3 w8b h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span> grudnia 2024 r. <span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xdc y4f3 w8c h28"><div class="t m0 x25 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(851) </div></div><div class="c xdd y4f3 w8d h28"><div class="t m0 x64 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(3 281) </div></div><div class="c xde y4f3 w8e h28"><div class="t m0 x33 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(1 633) </div></div><div class="c xdf y4f3 w8f h28"><div class="t m0 x1d h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(486) </div></div><div class="c xe0 y4f3 w90 h28"><div class="t m0 x11 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">(6 250) </div></div><div class="c x1 y4f4 w8b h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Wartość księg<span class="_ _0"></span>owa<span class="ffb"> </span></div></div><div class="c xdc y4f4 w8c h14"><div class="t m0 xd hc ybc ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y4f4 w8d h14"><div class="t m0 xd hc ybc ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xde y4f4 w8e h14"><div class="t m0 xd hc ybc ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y4f4 w8f h14"><div class="t m0 xd hc ybc ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y4f4 w90 h14"><div class="t m0 xd h3b ybc ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y4f5 w8b h14"><div class="t m0 xd h11 ybc ffd fs6 fc0 sc0 ls0 ws0">Na dzień 31<span class="ffb"> <span class="_ _0"></span>grudnia 2023 r.  </span></div></div><div class="c xdc y4f5 w8c h14"><div class="t m0 x45 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">1 063 </div></div><div class="c xdd y4f5 w8d h14"><div class="t m0 x2c h11 ybc ffb fs6 fc0 sc0 ls0 ws0">2 016 </div></div><div class="c xde y4f5 w8e h14"><div class="t m0 x39 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">1 221 </div></div><div class="c xdf y4f5 w8f h14"><div class="t m0 x8f h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4f5 w90 h14"><div class="t m0 x2d h11 ybc ffb fs6 fc0 sc0 ls0 ws0">4 300 </div></div><div class="c x1 y4f6 w8b h1a"><div class="t m0 xd h11 yd7 ffd fs6 fc0 sc0 ls0 ws0">Na dzień 31 g<span class="_ _0"></span>rudnia 2024 r. <span class="ffb"> </span></div></div><div class="c xdc y4f6 w8c h1a"><div class="t m0 x45 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">2 004 </div></div><div class="c xdd y4f6 w8d h1a"><div class="t m0 x2c h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">2 368 </div></div><div class="c xde y4f6 w8e h1a"><div class="t m0 x1e h11 yd7 ffb fs6 fc0 sc0 ls1 ws0">984<span class="ls0"> </span></div></div><div class="c xdf y4f6 w8f h1a"><div class="t m0 x8f h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4f6 w90 h1a"><div class="t m0 x2d h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">5 356 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y4f7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y381 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _20"></span>związku<span class="_ _0"></span> <span class="_ _20"></span>z <span class="_ _11"></span>zakończ<span class="_ _0"></span>eniem <span class="_ _20"></span>pop<span class="_ _0"></span>rzedniej <span class="_ _20"></span>umo<span class="_ _0"></span>wy <span class="_ _20"></span>n<span class="_ _0"></span>ajmu <span class="_ _20"></span>powierzchn<span class="_ _0"></span>i <span class="_ _20"></span>biuro<span class="_ _0"></span>wej, <span class="_ _20"></span>w <span class="_ _11"></span>której <span class="_ _20"></span>m<span class="_ _0"></span>ieściła <span class="_ _20"></span>się <span class="_ _11"></span>siedziba<span class="_ _0"></span> </div><div class="t m0 x1 hb y4f8 ff5 fs6 fc0 sc0 ls0 ws0">Spółki, dokon<span class="_ _0"></span>ano korekty szacunkó<span class="_ _0"></span>w związanych z założonym o<span class="_ _0"></span>kresem najmu tej umowy. <span class="_ _20"></span><span class="ff1 fs0"> </span></div><div class="t m0 x1 hc y4f9 ff5 fs6 fc0 sc0 ls0 ws0">Jednocześnie <span class="ff4">w <span class="_ _b"></span>dniu 15 <span class="_ _b"></span>maja <span class="_ _1"></span>2024 <span class="_ _1"></span>r. <span class="_ _b"></span>S<span class="_ _0"></span><span class="ff5">półka <span class="_ _1"></span>zawarła <span class="_ _1"></span>umowę <span class="_ _b"></span>po<span class="_ _0"></span>dnajmu <span class="_ _1"></span>nowej <span class="_ _1"></span>powierzchni <span class="_ _b"></span>b<span class="_ _0"></span>iurowej <span class="_ _1"></span>z <span class="_ _b"></span>jed<span class="_ _0"></span>nostką </span></span></div><div class="t m0 x1 hb y4fa ff5 fs6 fc0 sc0 ls0 ws0">dominującą <span class="_ _13"> </span>najwyższego <span class="_ _13"> </span>szczebla <span class="_ _13"> </span>cyber_Folks <span class="_ _13"> </span>S.A., <span class="_ _13"> </span>co <span class="_ _15"> </span>wpłynęło<span class="_ _0"></span> <span class="_ _15"> </span>n<span class="_ _0"></span>a <span class="_ _13"> </span>zwiększenie <span class="_ _13"> </span>prawa <span class="_ _15"> </span>do <span class="_ _13"> </span>korzystania <span class="_ _13"> </span>z </div><div class="t m0 x1 hc y4fb ff5 fs6 fc0 sc0 ls0 ws0">aktywów <span class="_ _0"></span>w <span class="_ _20"></span>tym <span class="_ _0"></span>zakresie. <span class="_ _20"></span>Do <span class="_ _0"></span>oszacowania <span class="_ _20"></span>wartości <span class="_ _0"></span>pr<span class="_ _0"></span>awa p<span class="_ _0"></span>rzyjęto <span class="_ _0"></span>okres <span class="_ _20"></span>wynikający <span class="_ _0"></span>bezpośre<span class="_ _20"></span><span class="ff4">dn<span class="_ _0"></span>io <span class="_ _0"></span>z <span class="_ _0"></span>umowy, </span></div><div class="t m0 x1 hc y4fc ff4 fs6 fc0 sc0 ls0 ws0">tj. <span class="_ _1"></span>od <span class="_ _1"></span>dnia <span class="_ _1"></span>7 <span class="_ _b"></span>cz<span class="_ _0"></span>erwca <span class="_ _1"></span>2024 <span class="_ _1"></span>r. <span class="_ _1"></span>do <span class="_ _1"></span>dnia <span class="_ _1"></span>7 <span class="_ _1"></span>czerwca <span class="_ _1"></span>2025 <span class="_ _b"></span>r<span class="_ _0"></span>. <span class="_ _1"></span>Umowa <span class="_ _1"></span><span class="ff5">przewiduje <span class="_ _1"></span>stałe <span class="_ _1"></span>opłaty <span class="_ _1"></span>miesięczne. <span class="_ _1"></span>Zwiększenie<span class="ff4"> </span></span></div><div class="t m0 x1 hc y271 ff5 fs6 fc0 sc0 ls0 ws0">wartości <span class="_ _20"></span>prawa <span class="_ _11"></span>do <span class="_ _20"></span>ko<span class="_ _0"></span>rzystania <span class="_ _20"></span>z <span class="_ _20"></span>aktywów <span class="_ _11"></span>wskutek <span class="_ _20"></span>zak<span class="_ _0"></span>ończenia <span class="_ _20"></span>pop<span class="_ _0"></span>rzedniej <span class="_ _11"></span><span class="ff4">i <span class="_ _11"></span>zawarcia <span class="_ _11"></span>nowej <span class="_ _20"></span>um<span class="_ _0"></span>owy <span class="_ _11"></span>najmu </span></div><div class="t m0 x1 hc y4fd ff5 fs6 fc0 sc0 ls0 ws0">powierzchn<span class="_ _0"></span>i biurowej wyniosł<span class="ff4">o<span class="_ _0"></span> 1 742 </span>tys. zł.<span class="ff4"> </span></div><div class="t m0 x1 hb y4fe ff5 fs6 fc0 sc0 ls0 ws0">Zwiększenie praw z tytułu użytkowania aktywó<span class="_ _0"></span>w w okresie obejmującym niniejsze jednostkowe sprawo<span class="_ _0"></span>zdanie </div><div class="t m0 x1 hc y274 ff4 fs6 fc0 sc0 ls0 ws0">finansowe <span class="_ _11"></span><span class="ff5">wynik<span class="_ _0"></span>ało <span class="_ _20"></span>ró<span class="_ _0"></span>wnież <span class="_ _20"></span>z <span class="_ _11"></span></span>inny<span class="_ _0"></span>ch <span class="_ _11"></span>nowych <span class="_ _11"></span><span class="ff5">bądź <span class="_ _11"></span>zaktualizowany<span class="_ _0"></span>ch</span> <span class="_ _11"></span><span class="ff5">umów <span class="_ _11"></span></span>leasingo<span class="_ _0"></span>wych <span class="_ _20"></span>na <span class="_ _11"></span>p<span class="_ _0"></span>owierzchnie </div><div class="t m0 x1 hc y4ff ff5 fs6 fc0 sc0 ls0 ws0">biurowe, a <span class="_ _0"></span>także środki transportu.<span class="ff4"> </span></div><div class="t m0 x1 hc y500 ff4 fs6 fc0 sc0 ls0 ws0">Umowy <span class="_ _0"></span><span class="ff5">leasingowe na <span class="_ _0"></span>sprzęt IT <span class="_ _0"></span>i serwery za<span class="_ _0"></span>wierane są n<span class="_ _0"></span>a okres <span class="_ _0"></span>4 lat, nato<span class="_ _0"></span>miast umowy <span class="_ _0"></span>leasingowe n<span class="_ _0"></span>a środki </span></div><div class="t m0 x1 hc y501 ff5 fs6 fc0 sc0 ls0 ws0">transportu <span class="_ _0"></span>oraz <span class="_ _0"></span>inne <span class="_ _0"></span>rzeczowe akty<span class="_ _0"></span>wa trwałe <span class="_ _0"></span>zawieran<span class="_ _0"></span>e są na <span class="_ _0"></span>okres <span class="_ _0"></span>5 <span class="_ _0"></span>lat. Umowy<span class="_ _0"></span> leasin<span class="_ _0"></span>gowe<span class="_ _0"></span><span class="ff4"> </span>p<span class="_ _0"></span>rzewidują <span class="_ _0"></span>stałe </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">40</span> </span></span></div><div class="t m0 x1 hc y211 ff5 fs6 fc0 sc0 ls0 ws0">opłaty miesięczn<span class="_ _0"></span>e<span class="ff4">. </span></div><div class="t m0 x1 h3b y4e0 ff2 fs6 fc2 sc0 ls0 ws0">16.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Wart<span class="_ _1"></span>oś<span class="_ _1"></span>ci <span class="_ _1"></span><span class="ff2">ni<span class="_ _1"></span>em<span class="_ _1"></span>at<span class="_ _1"></span>eri<span class="_ _1"></span>al<span class="_ _1"></span>ne <span class="_ _1"></span><span class="ff3">i<span class="_ _1"></span> w<span class="_ _1"></span>ar<span class="_ _1"></span>toś<span class="_ _1"></span>ć <span class="_ _1"></span>fir<span class="_ _1"></span>my<span class="_ _1"></span><span class="ff2"> </span></span></span></span></span></div><div class="t m0 x1 hc y502 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y503 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>okresie <span class="_ _14"></span>objętym <span class="_ _14"></span>niniejszym<span class="_ _0"></span><span class="ff4"> <span class="_ _14"></span></span>jednostkowym <span class="_ _14"> </span>sprawo<span class="_ _0"></span>zdaniem <span class="_ _14"></span>finansowym <span class="_ _14"></span>Spółka <span class="_ _14"></span>zrealizowała <span class="_ _14"></span>następujące<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y504 ff5 fs6 fc0 sc0 ls0 ws0">inwestycje w wartości<span class="_ _0"></span><span class="ff4"> niematerialne:<span class="_ _0"></span>  </span></div><div class="t m0 x1 hc y505 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y506 w88 h1d"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xda y506 w6c h1d"><div class="t m0 x13 hb y19b ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x74 y506 w89 h1d"><div class="t m0 x4d h11 yee ffb fs6 fc0 sc0 ls0 ws0">Za rok o<span class="_ _0"></span>brotowy </div></div><div class="c x1 y507 w88 h82"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xda y507 w6c h82"><div class="t m0 x13 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x74 y507 w79 h82"><div class="t m0 x4a h11 y508 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x11 h11 y509 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xaa y507 w8a h82"><div class="t m0 x4a h11 y508 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x11 h11 y509 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y50a w88 h4a"><div class="t m0 xdb h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xda y50a w6c h4a"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x74 y50a w79 h4a"><div class="t m0 x4d hc yf3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaa y50a w8a h4a"><div class="t m0 x73 hc yf3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y50b w88 h1b"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Prace rozwojo<span class="_ _0"></span>we </div></div><div class="c xda y50b w6c h1b"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x74 y50b w79 h1b"><div class="t m0 x1b hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">7 718 </div></div><div class="c xaa y50b w8a h1b"><div class="t m0 x1b hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">5 472 </div></div><div class="c x1 y50c w88 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe wartości n<span class="_ _0"></span>iematerialne<span class="ff9"> </span></div></div><div class="c xda y50c w6c h1d"><div class="t m0 xd hb y363 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x74 y50c w79 h1d"><div class="t m0 xc9 hb yba ff9 fs6 fc0 sc0 ls1 ws0">558<span class="ls0"> </span></div></div><div class="c xaa y50c w8a h1d"><div class="t m0 xc9 hb yba ff9 fs6 fc0 sc0 ls1 ws0">715<span class="ls0"> </span></div></div><div class="c x1 y355 w88 h83"><div class="t m0 xd h11 yda ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xda y355 w6c h83"><div class="t m0 x13 h10 yda ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x74 y355 w79 h83"><div class="t m0 x1b h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">8 275 </div></div><div class="c xaa y355 w8a h83"><div class="t m0 x1b h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">6 187 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y50d ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y2cc ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _1e"> </span>pon<span class="_ _0"></span>iższej <span class="_ _1e"> </span>tabeli <span class="_ _c"> </span>przedstawio<span class="_ _0"></span>no <span class="_ _c"> </span>zmiany <span class="_ _c"> </span>stanu <span class="_ _c"> </span>wartości <span class="_ _1e"> </span>niemater<span class="_ _0"></span>ialnych <span class="_ _c"> </span>i <span class="_ _1e"> </span>wartości <span class="_ _c"> </span>firmy <span class="_ _c"> </span>w <span class="_ _1e"> </span>okresach </div><div class="t m0 x1 hc y50e ff5 fs6 fc0 sc0 ls0 ws0">sprawozdawczy<span class="_ _0"></span>ch zakończonych 31 g<span class="_ _0"></span>rudnia 202<span class="ff4">4<span class="_ _0"></span> r. i 31 grudnia 202<span class="_ _0"></span>3 <span class="lsa">r.</span></span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf29" class="pf wd h25" ><div class="pc pc29 wd h25"><img class="bi xca y446 w91 h76" alt="" src="data:image/png;base64,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class="c x0 y0 wf h25"><div class="t m0 xcb h7 y447 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 xcb h1 y448 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok <span class="_ _1"></span>obrotowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 xcb h8 y449 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 xcb h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią inte<span class="_ _1"></span>gralną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _10"> </span><span class="ls1">41</span> </span></span></div><div class="t m0 xcb hc y46d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y50f w92 h84"><div class="t m0 xd hd yff ff6 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ff7"> </span></div></div><div class="c xe3 y50f w93 h84"><div class="t m0 x24 h85 yff ff14 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y50f w4c h84"><div class="t m0 xd h3b yff ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y50f w94 h84"><div class="t m0 x65 hc y510 ff5 fs6 fc0 sc0 ls0 ws0">Wartość <span class="ff4"> </span></div><div class="t m0 x1a hc y414 ff4 fs6 fc0 sc0 ls0 ws0">firmy </div></div><div class="c xe5 y50f w95 h84"><div class="t m0 x6f hc y510 ff4 fs6 fc0 sc0 ls0 ws0">Znaki </div><div class="t m0 x2a hc y414 ff4 fs6 fc0 sc0 ls0 ws0">towarowe </div></div><div class="c xe6 y50f w32 h84"><div class="t m0 x2c hc y510 ff4 fs6 fc0 sc0 ls0 ws0">Relacje  </div><div class="t m0 x55 hc y414 ff4 fs6 fc0 sc0 ls0 ws0">z klientami </div></div><div class="c xe7 y50f w96 h84"><div class="t m0 x1d hc y510 ff4 fs6 fc0 sc0 ls0 ws0">Prace </div><div class="t m0 x17 hc y414 ff4 fs6 fc0 sc0 ls0 ws0">rozwojowe </div></div><div class="c xe8 y50f w97 h84"><div class="t m0 xd hc y511 ff4 fs6 fc0 sc0 ls0 ws0">Oprogramowan<span class="_ _0"></span>ie </div><div class="t m0 x32 hb y512 ff5 fs6 fc0 sc0 ls0 ws0">wewnętrznie </div><div class="t m0 x31 hc y19b ff4 fs6 fc0 sc0 ls0 ws0">wytworzon<span class="_ _0"></span>e </div></div><div class="c xe9 y50f w98 h84"><div class="t m0 x17 hc y512 ff5 fs6 fc0 sc0 ls0 ws0">Pozostałe <span class="ff4"> </span></div></div><div class="c xea y50f w1e h84"><div class="t m0 x24 hc y512 ff4 fs6 fc0 sc0 ls0 ws0">Zaliczki </div></div><div class="c xeb y50f w76 h84"><div class="t m0 x11 h3b y512 ff3 fs6 fc0 sc0 ls0 ws0">Ogółem<span class="ff2"> </span></div></div><div class="c xcb y513 w92 h4e"><div class="t m0 xec h3b y0 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe3 y513 w93 h4e"><div class="t m0 xd hc y514 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y513 w4c h4e"><div class="t m0 x27 hc y514 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y513 w94 h4e"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y513 w95 h4e"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y513 w32 h4e"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y513 w96 h4e"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe8 y513 w97 h4e"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y513 w98 h4e"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xea y513 w1e h4e"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xeb y513 w76 h4e"><div class="t m0 xd hc y1aa ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y515 w92 h1d"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Wartość pocz<span class="_ _0"></span>ątkowa<span class="ffb"> </span></div></div><div class="c xe3 y515 w93 h1d"><div class="t m0 x24 hd yff ff7 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y515 w4c h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y515 w94 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y515 w95 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y515 w32 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y515 w96 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe8 y515 w97 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe9 y515 w98 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xea y515 w1e h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xeb y515 w76 h1d"><div class="t m0 xd h3b yff ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y516 w92 h1d"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 1 sty<span class="_ _0"></span>cznia 2023 r. <span class="ffb"> </span></div></div><div class="c xe3 y516 w93 h1d"><div class="t m0 x24 h10 y19b ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y516 w4c h1d"><div class="t m0 xd h11 y19b ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y516 w94 h1d"><div class="t m0 x1a h11 yba ffb fs6 fc0 sc0 ls0 ws0">2 766 </div></div><div class="c xe5 y516 w95 h1d"><div class="t m0 x1a h11 yba ffb fs6 fc0 sc0 ls0 ws0">19 011 </div></div><div class="c xe6 y516 w32 h1d"><div class="t m0 x1e h11 yba ffb fs6 fc0 sc0 ls0 ws0">7 182 </div></div><div class="c xe7 y516 w96 h1d"><div class="t m0 x8f h11 yba ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe8 y516 w97 h1d"><div class="t m0 x1b h11 yba ffb fs6 fc0 sc0 ls0 ws0">11 078 </div></div><div class="c xe9 y516 w98 h1d"><div class="t m0 x37 h11 yba ffb fs6 fc0 sc0 ls0 ws0">3 894 </div></div><div class="c xea y516 w1e h1d"><div class="t m0 xb2 h11 yba ffb fs6 fc0 sc0 ls1 ws0">128<span class="ls0"> </span></div></div><div class="c xeb y516 w76 h1d"><div class="t m0 x2d h11 yba ffb fs6 fc0 sc0 ls0 ws0">44 059 </div></div><div class="c xcb y517 w92 h1d"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">Zwiększenia z tytu<span class="_ _0"></span>łu nabycia<span class="ff4"> </span></div></div><div class="c xe3 y517 w93 h1d"><div class="t m0 xd hc y363 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y517 w4c h1d"><div class="t m0 x27 hc y363 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y517 w94 h1d"><div class="t m0 x1b hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe5 y517 w95 h1d"><div class="t m0 x1c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y517 w32 h1d"><div class="t m0 xc9 hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe7 y517 w96 h1d"><div class="t m0 x22 hc yee ff4 fs6 fc0 sc0 ls0 ws0">5 472 </div></div><div class="c xe8 y517 w97 h1d"><div class="t m0 x9c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe9 y517 w98 h1d"><div class="t m0 x2f hc yee ff4 fs6 fc0 sc0 ls1 ws0">715<span class="ls0"> </span></div></div><div class="c xea y517 w1e h1d"><div class="t m0 x4d hc yee ff4 fs6 fc0 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c xeb y517 w76 h1d"><div class="t m0 x1e h3b yee ff2 fs6 fc0 sc0 ls0 ws0">6 201 </div></div><div class="c xcb y518 w92 h80"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Reklasyfikacje / pr<span class="_ _0"></span>zeniesienie </div></div><div class="c xe3 y518 w93 h80"><div class="t m0 x24 h85 y17c ff14 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y518 w4c h80"><div class="t m0 xd h3b y17c ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y518 w94 h80"><div class="t m0 x1b hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe5 y518 w95 h80"><div class="t m0 x1c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y518 w32 h80"><div class="t m0 xc9 hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe7 y518 w96 h80"><div class="t m0 x8f hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe8 y518 w97 h80"><div class="t m0 x9c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe9 y518 w98 h80"><div class="t m0 x2f hc yee ff4 fs6 fc0 sc0 ls1 ws0">128<span class="ls0"> </span></div></div><div class="c xea y518 w1e h80"><div class="t m0 xe1 hc yee ff4 fs6 fc0 sc0 ls0 ws0">(128) </div></div><div class="c xeb y518 w76 h80"><div class="t m0 xc9 h3b yee ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y519 w92 h1d"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span><span class="ffb"> grudnia 2023 r.  </span></div></div><div class="c xe3 y519 w93 h1d"><div class="t m0 x24 h10 y19b ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y519 w4c h1d"><div class="t m0 xd h11 y19b ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y519 w94 h1d"><div class="t m0 x1a h11 yee ffb fs6 fc0 sc0 ls0 ws0">2 766 </div></div><div class="c xe5 y519 w95 h1d"><div class="t m0 x1a h11 yee ffb fs6 fc0 sc0 ls0 ws0">19 011 </div></div><div class="c xe6 y519 w32 h1d"><div class="t m0 x1e h11 yee ffb fs6 fc0 sc0 ls0 ws0">7 182 </div></div><div class="c xe7 y519 w96 h1d"><div class="t m0 x22 h11 yee ffb fs6 fc0 sc0 ls0 ws0">5 472 </div></div><div class="c xe8 y519 w97 h1d"><div class="t m0 x1b h11 yee ffb fs6 fc0 sc0 ls0 ws0">11 078 </div></div><div class="c xe9 y519 w98 h1d"><div class="t m0 x37 h11 yee ffb fs6 fc0 sc0 ls0 ws0">4 737 </div></div><div class="c xea y519 w1e h1d"><div class="t m0 x4d h11 yee ffb fs6 fc0 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c xeb y519 w76 h1d"><div class="t m0 x2d h11 yee ffb fs6 fc0 sc0 ls0 ws0">50 260 </div></div><div class="c xcb y51a w92 h1d"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">Zwiększenia z tytu<span class="_ _0"></span>łu nabycia<span class="ff4"> </span></div></div><div class="c xe3 y51a w93 h1d"><div class="t m0 xd hc y363 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y51a w4c h1d"><div class="t m0 x27 hc y363 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y51a w94 h1d"><div class="t m0 x1b hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe5 y51a w95 h1d"><div class="t m0 x1c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y51a w32 h1d"><div class="t m0 xc9 hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe7 y51a w96 h1d"><div class="t m0 x22 hc yee ff4 fs6 fc0 sc0 ls0 ws0">7 718 </div></div><div class="c xe8 y51a w97 h1d"><div class="t m0 x9c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe9 y51a w98 h1d"><div class="t m0 x34 hc yee ff4 fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c xea y51a w1e h1d"><div class="t m0 xb2 hc yee ff4 fs6 fc0 sc0 ls1 ws0">537<span class="ls0"> </span></div></div><div class="c xeb y51a w76 h1d"><div class="t m0 x1e h3b yee ff2 fs6 fc0 sc0 ls0 ws0">8 275 </div></div><div class="c xcb y51b w92 h1d"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Reklasyfikacje / pr<span class="_ _0"></span>zeniesienie </div></div><div class="c xe3 y51b w93 h1d"><div class="t m0 x24 h85 y19b ff14 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y51b w4c h1d"><div class="t m0 xd h3b y19b ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y51b w94 h1d"><div class="t m0 x1b hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe5 y51b w95 h1d"><div class="t m0 x1c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y51b w32 h1d"><div class="t m0 x1e hc yee ff4 fs6 fc0 sc0 ls0 ws0">1 323 </div></div><div class="c xe7 y51b w96 h1d"><div class="t m0 x30 hc yee ff4 fs6 fc0 sc0 ls0 ws0">(1 819) </div></div><div class="c xe8 y51b w97 h1d"><div class="t m0 x1c hc yee ff4 fs6 fc0 sc0 ls0 ws0">1 819 </div></div><div class="c xe9 y51b w98 h1d"><div class="t m0 x34 hc yee ff4 fs6 fc0 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c xea y51b w1e h1d"><div class="t m0 x2d hc yee ff4 fs6 fc0 sc0 ls0 ws0">(14) </div></div><div class="c xeb y51b w76 h1d"><div class="t m0 x1e h3b yee ff2 fs6 fc0 sc0 ls0 ws0">1 323 </div></div><div class="c xcb y51c w92 h1d"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span><span class="ffb"> grudnia 2024 r.  </span></div></div><div class="c xe3 y51c w93 h1d"><div class="t m0 x24 h10 y19b ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y51c w4c h1d"><div class="t m0 xd h11 y19b ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y51c w94 h1d"><div class="t m0 x1a h11 yba ffb fs6 fc0 sc0 ls0 ws0">2 766 </div></div><div class="c xe5 y51c w95 h1d"><div class="t m0 x1a h11 yba ffb fs6 fc0 sc0 ls0 ws0">19 011 </div></div><div class="c xe6 y51c w32 h1d"><div class="t m0 x1e h11 yba ffb fs6 fc0 sc0 ls0 ws0">8 505 </div></div><div class="c xe7 y51c w96 h1d"><div class="t m0 x1e h11 yba ffb fs6 fc0 sc0 ls0 ws0">11 370 </div></div><div class="c xe8 y51c w97 h1d"><div class="t m0 x1b h11 yba ffb fs6 fc0 sc0 ls0 ws0">12 897 </div></div><div class="c xe9 y51c w98 h1d"><div class="t m0 x37 h11 yba ffb fs6 fc0 sc0 ls0 ws0">4 772 </div></div><div class="c xea y51c w1e h1d"><div class="t m0 xb2 h11 yba ffb fs6 fc0 sc0 ls1 ws0">537<span class="ls0"> </span></div></div><div class="c xeb y51c w76 h1d"><div class="t m0 x2d h11 yba ffb fs6 fc0 sc0 ls0 ws0">59 858 </div></div><div class="c xcb y51d w92 h1d"><div class="t m0 xd h3b yff ff2 fs6 fc0 sc0 ls0 ws0">Umorzenie </div></div><div class="c xe3 y51d w93 h1d"><div class="t m0 xd h3b y0 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y51d w4c h1d"><div class="t m0 x27 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y51d w94 h1d"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y51d w95 h1d"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y51d w32 h1d"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y51d w96 h1d"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe8 y51d w97 h1d"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y51d w98 h1d"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xea y51d w1e h1d"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xeb y51d w76 h1d"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y51e w92 h1d"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 1 sty<span class="_ _0"></span>cznia 2023 r. <span class="ffb"> </span></div></div><div class="c xe3 y51e w93 h1d"><div class="t m0 x24 h10 y19b ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y51e w4c h1d"><div class="t m0 xd h11 y19b ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y51e w94 h1d"><div class="t m0 x1b h11 yba ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe5 y51e w95 h1d"><div class="t m0 xe1 h11 yba ffb fs6 fc0 sc0 ls0 ws0">(1 289) </div></div><div class="c xe6 y51e w32 h1d"><div class="t m0 x2c h11 yba ffb fs6 fc0 sc0 ls0 ws0">(1 987) </div></div><div class="c xe7 y51e w96 h1d"><div class="t m0 x8f h11 yba ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe8 y51e w97 h1d"><div class="t m0 x34 h11 yba ffb fs6 fc0 sc0 ls0 ws0">(4 327) </div></div><div class="c xe9 y51e w98 h1d"><div class="t m0 xed h11 yba ffb fs6 fc0 sc0 ls0 ws0">(443) </div></div><div class="c xea y51e w1e h1d"><div class="t m0 x4e h11 yba ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y51e w76 h1d"><div class="t m0 x2c h11 yba ffb fs6 fc0 sc0 ls0 ws0">(8 046) </div></div><div class="c xcb y51f w92 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c xe3 y51f w93 h1d"><div class="t m0 x24 h85 y17c ff14 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y51f w4c h1d"><div class="t m0 xd h3b y17c ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y51f w94 h1d"><div class="t m0 x1b hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe5 y51f w95 h1d"><div class="t m0 xe1 hc yee ff4 fs6 fc0 sc0 ls0 ws0">(1 307) </div></div><div class="c xe6 y51f w32 h1d"><div class="t m0 x45 hc yee ff4 fs6 fc0 sc0 ls0 ws0">(567) </div></div><div class="c xe7 y51f w96 h1d"><div class="t m0 x8f hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe8 y51f w97 h1d"><div class="t m0 x34 hc yee ff4 fs6 fc0 sc0 ls0 ws0">(1 922) </div></div><div class="c xe9 y51f w98 h1d"><div class="t m0 xed hc yee ff4 fs6 fc0 sc0 ls0 ws0">(620) </div></div><div class="c xea y51f w1e h1d"><div class="t m0 x4e hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y51f w76 h1d"><div class="t m0 x2c h3b yee ff2 fs6 fc0 sc0 ls0 ws0">(4 417) </div></div><div class="c xcb y520 w92 h80"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c xe3 y520 w93 h80"><div class="t m0 xd hc y521 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y520 w4c h80"><div class="t m0 x27 hc y521 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y520 w94 h80"><div class="t m0 x1b hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe5 y520 w95 h80"><div class="t m0 x1c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y520 w32 h80"><div class="t m0 xc9 hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe7 y520 w96 h80"><div class="t m0 x8f hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe8 y520 w97 h80"><div class="t m0 x9c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe9 y520 w98 h80"><div class="t m0 x70 hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y520 w1e h80"><div class="t m0 x4e hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y520 w76 h80"><div class="t m0 xc9 h3b yee ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y522 w92 h1d"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Stan na dzień 31<span class="_ _0"></span> grudnia 2023 r. <span class="ffb"> </span></div></div><div class="c xe3 y522 w93 h1d"><div class="t m0 x24 h85 y19b ff14 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y522 w4c h1d"><div class="t m0 xd h3b y19b ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y522 w94 h1d"><div class="t m0 x1b h3b yee ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe5 y522 w95 h1d"><div class="t m0 xe1 h3b yee ff2 fs6 fc0 sc0 ls0 ws0">(2 596) </div></div><div class="c xe6 y522 w32 h1d"><div class="t m0 x2c h3b yee ff2 fs6 fc0 sc0 ls0 ws0">(2 554) </div></div><div class="c xe7 y522 w96 h1d"><div class="t m0 x8f h3b yee ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe8 y522 w97 h1d"><div class="t m0 x34 h3b yee ff2 fs6 fc0 sc0 ls0 ws0">(6 249) </div></div><div class="c xe9 y522 w98 h1d"><div class="t m0 x39 h3b yee ff2 fs6 fc0 sc0 ls0 ws0">(1 063) </div></div><div class="c xea y522 w1e h1d"><div class="t m0 x4e h3b yee ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y522 w76 h1d"><div class="t m0 x32 h3b yee ff2 fs6 fc0 sc0 ls0 ws0">(12 463) </div></div><div class="c xcb y36b w92 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">Amortyzacja </div></div><div class="c xe3 y36b w93 h1d"><div class="t m0 x24 h85 y19b ff14 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y36b w4c h1d"><div class="t m0 xd h3b y19b ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y36b w94 h1d"><div class="t m0 x1b hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe5 y36b w95 h1d"><div class="t m0 xe1 hc yee ff4 fs6 fc0 sc0 ls0 ws0">(1 307) </div></div><div class="c xe6 y36b w32 h1d"><div class="t m0 x45 hc yee ff4 fs6 fc0 sc0 ls0 ws0">(567) </div></div><div class="c xe7 y36b w96 h1d"><div class="t m0 x8f hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe8 y36b w97 h1d"><div class="t m0 x34 hc yee ff4 fs6 fc0 sc0 ls0 ws0">(1 896) </div></div><div class="c xe9 y36b w98 h1d"><div class="t m0 xed hc yee ff4 fs6 fc0 sc0 ls0 ws0">(714) </div></div><div class="c xea y36b w1e h1d"><div class="t m0 x4e hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y36b w76 h1d"><div class="t m0 x2c h3b yee ff2 fs6 fc0 sc0 ls0 ws0">(4 484) </div></div><div class="c xcb y523 w92 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">Reklasyfikacje / pr<span class="_ _0"></span>zeniesienie </div></div><div class="c xe3 y523 w93 h1d"><div class="t m0 xd hc y363 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y523 w4c h1d"><div class="t m0 x27 hc y363 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y523 w94 h1d"><div class="t m0 x1b hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe5 y523 w95 h1d"><div class="t m0 x1c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y523 w32 h1d"><div class="t m0 x2c hc yee ff4 fs6 fc0 sc0 ls0 ws0">(1 323) </div></div><div class="c xe7 y523 w96 h1d"><div class="t m0 x8f hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe8 y523 w97 h1d"><div class="t m0 x9c hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe9 y523 w98 h1d"><div class="t m0 x70 hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y523 w1e h1d"><div class="t m0 x4e hc yee ff4 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y523 w76 h1d"><div class="t m0 x2c h3b yee ff2 fs6 fc0 sc0 ls0 ws0">(1 323) </div></div><div class="c xcb y524 w92 h1d"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">Stan <span class="ffd">na dzień 31<span class="_ _0"></span> grudnia 2024 r. </span> </div></div><div class="c xe3 y524 w93 h1d"><div class="t m0 x24 h85 y19b ff14 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y524 w4c h1d"><div class="t m0 xd h3b y19b ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y524 w94 h1d"><div class="t m0 x1b h3b yba ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe5 y524 w95 h1d"><div class="t m0 xe1 h3b yba ff2 fs6 fc0 sc0 ls0 ws0">(3 904) </div></div><div class="c xe6 y524 w32 h1d"><div class="t m0 x2c h3b yba ff2 fs6 fc0 sc0 ls0 ws0">(4 445) </div></div><div class="c xe7 y524 w96 h1d"><div class="t m0 x8f h3b yba ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe8 y524 w97 h1d"><div class="t m0 x34 h3b yba ff2 fs6 fc0 sc0 ls0 ws0">(8 145) </div></div><div class="c xe9 y524 w98 h1d"><div class="t m0 x39 h3b yba ff2 fs6 fc0 sc0 ls0 ws0">(1 777) </div></div><div class="c xea y524 w1e h1d"><div class="t m0 x4e h3b yba ff2 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y524 w76 h1d"><div class="t m0 x32 h3b yba ff2 fs6 fc0 sc0 ls0 ws0">(18 271) </div></div><div class="c xcb y525 w92 h1d"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Wartość księg<span class="_ _0"></span>owa<span class="ffb"> </span></div></div><div class="c xe3 y525 w93 h1d"><div class="t m0 x24 hd yff ff7 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y525 w4c h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y525 w94 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y525 w95 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y525 w32 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y525 w96 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe8 y525 w97 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe9 y525 w98 h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xea y525 w1e h1d"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xeb y525 w76 h1d"><div class="t m0 xd h3b yff ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y526 w92 h14"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Na dzień 31<span class="ffb"> <span class="_ _0"></span>grudnia 2023 r.  </span></div></div><div class="c xe3 y526 w93 h14"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y526 w4c h14"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y526 w94 h14"><div class="t m0 x1a h11 yff ffb fs6 fc0 sc0 ls0 ws0">2 766 </div></div><div class="c xe5 y526 w95 h14"><div class="t m0 x1a h11 yff ffb fs6 fc0 sc0 ls0 ws0">16 415 </div></div><div class="c xe6 y526 w32 h14"><div class="t m0 x1e h11 yff ffb fs6 fc0 sc0 ls0 ws0">4 628 </div></div><div class="c xe7 y526 w96 h14"><div class="t m0 x22 h11 yff ffb fs6 fc0 sc0 ls0 ws0">5 472 </div></div><div class="c xe8 y526 w97 h14"><div class="t m0 x1c h11 yff ffb fs6 fc0 sc0 ls0 ws0">4 829 </div></div><div class="c xe9 y526 w98 h14"><div class="t m0 x37 h11 yff ffb fs6 fc0 sc0 ls0 ws0">3 674 </div></div><div class="c xea y526 w1e h14"><div class="t m0 x4d h11 yff ffb fs6 fc0 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c xeb y526 w76 h14"><div class="t m0 x2d h11 yff ffb fs6 fc0 sc0 ls0 ws0">37 797 </div></div><div class="c xcb y527 w92 h14"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Na dzień 31<span class="ffb"> <span class="_ _0"></span>grudnia 2024 r.  </span></div></div><div class="c xe3 y527 w93 h14"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y527 w4c h14"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y527 w94 h14"><div class="t m0 x1a h11 yff ffb fs6 fc0 sc0 ls0 ws0">2 766 </div></div><div class="c xe5 y527 w95 h14"><div class="t m0 x1a h11 yff ffb fs6 fc0 sc0 ls0 ws0">15 107 </div></div><div class="c xe6 y527 w32 h14"><div class="t m0 x1e h11 yff ffb fs6 fc0 sc0 ls0 ws0">4 060 </div></div><div class="c xe7 y527 w96 h14"><div class="t m0 xed h11 yff ffb fs6 fc0 sc0 ls0 ws0">11 370 </div></div><div class="c xe8 y527 w97 h14"><div class="t m0 x1c h11 yff ffb fs6 fc0 sc0 ls0 ws0">4 752 </div></div><div class="c xe9 y527 w98 h14"><div class="t m0 x37 h11 yff ffb fs6 fc0 sc0 ls0 ws0">2 995 </div></div><div class="c xea y527 w1e h14"><div class="t m0 xb2 h11 yff ffb fs6 fc0 sc0 ls1 ws0">537<span class="ls0"> </span></div></div><div class="c xeb y527 w76 h14"><div class="t m0 x2d h11 yff ffb fs6 fc0 sc0 ls0 ws0">41 587 </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:375.320000px;bottom:95.240000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA38AAAWjCAIAAADn+R+2AAAACXBIWXMAABYlAAAWJQFJUiTwAAAWoUlEQVR42u3ZIRLAMAwDwajT/39ZYQ0uMckuMha6Ga8FAABT0tYKAADMeEwAAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPo0AQAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADq0wQAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8TAACgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+TQAAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+jQBAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOrTBAAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTxMAAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD5NAACA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6NAEAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAPzyflcSc0xqawQA4DbRQAAAjPF5BwBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAAAAAAADg2FBIFDvIdY/oAAAAAElFTkSuQmCC"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">42</span> </span></span></div><div class="t m0 x1 h3b y211 ff3 fs6 fc0 sc0 ls0 ws0">Prace rozwo<span class="_ _0"></span>jowe i Oprogramowanie wewnęt<span class="_ _0"></span>rznie wytworzone<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x1 hc y4e0 ff5 fs6 fc0 sc0 ls0 ws0">Prace  rozwojowe <span class="_ _13"> </span>obejmują  <span class="ff4">p<span class="_ _1"></span>rzede  wszystkim <span class="_ _13"> </span><span class="ff5">nakłady <span class="_ _13"> </span>poniesion<span class="_ _0"></span>e <span class="_ _13"> </span>na  rozwijanie <span class="_ _13"> </span>funkcjonalno<span class="_ _0"></span>ści  </span>platf<span class="_ _1"></span>orm </span></div><div class="t m0 x1 hc y4e1 ff4 fs6 fc0 sc0 ls0 ws0">komunikacji <span class="_ _0"></span>w toku ich wytwarzania.<span class="_ _0"></span> <span class="ff5">Należą do nich<span class="_ _0"></span> w szczególności:</span> </div><div class="t m0 x87 hc y215 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff4">Me<span class="_ _0"></span>ssage <span class="_ _15"> </span>Flo<span class="_ _0"></span>w <span class="_ _15"> </span>-<span class="_ _0"></span> <span class="_ _15"> </span><span class="ff5">projek<span class="_ _0"></span>t <span class="_ _15"> </span>zakłada <span class="_ _13"> </span>stworzenie <span class="_ _15"> </span> <span class="_ _13"> </span>nowej <span class="_ _15"> </span> <span class="_ _13"> </span>platformy <span class="_ _15"> </span>skiero<span class="_ _0"></span>wanej <span class="_ _15"> </span>do <span class="_ _13"> </span>dużych <span class="_ _15"> </span>i <span class="_ _13"> </span>średnich </span></span></span></div><div class="t m0 x88 hb y216 ff5 fs6 fc0 sc0 ls0 ws0">klientów <span class="_ _11"></span>pod <span class="_ _11"></span>nazwą <span class="_ _11"></span>MessageFlow. <span class="_ _11"></span>Istotny<span class="_ _0"></span>m <span class="_ _20"></span> <span class="_ _11"></span>elementem <span class="_ _11"></span> <span class="_ _11"></span>usługi <span class="_ _11"></span> <span class="_ _20"></span>MessageFlo<span class="_ _0"></span>w <span class="_ _11"></span> <span class="_ _20"></span>będ<span class="_ _0"></span>zie <span class="_ _20"></span> <span class="_ _11"></span>możliwość<span class="_ _0"></span>  </div><div class="t m0 x88 hc y528 ff5 fs6 fc0 sc0 ls0 ws0">wysyłki <span class="_ _11"></span> <span class="_ _20"></span>wiado<span class="_ _0"></span>mości <span class="_ _20"></span>poprzez <span class="_ _11"></span> <span class="_ _20"></span>wiele <span class="_ _11"></span> <span class="_ _11"></span>kanałów <span class="_ _20"></span> <span class="_ _11"></span>komunikacji, <span class="_ _11"></span> <span class="_ _20"></span>takich<span class="_ _0"></span> <span class="_ _20"></span> <span class="_ _20"></span>jak<span class="_ _20"></span><span class="ff4 ls19">  </span>sms, <span class="_ _11"></span> <span class="_ _11"></span>email, <span class="_ _11"></span> <span class="_ _20"></span>wiadomości  </div><div class="t m0 x88 hb y4b9 ff5 fs6 fc0 sc0 ls0 ws0">typu <span class="_ _a"> </span> <span class="_ _23"> </span>push <span class="_ _a"> </span>(zarówno <span class="_ _a"> </span>w <span class="_ _23"> </span>wersji <span class="_ _a"> </span>webowej <span class="_ _a"> </span>jak <span class="_ _a"> </span>również <span class="_ _a"> </span>mobilnej) <span class="_ _a"> </span>oraz <span class="_ _23"> </span>do<span class="_ _0"></span>celowo <span class="_ _23"> </span>również <span class="_ _a"> </span>z </div><div class="t m0 x88 hb y240 ff5 fs6 fc0 sc0 ls0 ws0">wykorzy<span class="_ _0"></span>staniem <span class="_ _0"></span> <span class="_ _20"></span>zewnętrznych <span class="_ _20"></span> <span class="_ _0"></span>ap<span class="_ _0"></span>likacji <span class="_ _0"></span> <span class="_ _20"></span>jak <span class="_ _0"></span> <span class="_ _20"></span>np. <span class="_ _20"></span> <span class="_ _20"></span>WhatsApp, <span class="_ _20"></span> <span class="_ _0"></span>Vib<span class="_ _0"></span>er <span class="_ _0"></span> <span class="_ _20"></span>czy <span class="_ _0"></span> <span class="_ _20"></span>RCS <span class="_ _0"></span> <span class="_ _20"></span>(tzw. <span class="_ _20"></span>kanał <span class="_ _20"></span>OTT). </div><div class="t m0 x88 hb y241 ff5 fs6 fc0 sc0 ls0 ws0">Dzięki <span class="_ _15"> </span>integracji <span class="_ _15"> </span>u<span class="_ _0"></span>sług <span class="_ _15"> </span>w <span class="_ _15"> </span>ram<span class="_ _0"></span>ach <span class="_ _15"> </span>jednego<span class="_ _0"></span> <span class="_ _15"> </span>API, <span class="_ _15"> </span>Ve<span class="_ _0"></span>rcom <span class="_ _15"> </span>zyska <span class="_ _15"> </span>mo<span class="_ _0"></span>żliwość <span class="_ _15"> </span>jeszcze <span class="_ _15"> </span>efek<span class="_ _0"></span>tywniejszej </div><div class="t m0 x88 hc y529 ff5 fs6 fc0 sc0 ls0 ws0">sprzedaży u<span class="_ _0"></span>sług.<span class="ff4"> </span></div><div class="t m0 x87 hc y52a ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff4">Fu<span class="_ _0"></span>nkcje <span class="_ _11"></span>AI <span class="_ _11"></span>- <span class="_ _11"></span><span class="ff5">projekt <span class="_ _11"></span>obejmuje <span class="_ _11"></span>prac<span class="_ _0"></span>e <span class="_ _20"></span>nad <span class="_ _11"></span>nowymi <span class="_ _11"></span>usługami <span class="_ _11"></span>wy<span class="_ _0"></span>korzystującymi <span class="_ _11"></span>sztuczną <span class="_ _11"></span>inteligencję </span></span></span></div><div class="t m0 x88 hb y21e ff5 fs6 fc0 sc0 ls0 ws0">(AI) <span class="_ _21"> </span>w <span class="_ _21"> </span>trze<span class="_ _0"></span>ch <span class="_ _21"> </span>kluczowych <span class="_ _21"> </span>o<span class="_ _0"></span>bszarach: <span class="_ _21"> </span>(i) <span class="_ _23"> </span>wykrywanie <span class="_ _21"> </span>naduży<span class="_ _0"></span>ć, <span class="_ _12"> </span>(<span class="_ _0"></span>ii) <span class="_ _21"> </span>generowanie <span class="_ _21"> </span>treści, <span class="_ _23"> </span>(iii) </div><div class="t m0 x88 hb y2e3 ff5 fs6 fc0 sc0 ls0 ws0">zwiększenie <span class="_ _0"></span>efektywności <span class="_ _0"></span>usług. Dzięk<span class="_ _0"></span>i nowym nar<span class="_ _0"></span>zędziom, k<span class="_ _0"></span>lienci zyska<span class="_ _20"></span>ją m.in. <span class="_ _0"></span>możliwość jeszcze </div><div class="t m0 x88 hb yca ff5 fs6 fc0 sc0 ls0 ws0">prostszego, <span class="_ _14"></span>automatycznego <span class="_ _14"></span>tworzenia <span class="_ _11"></span>tzw. <span class="_ _14"></span>landing <span class="_ _11"></span>p<span class="_ _0"></span>age&apos;y, <span class="_ _11"></span>szablonów <span class="_ _14"></span>graficznych <span class="_ _14"></span>a <span class="_ _11"></span>także <span class="_ _11"></span>sug<span class="_ _0"></span>estie </div><div class="t m0 x88 hb y2e5 ff5 fs6 fc0 sc0 ls0 ws0">dotyczące tr<span class="_ _0"></span>eści wiadomości i op<span class="_ _0"></span>tymalnego mom<span class="_ _0"></span>entu wysyłek dop<span class="_ _0"></span>asowanego do p<span class="_ _0"></span>rofilu konkretnego </div><div class="t m0 x88 hb y2e6 ff5 fs6 fc0 sc0 ls0 ws0">odbiorcy. <span class="_ _1"></span>Rozszerzenie <span class="_ _1"></span>pakietu <span class="_ _1"></span>narzędz<span class="_ _0"></span>i <span class="_ _b"></span>do<span class="_ _0"></span> <span class="_ _b"></span>mon<span class="_ _0"></span>itorowania <span class="_ _1"></span>nadużyć <span class="_ _1"></span>pozwoli <span class="_ _b"></span>n<span class="_ _0"></span>atomiast <span class="_ _1"></span>na <span class="_ _b"></span>zwiększenie </div><div class="t m0 x88 hc y2e7 ff5 fs6 fc0 sc0 ls0 ws0">bezpieczeństwa in<span class="_ _0"></span>frastruktury oraz po<span class="_ _0"></span>zwoli zautomatyzować szereg<span class="_ _0"></span> manualnych proce<span class="_ _0"></span>sów.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x87 hc y52b ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff4">SMSC Hu<span class="_ _0"></span>b - <span class="ff5">celem p<span class="_ _0"></span>rojektu jest zastąpienie do<span class="_ _0"></span>tychczasowych ro<span class="_ _0"></span>związań stosowanych w <span class="_ _0"></span>Spó<span class="_ _0"></span>łce</span> oraz </span></span></div><div class="t m0 x88 hb y2fd ff5 fs6 fc0 sc0 ls0 ws0">scentralizowanie  połączenia <span class="_ _13"> </span>z <span class="_ _13"> </span>operato<span class="_ _0"></span>rami <span class="_ _13"> </span>telekomunik<span class="_ _0"></span>acyjnymi <span class="_ _13"> </span>oraz <span class="_ _13"> </span>dostawcami  dla <span class="_ _13"> </span>wszystkich </div><div class="t m0 x88 hb y2fe ff5 fs6 fc0 sc0 ls0 ws0">projektów <span class="_ _14"></span>korzystających <span class="_ _14"></span>z <span class="_ _11"></span>komun<span class="_ _0"></span>ikacji <span class="_ _14"></span>SMS <span class="_ _11"></span>(docelowo <span class="_ _14"></span>również <span class="_ _14"></span>z <span class="_ _11"></span>usług <span class="_ _14"></span>opartych <span class="_ _11"></span>o<span class="_ _0"></span> <span class="_ _11"></span>k<span class="_ _0"></span>anały <span class="_ _11"></span>MM<span class="_ _0"></span>S </div><div class="t m0 x88 hc y2ff ff4 fs6 fc0 sc0 ls0 ws0">oraz RCS<span class="lsa">).</span> </div><div class="t m0 x1 h27 y52c ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y52d ff5 fs6 fc0 sc0 ls0 ws0">Nakłady <span class="_ _14"> </span>poniesione <span class="_ _14"> </span>na <span class="_ _14"> </span>realizację <span class="_ _14"></span>prac <span class="_ _14"></span>rozwojowych <span class="_ _14"> </span>po <span class="_ _14"></span>ich <span class="_ _14"></span>ukończeniu <span class="_ _14"></span>przenoszone <span class="_ _14"></span>są <span class="_ _14"></span>do <span class="_ _11"></span>p<span class="_ _0"></span>ozycji <span class="_ _14"></span>wartości </div><div class="t m0 x1 h3b y315 ff4 fs6 fc0 sc0 ls0 ws0">niematerialny<span class="_ _0"></span>ch <span class="ff2">Oprogramowanie <span class="_ _0"></span><span class="ff3">wewnętrznie wytworzo<span class="_ _0"></span>ne</span></span>. </div><div class="t m0 x1 h27 y37d ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y52e ff2 fs6 fc0 sc0 ls0 ws0">Relacje z k<span class="_ _0"></span>lientami </div><div class="t m0 x1 hc y52f ff4 fs6 fc0 sc0 ls0 ws0">Relacje  z <span class="_ _13"> </span><span class="ff5">klientam<span class="_ _0"></span>i <span class="_ _13"> </span>stano<span class="_ _0"></span>wią <span class="_ _13"> </span>aktywa  niematerialne  przejęte <span class="_ _13"> </span>w  ramach  połączenia <span class="_ _13"> </span>jednostek  w  2<span class="_ _1"></span>017  r. <span class="_ _13"> </span>z </span></div><div class="t m0 x1 hc y345 ff5 fs6 fc0 sc0 ls0 ws0">jednostką Serwer<span class="_ _0"></span>SMS Polska Sp. z o.<span class="_ _0"></span>o.<span class="ff4"> </span></div><div class="t m0 x1 hc y200 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>rok<span class="_ _0"></span>u <span class="_ _0"></span>obro<span class="_ _0"></span>towym <span class="_ _0"></span>zakończ<span class="_ _0"></span>onym <span class="_ _0"></span>31 <span class="_ _20"></span>grudnia <span class="_ _20"></span>202<span class="_ _0"></span><span class="ff4">4 <span class="_ _20"></span></span>r. <span class="_ _20"></span>Spółka <span class="_ _0"></span>nie <span class="_ _20"></span>nab<span class="_ _0"></span>yła <span class="_ _0"></span>nowy<span class="_ _0"></span>ch <span class="_ _0"></span>aktywów <span class="_ _20"></span>niematerialn<span class="_ _0"></span>ych <span class="_ _20"></span>w </div><div class="t m0 x1 hc y530 ff4 fs6 fc0 sc0 ls0 ws0">postaci relacji z k<span class="_ _0"></span>lientami. </div><div class="t m0 x1 h27 y2b ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y31c ff2 fs6 fc0 sc0 ls0 ws0">Znak towaro<span class="_ _0"></span>wy </div><div class="t m0 x1 hc y31d ff4 fs6 fc0 sc0 ls0 ws0">W <span class="_ _20"></span>pozycji <span class="_ _11"></span><span class="ff5">znaki <span class="_ _20"></span>towarowe <span class="_ _20"></span>ujęty <span class="_ _20"></span>jest <span class="_ _20"></span>zarejestrowan<span class="_ _0"></span>y <span class="_ _0"></span>zn<span class="_ _0"></span>ak <span class="_ _0"></span>towaro<span class="_ _0"></span>wy <span class="_ _20"></span>SerwerSMS<span class="_ _0"></span></span> <span class="_ _20"></span>nabyty <span class="_ _20"></span>w <span class="_ _20"></span>2017 <span class="_ _20"></span>r. <span class="_ _11"></span>w <span class="_ _0"></span>ram<span class="_ _0"></span>ach </div><div class="t m0 x1 hc y531 ff5 fs6 fc0 sc0 ls0 ws0">połączenia z <span class="_ _0"></span>jednostką zależną SerwerSMS Polska <span class="_ _0"></span>Sp. z o.o. oraz <span class="_ _0"></span>znak towarowy MailerLite naby<span class="_ _0"></span>ty w 2022 r.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 h27 y532 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y533 ff3 fs6 fc0 sc0 ls0 ws0">Pozostałe wa<span class="_ _0"></span>rtości niematerialne<span class="ff2"> </span></div><div class="t m0 x1 hc y34c ff4 fs6 fc0 sc0 ls0 ws0">W pozycji <span class="ff5">p<span class="_ _0"></span>ozostałych wartości niem<span class="_ _0"></span>aterialnych Spółka u<span class="_ _0"></span>jmuje w głównej mier<span class="_ _0"></span>ze </span>n<span class="_ _0"></span>abyte oprogramo<span class="_ _0"></span>wania. </div><div class="t m0 x1 h27 y534 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y46a ff5 fs6 fc0 sc0 ls0 ws0">Utrata wartości<span class="ff4"> </span></div><div class="t m0 x1 hc y535 ff4 fs6 fc0 sc0 ls9 ws0">Na <span class="_ _14"></span><span class="ff5 ls0">d<span class="_ _0"></span>zień <span class="_ _14"> </span>3<span class="_ _0"></span>1 <span class="_ _14"></span>grudnia <span class="_ _15"> </span>202<span class="ff4">4<span class="_ _0"></span> <span class="_ _14"></span>r. <span class="_ _14"></span>o<span class="_ _0"></span>raz <span class="_ _14"></span>3<span class="_ _0"></span>1 <span class="_ _14"></span>grudnia <span class="_ _15"> </span>202<span class="_ _0"></span>3 <span class="_ _14"></span></span>r. <span class="_ _15"> </span>Zarząd <span class="_ _15"> </span>Spółki <span class="_ _15"> </span>dokonał <span class="_ _14"> </span>o<span class="_ _0"></span>ceny <span class="_ _14"> </span>czy <span class="_ _15"> </span>istnieją <span class="_ _15"> </span>przesłanki </span></div><div class="t m0 x1 hb y324 ff5 fs6 fc0 sc0 ls0 ws0">wskazujące <span class="_ _0"></span>na to, <span class="_ _0"></span>że m<span class="_ _0"></span>ogła nastąpić utr<span class="_ _0"></span>ata wartości <span class="_ _0"></span>którego<span class="_ _0"></span>ś ze skład<span class="_ _0"></span>ników <span class="_ _0"></span>wartości niematerialn<span class="_ _0"></span>ych, k<span class="_ _0"></span>tórych </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">43</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">okres <span class="_ _13"> </span>użytkowan<span class="_ _0"></span>ia <span class="_ _13"> </span>został <span class="_ _13"> </span>określony.  Zarząd <span class="_ _13"> </span>Spółki <span class="_ _13"> </span>nie <span class="_ _13"> </span>zidentyfiko<span class="_ _0"></span>wał <span class="_ _13"> </span>takich <span class="_ _13"> </span>przesłanek, <span class="_ _13"> </span>wobec<span class="_ _0"></span> <span class="_ _13"> </span>tego <span class="_ _13"> </span>nie </div><div class="t m0 x1 hb y4e0 ff5 fs6 fc0 sc0 ls0 ws0">przeprowadzan<span class="_ _0"></span>o <span class="_ _15"> </span>testów <span class="_ _15"> </span>na <span class="_ _15"> </span>utratę <span class="_ _15"> </span>wartości <span class="_ _15"> </span>n<span class="_ _0"></span>iematerialnych, <span class="_ _15"> </span>z <span class="_ _15"> </span>wy<span class="_ _0"></span>jątkiem <span class="_ _15"> </span>testu <span class="_ _15"> </span>na <span class="_ _15"> </span>utratę <span class="_ _13"> </span>wartości <span class="_ _14"> </span>firm<span class="_ _0"></span>y, <span class="_ _15"> </span>co </div><div class="t m0 x1 hc y4e1 ff5 fs6 fc0 sc0 ls0 ws0">zostało szczegóło<span class="_ _0"></span>wo <span class="ff4">przedstawion<span class="_ _0"></span>e w nocie <span class="_ _0"></span><span class="ls7">17</span> niniejszego jedn<span class="_ _0"></span>ostkowego sprawozd<span class="_ _0"></span>ania finansowego<span class="_ _0"></span>. </span></div><div class="t m0 x1 h4b y536 ff4 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y537 ff2 fs6 fc2 sc0 ls0 ws0">17.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Tes<span class="_ _1"></span>t n<span class="_ _1"></span>a <span class="_ _1"></span>utr<span class="_ _1"></span>at<span class="_ _1"></span>ę <span class="_ _1"></span>wa<span class="_ _1"></span>rt<span class="_ _1"></span>ośc<span class="_ _1"></span>i<span class="ff2"> </span></span></span></div><div class="t m0 x1 h27 y538 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y539 ff5 fs6 fc0 sc0 ls0 ws0">Wartość <span class="_ _0"></span>firmy<span class="_ _0"></span> <span class="_ _0"></span>oraz <span class="_ _0"></span>pr<span class="_ _0"></span>ace <span class="_ _0"></span>rozwojowe <span class="_ _0"></span>w <span class="_ _20"></span>toku <span class="_ _20"></span>wytwarzania <span class="_ _20"></span>podlegają <span class="_ _20"></span>testom <span class="_ _0"></span>na <span class="_ _20"></span>utratę <span class="_ _0"></span>war<span class="_ _0"></span>tości: <span class="_ _0"></span>wówczas, <span class="_ _0"></span>gd<span class="_ _0"></span>y </div><div class="t m0 x1 hb y53a ff5 fs6 fc0 sc0 ls0 ws0">istnieją <span class="_ _12"> </span>przesłank<span class="_ _0"></span>i <span class="_ _12"> </span>wskazujące <span class="_ _12"> </span>na <span class="_ _12"> </span>u<span class="_ _0"></span>tratę <span class="_ _12"> </span>ich <span class="_ _12"> </span>wartości, <span class="_ _12"> </span>a <span class="_ _12"> </span>tak<span class="_ _0"></span>że <span class="_ _12"> </span>corocznie <span class="_ _12"> </span>bez <span class="_ _21"> </span>względu <span class="_ _12"> </span>na <span class="_ _12"> </span>ewen<span class="_ _0"></span>tualne </div><div class="t m0 x1 hc y53b ff5 fs6 fc0 sc0 ls0 ws0">występowanie p<span class="_ _0"></span>rzesłanek wskazujących<span class="_ _0"></span> na utratę przez nie wart<span class="_ _0"></span>ości. <span class="ff4"> </span></div><div class="t m0 x1 hc y53c ff5 fs6 fc0 sc0 ls0 ws0">Test <span class="_ _15"> </span>został <span class="_ _13"> </span>przeprowadzon<span class="_ _0"></span>y <span class="_ _15"> </span>dla <span class="_ _15"> </span>war<span class="_ _0"></span>tości <span class="_ _15"> </span>firmy <span class="_ _13"> </span>i <span class="_ _15"> </span>prac <span class="_ _13"> </span>rozwojowych <span class="_ _15"> </span>w <span class="_ _13"> </span>toku <span class="_ _15"> </span>wytwarzania <span class="_ _13"> </span>przypisanych <span class="_ _15"> </span>do<span class="_ _20"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y53d ff5 fs6 fc0 sc0 ls0 ws0">jednego o<span class="_ _0"></span>środka generującego środki p<span class="_ _0"></span>ieniężne obejmu<span class="_ _0"></span>jącego całą działalność Sp<span class="_ _0"></span>ółkę <span class="_ _0"></span><span class="ff4">i jej <span class="_ _0"></span>wszystkie jedno<span class="_ _0"></span>stki </span></div><div class="t m0 x1 hc y53e ff5 fs6 fc0 sc0 ls0 ws0">zależne pro<span class="_ _0"></span>wadzące działalność na tery<span class="_ _0"></span>torium Polski. <span class="ff4"> </span></div><div class="t m0 x1 h4c y53f ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y186 ff5 fs6 fc0 sc0 ls0 ws0">Wartość <span class="_ _11"></span>odzyskiwaln<span class="_ _0"></span>ą <span class="_ _11"></span>ośrodka <span class="_ _11"></span>generującego<span class="_ _0"></span> <span class="_ _11"></span>środki <span class="_ _20"></span>pien<span class="_ _0"></span>iężne <span class="_ _11"></span>oszacowano <span class="_ _11"></span>na <span class="_ _11"></span>pod<span class="_ _0"></span>stawie <span class="_ _20"></span>wartości <span class="_ _11"></span>u<span class="_ _0"></span>żytkowej </div><div class="t m0 x1 hc y540 ff5 fs6 fc0 sc0 ls0 ws0">ustalonej <span class="_ _f"> </span>metodą <span class="_ _f"> </span>zdyskontowanych <span class="_ _f"> </span>przepływów <span class="_ _18"> </span>p<span class="_ _0"></span>ieniężnych <span class="_ _f"> </span>na <span class="_ _18"> </span>podstawie <span class="_ _f"> </span>sporządzo<span class="_ _0"></span>nych <span class="_ _f"> </span>projekcji<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y189 ff4 fs6 fc0 sc0 ls0 ws0">finansowych<span class="_ _0"></span>. </div><div class="t m0 x1 h4c y541 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y542 ff5 fs6 fc0 sc0 ls0 ws0">Zarząd  Spółki  u<span class="_ _0"></span>stalając  wszystkie  poniższe  założenia,  któ<span class="_ _0"></span>re  uznaje  za  wiarygodne,  kierował  się  danymi </div><div class="t m0 x1 hb y543 ff5 fs6 fc0 sc0 ls0 ws0">historyczny<span class="_ _0"></span>mi <span class="_ _20"></span>realizowan<span class="_ _0"></span>ymi <span class="_ _11"></span>przez <span class="_ _11"></span>spółki <span class="_ _11"></span>danego <span class="_ _11"></span>ośrodk<span class="_ _0"></span>a <span class="_ _20"></span>gen<span class="_ _0"></span>erującego <span class="_ _20"></span>śro<span class="_ _0"></span>dki <span class="_ _20"></span>p<span class="_ _0"></span>ieniężne, <span class="_ _20"></span>tam<span class="_ _0"></span> <span class="_ _20"></span>gdzie <span class="_ _11"></span>było <span class="_ _11"></span>to </div><div class="t m0 x1 hc y544 ff5 fs6 fc0 sc0 ls0 ws0">zasadne, o przewid<span class="_ _0"></span>ywania Zarządu co do rozwo<span class="_ _0"></span>ju sytuacji tych oś<span class="_ _0"></span>ro<span class="_ _0"></span>dków w przyszłości<span class="ff4">. </span></div><div class="t m0 x1 h4c y545 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y546 ff5 fs6 fc0 sc0 ls0 ws0">Przyjęto <span class="ff4">5-<span class="_ _0"></span></span>letni okres prognozy. Współczyn<span class="_ _0"></span>nik D/E określa relację zadłużenia do rynkowej wartości k<span class="_ _0"></span>apitałów </div><div class="t m0 x1 hb y547 ff5 fs6 fc0 sc0 ls0 ws0">własnych.  Rynkowa  wartość  współczynnika  została <span class="_ _13"> </span>przyjęta  na  podstawie <span class="_ _13"> </span>analizy<span class="_ _0"></span>  s<span class="_ _1"></span>półek  działających  w<span class="_ _1"></span> </div><div class="t m0 x1 hb y548 ff5 fs6 fc0 sc0 ls0 ws0">porównywalny<span class="_ _0"></span>ch  sektorach.  Współczynnik  beta  jest  współczynnikiem  ryzyka  systematycznego.  Rynkowa </div><div class="t m0 x1 hb y549 ff5 fs6 fc0 sc0 ls0 ws0">wartość  współczynn<span class="_ _0"></span>ika  beta  została  przyjęta  na  podstawie  analizy<span class="_ _0"></span>  korelacji  pomiędzy  stopami  zwrotu  z </div><div class="t m0 x1 hc y54a ff5 fs6 fc0 sc0 ls0 ws0">inwestycji w akcje spółek działających w porównywaln<span class="_ _0"></span>ych sektorach i stopami zwrotu z<span class="_ _0"></span><span class="ff4"> </span>i<span class="_ _1"></span>ndeksów rynkowych<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h4c y54b ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y54c ff5 fs6 fc0 sc0 ls0 ws0">Stopa d<span class="_ _0"></span>yskonta op<span class="_ _0"></span>arta jest <span class="_ _0"></span>na kalkulacji <span class="_ _0"></span>średniego <span class="_ _0"></span>ważonego k<span class="_ _0"></span>osztu kapitału <span class="_ _0"></span>(ang. <span class="_ _0"></span>WACC <span class="_ _20"></span>–<span class="ff4"> weig<span class="_ _0"></span>hted av<span class="_ _0"></span>erage </span></div><div class="t m0 x1 hc y54d ff5 fs6 fc0 sc0 ls0 ws0">cost <span class="_ _0"></span>o<span class="_ _0"></span>f <span class="_ _0"></span>capital)<span class="_ _0"></span>), <span class="_ _0"></span>do <span class="_ _0"></span>wy<span class="_ _0"></span>znaczenia <span class="_ _0"></span>k<span class="_ _0"></span>tórego <span class="_ _0"></span>przy<span class="_ _0"></span>jęto <span class="_ _20"></span>stopę <span class="_ _20"></span>wolną <span class="_ _20"></span>od <span class="_ _0"></span>r<span class="_ _0"></span>yzyka <span class="_ _0"></span>równą <span class="_ _20"></span>5,<span class="_ _0"></span><span class="ff4 ls1">87<span class="ls0"> <span class="_ _0"></span></span></span>% <span class="_ _0"></span>dla <span class="_ _20"></span>testu <span class="_ _20"></span>na <span class="_ _0"></span>dzień<span class="_ _0"></span> <span class="_ _0"></span>31 </div><div class="t m0 x1 hc y54e ff4 fs6 fc0 sc0 ls0 ws0">grudnia <span class="_ _13"> </span>2024 <span class="_ _15"></span>r. <span class="_ _15"> </span>(5<span class="_ _0"></span>,2<span class="ff5">% <span class="_ _15"> </span>na <span class="_ _13"> </span>dz<span class="_ _1"></span>ień <span class="_ _15"> </span>3<span class="_ _0"></span>1 <span class="_ _15"> </span>grudn<span class="_ _0"></span>ia <span class="_ _15"> </span>202<span class="ff4">3<span class="_ _0"></span> <span class="_ _15"></span>r.), <span class="_ _15"> </span>sko<span class="_ _0"></span>rygowan</span>ą<span class="ff4"> <span class="_ _13"> </span></span>o <span class="_ _15"> </span>premię <span class="_ _13"> </span>za <span class="_ _15"> </span>ryzyko, <span class="_ _15"> </span>odzwiercied<span class="_ _0"></span>lającą </span></div><div class="t m0 x1 hc y54f ff5 fs6 fc0 sc0 ls0 ws0">zarówno zwię<span class="_ _0"></span>kszone ryzyko inwestowania jak<span class="_ _0"></span> i systematyczne r<span class="_ _0"></span>yzyko ośrodka generującego śro<span class="_ _0"></span>dki pieniężne.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y550 ff5 fs6 fc0 sc0 ls0 ws0">Stopa dyskonta na dzień 31 grudnia 202<span class="ff4">4 r</span>. została oszacowana na poziomie <span class="ff4">9,<span class="ls1">39</span>%, a stopa wzrostu po okresie </span></div><div class="t m0 x1 hc y551 ff4 fs6 fc0 sc0 ls0 ws0">prognozy 0%.<span class="_ _0"></span> </div><div class="t m0 x1 h4c y1d4 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y552 ff5 fs6 fc0 sc0 ls0 ws0">Wartość <span class="_ _1"></span>rezydualna <span class="_ _1"></span>ustalona <span class="_ _1"></span>została <span class="_ _1"></span>w <span class="_ _b"></span>wy<span class="_ _0"></span>sokości <span class="_ _1"></span>bieżącej <span class="_ _1"></span>(zdyskon<span class="_ _0"></span>towanej) <span class="_ _1"></span>wartości <span class="_ _b"></span>ren<span class="_ _0"></span>ty <span class="_ _b"></span>wieczy<span class="_ _0"></span>stej <span class="_ _b"></span>(<span class="_ _0"></span>według </div><div class="t m0 x1 hc y553 ff4 fs6 fc0 sc0 ls0 ws0">Modelu Wzro<span class="_ _0"></span>stu Gordona) skalkulowan<span class="_ _0"></span>ej w <span class="_ _0"></span><span class="ff5">oparciu o wolne pr<span class="_ _0"></span>zepływy pieniężne <span class="_ _0"></span>ostatniego okresu projekcji, </span></div><div class="t m0 x1 hc y554 ff5 fs6 fc0 sc0 ls0 ws0">skorygowane o<span class="_ _0"></span> stałą stopę wzrostu<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hb y555 ff5 fs6 fc0 sc0 ls0 ws0">Racjonalnie <span class="_ _23"> </span>możliwe <span class="_ _23"> </span>zm<span class="_ _0"></span>iany <span class="_ _23"> </span>pojedynczych <span class="_ _23"> </span>kluczowych <span class="_ _23"> </span>założe<span class="_ _0"></span>ń, <span class="_ _21"> </span>któ<span class="_ _0"></span>re <span class="_ _21"> </span>po<span class="_ _0"></span>wodują <span class="_ _21"> </span>zr<span class="_ _0"></span>ównanie <span class="_ _23"> </span>wartości </div><div class="t m0 x1 hb y2da ff5 fs6 fc0 sc0 ls0 ws0">odzyskiwalny<span class="_ _0"></span>ch  i  wartości <span class="_ _1e"> </span>księgowej  ośrodka <span class="_ _1e"> </span>generującego  środki <span class="_ _1e"> </span>pieniężne,  w  por<span class="_ _0"></span>ównaniu  do <span class="_ _1e"> </span>założeń </div><div class="t m0 x1 hc y2dc ff5 fs6 fc0 sc0 ls0 ws0">przyjętych<span class="_ _0"></span> do testu na utratę wartości przep<span class="_ _0"></span>rowadzonego na dzie<span class="_ _0"></span>ń<span class="_ _0"></span> 31 grudnia 202<span class="ff4">4 r<span class="_ _0"></span>.: </span></div><div class="t m0 x87 hc y14f ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff4">sp<span class="_ _0"></span>adek <span class="_ _1"></span><span class="ff5">liczby <span class="_ _b"></span>klientów <span class="_ _1"></span>o <span class="_ _b"></span>6,<span class="ff4 ls7">21</span>% <span class="_ _1"></span>każdym <span class="_ _b"></span>roku <span class="_ _1"></span>w <span class="_ _b"></span>okresie <span class="_ _b"></span>d<span class="_ _0"></span>o <span class="_ _b"></span>20<span class="ff4 ls1">30<span class="ls0"> <span class="_ _1"></span><span class="ff5">r. <span class="_ _b"></span>w <span class="_ _b"></span>poró<span class="_ _0"></span>wnaniu<span class="ff4"> <span class="_ _b"></span>z <span class="_ _1"></span>rokiem <span class="_ _b"></span>poprzednim<span class="_ _0"></span>, </span></span></span></span></span></span></span></div><div class="t m0 x87 hc y556 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff4">sp<span class="_ _0"></span>adek  liczby<span class="_ _0"></span>  <span class="ff5">obsługiwanych  k<span class="_ _0"></span>omunikatów  o <span class="_ _1e"> </span>6,</span><span class="ls1">38</span><span class="ff5">%,  w  każdy<span class="_ _0"></span>m  roku  w  o<span class="_ _0"></span>kresie  do  20<span class="_ _0"></span></span><span class="ls1">30</span>  <span class="lsa">r.</span>  <span class="ls9">w </span></span></span></div><div class="t m0 x88 hc y557 ff5 fs6 fc0 sc0 ls0 ws0">porównaniu z <span class="_ _0"></span>rokiem poprzednim<span class="_ _0"></span><span class="ff4">, </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:509.100000px;bottom:1410.480000px;width:14.500000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">44</span> </span></span></div><div class="t m0 x87 hc y211 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff4">wzr<span class="_ _0"></span>ost stopy dy<span class="_ _0"></span>skonta o 10,<span class="ls7">48</span> <span class="_ _0"></span>p.p. </span></span></div><div class="t m0 x1 hc y4e0 ff4 fs6 fc0 sc0 ls0 ws0">Racjonalnie <span class="_ _23"> </span><span class="ff5">mo<span class="_ _0"></span>żliwe <span class="_ _23"> </span>zmiany <span class="_ _23"> </span>pojedynczych <span class="_ _23"> </span>kluczowych <span class="_ _23"> </span>zało<span class="_ _0"></span>żeń, <span class="_ _21"> </span>k<span class="_ _0"></span>tóre <span class="_ _21"> </span>p<span class="_ _0"></span>owodują <span class="_ _21"> </span>zr<span class="_ _0"></span>ównanie <span class="_ _23"> </span>wartości </span></div><div class="t m0 x1 hb y4e1 ff5 fs6 fc0 sc0 ls0 ws0">odzyskiwalny<span class="_ _0"></span>ch <span class="_ _1e"> </span>i <span class="_ _1e"> </span>wartości <span class="_ _1e"> </span>księgowej  o<span class="_ _0"></span>środka <span class="_ _1e"> </span>generującego <span class="_ _1e"> </span>środk<span class="_ _0"></span>i  p<span class="_ _0"></span>ieniężne <span class="_ _1e"> </span>w  p<span class="_ _0"></span>orównaniu <span class="_ _1e"> </span>do <span class="_ _1e"> </span>założeń </div><div class="t m0 x1 hc y215 ff5 fs6 fc0 sc0 ls0 ws0">przyjętych<span class="_ _0"></span> do testu na utratę wartości przep<span class="_ _0"></span>rowadzonego na dzień <span class="_ _0"></span>31 grudnia <span class="_ _0"></span><span class="ff4 ls1">202<span class="ls0">3 <span class="lsa">r.</span>:  </span></span></div><div class="t m0 x87 hc y216 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff4">sp<span class="_ _0"></span>adek  liczby  <span class="ff5">klientów  o  6,0%  w  każdym  roku  w  o<span class="_ _1"></span>kresie  do  2029  r.  w  porównaniu  z  rokiem<span class="_ _1"></span> </span></span></span></div><div class="t m0 x88 hc y528 ff4 fs6 fc0 sc0 ls0 ws0">poprzednim, </div><div class="t m0 x87 hc y4b9 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff5">sp<span class="_ _0"></span>adek <span class="_ _1e"> </span>liczby<span class="_ _0"></span> <span class="_ _1e"> </span>obsługiwanych <span class="_ _1e"> </span>ko<span class="_ _0"></span>munikatów <span class="_ _1e"> </span>o <span class="_ _1e"> </span>6,2%, <span class="_ _c"> </span>w <span class="_ _1e"> </span>każdym<span class="_ _0"></span> <span class="_ _1e"> </span>roku <span class="_ _1e"> </span>w <span class="_ _1e"> </span>okresie <span class="_ _c"> </span>do <span class="_ _1e"> </span>2029 <span class="_ _c"> </span>r. <span class="_ _1e"> </span>w </span></span></div><div class="t m0 x88 hc y240 ff5 fs6 fc0 sc0 ls0 ws0">porównaniu z <span class="_ _0"></span>rokiem poprzednim<span class="_ _0"></span><span class="ff4">, </span></div><div class="t m0 x87 hc y241 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff4">wzr<span class="_ _0"></span>ost stopy dy<span class="_ _0"></span>skonta o 10,1 p.p. </span></span></div><div class="t m0 x1 h1 y558 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y559 ff2 fs6 fc2 sc0 ls0 ws0">18.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Inw<span class="_ _1"></span>es<span class="_ _1"></span>tyc<span class="_ _1"></span>je <span class="_ _1"></span>w <span class="_ _1"></span>je<span class="_ _1"></span>dn<span class="_ _1"></span>ost<span class="_ _1"></span>ki<span class="_ _1"></span> z<span class="_ _1"></span>al<span class="_ _1"></span>eżn<span class="_ _1"></span>e<span class="fff fc0"> </span></span></span></div><div class="t m0 x1 hc y55a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y55b w99 h1a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xee y55b w26 h1a"><div class="t m0 x21 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y55b w98 h1a"><div class="t m0 x2e h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa0 y55b w9a h1a"><div class="t m0 x2e h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y55c w99 h18"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Inwestycje w jedn<span class="_ _0"></span>ostki zależne<span class="ff9"> </span></div></div><div class="c xee y55c w26 h18"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y55c w98 h18"><div class="t m0 x2d hc y55d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y55c w9a h18"><div class="t m0 x90 hc y55d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y55e w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">NIRO Media Grou<span class="_ _0"></span>p Sp. z o.o.<span class="_ _0"></span> </div></div><div class="c xee y55e w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y55e w98 h18"><div class="t m0 x2f hb yd1 ff9 fs6 fc0 sc0 ls1 ws0">125<span class="ls0"> </span></div></div><div class="c xa0 y55e w9a h18"><div class="t m0 x2f hb yd1 ff9 fs6 fc0 sc0 ls1 ws0">125<span class="ls0"> </span></div></div><div class="c x1 y245 w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">Redgroup<span class="_ _0"></span> Sp. z o.o. </div></div><div class="c xee y245 w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y245 w98 h18"><div class="t m0 x35 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c xa0 y245 w9a h18"><div class="t m0 x35 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c x1 y55f w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">PromoSMS Sp. <span class="_ _0"></span>z o.o. </div></div><div class="c xee y55f w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y55f w98 h18"><div class="t m0 x30 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">1 595 </div></div><div class="c xa0 y55f w9a h18"><div class="t m0 x30 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">1 595 </div></div><div class="c x1 y51 w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">MessageFlow.com Gm<span class="_ _0"></span>bH </div></div><div class="c xee y51 w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y51 w98 h18"><div class="t m0 x2f hb yd1 ff9 fs6 fc0 sc0 ls1 ws0">110<span class="ls0"> </span></div></div><div class="c xa0 y51 w9a h18"><div class="t m0 x2f hb yd1 ff9 fs6 fc0 sc0 ls1 ws0">110<span class="ls0"> </span></div></div><div class="c x1 y560 w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">ProfiSMS s.r.o.<span class="_ _0"></span> </div></div><div class="c xee y560 w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y560 w98 h18"><div class="t m0 x2c hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">39 974 </div></div><div class="c xa0 y560 w9a h18"><div class="t m0 x2c hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">39 974 </div></div><div class="c x1 y561 w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">Freshmail Sp. z o<span class="_ _0"></span>.o. </div></div><div class="c xee y561 w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y561 w98 h18"><div class="t m0 x2c hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">30 306 </div></div><div class="c xa0 y561 w9a h18"><div class="t m0 x2c hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">30 306 </div></div><div class="c x1 y562 w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">PushPushGo Sp. z <span class="_ _0"></span>o.o. </div></div><div class="c xee y562 w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y562 w98 h18"><div class="t m0 x30 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">9 147 </div></div><div class="c xa0 y562 w9a h18"><div class="t m0 x30 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">9 147 </div></div><div class="c x1 y563 w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">MailerCheck, In<span class="_ _0"></span>c </div></div><div class="c xee y563 w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y563 w98 h18"><div class="t m0 x30 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">3 242 </div></div><div class="c xa0 y563 w9a h18"><div class="t m0 x30 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">3 242 </div></div><div class="c x1 y57 w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">MailerSend, In<span class="_ _0"></span>c </div></div><div class="c xee y57 w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y57 w98 h18"><div class="t m0 x30 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">1 389 </div></div><div class="c xa0 y57 w9a h18"><div class="t m0 x30 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">1 389 </div></div><div class="c x1 y564 w99 h19"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">MailerLite Ltd </div></div><div class="c xee y564 w26 h19"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y564 w98 h19"><div class="t m0 x35 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c xa0 y564 w9a h19"><div class="t m0 x35 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x1 y565 w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">MailerLite, Inc </div></div><div class="c xee y565 w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y565 w98 h18"><div class="t m0 x32 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">325 199 </div></div><div class="c xa0 y565 w9a h18"><div class="t m0 x32 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">325 199 </div></div><div class="c x1 y566 w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">Oxylion Sp.<span class="_ _0"></span> z o.o. </div></div><div class="c xee y566 w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y566 w98 h18"><div class="t m0 x2c hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">24 485 </div></div><div class="c xa0 y566 w9a h18"><div class="t m0 x2c hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">24 485 </div></div><div class="c x1 y567 w99 h18"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">Appchance<span class="_ _0"></span> Group Sp. z o.o. </div></div><div class="c xee y567 w26 h18"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y567 w98 h18"><div class="t m0 x30 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">3 029 </div></div><div class="c xa0 y567 w9a h18"><div class="t m0 x30 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">3 028 </div></div><div class="c x1 y568 w99 h1e"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">Center.ai Sp. z o<span class="_ _0"></span>.o. </div><div class="t m0 xef h6b y19b ff9 fsc fc0 sc0 ls0 ws0">1</div><div class="t m0 x87 hb yff ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xee y568 w26 h1e"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y568 w98 h1e"><div class="t m0 x70 hb y569 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y568 w9a h1e"><div class="t m0 x2f hb y569 ff9 fs6 fc0 sc0 ls1 ws0">279<span class="ls0"> </span></div></div><div class="c x1 y4f7 w99 h1e"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">Zentoshop <span class="_ _0"></span>Sp. z o.o. </div><div class="t m0 xf0 h6b y19b ff9 fsc fc0 sc0 ls0 ws0">2</div><div class="t m0 xf1 hb yff ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xee y4f7 w26 h1e"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y4f7 w98 h1e"><div class="t m0 x35 hb y569 ff9 fs6 fc0 sc0 ls0 ws0">5 </div></div><div class="c xa0 y4f7 w9a h1e"><div class="t m0 x70 hb y569 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y56a w99 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y56a w26 h18"><div class="t m0 xb0 hb yf1 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y56a w98 h18"><div class="t m0 x32 h11 yce ffb fs6 fc0 sc0 ls0 ws0">438 612 </div></div><div class="c xa0 y56a w9a h18"><div class="t m0 x32 h11 yce ffb fs6 fc0 sc0 ls0 ws0">438 885 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h42 y56b ff4 fsc fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h42 y56c ff4 fsc fc0 sc0 ls1a ws0">(1)</div><div class="t m0 xcb hc y56d ff4 fs6 fc0 sc0 ls0 ws0"> <span class="_ _15"></span><span class="ff5">W <span class="_ _14"></span>dniu<span class="_ _1"></span> <span class="_ _14"> </span>7<span class="_ _0"></span> <span class="_ _14"> </span>czerwc<span class="_ _1"></span>a <span class="_ _14"> </span>2024 <span class="_ _14"></span>roku <span class="_ _14"> </span>Verc<span class="_ _1"></span>om <span class="_ _14"> </span>S.A. <span class="_ _14"></span>doko<span class="_ _1"></span>nał<span class="_ _1"></span>a <span class="_ _15"> </span>sp<span class="_ _1"></span>rzeda<span class="_ _1"></span>ży <span class="_ _14"></span>do <span class="_ _14"> </span>jedno<span class="_ _1"></span>stki<span class="_ _1"></span> <span class="_ _14"> </span>zależn<span class="_ _1"></span>ej <span class="_ _14"> </span>Appcha<span class="_ _1"></span>nce <span class="_ _14"></span>Gro<span class="_ _1"></span>up <span class="ff4"> </span></span></div><div class="t m0 x1 hb y114 ff5 fs6 fc0 sc0 ls0 ws0">Sp.<span class="_ _1"></span> z <span class="_ _1"></span>o.o.<span class="_ _1"></span> 46 <span class="_ _1"></span>udz<span class="_ _1"></span>iał<span class="_ _1"></span>ów <span class="_ _1"></span>w s<span class="_ _1"></span>pół<span class="_ _1"></span>ce C<span class="_ _1"></span>ent<span class="_ _1"></span>er.<span class="_ _1"></span>ai S<span class="_ _1"></span>p. <span class="_ _1"></span>z o.<span class="_ _1"></span>o. (<span class="_ _1"></span>tj<span class="_ _1"></span>. 2,<span class="_ _1"></span>3% <span class="_ _1"></span>udz<span class="_ _1"></span>iał<span class="_ _1"></span>ów <span class="_ _1"></span>Ce<span class="_ _1"></span>nter.<span class="_ _1"></span>ai <span class="_ _1"></span>Sp.<span class="_ _1"></span> z <span class="_ _1"></span>o.o.<span class="_ _1"></span>) o <span class="_ _1"></span>war<span class="_ _1"></span>toś<span class="_ _1"></span>ci<span class="_ _1"></span> ksi<span class="_ _1"></span>ęgow<span class="_ _1"></span>ej </div><div class="t m0 x1 hc y56e ff5 fs6 fc0 sc0 ls0 ws0">279 <span class="_ _1"></span>tys<span class="_ _1"></span>. z<span class="_ _1"></span>ł z<span class="_ _1"></span>a k<span class="_ _1"></span>wotę <span class="_ _1"></span>2,3 <span class="_ _1"></span>tys<span class="_ _1"></span>. z<span class="_ _1"></span>ł.<span class="ff4"> </span></div><div class="t m0 x1 h27 y56f ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h42 y3ae ff4 fsc fc0 sc0 ls1a ws0">(2)</div><div class="t m0 xcb hc y570 ff4 fs6 fc0 sc0 ls0 ws0"> <span class="_ _11"></span>W <span class="_ _11"></span><span class="ff5">dniu <span class="_ _20"></span>10 <span class="_ _11"></span>paź<span class="_ _1"></span>dzie<span class="_ _1"></span>rni<span class="_ _1"></span>ka <span class="_ _20"></span>2024 <span class="_ _11"></span>r. <span class="_ _11"></span>Ver<span class="_ _1"></span>com <span class="_ _20"></span>S.A. <span class="_ _20"></span>nabył<span class="_ _1"></span>a <span class="_ _20"></span>od <span class="_ _11"></span>jednos<span class="_ _1"></span>tki <span class="_ _20"></span>zal<span class="_ _1"></span>eżnej<span class="_ _1"></span> <span class="_ _11"></span>Redg<span class="_ _1"></span>roup <span class="_ _20"></span>Sp. <span class="_ _20"></span>z <span class="_ _11"></span>o.o. <span class="_ _20"></span>udzi<span class="_ _1"></span>ały <span class="_ _20"></span>w </span></div><div class="t m0 x1 hb y571 ff5 fs6 fc0 sc0 ls0 ws0">jed<span class="_ _1"></span>nos<span class="_ _1"></span>tce Zentos<span class="_ _1"></span>hop<span class="_ _1"></span> <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. upraw<span class="_ _1"></span>niaj<span class="_ _1"></span>ące<span class="_ _1"></span> <span class="_ _0"></span>do <span class="_ _0"></span>100%<span class="_ _1"></span> <span class="_ _0"></span>udziału<span class="_ _1"></span> <span class="_ _0"></span>w <span class="_ _0"></span>jej kapita<span class="_ _1"></span>le <span class="_ _0"></span>wł<span class="_ _1"></span>asnym<span class="_ _1"></span>. <span class="_ _0"></span>Cena nabyci<span class="_ _1"></span>a udziałó<span class="_ _1"></span>w </div><div class="t m0 x1 hc y32 ff5 fs6 fc0 sc0 ls0 ws0">wyni<span class="_ _1"></span>os<span class="_ _1"></span>ła <span class="_ _1"></span>5 t<span class="_ _1"></span>ys. <span class="_ _1"></span>zł.<span class="ff4"> </span></div><div class="t m0 x1 h27 y572 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y573 ff5 fs6 fc0 sc0 ls0 ws0">Poza <span class="_ _14"></span>opisanymi <span class="_ _14"> </span>powyże<span class="_ _0"></span>j <span class="_ _14"></span>zdarzeniami <span class="_ _14"></span>nie <span class="_ _14"></span>wystąpiły <span class="_ _14"></span>inne <span class="_ _14"></span>zmiany <span class="_ _14"></span>w <span class="_ _14"></span>zakresie <span class="_ _14"> </span>jednostek <span class="_ _14"> </span>zależny<span class="_ _0"></span>ch <span class="_ _14"></span>w <span class="_ _14"></span>okresie </div><div class="t m0 x1 hc y574 ff5 fs6 fc0 sc0 ls0 ws0">objętym n<span class="_ _0"></span>iniejszym jednostkowym sprawo<span class="_ _0"></span>zdaniem finansowym<span class="_ _20"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y575 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y38f ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3d y576 ff4 fs7 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">45</span> </span></span></div><div class="t m0 x1 h3b y211 ff2 fs6 fc2 sc0 ls0 ws0">19.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff2 fc1">Inw<span class="_ _1"></span>es<span class="_ _1"></span>tyc<span class="_ _1"></span>je <span class="_ _1"></span>w <span class="_ _1"></span>je<span class="_ _1"></span>dn<span class="_ _1"></span>ost<span class="_ _1"></span>ki<span class="_ _1"></span> s<span class="_ _1"></span>to<span class="_ _1"></span>wa<span class="_ _1"></span>rzys<span class="_ _1"></span>z<span class="_ _1"></span>one<span class="_ _1"></span><span class="fc0"> </span></span></span></div><div class="t m0 x1 h4c y40e ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y577 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>okresie <span class="_ _0"></span>o<span class="_ _0"></span>bjętym <span class="_ _0"></span>niniejszym<span class="ff4"> <span class="_ _20"></span>jednostkowym<span class="_ _0"></span> <span class="_ _0"></span>sprawozdaniem <span class="_ _0"></span>fin<span class="_ _0"></span>ansowym <span class="_ _20"></span></span>Spółka <span class="_ _0"></span>nie <span class="_ _0"></span>dokonywała <span class="_ _20"></span>inwestycji </div><div class="t m0 x1 hc y578 ff4 fs6 fc0 sc0 ls0 ws0">w jednostki stowar<span class="_ _0"></span>zyszone. </div><div class="t m0 x1 hc y579 ff5 fs6 fc0 sc0 ls0 ws0">W okresie porównawczym, tj. trwającym od 1 stycznia 2023 <span class="_ _1"></span>r. do 31 grudnia 2023 r.<span class="_ _0"></span><span class="ff4">, </span>Spółka <span class="_ _1"></span>objęła dodatkowe </div><div class="t m0 x1 hc y57a ff5 fs6 fc0 sc0 ls0 ws0">udziały <span class="ff4 ls9">w </span>dwóch<span class="_ _0"></span><span class="ff4"> </span>z trzech posiadanych wówczas<span class="_ _0"></span><span class="ff4"> jednostek stowarzy<span class="_ _0"></span>szonych (Appchance Group Sp. z o.o. oraz </span></div><div class="t m0 x1 hc y57b ff4 fs6 fc0 sc0 ls0 ws0">Center.ai <span class="_ _20"></span>Sp. <span class="_ _20"></span>z <span class="_ _0"></span>o.o.)<span class="_ _0"></span>, <span class="_ _0"></span><span class="ff5">tym <span class="_ _0"></span>samy<span class="_ _0"></span>m <span class="_ _0"></span>obejmu<span class="_ _0"></span>jąc <span class="_ _0"></span>nad <span class="_ _20"></span>nimi <span class="_ _0"></span>kon<span class="_ _0"></span>trolę. <span class="_ _20"></span>Udziały <span class="_ _0"></span>o<span class="_ _0"></span>statniej <span class="_ _0"></span>z <span class="_ _0"></span>n<span class="_ _0"></span>ich <span class="_ _0"></span>(User.com <span class="_ _20"></span>Sp. <span class="_ _0"></span>z <span class="_ _20"></span>o.o.)<span class="_ _0"></span></span> </div><div class="t m0 x1 hc y57c ff5 fs6 fc0 sc0 ls0 ws0">zostały sprzedan<span class="_ _0"></span>e. <span class="ff4">Jednostkowy zy<span class="_ _0"></span>sk ze zbycia jedno<span class="_ _0"></span>stki stowarzyszonej <span class="_ _0"></span>w 2023 roku </span>wynió<span class="_ _0"></span>sł 13 147 tys. zł.<span class="ff4"> </span></div><div class="t m0 x1 h62 y57d ff4 fsf fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y53c ff2 fs6 fc2 sc0 ls0 ws0">20.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Nale<span class="_ _1"></span>żn<span class="_ _1"></span>oś<span class="_ _1"></span>ci <span class="_ _1"></span>h<span class="_ _1"></span>and<span class="_ _1"></span>low<span class="_ _1"></span>e<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y57e ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y57f w99 h86"><div class="t m0 xd h13 y450 ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xee y57f w26 h86"><div class="t m0 x21 h11 y450 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y57f w98 h86"><div class="t m0 x2e h11 y580 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa0 y57f w9a h86"><div class="t m0 x2e h11 y580 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y355 w99 h63"><div class="t m0 xf2 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xee y355 w26 h63"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y355 w98 h63"><div class="t m0 x2d hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y355 w9a h63"><div class="t m0 x90 hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y581 w99 h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe od jednostek p<span class="_ _0"></span>owiązanych<span class="ff9"> </span></div></div><div class="c xee y581 w26 h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y581 w98 h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">5 605 </div></div><div class="c xa0 y581 w9a h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">4 388 </div></div><div class="c x1 y582 w99 h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe od jednostek n<span class="_ _0"></span>iepowiązanych<span class="ff9"> </span></div></div><div class="c xee y582 w26 h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y582 w98 h14"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">36 389 </div></div><div class="c xa0 y582 w9a h14"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">20 054 </div></div><div class="c x1 y583 w99 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y583 w26 h28"><div class="t m0 xb0 hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y583 w98 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa0 y583 w9a h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y584 w99 h14"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xee y584 w26 h14"><div class="t m0 xd hc y3d4 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y584 w98 h14"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">41 994 </div></div><div class="c xa0 y584 w9a h14"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">24 442 </div></div><div class="c x1 y329 w99 h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Odpis z tytułu <span class="_ _0"></span>utraty wartości<span class="ff9"> </span></div></div><div class="c xee y329 w26 h14"><div class="t m0 xb0 hb yba ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y329 w98 h14"><div class="t m0 x39 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(2 164) </div></div><div class="c xa0 y329 w9a h14"><div class="t m0 x39 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(2 260) </div></div><div class="c x1 y585 w99 h14"><div class="t m0 xd h11 yba ffd fs6 fc0 sc0 ls0 ws0">Należności handlowe, w t<span class="_ _0"></span>ym:<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xee y585 w26 h14"><div class="t m0 xd hb yba ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y585 w98 h14"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">39 830 </div></div><div class="c xa0 y585 w9a h14"><div class="t m0 x2c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">22 182 </div></div><div class="c x1 y586 w99 h14"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">długoterminowe</span> </div></div><div class="c xee y586 w26 h14"><div class="t m0 xd h13 y3d4 ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y586 w98 h14"><div class="t m0 x70 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y586 w9a h14"><div class="t m0 x70 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y587 w99 h14"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">krótkoterminowe<span class="_ _0"></span></span> </div></div><div class="c xee y587 w26 h14"><div class="t m0 xd h13 y3d4 ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y587 w98 h14"><div class="t m0 x2c h13 ybc ffc fs6 fc0 sc0 ls0 ws0">39 830 </div></div><div class="c xa0 y587 w9a h14"><div class="t m0 x2c h13 ybc ffc fs6 fc0 sc0 ls0 ws0">22 182 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y588 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3d y589 ff4 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y265 ff4 fs6 fc0 sc0 ls0 ws0">Analiza <span class="_ _0"></span><span class="ff5">struktury <span class="_ _0"></span>przeterminowania <span class="_ _0"></span>należ<span class="_ _0"></span>ności <span class="_ _0"></span>oraz oczek<span class="_ _0"></span>iwanej straty <span class="_ _0"></span>kredyto<span class="_ _0"></span>wej na <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia 2<span class="_ _0"></span>02<span class="_ _0"></span></span>4 <span class="_ _0"></span>r. <span class="_ _0"></span>oraz </div><div class="t m0 x1 hc y266 ff4 fs6 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>23 <span class="lsa">r.</span>: </div><div class="t m0 x1 hc y267 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y58a w9b h87"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y58a w9c h87"><div class="t m0 x1a h3b y42a ff3 fs6 fc0 sc0 ls0 ws0">Wartość <span class="ff2"> </span></div><div class="t m0 x4d h3b yff ff2 fs6 fc0 sc0 ls0 ws0">brutto </div></div><div class="c xf4 y58a w46 h87"><div class="t m0 xd h3b yff ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y58a w9d h87"><div class="t m0 x64 h11 y38b ff3 fs6 fc0 sc0 ls0 ws0">Odpis z tytułu </div><div class="t m0 x2d h3b y42a ff2 fs6 fc0 sc0 ls0 ws0">oczekiwanej<span class="_ _0"></span> </div><div class="t m0 x46 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">straty kredyto<span class="_ _0"></span>wej </div></div><div class="c xf5 y58a w46 h87"><div class="t m0 xd hb y411 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y58a w9e h87"><div class="t m0 x1a h3b y42a ff3 fs6 fc0 sc0 ls0 ws0">Wartość <span class="ff2"> </span></div><div class="t m0 x69 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">netto </div></div><div class="c x1 y58b w9b h18"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ff9"> </span></div></div><div class="c xf3 y58b w9c h18"><div class="t m0 xb0 h11 yce ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xf4 y58b w46 h18"><div class="t m0 xd h11 yce ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y58b w9d h18"><div class="t m0 x25 h11 yce ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xf5 y58b w46 h18"><div class="t m0 xd h11 yce ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y58b w9e h18"><div class="t m0 xb0 h11 yce ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x1 y58c w9b h14"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">Bieżące<span class="ff4"> </span></div></div><div class="c xf3 y58c w9c h14"><div class="t m0 x45 hc yff ff4 fs6 fc0 sc0 ls0 ws0">37 692 </div></div><div class="c xf4 y58c w46 h14"><div class="t m0 x28 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y58c w9d h14"><div class="t m0 x96 hc yff ff4 fs6 fc0 sc0 ls0 ws0">(57) </div></div><div class="c xf5 y58c w46 h14"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y58c w9e h14"><div class="t m0 x45 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">37 636 </div></div><div class="c x1 y58d w9b h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Przeterminowan<span class="_ _0"></span>e od 1 do 60 dni<span class="_ _0"></span> </div></div><div class="c xf3 y58d w9c h14"><div class="t m0 xe2 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">1 812 </div></div><div class="c xf4 y58d w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y58d w9d h14"><div class="t m0 xbf hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(110) </div></div><div class="c xf5 y58d w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y58d w9e h14"><div class="t m0 xe2 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">1 702 </div></div><div class="c x1 y19d w9b h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Przeterminowan<span class="_ _0"></span>e od 61 do 270 dni<span class="_ _0"></span> </div></div><div class="c xf3 y19d w9c h14"><div class="t m0 xe2 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2 012 </div></div><div class="c xf4 y19d w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y19d w9d h14"><div class="t m0 x1f hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(1 521) </div></div><div class="c xf5 y19d w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y19d w9e h14"><div class="t m0 x36 h11 ybc ffb fs6 fc0 sc0 ls1 ws0">490<span class="ls0"> </span></div></div><div class="c x1 ya4 w9b h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Przeterminowan<span class="_ _0"></span>e od 271 do 360 dn<span class="_ _0"></span>i </div></div><div class="c xf3 ya4 w9c h14"><div class="t m0 x36 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">224<span class="ls0"> </span></div></div><div class="c xf4 ya4 w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf ya4 w9d h14"><div class="t m0 xbf hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(223) </div></div><div class="c xf5 ya4 w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 ya4 w9e h14"><div class="t m0 x8f h11 ybc ffb fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x1 y58e w9b h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Przeterminowan<span class="_ _0"></span>e powyżej 361 dni<span class="ff9"> </span></div></div><div class="c xf3 y58e w9c h14"><div class="t m0 x36 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">254<span class="ls0"> </span></div></div><div class="c xf4 y58e w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y58e w9d h14"><div class="t m0 xbf hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(254) </div></div><div class="c xf5 y58e w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y58e w9e h14"><div class="t m0 xab h11 ybc ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y58f w9b h18"><div class="t m0 xd h11 y569 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y58f w9c h18"><div class="t m0 x45 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">41 994 </div></div><div class="c xf4 y58f w46 h18"><div class="t m0 xd h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y58f w9d h18"><div class="t m0 x1f h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">(2 164) </div></div><div class="c xf5 y58f w46 h18"><div class="t m0 xd h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y58f w9e h18"><div class="t m0 x45 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">39 830 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y338 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y339 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y409 w9b h88"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y409 w9c h88"><div class="t m0 x1a h3b y13e ff3 fs6 fc0 sc0 ls0 ws0">Wartość <span class="ff2"> </span></div><div class="t m0 x4d h3b yff ff2 fs6 fc0 sc0 ls0 ws0">brutto </div></div><div class="c xf4 y409 w46 h88"><div class="t m0 xd h3b yff ff2 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y409 w9d h88"><div class="t m0 x64 h11 y38b ff3 fs6 fc0 sc0 ls0 ws0">Odpis z tytułu </div><div class="t m0 x2d h3b y13e ff2 fs6 fc0 sc0 ls0 ws0">oczekiwanej<span class="_ _0"></span> </div><div class="t m0 x46 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">straty kredyto<span class="_ _0"></span>wej </div></div><div class="c xf5 y409 w46 h88"><div class="t m0 xd hb y13e ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y409 w9e h88"><div class="t m0 x1a h3b y13e ff3 fs6 fc0 sc0 ls0 ws0">Wartość <span class="ff2"> </span></div><div class="t m0 x69 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">netto </div></div><div class="c x1 y590 w9b h18"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ff9"> </span></div></div><div class="c xf3 y590 w9c h18"><div class="t m0 xb0 h11 yce ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xf4 y590 w46 h18"><div class="t m0 xd h11 yce ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y590 w9d h18"><div class="t m0 x25 h11 yce ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xf5 y590 w46 h18"><div class="t m0 xd h11 yce ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y590 w9e h18"><div class="t m0 xb0 h11 yce ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y591 w9b h14"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">Bieżące<span class="ff4"> </span></div></div><div class="c xf3 y591 w9c h14"><div class="t m0 x45 hc yff ff4 fs6 fc0 sc0 ls0 ws0">19 738 </div></div><div class="c xf4 y591 w46 h14"><div class="t m0 x28 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y591 w9d h14"><div class="t m0 xbf hc yff ff4 fs6 fc0 sc0 ls0 ws0">(260) </div></div><div class="c xf5 y591 w46 h14"><div class="t m0 x28 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y591 w9e h14"><div class="t m0 x45 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">19 477 </div></div><div class="c x1 y592 w9b h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Przeterminowan<span class="_ _0"></span>e od 1 do 60 dni<span class="_ _0"></span> </div></div><div class="c xf3 y592 w9c h14"><div class="t m0 xe2 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">3 091 </div></div><div class="c xf4 y592 w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y592 w9d h14"><div class="t m0 xbf hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(513) </div></div><div class="c xf5 y592 w46 h14"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y592 w9e h14"><div class="t m0 xe2 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">2 577 </div></div><div class="c x1 y593 w9b h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Przeterminowan<span class="_ _0"></span>e od 61 do 270 dni<span class="_ _0"></span> </div></div><div class="c xf3 y593 w9c h14"><div class="t m0 xe2 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">1 117 </div></div><div class="c xf4 y593 w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y593 w9d h14"><div class="t m0 x1f hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(1 002) </div></div><div class="c xf5 y593 w46 h14"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y593 w9e h14"><div class="t m0 x36 h11 ybc ffb fs6 fc0 sc0 ls1 ws0">115<span class="ls0"> </span></div></div><div class="c x1 y594 w9b h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Przeterminowan<span class="_ _0"></span>e od 271 do 360 dn<span class="_ _0"></span>i </div></div><div class="c xf3 y594 w9c h14"><div class="t m0 x36 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">115<span class="ls0"> </span></div></div><div class="c xf4 y594 w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y594 w9d h14"><div class="t m0 xbf hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(104) </div></div><div class="c xf5 y594 w46 h14"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y594 w9e h14"><div class="t m0 xc9 h11 ybc ffb fs6 fc0 sc0 ls1 ws0">10<span class="ls0"> </span></div></div><div class="c x1 y595 w9b h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Przeterminowan<span class="_ _0"></span>e powyżej 361 dni<span class="ff9"> </span></div></div><div class="c xf3 y595 w9c h14"><div class="t m0 x36 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">381<span class="ls0"> </span></div></div><div class="c xf4 y595 w46 h14"><div class="t m0 x28 hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y595 w9d h14"><div class="t m0 xbf hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(381) </div></div><div class="c xf5 y595 w46 h14"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y595 w9e h14"><div class="t m0 x8f h11 ybc ffb fs6 fc0 sc0 ls0 ws0">0 </div></div><div class="c x1 y596 w9b h18"><div class="t m0 xd h11 y569 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf3 y596 w9c h18"><div class="t m0 x45 h11 yce ffb fs6 fc0 sc0 ls0 ws0">24 442 </div></div><div class="c xf4 y596 w46 h18"><div class="t m0 xd h11 y569 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y596 w9d h18"><div class="t m0 x1f h11 yce ffb fs6 fc0 sc0 ls0 ws0">(2 260) </div></div><div class="c xf5 y596 w46 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y596 w9e h18"><div class="t m0 x45 h11 yce ffb fs6 fc0 sc0 ls0 ws0">22 182 </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">46</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>p<span class="_ _0"></span>odstawie <span class="_ _0"></span>d<span class="_ _0"></span>otychczasowej <span class="_ _0"></span>realizo<span class="_ _0"></span>walności <span class="_ _0"></span>spłat <span class="_ _20"></span>należności <span class="_ _20"></span>oraz <span class="_ _20"></span>oczekiwań <span class="_ _20"></span>w <span class="_ _20"></span>zakresie <span class="_ _0"></span>strat <span class="_ _20"></span>kredyto<span class="_ _0"></span>wych, </div><div class="t m0 x1 hb y4e0 ff5 fs6 fc0 sc0 ls0 ws0">Zarząd <span class="_ _0"></span>Spółki uznaje, że <span class="_ _0"></span>należności <span class="_ _0"></span>przeterminowane, <span class="_ _0"></span>w tym również <span class="_ _0"></span>w przedziałach o<span class="_ _0"></span>d 61 do 270, o<span class="_ _0"></span>d 271 do </div><div class="t m0 x1 hc y4e1 ff5 fs6 fc0 sc0 ls0 ws0">360 dni i po<span class="_ _0"></span>wyżej 361 dni, w kwocie nieob<span class="_ _0"></span>jętej odpisem aktualizującym<span class="_ _0"></span>, zostaną odzyskane<span class="_ _20"></span><span class="ff4">. </span></div><div class="t m0 x1 hb y215 ff5 fs6 fc0 sc0 ls0 ws0">Na każd<span class="_ _0"></span>y dzień <span class="_ _0"></span>sprawozdawczy <span class="_ _0"></span>do <span class="_ _0"></span>szacowania odp<span class="_ _0"></span>isu z <span class="_ _0"></span>tytułu utraty wartości <span class="_ _0"></span>należności h<span class="_ _0"></span>andlowych, <span class="_ _0"></span>Spółka </div><div class="t m0 x1 hb y216 ff5 fs6 fc0 sc0 ls0 ws0">stosuje <span class="_ _1"></span>podejście uproszczone <span class="_ _1"></span>wyceniając <span class="_ _1"></span>odpis z <span class="_ _b"></span>tytułu utraty <span class="_ _1"></span>wartości <span class="_ _1"></span>w <span class="_ _1"></span>kwocie <span class="_ _1"></span>równej o<span class="_ _1"></span>czekiwanym<span class="_ _0"></span> <span class="_ _1"></span>stratom </div><div class="t m0 x1 hb y528 ff5 fs6 fc0 sc0 ls0 ws0">kredytowym <span class="_ _13"> </span>w <span class="_ _15"> </span>horyzoncie <span class="_ _13"> </span>ż<span class="_ _1"></span>ycia <span class="_ _15"> </span>należ<span class="_ _0"></span>ności. <span class="_ _15"> </span>S<span class="_ _0"></span>półka <span class="_ _13"> </span>do <span class="_ _14"> </span>oszacowan<span class="_ _0"></span>ia <span class="_ _15"> </span>wartości <span class="_ _13"> </span>tego <span class="_ _15"> </span>odpisu <span class="_ _13"> </span>stosuje <span class="_ _15"> </span>macierz </div><div class="t m0 x1 hb y4b9 ff5 fs6 fc0 sc0 ls0 ws0">rezerw <span class="_ _13"> </span>opracowaną <span class="_ _13"> </span>na <span class="_ _15"> </span>po<span class="_ _0"></span>dstawie <span class="_ _15"> </span>dan<span class="_ _0"></span>ych <span class="_ _13"> </span>historycznych <span class="_ _13"> </span>dotyczących <span class="_ _13"> </span>spłat <span class="_ _15"> </span>należno<span class="_ _0"></span>ści <span class="_ _15"> </span>p<span class="_ _0"></span>rzez <span class="_ _13"> </span>kontrahentów, </div><div class="t m0 x1 hc y240 ff5 fs6 fc0 sc0 ls0 ws0">skorygowany<span class="_ _0"></span>ch w stosownych przyp<span class="_ _0"></span>adkach o wpływ informacji dotyczący<span class="_ _0"></span>ch przyszłości<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y241 ff4 fs6 fc0 sc0 ls0 ws0">W ty<span class="_ _0"></span>m <span class="_ _0"></span><span class="ff5">celu <span class="_ _0"></span>Spółka <span class="_ _0"></span>dokonu<span class="_ _0"></span>je statystycznej <span class="_ _0"></span>analizy<span class="_ _0"></span> wiek<span class="_ _0"></span>owej <span class="_ _0"></span>oraz <span class="_ _0"></span>analizy <span class="_ _0"></span>ściągalno<span class="_ _0"></span>ści n<span class="_ _0"></span>ależności <span class="_ _0"></span>w <span class="_ _20"></span></span>op<span class="_ _0"></span>arciu <span class="_ _0"></span>o </div><div class="t m0 x1 hc y529 ff4 fs6 fc0 sc0 ls0 ws0">dane history<span class="_ _0"></span>czne. </div><div class="t m0 x1 hb y52a ff5 fs6 fc0 sc0 ls0 ws0">Ponadto, Spółka tworzy odpisy specyficzne na należności zagrożone nieściągalnością (dla których stwierdzono </div><div class="t m0 x1 hb y21e ff5 fs6 fc0 sc0 ls0 ws0">wskaźniki <span class="_ _27"> </span>braku <span class="_ _27"> </span>uza<span class="_ _0"></span>sadnionych <span class="_ _27"> </span>perspektyw <span class="_ _27"> </span>odzyskan<span class="_ _0"></span>ia <span class="_ _c"> </span>należności, <span class="_ _27"> </span>w <span class="_ _27"> </span>ty<span class="_ _0"></span>m <span class="_ _c"> </span>będąc<span class="_ _0"></span>e <span class="_ _c"> </span>przedm<span class="_ _0"></span>iotem <span class="_ _c"> </span>spraw </div><div class="t m0 x1 hb y2e3 ff5 fs6 fc0 sc0 ls0 ws0">spornych, <span class="_ _15"> </span>ob<span class="_ _0"></span>jęte <span class="_ _15"> </span>postępowaniem <span class="_ _15"> </span>upad<span class="_ _0"></span>łościowym). <span class="_ _15"> </span>Należn<span class="_ _0"></span>ości <span class="_ _15"> </span>te <span class="_ _15"> </span>w <span class="_ _15"> </span>dalszym <span class="_ _13"> </span>ciągu <span class="_ _14"> </span>są <span class="_ _15"> </span>p<span class="_ _0"></span>rzedmiotem <span class="_ _15"> </span>działań </div><div class="t m0 x1 hc yca ff5 fs6 fc0 sc0 ls0 ws0">służących ich<span class="_ _0"></span> odzyskaniu<span class="ff4">. </span></div><div class="t m0 x1 hc y2e5 ff5 fs6 fc0 sc0 ls0 ws0">Poniżej prze<span class="_ _0"></span>dstawiono dane dotyczące o<span class="_ _0"></span>dpisów aktualizujących n<span class="_ _0"></span>ależności handlowe<span class="_ _0"></span><span class="ff4">: </span></div><div class="t m0 x1 hc y2e6 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y597 w9f h5a"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ff9"> </span></div></div><div class="c xf7 y597 wa0 h5a"><div class="t m0 x2d h11 y598 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y597 w46 h5a"><div class="t m0 xd h11 y598 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y597 wa1 h5a"><div class="t m0 x19 h11 y4da ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x1e h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xac y597 wa2 h5a"><div class="t m0 xd hb y599 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y597 wa3 h5a"><div class="t m0 x21 h11 y4da ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x17 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y59a w9f h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Wartość odpisów n<span class="_ _0"></span>a początek okresu<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xf7 y59a wa0 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf8 y59a w46 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y59a wa1 h14"><div class="t m0 x35 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(2 260) </div></div><div class="c xac y59a wa2 h14"><div class="t m0 x28 hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y59a wa3 h14"><div class="t m0 xe2 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(461) </div></div><div class="c x1 y59b w9f h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Wykorzystanie </div></div><div class="c xf7 y59b wa0 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf8 y59b w46 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y59b wa1 h14"><div class="t m0 xb4 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">327<span class="ls0"> </span></div></div><div class="c xac y59b wa2 h14"><div class="t m0 x28 hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y59b wa3 h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls1 ws0">106<span class="ls0"> </span></div></div><div class="c x1 y59c w9f h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Utworzenie </div></div><div class="c xf7 y59c wa0 h14"><div class="t m0 xd hb ybd ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf8 y59c w46 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y59c wa1 h14"><div class="t m0 x44 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(231) </div></div><div class="c xac y59c wa2 h14"><div class="t m0 x28 hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y59c wa3 h14"><div class="t m0 x37 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(1 905) </div></div><div class="c x1 y59d w9f h19"><div class="t m0 xd h11 y569 ffd fs6 fc0 sc0 ls0 ws0">Wartość odpisów na <span class="_ _0"></span>koniec ok<span class="_ _0"></span>resu<span class="ffb"> </span></div></div><div class="c xf7 y59d wa0 h19"><div class="t m0 xd h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y59d w46 h19"><div class="t m0 xd h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y59d wa1 h19"><div class="t m0 x35 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">(2 164) </div></div><div class="c xac y59d wa2 h19"><div class="t m0 xd hb y569 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y59d wa3 h19"><div class="t m0 x37 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">(2 260) </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y59e ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4c y59f ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y5a0 ff2 fs6 fc2 sc0 ls0 ws0">21.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Poż<span class="_ _1"></span>ycz<span class="_ _1"></span>ki<span class="_ _1"></span> u<span class="_ _1"></span>dzi<span class="_ _1"></span>el<span class="_ _1"></span>on<span class="_ _1"></span>e<span class="ff2 fc0"> </span></span></span></div><div class="t m0 x1 hc y5a1 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5a2 w99 h1e"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xee y5a2 w26 h1e"><div class="t m0 x21 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y5a2 w98 h1e"><div class="t m0 x2e h11 yf1 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa0 y5a2 w9a h1e"><div class="t m0 x2e h11 yf1 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y5a3 w99 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe udzielo<span class="_ _0"></span>ne pożyczki, w tym:<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xee y5a3 w26 h1d"><div class="t m0 xd hb y363 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y5a3 w98 h1d"><div class="t m0 x30 hb yee ff9 fs6 fc0 sc0 ls0 ws0">6 979 </div></div><div class="c xa0 y5a3 w9a h1d"><div class="t m0 x2c hb yee ff9 fs6 fc0 sc0 ls0 ws0">11 838 </div></div><div class="c x1 y5a4 w99 h1d"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">dla jednostki d<span class="_ _0"></span>ominującej najwyższego szczebla<span class="_ _0"></span></span> </div></div><div class="c xee y5a4 w26 h1d"><div class="t m0 xd h13 y363 ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y5a4 w98 h1d"><div class="t m0 x70 h13 yee ffc fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y5a4 w9a h1d"><div class="t m0 x30 hb yee ff9 fs6 fc0 sc0 ls0 ws0">3 305 </div></div><div class="c x1 y285 w99 h1d"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">dla jednostek <span class="_ _0"></span>zależnych</span> </div></div><div class="c xee y285 w26 h1d"><div class="t m0 xd h13 y363 ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y285 w98 h1d"><div class="t m0 x30 h13 yee ffc fs6 fc0 sc0 ls0 ws0">6 546 </div></div><div class="c xa0 y285 w9a h1d"><div class="t m0 x30 h13 yee ffc fs6 fc0 sc0 ls0 ws0">8 340 </div></div><div class="c x1 y5a5 w99 h1d"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">dla innych <span class="_ _0"></span>jednostek powiązanych<span class="_ _0"></span></span> </div></div><div class="c xee y5a5 w26 h1d"><div class="t m0 xd h13 y363 ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y5a5 w98 h1d"><div class="t m0 x2f h13 yee ffc fs6 fc0 sc0 ls1 ws0">390<span class="ls0"> </span></div></div><div class="c xa0 y5a5 w9a h1d"><div class="t m0 x34 h13 yee ffc fs6 fc0 sc0 ls1 ws0">40<span class="ls0"> </span></div></div><div class="c x1 y4fa w99 h1b"><div class="t m0 xd h11 y1ac ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y4fa w26 h1b"><div class="t m0 xd hb y1ac ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y4fa w98 h1b"><div class="t m0 x30 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">6 979 </div></div><div class="c xa0 y4fa w9a h1b"><div class="t m0 x2c h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">11 838 </div></div><div class="c x1 y43c w99 h18"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">krótkoterminowe<span class="_ _0"></span></span> </div></div><div class="c xee y43c w26 h18"><div class="t m0 xd h13 y411 ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y43c w98 h18"><div class="t m0 x2f h13 yce ffc fs6 fc0 sc0 ls1 ws0">836<span class="ls0"> </span></div></div><div class="c xa0 y43c w9a h18"><div class="t m0 x30 h13 yce ffc fs6 fc0 sc0 ls0 ws0">3 611 </div></div><div class="c x1 y5a6 w99 h6a"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">długoterminowe</span> </div></div><div class="c xee y5a6 w26 h6a"><div class="t m0 xd h13 y406 ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y5a6 w98 h6a"><div class="t m0 x30 h13 y13c ffc fs6 fc0 sc0 ls0 ws0">6 143 </div></div><div class="c xa0 y5a6 w9a h6a"><div class="t m0 x30 h13 y13c ffc fs6 fc0 sc0 ls0 ws0">8 227 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y5a7 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5a8 ff5 fs6 fc0 sc0 ls0 ws0">Jednostka <span class="_ _11"></span>do<span class="_ _0"></span>minująca <span class="_ _11"></span>najwyższego <span class="_ _11"></span>szczeb<span class="_ _0"></span>la <span class="_ _20"></span>cy<span class="_ _0"></span>ber_Folks <span class="_ _11"></span>S.A. <span class="_ _11"></span>spłaciła <span class="_ _11"></span>całą <span class="_ _11"></span>poży<span class="_ _0"></span>czkę <span class="_ _11"></span>otrzymaną <span class="_ _11"></span>od <span class="_ _11"></span>Ver<span class="_ _0"></span>com </div><div class="t m0 x1 hc y5a9 ff4 fs6 fc0 sc0 ls0 ws0">S.A. wraz z od<span class="_ _0"></span>setkami w trzecim kwartale <span class="_ _0"></span>2024 r. </div><div class="t m0 x1 h4c y5aa ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5ab ff5 fs6 fc0 sc0 ls0 ws0">W dniu <span class="_ _1"></span>31 <span class="_ _1"></span>grudnia <span class="_ _1"></span>2022 r. <span class="_ _1"></span>Spółka <span class="_ _1"></span>Vercom<span class="ff4"> </span>S.A. zawarła <span class="_ _1"></span>z <span class="_ _1"></span>jednostką zależną <span class="_ _1"></span>Oxylion Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o. (wcześniej <span class="ff4">S.A.) </span></div><div class="t m0 x1 hc y5ac ff5 fs6 fc0 sc0 ls0 ws0">umowę po<span class="_ _0"></span>życzki, na<span class="ff4"> </span>mocy której p<span class="_ _0"></span>oprzednia pożyczka zo<span class="_ _0"></span>stała refinansowan<span class="_ _0"></span>a nową pożyczką<span class="_ _0"></span><span class="ff4"> a jej ter<span class="_ _0"></span>min </span></div><div class="t m0 x1 hc y5ad ff5 fs6 fc0 sc0 ls0 ws0">spłaty został <span class="_ _1"></span>ustalony na <span class="_ _1"></span>dzień 31 <span class="_ _1"></span><span class="ff4">grudnia 2028 <span class="_ _1"></span>r. <span class="ls13">W <span class="_ _1"></span><span class="ls0">drugim kwartale <span class="ff5">2024 <span class="_ _1"></span>r. <span class="_ _1"></span>jednostka zależna dokonała spłaty<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 x1 hc y5ae ff4 fs6 fc0 sc0 ls0 ws0">tej <span class="_ _14"></span><span class="ff5">p<span class="_ _0"></span>ożyczki <span class="_ _14"> </span>w <span class="_ _15"> </span>kwocie <span class="_ _15"> </span>2</span> 2<span class="_ _0"></span><span class="ff5">00 <span class="_ _14"></span>tys. <span class="_ _15"> </span>zł. <span class="_ _14"> </span>W <span class="_ _15"> </span>dniu <span class="_ _15"> </span>5 <span class="_ _14"> </span>lip<span class="_ _0"></span>ca <span class="_ _14"></span>2024 <span class="_ _15"> </span>r. <span class="_ _14"> </span>Ver<span class="_ _0"></span>com <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>u<span class="_ _0"></span>dzieliła <span class="_ _14"> </span>do <span class="_ _15"> </span>Oxylio<span class="_ _0"></span>n <span class="_ _14"></span>Sp. <span class="_ _15"> </span>z <span class="_ _14"> </span>o.o. </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">47</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">(wcześniej <span class="_ _20"></span>S.A.) <span class="_ _20"></span>kolejnej <span class="_ _20"></span>pożyczki, <span class="_ _20"></span>w <span class="_ _20"></span>wysokości <span class="_ _20"></span>300 <span class="_ _20"></span>tys. <span class="_ _20"></span>zł, <span class="_ _0"></span>k<span class="_ _0"></span>tóra <span class="_ _0"></span>zo<span class="_ _0"></span>stała <span class="_ _0"></span>w <span class="_ _20"></span>całości <span class="_ _20"></span>spłacona <span class="_ _20"></span>w <span class="_ _20"></span>trakcie <span class="_ _20"></span>roku. </div><div class="t m0 x1 hc y4e0 ff5 fs6 fc0 sc0 ls0 ws0">Wartość pozostał<span class="ff4">a<span class="_ _0"></span> </span>do spłaty<span class="ff4"> <span class="_ _0"></span></span>na dzień 31 grudnia 202<span class="_ _0"></span><span class="ff4">4 r. wraz z od<span class="_ _0"></span>setkami wynosi 6<span class="_ _0"></span> 143 </span>tys. zł.<span class="ff4"> </span></div><div class="t m0 x1 h4c y5af ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5b0 ff5 fs6 fc0 sc0 ls0 ws0">Spółka Verco<span class="_ _0"></span>m S.A. udzieliła trzech po<span class="_ _0"></span>życzek jednostce zależnej Messag<span class="_ _0"></span>eFlow.com GmbH:<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y5b1 ff4 fs6 fc0 sc0 ls0 ws0">- <span class="ff5">w dniu 7 lip<span class="_ _0"></span>ca 2022 r. w kwocie 10 ty<span class="_ _0"></span>s. EUR z terminem spłaty 31<span class="_ _0"></span> grudnia 2023 r.<span class="_ _0"></span></span> </div><div class="t m0 x1 hc y5b2 ff4 fs6 fc0 sc0 ls0 ws0">- <span class="ls9">w </span>dniu 9 m<span class="_ _0"></span>aja 2023 r. w k<span class="_ _0"></span>wocie  15 tys. EUR <span class="ff5">z ter<span class="_ _0"></span>minem spłaty 31 grud<span class="_ _0"></span>nia 2023 r.</span> </div><div class="t m0 x1 hc y3b8 ff4 fs6 fc0 sc0 ls0 ws0">- <span class="ff5">w dniu 25<span class="_ _0"></span> lipca 2024 r. w kwocie 15 tys. E<span class="_ _0"></span>UR z terminem spłaty <span class="_ _0"></span></span>3<span class="_ _0"></span>1 grudnia 2024 r. </div><div class="t m0 x1 hc y3b9 ff5 fs6 fc0 sc0 ls0 ws0">Łączna <span class="_ _20"></span>wartość <span class="_ _20"></span>zobowiązan<span class="_ _0"></span>ia <span class="_ _0"></span>p<span class="_ _0"></span>ozostał<span class="ff4">ego <span class="_ _20"></span></span>do <span class="_ _20"></span>spłaty<span class="ff4"> <span class="_ _20"></span></span>wynikającego <span class="_ _20"></span>z <span class="_ _20"></span>powyższych <span class="_ _20"></span>umów <span class="_ _20"></span>wraz <span class="_ _20"></span>z <span class="_ _0"></span>od<span class="_ _0"></span>setkami <span class="_ _0"></span>n<span class="_ _0"></span>a </div><div class="t m0 x1 hc y5b3 ff5 fs6 fc0 sc0 ls0 ws0">dzień<span class="ff4"> 31 gr<span class="_ _0"></span>udnia 2024 r. wyn<span class="_ _0"></span>osi 1<span class="ls1">79</span> </span>tys. zł.<span class="ff4"> </span></div><div class="t m0 x1 h4c y5b4 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3bc ff4 fs6 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu<span class="_ _0"></span> <span class="_ _0"></span>11 <span class="_ _20"></span>gr<span class="_ _0"></span>udnia <span class="_ _0"></span>20<span class="_ _0"></span>24 <span class="_ _0"></span>r<span class="_ _0"></span>. <span class="_ _20"></span><span class="ff5">spółka <span class="_ _20"></span>Vercom<span class="_ _0"></span> <span class="_ _0"></span>S.A. <span class="_ _20"></span>udzieliła <span class="_ _20"></span>poży<span class="_ _0"></span>czki <span class="_ _0"></span>jed<span class="_ _0"></span>nostce <span class="_ _20"></span>zależnej <span class="_ _20"></span>Zentoshop<span class="_ _0"></span></span> <span class="_ _20"></span>Sp. <span class="_ _20"></span>z <span class="_ _20"></span>o.o. <span class="_ _20"></span>w </div><div class="t m0 x1 hc y559 ff5 fs6 fc0 sc0 ls0 ws0">kwocie <span class="_ _20"></span>10<span class="_ _0"></span> <span class="_ _20"></span>tys. <span class="_ _20"></span>zł <span class="_ _20"></span>z <span class="_ _20"></span>term<span class="_ _0"></span>inem <span class="_ _0"></span>spłaty <span class="_ _20"></span>u<span class="_ _0"></span>stalonym <span class="_ _20"></span>na<span class="_ _0"></span><span class="ff4"> <span class="_ _20"></span>31<span class="_ _0"></span> <span class="_ _20"></span>grudnia <span class="_ _0"></span>2<span class="_ _0"></span>025 <span class="_ _20"></span>r. <span class="_ _11"></span></span>Wartość <span class="_ _20"></span>poży<span class="_ _0"></span>czki <span class="_ _0"></span>wraz <span class="_ _20"></span>z <span class="_ _11"></span>odsetkami <span class="_ _20"></span>n<span class="_ _0"></span>a </div><div class="t m0 x1 hc y5b5 ff5 fs6 fc0 sc0 ls0 ws0">dzień 31 grudn<span class="_ _0"></span>ia 2024 r. wynosi 10 tys. zł.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 h4c y5b6 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb yc9 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _0"></span>2<span class="_ _0"></span>7 <span class="_ _0"></span>grudnia <span class="_ _0"></span>2024 <span class="_ _0"></span>r. <span class="_ _0"></span>spółka <span class="_ _20"></span>Vercom <span class="_ _0"></span>S.A. <span class="_ _0"></span>udzieliła <span class="_ _20"></span>pożyczki <span class="_ _20"></span>jednostce <span class="_ _0"></span>zależnej <span class="_ _20"></span>Appchance <span class="_ _20"></span>Group <span class="_ _0"></span>Sp. <span class="_ _0"></span>z </div><div class="t m0 x1 hb y5b7 ff5 fs6 fc0 sc0 ls0 ws0">o.o. <span class="_ _1"></span>w <span class="_ _3"></span>k<span class="_ _0"></span>wocie <span class="_ _b"></span>500 <span class="_ _1"></span>tys. <span class="_ _b"></span>zł <span class="_ _1"></span>z <span class="_ _b"></span>terminem <span class="_ _1"></span>spłaty <span class="_ _b"></span>ustalonym <span class="_ _1"></span>na <span class="_ _b"></span>30 <span class="_ _b"></span>czer<span class="_ _0"></span>wca <span class="_ _b"></span>2025 <span class="_ _1"></span>r. <span class="_ _b"></span>Wartość <span class="_ _1"></span>pożyczki <span class="_ _b"></span>wraz <span class="_ _1"></span>z <span class="_ _b"></span>odsetkami </div><div class="t m0 x1 hc y427 ff5 fs6 fc0 sc0 ls0 ws0">na dzień 31 gru<span class="_ _0"></span>dnia 2024 r. wynosi 500 <span class="_ _0"></span>tys. <span class="_ _0"></span>zł.<span class="ff4"> </span></div><div class="t m0 x1 h4b y5b8 ff4 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y5b9 ff2 fs6 fc2 sc0 ls0 ws0">22.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Środ<span class="_ _b"></span>ki pi<span class="_ _1"></span>eni<span class="_ _1"></span>ęż<span class="_ _1"></span>ne<span class="_ _1"></span> i<span class="_ _1"></span> ic<span class="_ _1"></span>h<span class="_ _1"></span> e<span class="_ _1"></span>kwiw<span class="_ _1"></span>a<span class="_ _1"></span>le<span class="_ _1"></span>nty<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h1 y5ba ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y52b ff5 fs6 fc0 sc0 ls0 ws0">Środki <span class="_ _11"></span>pieniężne <span class="_ _11"></span><span class="ff4">na <span class="_ _14"></span>rachun<span class="_ _1"></span>kach <span class="_ _11"></span>b<span class="_ _0"></span>ankowyc<span class="_ _1"></span>h <span class="_ _14"></span><span class="ff5">obejm<span class="_ _1"></span>ują <span class="_ _11"></span>środki <span class="_ _11"></span>pieniężne<span class="ff4"> <span class="_ _11"></span></span>zdeponowane <span class="_ _11"></span>w <span class="_ _14"></span>banku <span class="_ _11"></span>i <span class="_ _14"></span>dost<span class="_ _1"></span>ępne <span class="_ _11"></span>na </span></span></div><div class="t m0 x1 hc y2fd ff5 fs6 fc0 sc0 ls0 ws0">żądanie.<span class="_ _1"></span><span class="ff4">  </span></div><div class="t m0 x1 hc y2fe ff5 fs6 fc0 sc0 ls0 ws0">Lokaty <span class="_ _15"> </span>krótko<span class="_ _1"></span>terminowe<span class="_ _1"></span> <span class="_ _15"> </span>są <span class="_ _15"> </span>zawiązywane <span class="_ _15"> </span>na <span class="_ _15"> </span>różne <span class="_ _14"> </span>o<span class="_ _0"></span>kresy<span class="_ _1"></span> <span class="_ _15"> </span>(z <span class="_ _15"> </span>r<span class="_ _0"></span>eguł<span class="_ _1"></span>y <span class="_ _15"> </span>od <span class="_ _15"> </span>jednego <span class="_ _15"> </span>dnia <span class="_ _15"> </span>do <span class="_ _15"> </span>jednego <span class="_ _15"> </span>miesiąca)<span class="_ _1"></span> <span class="ff4"> </span></div><div class="t m0 x1 hb y2ff ff5 fs6 fc0 sc0 ls0 ws0">w <span class="_ _0"></span>zależn<span class="_ _1"></span>ości od <span class="_ _0"></span>aktual<span class="_ _1"></span>nego zapotrzeb<span class="_ _1"></span>owania na <span class="_ _0"></span>środ<span class="_ _1"></span>ki p<span class="_ _0"></span>ieni<span class="_ _1"></span>ężne. <span class="_ _0"></span>Lokaty<span class="_ _1"></span> <span class="_ _0"></span>są oprocentow<span class="_ _1"></span>ane <span class="_ _0"></span>wedłu<span class="_ _1"></span>g u<span class="_ _0"></span>stal<span class="_ _1"></span>onych </div><div class="t m0 x1 hc y5bb ff5 fs6 fc0 sc0 ls0 ws0">dla <span class="_ _0"></span>nich <span class="_ _0"></span>stóp <span class="_ _0"></span>procent<span class="_ _1"></span>owych<span class="ff4"> <span class="_ _0"></span>z <span class="_ _0"></span>terminem <span class="_ _0"></span></span>zapadalności<span class="_ _1"></span> <span class="_ _0"></span>nieprzekracz<span class="_ _1"></span>ającym <span class="_ _0"></span>3 <span class="_ _0"></span>miesięcy <span class="_ _0"></span>od <span class="_ _0"></span>daty <span class="_ _0"></span>założenia <span class="_ _0"></span>i <span class="_ _0"></span>mogą </div><div class="t m0 x1 hc y342 ff5 fs6 fc0 sc0 ls0 ws0">zostać w<span class="_ _1"></span>ypłacone w c<span class="_ _1"></span>iągu 2<span class="_ _1"></span>4 godzin o<span class="_ _1"></span>d powiado<span class="_ _1"></span>mienia<span class="ff4">. </span></div><div class="t m0 x1 hb y7e ff5 fs6 fc0 sc0 ls0 ws0">Środki <span class="_ _20"></span>p<span class="_ _0"></span>ie<span class="_ _1"></span>niężne <span class="_ _20"></span>u<span class="_ _0"></span>jęte <span class="_ _20"></span>na <span class="_ _11"></span>platformach <span class="_ _20"></span>płatniczyc<span class="_ _1"></span>h <span class="_ _11"></span>obejmują <span class="_ _11"></span>nierozlic<span class="_ _1"></span>zone <span class="_ _20"></span>płatności <span class="_ _11"></span>dokonane <span class="_ _20"></span>przez <span class="_ _11"></span>klientów </div><div class="t m0 x1 hc y52e ff5 fs6 fc0 sc0 ls0 ws0">Spółki za<span class="_ _1"></span> pośred<span class="_ _1"></span>nictwem ka<span class="_ _1"></span>nałów pła<span class="_ _1"></span>tności ele<span class="_ _1"></span>ktronic<span class="_ _1"></span>znej.<span class="ff4"> </span></div><div class="t m0 x1 hc y52f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5bc wa4 h78"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xfa y5bc wa5 h78"><div class="t m0 xc0 h11 yce ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xfb y5bc wa6 h78"><div class="t m0 xc0 h11 yce ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y5bd wa4 h1a"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iężne na rachunkach bankowy<span class="_ _0"></span>ch<span class="ff9"> </span></div></div><div class="c xfa y5bd wa5 h1a"><div class="t m0 xab hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">7 298 </div></div><div class="c xfb y5bd wa6 h1a"><div class="t m0 x90 hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">15 322 </div></div><div class="c x1 y5be wa4 h1a"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Lokaty krótkoterm<span class="_ _0"></span>inowe<span class="ff9"> </span></div></div><div class="c xfa y5be wa5 h1a"><div class="t m0 x90 hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">23 784 </div></div><div class="c xfb y5be wa6 h1a"><div class="t m0 xbf hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">4 882 </div></div><div class="c x1 y5bf wa4 h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iężne  na platformach p<span class="_ _0"></span>łatniczych<span class="ff9"> </span></div></div><div class="c xfa y5bf wa5 h14"><div class="t m0 x6a hb ybc ff9 fs6 fc0 sc0 ls1 ws0">10<span class="ls0"> </span></div></div><div class="c xfb y5bf wa6 h14"><div class="t m0 xfc hb ybc ff9 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x1 y5c0 wa4 h18"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Środki pieniężne i ich ek<span class="_ _0"></span>wiwalenty<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xfa y5c0 wa5 h18"><div class="t m0 x90 h11 yce ffb fs6 fc0 sc0 ls0 ws0">31 092 </div></div><div class="c xfb y5c0 wa6 h18"><div class="t m0 x90 h11 yce ffb fs6 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h4b y5c1 ff4 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c2 ff5 fs6 fc0 sc0 ls0 ws0">Śro<span class="_ _1"></span>dki <span class="_ _20"></span>pieni<span class="_ _1"></span>ężn<span class="_ _1"></span>e <span class="_ _11"></span>stanow<span class="_ _1"></span>ią <span class="_ _11"></span>zabez<span class="_ _1"></span>pie<span class="_ _1"></span>cze<span class="_ _1"></span>nie <span class="_ _11"></span>kred<span class="_ _1"></span>ytó<span class="_ _1"></span>w <span class="_ _11"></span>zacią<span class="_ _1"></span>gnięt<span class="_ _1"></span>ych <span class="_ _20"></span>w <span class="_ _11"></span>konsor<span class="_ _1"></span>cjum <span class="_ _20"></span>mBank <span class="_ _11"></span>S.A.<span class="_ _1"></span> <span class="_ _11"></span>oraz <span class="_ _20"></span>ING <span class="_ _14"></span>B<span class="_ _1"></span>ank </div><div class="t m0 x1 hc y5c3 ff5 fs6 fc0 sc0 ls0 ws0">Śl<span class="_ _1"></span>ąski<span class="_ _1"></span> S<span class="ff4">.A<span class="_ _1"></span>. (<span class="_ _1"></span><span class="ls7">not<span class="lsf">a <span class="ls0"> </span></span>29<span class="lse">).<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 hc y5c4 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5c6 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5c7 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5c8 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5c9 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;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:249.420000px;bottom:379.360000px;width:23.720000px;height:17.250000px;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:292.660000px;bottom:379.360000px;width:14.300000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">48</span> </span></span></div><div class="t m0 x1 h3b y211 ff2 fs6 fc2 sc0 ls0 ws0">23.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Nale<span class="_ _1"></span>żn<span class="_ _1"></span>oś<span class="_ _1"></span>ci <span class="_ _1"></span>z <span class="_ _1"></span>ty<span class="_ _1"></span>tu<span class="_ _1"></span>łu<span class="_ _1"></span> le<span class="_ _1"></span>as<span class="_ _1"></span>in<span class="_ _1"></span>gu<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h44 yeb ff1 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5ca ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5cb wa7 h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Należności kró<span class="_ _0"></span>tkoterminowe z ty<span class="_ _0"></span>tułu leasingu<span class="ffb"> </span></div></div><div class="c xfd y5cb w4c h28"><div class="t m0 xd h11 y13f ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y5cb w46 h28"><div class="t m0 x27 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xfe y5cb wa8 h28"><div class="t m0 x8f hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y5cb w46 h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xce y5cb wa9 h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5cc wa7 h89"><div class="t m0 xd h6c y419 ff9 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y5cc w4c h89"><div class="t m0 x12 h6d yb6 ffc fsb fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y5cc w46 h89"><div class="t m0 x27 h6c yb6 ff9 fsb fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y5cc wa8 h89"><div class="t m0 xd h8a y1f6 ffb fsb fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y5cc w46 h89"><div class="t m0 xd h8a y1f6 ffb fsb fc0 sc0 ls0 ws0">  </div></div><div class="c xce y5cc wa9 h89"><div class="t m0 xd h8a y1f6 ffb fsb fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y5cd wa7 h28"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xfd y5cd w4c h28"><div class="t m0 xd h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y5cd w46 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y5cd wa8 h28"><div class="t m0 xf h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xf9 y5cd w46 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xce y5cd wa9 h28"><div class="t m0 xf h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y5ce wa7 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności kr<span class="_ _0"></span>ótkoterminowe z tytułu leasin<span class="_ _0"></span>gu<span class="ff9"> </span></div></div><div class="c xfd y5ce w4c h28"><div class="t m0 xd hb y13f ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y5ce w46 h28"><div class="t m0 x27 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xfe y5ce wa8 h28"><div class="t m0 xc9 hb yff ff9 fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c xf9 y5ce w46 h28"><div class="t m0 x28 hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xce y5ce wa9 h28"><div class="t m0 xff hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5cf wa7 h18"><div class="t m0 xd h11 y569 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xfd y5cf w4c h18"><div class="t m0 xd h13 y569 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y5cf w46 h18"><div class="t m0 xd hb y569 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y5cf wa8 h18"><div class="t m0 xc9 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c xf9 y5cf w46 h18"><div class="t m0 xd h11 y569 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xce y5cf wa9 h18"><div class="t m0 xff h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h27 y5d0 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5d1 ff5 fs6 fc0 sc0 ls0 ws0">Przedmiotem leasingu jest <span class="_ _1"></span>powierzchnia biurowa w Krako<span class="_ _1"></span>wie, która jest<span class="_ _1"></span> podnajmowana jednostce dominującej </div><div class="t m0 x1 hc y278 ff5 fs6 fc0 sc0 ls0 ws0">najwyższego <span class="_ _0"></span>szczebla cyber_Folks S.A. <span class="_ _0"></span>oraz wyb<span class="_ _0"></span>ranym jednostkom zależnym<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h4b y5d2 ff4 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5d3 ff5 fs6 fc0 sc0 ls0 ws0">Poniżej zaprezentowano przyszłe płatności z tytułu leasingu <span class="_ _1"></span>udzielonego w podziale na <span class="_ _1"></span>terminy wymagalności.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y5d4 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5d5 waa h8b"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x100 y5d5 w46 h8b"><div class="t m0 xd hb y5d6 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x101 y5d5 w4c h8b"><div class="t m0 xd hb y5d6 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x102 y5d5 wab h8b"><div class="t m0 x24 h8c y5d7 ffe fs1 fc0 sc0 ls0 ws0">Przyszłe minimalne </div><div class="t m0 x33 h8c y5d8 ffe fs1 fc0 sc0 ls0 ws0">płatności z tytułu </div><div class="t m0 xd9 h8c y5d9 ff9 fs1 fc0 sc0 ls0 ws0">leasingu  </div></div><div class="c x103 y5d5 wac h8b"><div class="t m0 x2f h8c y5d8 ff9 fs1 fc0 sc0 ls0 ws0">Odsetki </div></div><div class="c x104 y5d5 wad h8b"><div class="t m0 x64 h8c y5da ffe fs1 fc0 sc0 ls0 ws0">Bieżąca wartość </div><div class="t m0 x27 h8c y5db ffe fs1 fc0 sc0 ls0 ws0">przyszłych minimalnych </div><div class="t m0 xed h8c y1f5 ffe fs1 fc0 sc0 ls0 ws0">płatności <span class="ff9"> </span></div><div class="t m0 x13 h8c y1f6 ffe fs1 fc0 sc0 ls0 ws0">z tytułu umów leasingu<span class="ff9"> </span></div></div><div class="c x1 y5dc waa h1a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x100 y5dc w46 h1a"><div class="t m0 xd h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x101 y5dc w4c h1a"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x102 y5dc w1e h1a"><div class="t m0 x46 h41 y393 ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x105 y5dc wae h1a"><div class="t m0 x46 h41 y393 ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x103 y5dc waf h1a"><div class="t m0 x2e h41 y393 ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xb6 y5dc wb0 h1a"><div class="t m0 x2e h41 y393 ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x104 y5dc wb1 h1a"><div class="t m0 x46 h41 y393 ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xe0 y5dc w1e h1a"><div class="t m0 x46 h41 y393 ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y5dd waa h1f"><div class="t m0 xc6 h41 y0 ffb fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x100 y5dd w46 h1f"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y5dd w4c h1f"><div class="t m0 x27 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y5dd w1e h1f"><div class="t m0 xe1 hc yff ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y5dd wae h1f"><div class="t m0 x4c hc yff ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x103 y5dd waf h1f"><div class="t m0 x1c hc yff ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y5dd wb0 h1f"><div class="t m0 x106 hc yff ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y5dd wb1 h1f"><div class="t m0 x4c hc yff ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe0 y5dd w1e h1f"><div class="t m0 x4c hc yff ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5de waa h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">do 1 roku </div></div><div class="c x100 y5de w46 h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y5de w4c h14"><div class="t m0 x27 hc y3d4 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y5de w1e h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c x105 y5de wae h14"><div class="t m0 x4e hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x103 y5de waf h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xb6 y5de wb0 h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x104 y5de wb1 h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c xe0 y5de w1e h14"><div class="t m0 x4e hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5df waa h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x100 y5df w46 h18"><div class="t m0 xd h13 y569 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x101 y5df w4c h18"><div class="t m0 xd hb y569 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x102 y5df w1e h18"><div class="t m0 x69 h11 yce ffb fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c x105 y5df wae h18"><div class="t m0 x4e h11 yce ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x103 y5df waf h18"><div class="t m0 x4c h11 yce ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xb6 y5df wb0 h18"><div class="t m0 x4c h11 yce ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x104 y5df wb1 h18"><div class="t m0 x69 h11 yce ffb fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c xe0 y5df w1e h18"><div class="t m0 x4e h11 yce ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y5e0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y5b9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y5e1 ff2 fs6 fc2 sc0 ls0 ws0">24.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Poz<span class="_ _1"></span>ost<span class="_ _1"></span>ał<span class="_ _1"></span>e <span class="_ _1"></span>akt<span class="_ _1"></span>yw<span class="_ _1"></span>a<span class="fff fs0 fc0"> </span></span></span></div><div class="t m0 x1 hc y5e2 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y35c wb2 h18"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Pozostałe akt<span class="_ _0"></span>ywa długoterminowe<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x23 y35c wb3 h18"><div class="t m0 xd h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y35c w6 h18"><div class="t m0 x2d hc yd3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y35c w7 h18"><div class="t m0 x90 hc yd3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5e3 wb2 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y5e3 wb3 h28"><div class="t m0 xb0 hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y5e3 w6 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x99 y5e3 w7 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y5e4 wb2 h1a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x23 y5e4 wb3 h1a"><div class="t m0 x21 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y5e4 w6 h1a"><div class="t m0 x21 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x99 y5e4 w7 h1a"><div class="t m0 x21 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y1d wb2 h89"><div class="t m0 x108 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y1d wb3 h89"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y1d w6 h89"><div class="t m0 xd hc ybc ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y1d w7 h89"><div class="t m0 xd hc ybc ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5e5 wb2 h18"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Przedpłaty<span class="ff9"> </span></div></div><div class="c x23 y5e5 wb3 h18"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5e5 w6 h18"><div class="t m0 x1c hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c x99 y5e5 w7 h18"><div class="t m0 x106 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">6 </div></div><div class="c x1 y5e6 wb2 h18"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności z ty<span class="_ _0"></span>tułu sprzedaży udziałów<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x23 y5e6 wb3 h18"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5e6 w6 h18"><div class="t m0 x1f hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x99 y5e6 w7 h18"><div class="t m0 xe2 hb yd1 ff9 fs6 fc0 sc0 ls1 ws0">480<span class="ls0"> </span></div></div><div class="c x1 y5e7 wb2 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Kaucje </div></div><div class="c x23 y5e7 wb3 h18"><div class="t m0 xd hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5e7 w6 h18"><div class="t m0 x1b hb yd1 ff9 fs6 fc0 sc0 ls1 ws0">19<span class="ls0"> </span></div></div><div class="c x99 y5e7 w7 h18"><div class="t m0 xe2 hb yd1 ff9 fs6 fc0 sc0 ls1 ws0">132<span class="ls0"> </span></div></div><div class="c x1 y5e8 wb2 h1f"><div class="t m0 x108 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y5e8 wb3 h1f"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5e8 w6 h1f"><div class="t m0 x2d hc y5e9 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y5e8 w7 h1f"><div class="t m0 x90 hc y5e9 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5ea wb2 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y5ea wb3 h18"><div class="t m0 xb0 hb y569 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y5ea w6 h18"><div class="t m0 x1b h11 yd1 ffb fs6 fc0 sc0 ls1 ws0">23<span class="ls0"> </span></div></div><div class="c x99 y5ea w7 h18"><div class="t m0 xe2 h11 yd1 ffb fs6 fc0 sc0 ls1 ws0">618<span class="ls0"> </span></div></div><div class="c x1 y5eb wb2 h89"><div class="t m0 x108 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y5eb wb3 h89"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5eb w6 h89"><div class="t m0 x90 hc ybc ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y5eb w7 h89"><div class="t m0 xd hc ybc ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5ec wb2 h14"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Pozostałe akt<span class="_ _0"></span>ywa krótkoterminowe<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x23 y5ec wb3 h14"><div class="t m0 xd h11 y3d4 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5ec w6 h14"><div class="t m0 x90 hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y5ec w7 h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y230 wb2 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y230 wb3 h28"><div class="t m0 xb0 hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y230 w6 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x99 y230 w7 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y5ed wb2 h1a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x23 y5ed wb3 h1a"><div class="t m0 x21 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y5ed w6 h1a"><div class="t m0 x21 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x99 y5ed w7 h1a"><div class="t m0 x21 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y5ee wb2 h51"><div class="t m0 x108 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y5ee wb3 h51"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5ee w6 h51"><div class="t m0 x2d hc yce ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y5ee w7 h51"><div class="t m0 x90 hc yce ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5ef wb2 h36"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Przedpłaty<span class="ff9"> </span></div></div><div class="c x23 y5ef wb3 h36"><div class="t m0 xd hb y414 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5ef w6 h36"><div class="t m0 xe2 hb yff ff9 fs6 fc0 sc0 ls1 ws0">817<span class="ls0"> </span></div></div><div class="c x99 y5ef w7 h36"><div class="t m0 xe2 hb yff ff9 fs6 fc0 sc0 ls1 ws0">476<span class="ls0"> </span></div></div><div class="c x1 y5f0 wb2 h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności z tytu<span class="_ _0"></span>łu dywidend<span class="ff9"> </span></div></div><div class="c x23 y5f0 wb3 h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5f0 w6 h14"><div class="t m0 xe2 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">573<span class="ls0"> </span></div></div><div class="c x99 y5f0 w7 h14"><div class="t m0 x1f hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y5f1 wb2 h12"><div class="t m0 xd hb y42a ffe fs6 fc0 sc0 ls0 ws0">Należności z ty<span class="_ _0"></span>tułu podatków (z wyłącz<span class="_ _0"></span>eniem podatku do<span class="_ _0"></span>chodowego) </div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">oraz innych pod<span class="_ _0"></span>obnych świadczeń<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x23 y5f1 wb3 h12"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5f1 w6 h12"><div class="t m0 x1f hb yb8 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x99 y5f1 w7 h12"><div class="t m0 x106 hb yb8 ff9 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c x1 y5f2 wb2 h23"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Inne </div></div><div class="c x23 y5f2 wb3 h23"><div class="t m0 xd hb y3d7 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5f2 w6 h23"><div class="t m0 xe2 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">323<span class="ls0"> </span></div></div><div class="c x99 y5f2 w7 h23"><div class="t m0 xe2 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">102<span class="ls0"> </span></div></div><div class="c x1 y5f3 wb2 h18"><div class="t m0 xd h11 yf1 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y5f3 wb3 h18"><div class="t m0 xd hb yf1 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y5f3 w6 h18"><div class="t m0 x37 h11 yce ffb fs6 fc0 sc0 ls0 ws0">1 713 </div></div><div class="c x99 y5f3 w7 h18"><div class="t m0 xe2 h11 yce ffb fs6 fc0 sc0 ls1 ws0">582<span class="ls0"> </span></div></div><div class="c x1 y5f4 wb2 h89"><div class="t m0 x108 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 y5f4 wb3 h89"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y5f4 w6 h89"><div class="t m0 x90 hc ybc ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x99 y5f4 w7 h89"><div class="t m0 xd hc ybc ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y29c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5f5 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>pozycji <span class="_ _15"> </span>prze<span class="_ _0"></span>dpłaty <span class="_ _15"> </span>w <span class="_ _15"> </span>akty<span class="_ _1"></span>wach <span class="_ _14"> </span>krótkoterminow<span class="_ _1"></span>ych <span class="_ _14"> </span>znajdują <span class="_ _14"> </span>się <span class="_ _14"> </span>przede <span class="_ _15"> </span>wszyst<span class="_ _1"></span>kim <span class="_ _15"> </span>przedpłaty <span class="_ _15"> </span>n<span class="_ _0"></span>a <span class="_ _14"> </span>usług<span class="_ _0"></span>i, </div><div class="t m0 x1 hc y573 ff5 fs6 fc0 sc0 ls0 ws0">których dostar<span class="_ _0"></span>czenie nastąpi w kolejny<span class="_ _0"></span>ch okresach <span class="_ _0"></span><span class="ff4">sprawozdawczych<span class="_ _0"></span>.  </span></div><div class="t m0 x1 hc y574 ff4 fs6 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>grudniu <span class="_ _14"></span>2024 <span class="_ _14"></span>r. <span class="_ _15"></span><span class="ff5">Spółka</span> <span class="_ _14"></span><span class="ff5">otrzymała <span class="_ _14"> </span>zapłatę <span class="_ _14"> </span>ostatniej <span class="_ _14"> </span>płatn<span class="_ _0"></span>ości <span class="_ _14"></span>z <span class="_ _14"></span>dokonanej <span class="_ _15"> </span></span>w <span class="_ _14"></span><span class="ff5">2023 <span class="_ _14"></span>r. <span class="_ _14"></span>sprzedaży <span class="_ _14"></span>udziałów </span></div><div class="t m0 x1 hc y575 ff4 fs6 fc0 sc0 ls0 ws0">jednostki stowar<span class="_ _0"></span>zyszonej User.com Sp.<span class="_ _0"></span> z o.o. w kwocie 480<span class="_ _0"></span> <span class="ff5">zł.</span> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">49</span> </span></span></div><div class="t m0 x1 hc y211 ff5 fs6 fc0 sc0 ls0 ws0">Należności <span class="_ _1"></span>z <span class="_ _1"></span>tytułu <span class="_ _b"></span>dywid<span class="_ _0"></span>end <span class="_ _b"></span>stanowi dywidenda <span class="_ _b"></span>o<span class="_ _0"></span>d <span class="_ _1"></span>jednostki <span class="_ _b"></span>za<span class="_ _0"></span>leżnej <span class="_ _1"></span><span class="ff4">Appchance <span class="_ _1"></span>Group <span class="_ _b"></span>Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o<span class="ls8">. <span class="_ _b"></span><span class="lsa">(d<span class="ls0">ywidenda </span></span></span></span></div><div class="t m0 x1 hc y4e0 ff5 fs6 fc0 sc0 ls0 ws0">wpłynęła do Ver<span class="_ _0"></span>com S.A. dnia 2 stycznia 2<span class="_ _0"></span>025 r.).<span class="ff4"> </span></div><div class="t m0 x1 h3b y4e1 ff2 fs6 fc2 sc0 ls0 ws0">25.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Kapi<span class="_ _1"></span>ta<span class="_ _1"></span>ł <span class="_ _1"></span><span class="ff2">pod<span class="_ _1"></span>st<span class="_ _1"></span>aw<span class="_ _1"></span>owy<span class="_ _1"></span> </span></span></span></div><div class="t m0 x1 hc y5f6 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5f7 wb4 h1b"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x109 y5f7 wb5 h1b"><div class="t m0 x25 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xb1 y5f7 w9d h1b"><div class="t m0 x25 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y5f8 wb4 h64"><div class="t m0 xd hb y3d2 ffe fs6 fc0 sc0 ls0 ws0">Kapitał pod<span class="_ _0"></span>stawowy Vercom S.A. zg<span class="_ _0"></span>odnie z KRS na d<span class="_ _0"></span>zień </div><div class="t m0 xd hb yd7 ff9 fs6 fc0 sc0 ls0 ws0">sprawozdawczy </div></div><div class="c x109 y5f8 wb5 h64"><div class="t m0 x7a hb y3d1 ff9 fs6 fc0 sc0 ls1 ws0">444<span class="ls0"> </span></div></div><div class="c xb1 y5f8 w9d h64"><div class="t m0 x7a hb y3d1 ff9 fs6 fc0 sc0 ls1 ws0">444<span class="ls0"> </span></div></div><div class="c x1 y5f9 wb4 h1e"><div class="t m0 xd h11 yd3 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x109 y5f9 wb5 h1e"><div class="t m0 x7a h11 yd3 ffb fs6 fc0 sc0 ls1 ws0">444<span class="ls0"> </span></div></div><div class="c xb1 y5f9 w9d h1e"><div class="t m0 x7a h11 yd3 ffb fs6 fc0 sc0 ls1 ws0">444<span class="ls0"> </span></div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y5fa ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5fb ff5 fs6 fc0 sc0 ls0 ws0">Struktura <span class="_ _11"></span>ak<span class="_ _0"></span>cjonariatu <span class="_ _11"></span>Spółki <span class="_ _11"></span>Vercom<span class="_ _0"></span> <span class="_ _11"></span>S.A<span class="ff4 ls8">. <span class="_ _11"></span></span>n<span class="_ _0"></span>a <span class="_ _11"></span>dzień <span class="_ _11"></span>zatwierd<span class="_ _0"></span>zenia <span class="_ _11"></span>niniejszego<span class="_ _0"></span> <span class="_ _20"></span>jed<span class="_ _0"></span>nostkowego <span class="_ _11"></span>sprawozd<span class="_ _0"></span>ania<span class="ff4"> </span></div><div class="t m0 x1 hc y21c ff4 fs6 fc0 sc0 ls0 ws0">finansowego<span class="_ _0"></span> oraz <span class="ff5">na dzień 3</span>1<span class="_ _0"></span> grudnia 2024 <span class="ff5">r<span class="_ _0"></span>. przedstawia się następująco<span class="_ _0"></span>:</span> </div><div class="t m0 x1 h1 y41f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5fc ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y5fd wb6 h8d"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10a y5fd w48 h8d"><div class="t m0 x4a h41 y1f4 ffb fs1 fc0 sc0 ls0 ws0">Liczba akcji  </div><div class="t m0 x36 h41 y1f5 ffb fs1 fc0 sc0 ls0 ws0">serii  </div><div class="t m0 x24 h41 y1f6 ffb fs1 fc0 sc0 ls0 ws0">A, B, D, E i F </div></div><div class="c x10b y5fd wb7 h8d"><div class="t m0 x2d h41 y1f4 ffd fs1 fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x64 h41 y1f5 ffb fs1 fc0 sc0 ls0 ws0">nominalna  </div><div class="t m0 x55 h41 y1f6 ffd fs1 fc0 sc0 ls0 ws0">1 akcji (w zł)<span class="ffb"> </span></div></div><div class="c x10c y5fd w74 h8d"><div class="t m0 x15 h41 y1f4 ffd fs1 fc0 sc0 ls0 ws0">Kapitał </div><div class="t m0 x21 h41 y1f5 ffb fs1 fc0 sc0 ls0 ws0">podstawowy </div><div class="t m0 x22 h41 y1f6 ff13 fs1 fc0 sc0 ls0 ws0">(w zł)<span class="ffb"> </span></div></div><div class="c xa4 y5fd wb8 h8d"><div class="t m0 x6f h41 y1f4 ffd fs1 fc0 sc0 ls0 ws0">% głosów <span class="ffb"> </span></div><div class="t m0 x11 h41 y1f5 ffb fs1 fc0 sc0 ls0 ws0">na Walnym </div><div class="t m0 x21 h41 y1f6 ffb fs1 fc0 sc0 ls0 ws0">Zgromadzeniu </div></div><div class="c x6e y5fd w43 h8d"><div class="t m0 x31 h41 y1f4 ffd fs1 fc0 sc0 ls0 ws0">Udział w </div><div class="t m0 x1a h41 y1f5 ffb fs1 fc0 sc0 ls0 ws0">kapitale </div><div class="t m0 x20 h41 y1f6 ffd fs1 fc0 sc0 ls0 ws0">zakładowym<span class="ffb"> </span></div></div><div class="c x1 y5fe wb6 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">cyber_Folk<span class="_ _0"></span>s S.A. </div></div><div class="c x10a y5fe w48 h18"><div class="t m0 x47 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">11 114 380 </div></div><div class="c x10b y5fe wb7 h18"><div class="t m0 x3a hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y5fe w74 h18"><div class="t m0 x39 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">222 288 </div></div><div class="c xa4 y5fe wb8 h18"><div class="t m0 x25 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">50,18% </div></div><div class="c x6e y5fe w43 h18"><div class="t m0 x1a hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">50,01% </div></div><div class="c x1 y5ff wb6 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Adam Lewko<span class="_ _0"></span>wicz * </div></div><div class="c x10a y5ff w48 h18"><div class="t m0 xe1 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">1 404 750 </div></div><div class="c x10b y5ff wb7 h18"><div class="t m0 x3a hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y5ff w74 h18"><div class="t m0 xb2 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">28 095 </div></div><div class="c xa4 y5ff wb8 h18"><div class="t m0 x63 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">6,34% </div></div><div class="c x6e y5ff w43 h18"><div class="t m0 x30 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">6,32% </div></div><div class="c x1 y546 wb6 h8e"><div class="t m0 xd hb y600 ffe fs6 fc0 sc0 ls0 ws0">Fundusze zar<span class="_ _0"></span>ządzane </div><div class="t m0 xd hb y601 ff9 fs6 fc0 sc0 ls0 ws0">przez Nation<span class="_ _0"></span>ale-</div><div class="t m0 xd hb y430 ff9 fs6 fc0 sc0 ls0 ws0">Nederlanden<span class="_ _0"></span> Powszechne </div><div class="t m0 xd hb y13e ff9 fs6 fc0 sc0 ls0 ws0">Towarzystwo E<span class="_ _0"></span>merytalne </div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x10a y546 w48 h8e"><div class="t m0 xe1 hb y430 ff9 fs6 fc0 sc0 ls0 ws0">1 460 736 </div></div><div class="c x10b y546 wb7 h8e"><div class="t m0 x3a hb y430 ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y546 w74 h8e"><div class="t m0 xb2 hb y430 ff9 fs6 fc0 sc0 ls0 ws0">29 215 </div></div><div class="c xa4 y546 wb8 h8e"><div class="t m0 x63 hb y430 ff9 fs6 fc0 sc0 ls0 ws0">6,60% </div></div><div class="c x6e y546 w43 h8e"><div class="t m0 x30 hb y430 ff9 fs6 fc0 sc0 ls0 ws0">6,57% </div></div><div class="c x1 y602 wb6 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Itema Ventur<span class="_ _0"></span>es UAB </div></div><div class="c x10a y602 w48 h18"><div class="t m0 xe1 hb yce ff9 fs6 fc0 sc0 ls0 ws0">2 377 000 </div></div><div class="c x10b y602 wb7 h18"><div class="t m0 x3a hb yce ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y602 w74 h18"><div class="t m0 xb2 hb yce ff9 fs6 fc0 sc0 ls0 ws0">47 540 </div></div><div class="c xa4 y602 wb8 h18"><div class="t m0 x25 hb yce ff9 fs6 fc0 sc0 ls0 ws0">10,73% </div></div><div class="c x6e y602 w43 h18"><div class="t m0 x1a hb yce ff9 fs6 fc0 sc0 ls0 ws0">10,70% </div></div><div class="c x1 y603 wb6 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">PTE Allianz Polska S.A.<span class="_ _0"></span> </div></div><div class="c x10a y603 w48 h18"><div class="t m0 xe1 hb yce ff9 fs6 fc0 sc0 ls0 ws0">1 341 888 </div></div><div class="c x10b y603 wb7 h18"><div class="t m0 x3a hb yce ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y603 w74 h18"><div class="t m0 xb2 hb yce ff9 fs6 fc0 sc0 ls0 ws0">26 838 </div></div><div class="c xa4 y603 wb8 h18"><div class="t m0 x63 hb yce ff9 fs6 fc0 sc0 ls0 ws0">6,06% </div></div><div class="c x6e y603 w43 h18"><div class="t m0 x30 hb yce ff9 fs6 fc0 sc0 ls0 ws0">6,04% </div></div><div class="c x1 y604 wb6 h8f"><div class="t m0 xd hb y13e ff9 fs6 fc0 sc0 ls0 ws0">Vercom S.A. (<span class="_ _0"></span>akcje </div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">własne)<span class="ff9"> </span></div></div><div class="c x10a y604 w48 h8f"><div class="t m0 xc0 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">75 208 </div></div><div class="c x10b y604 wb7 h8f"><div class="t m0 x3a hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y604 w74 h8f"><div class="t m0 x4d hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">1 504 </div></div><div class="c xa4 y604 wb8 h8f"><div class="t m0 xb4 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6e y604 w43 h8f"><div class="t m0 x30 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">0,34% </div></div><div class="c x1 y3fb wb6 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Pozostali </div></div><div class="c x10a y3fb w48 h18"><div class="t m0 xe1 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">4 449 823 </div></div><div class="c x10b y3fb wb7 h18"><div class="t m0 x3a hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y3fb w74 h18"><div class="t m0 xb2 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">88 996 </div></div><div class="c xa4 y3fb wb8 h18"><div class="t m0 x25 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">20,09% </div></div><div class="c x6e y3fb w43 h18"><div class="t m0 x1a hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">20,02% </div></div><div class="c x1 y605 wb6 h1a"><div class="t m0 xd hb y144 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10a y605 w48 h1a"><div class="t m0 x47 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">22 223 785 </div></div><div class="c x10b y605 wb7 h1a"><div class="t m0 xab h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10c y605 w74 h1a"><div class="t m0 x39 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">444 476 </div></div><div class="c xa4 y605 wb8 h1a"><div class="t m0 x15 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x6e y605 w43 h1a"><div class="t m0 x47 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y606 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4c y607 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y608 ff7 fs6 fc0 sc0 ls0 ws0">* <span class="ff6">z podmio<span class="_ _0"></span>tami zależnymi</span> </div><div class="t m0 x1 hc y609 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y365 ff4 fs6 fc0 sc0 ls0 ws0">S<span class="ff5">truktura ak<span class="_ _0"></span>cjonariatu Spółki Vercom S.A. n<span class="_ _0"></span>a dzień <span class="_ _0"></span></span>31 grudnia 2023<span class="_ _0"></span> r. przedstawia<span class="ff5 ls15">ła</span> <span class="ff5">się n<span class="_ _0"></span>astępująco:<span class="ff1 fs0"> </span></span></div><div class="t m0 x1 hc y60a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y60b wb6 h8d"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10a y60b w48 h8d"><div class="t m0 x4a h41 y5db ffb fs1 fc0 sc0 ls0 ws0">Liczba akcji  </div><div class="t m0 x36 h41 y1f5 ffb fs1 fc0 sc0 ls0 ws0">serii  </div><div class="t m0 x24 h41 y1f6 ffb fs1 fc0 sc0 ls0 ws0">A, B, D, E i F </div></div><div class="c x10b y60b wb7 h8d"><div class="t m0 x2d h41 y5db ffd fs1 fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x64 h41 y1f5 ffb fs1 fc0 sc0 ls0 ws0">nominalna  </div><div class="t m0 x55 h41 y1f6 ffd fs1 fc0 sc0 ls0 ws0">1 akcji (w zł)<span class="ffb"> </span></div></div><div class="c x10c y60b w74 h8d"><div class="t m0 x15 h41 y5db ffd fs1 fc0 sc0 ls0 ws0">Kapitał </div><div class="t m0 x21 h41 y1f5 ffb fs1 fc0 sc0 ls0 ws0">podstawowy </div><div class="t m0 xc0 h41 y1f6 ffd fs1 fc0 sc0 ls0 ws0">(w zł)<span class="ffb"> </span></div></div><div class="c xa4 y60b wb8 h8d"><div class="t m0 x6f h41 y5db ffd fs1 fc0 sc0 ls0 ws0">% głosów <span class="ffb"> </span></div><div class="t m0 x11 h41 y1f5 ffb fs1 fc0 sc0 ls0 ws0">na Walnym </div><div class="t m0 x21 h41 y1f6 ffb fs1 fc0 sc0 ls0 ws0">Zgromadzeniu </div></div><div class="c x6e y60b w43 h8d"><div class="t m0 x31 h41 y5db ffd fs1 fc0 sc0 ls0 ws0">Udział w </div><div class="t m0 x1a h41 y1f5 ffb fs1 fc0 sc0 ls0 ws0">kapitale </div><div class="t m0 x20 h41 y1f6 ffd fs1 fc0 sc0 ls0 ws0">zakładowym<span class="ffb"> </span></div></div><div class="c x1 y60c wb6 h19"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">cyber_Folk<span class="_ _0"></span>s S.A. </div></div><div class="c x10a y60c w48 h19"><div class="t m0 x47 hb y396 ff9 fs6 fc0 sc0 ls0 ws0">11 114 380 </div></div><div class="c x10b y60c wb7 h19"><div class="t m0 x3a hb y396 ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y60c w74 h19"><div class="t m0 x39 hb y396 ff9 fs6 fc0 sc0 ls0 ws0">222 288 </div></div><div class="c xa4 y60c wb8 h19"><div class="t m0 x25 hb y396 ff9 fs6 fc0 sc0 ls0 ws0">50,23% </div></div><div class="c x6e y60c w43 h19"><div class="t m0 x1a hb y396 ff9 fs6 fc0 sc0 ls0 ws0">50,01% </div></div><div class="c x1 y60d wb6 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Adam Lewko<span class="_ _0"></span>wicz * </div></div><div class="c x10a y60d w48 h18"><div class="t m0 xe1 hb yce ff9 fs6 fc0 sc0 ls0 ws0">1 604 750 </div></div><div class="c x10b y60d wb7 h18"><div class="t m0 x3a hb yce ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y60d w74 h18"><div class="t m0 xb2 hb yce ff9 fs6 fc0 sc0 ls0 ws0">32 095 </div></div><div class="c xa4 y60d wb8 h18"><div class="t m0 x63 hb yce ff9 fs6 fc0 sc0 ls0 ws0">7,25% </div></div><div class="c x6e y60d w43 h18"><div class="t m0 x30 hb yce ff9 fs6 fc0 sc0 ls0 ws0">7,22% </div></div><div class="c x1 y60e wb6 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Krzysztof Szyszk<span class="_ _0"></span>a </div></div><div class="c x10a y60e w48 h18"><div class="t m0 xe1 hb yce ff9 fs6 fc0 sc0 ls0 ws0">1 416 105 </div></div><div class="c x10b y60e wb7 h18"><div class="t m0 x3a hb yce ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y60e w74 h18"><div class="t m0 xb2 hb yce ff9 fs6 fc0 sc0 ls0 ws0">28 322 </div></div><div class="c xa4 y60e wb8 h18"><div class="t m0 x63 hb yce ff9 fs6 fc0 sc0 ls0 ws0">6,40% </div></div><div class="c x6e y60e w43 h18"><div class="t m0 x30 hb yce ff9 fs6 fc0 sc0 ls0 ws0">6,37% </div></div><div class="c x1 y272 wb6 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Itema Ventur<span class="_ _0"></span>es UAB </div></div><div class="c x10a y272 w48 h18"><div class="t m0 xe1 hb yce ff9 fs6 fc0 sc0 ls0 ws0">2 377 000 </div></div><div class="c x10b y272 wb7 h18"><div class="t m0 x3a hb yce ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y272 w74 h18"><div class="t m0 xb2 hb yce ff9 fs6 fc0 sc0 ls0 ws0">47 540 </div></div><div class="c xa4 y272 wb8 h18"><div class="t m0 x25 hb yce ff9 fs6 fc0 sc0 ls0 ws0">10,74% </div></div><div class="c x6e y272 w43 h18"><div class="t m0 x1a hb yce ff9 fs6 fc0 sc0 ls0 ws0">10,70% </div></div><div class="c x1 y33 wb6 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">PTE Allianz Polska S.A.<span class="_ _0"></span> </div></div><div class="c x10a y33 w48 h18"><div class="t m0 xe1 hb yce ff9 fs6 fc0 sc0 ls0 ws0">1 341 888 </div></div><div class="c x10b y33 wb7 h18"><div class="t m0 x3a hb yce ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y33 w74 h18"><div class="t m0 xb2 hb yce ff9 fs6 fc0 sc0 ls0 ws0">26 838 </div></div><div class="c xa4 y33 wb8 h18"><div class="t m0 x63 hb yce ff9 fs6 fc0 sc0 ls0 ws0">6,06% </div></div><div class="c x6e y33 w43 h18"><div class="t m0 x30 hb yce ff9 fs6 fc0 sc0 ls0 ws0">6,04% </div></div><div class="c x1 y442 wb6 h90"><div class="t m0 xd hb y13e ff9 fs6 fc0 sc0 ls0 ws0">Vercom S.A. (<span class="_ _0"></span>akcje </div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">własne)<span class="ff9"> </span></div></div><div class="c x10a y442 w48 h90"><div class="t m0 xc0 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">94 809 </div></div><div class="c x10b y442 wb7 h90"><div class="t m0 x3a hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y442 w74 h90"><div class="t m0 x4d hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">1 896 </div></div><div class="c xa4 y442 wb8 h90"><div class="t m0 xb4 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x6e y442 w43 h90"><div class="t m0 x30 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">0,43% </div></div><div class="c x1 y60f wb6 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Pozostali </div></div><div class="c x10a y60f w48 h18"><div class="t m0 xe1 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">4 274 853 </div></div><div class="c x10b y60f wb7 h18"><div class="t m0 x3a hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">0,02 </div></div><div class="c x10c y60f w74 h18"><div class="t m0 xb2 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">85 497 </div></div><div class="c xa4 y60f wb8 h18"><div class="t m0 x25 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">19,32% </div></div><div class="c x6e y60f w43 h18"><div class="t m0 x1a hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">19,24% </div></div><div class="c x1 y610 wb6 h1a"><div class="t m0 xd hb y144 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10a y610 w48 h1a"><div class="t m0 x47 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">22 223 785 </div></div><div class="c x10b y610 wb7 h1a"><div class="t m0 xab h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10c y610 w74 h1a"><div class="t m0 x39 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">444 476 </div></div><div class="c xa4 y610 wb8 h1a"><div class="t m0 x15 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x6e y610 w43 h1a"><div class="t m0 x47 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y611 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hd y612 ff7 fs6 fc0 sc0 ls0 ws0">* <span class="ff6">z podmio<span class="_ _0"></span>tami zależnymi</span> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">50</span> </span></span></div><div class="t m0 x1 h27 y613 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y614 ff3 fs6 fc0 sc0 ls0 ws0">Transakcje na ak<span class="_ _0"></span>cjach Spółki<span class="ff2"> </span>akcjonariuszy po<span class="_ _0"></span>siadających powyżej 5% udziału w kapitale zak<span class="_ _0"></span>ładowym<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x1 h3b y3d ff2 fs6 fc0 sc0 ls0 ws0">oraz kluczo<span class="_ _0"></span>wego kierownictwa<span class="_ _0"></span> </div><div class="t m0 x1 h4c y615 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y616 ff4 fs6 fc0 sc0 ls13 ws0">W  <span class="ls0">okresie  <span class="ls1">12</span>  <span class="ff5">miesięcy  zakoń<span class="_ _0"></span>czonym  3</span>1  grudnia  <span class="ff5">20<span class="_ _0"></span>24  r.  miały  miejsce  następujące</span>  zmian<span class="_ _0"></span>y  na  akcjach </span></div><div class="t m0 x1 hc y617 ff5 fs6 fc0 sc0 ls0 ws0">akcjonariu<span class="_ _0"></span>szy <span class="_ _0"></span>Spółki <span class="_ _0"></span>posiadających <span class="_ _0"></span>powy<span class="_ _0"></span>żej 5<span class="_ _0"></span>% <span class="_ _0"></span>udziału <span class="_ _0"></span>w <span class="_ _0"></span>kapitale <span class="_ _20"></span>zakładowym<span class="_ _20"></span><span class="ff4"> <span class="_ _0"></span>oraz <span class="_ _0"></span>na <span class="_ _0"></span>akcjach <span class="_ _20"></span>kluczowego </span></div><div class="t m0 x1 hc y618 ff4 fs6 fc0 sc0 ls0 ws0">kierownictwa:<span class="_ _0"></span> </div><div class="t m0 x1 h44 y619 ff4 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y61a ff5 fs6 fc0 sc0 ls0 ws0">W dniu <span class="_ _0"></span>21 maja <span class="_ _0"></span>2024 r. <span class="_ _0"></span>Spółka o<span class="_ _0"></span>trzymała <span class="_ _0"></span>zawiadomienie, o zawar<span class="_ _0"></span>ciu pr<span class="_ _0"></span>zez akcjonariusza <span class="_ _0"></span>Krzysztofa <span class="_ _0"></span>Szyszka </div><div class="t m0 x1 hc y61b ff4 fs6 fc0 sc0 ls0 ws0">umowy <span class="_ _15"> </span>d<span class="_ _0"></span>arowizny <span class="_ _15"></span>1 <span class="_ _13"> </span>2<span class="_ _1"></span>16<span class="_ _0"></span> <span class="ff5">105 <span class="_ _15"> </span>akcji, <span class="_ _15"> </span>na <span class="_ _13"> </span>mocy <span class="_ _14"> </span>k<span class="_ _0"></span>tórej <span class="_ _15"> </span>1 <span class="_ _15"> </span>016<span class="_ _0"></span></span> <span class="ff5">105 <span class="_ _13"> </span>akcji <span class="_ _14"> </span>otrzy<span class="_ _0"></span>mała <span class="_ _15"> </span>fundacja <span class="_ _15"> </span>„CONE <span class="_ _13"> </span>Fundacja </span></div><div class="t m0 x1 hc y61c ff5 fs6 fc0 sc0 ls0 ws0">Rodzinna” <span class="_ _12"> </span>a <span class="_ _12"> </span>200<span class="_ _0"></span><span class="ff4"> </span>000 <span class="_ _12"> </span>akcji <span class="_ _27"> </span>otrzy<span class="_ _0"></span>mała <span class="_ _12"> </span>pani <span class="_ _12"> </span>Joanna <span class="_ _12"> </span>Szysz<span class="_ _0"></span>ka. <span class="_ _12"> </span>Fundacja <span class="_ _12"> </span>jest <span class="_ _12"> </span>podmiotem <span class="_ _12"> </span>powiąz<span class="_ _0"></span>anym <span class="_ _27"> </span>z </div><div class="t m0 x1 hb y61d ff5 fs6 fc0 sc0 ls0 ws0">akcjonariu<span class="_ _0"></span>szem. Po przeprowadzeniu transakcji, <span class="_ _0"></span>posiadana przez akcjonariu<span class="_ _0"></span>sza ogólna liczba głosów w <span class="_ _0"></span>Spó<span class="_ _0"></span>łce </div><div class="t m0 x1 hc y61e ff5 fs6 fc0 sc0 ls0 ws0">spadła o nieca<span class="_ _0"></span>ły 1 punkt procentowy.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 h4c y61f ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y620 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _20"></span>d<span class="_ _0"></span>niu <span class="_ _11"></span>21 <span class="_ _11"></span>czerwca <span class="_ _11"></span>202<span class="_ _0"></span>4 <span class="_ _20"></span>r. <span class="_ _11"></span>pan <span class="_ _11"></span>Aleksan<span class="_ _0"></span>der <span class="_ _11"></span>Duch, <span class="_ _11"></span>Członek <span class="_ _11"></span>Rady <span class="_ _11"></span>Nadzo<span class="_ _0"></span>rczej, <span class="_ _11"></span>zbył <span class="_ _11"></span>13<span class="_ _20"></span><span class="ff4"> 724 <span class="_ _11"></span>akcji <span class="_ _11"></span>na <span class="_ _11"></span>pokrycie </span></div><div class="t m0 x1 hb y621 ff5 fs6 fc0 sc0 ls0 ws0">funduszu <span class="_ _13"> </span>założycielskiego <span class="_ _13"> </span>fundacji <span class="_ _15"> </span>„Nim<span class="_ _0"></span>bus <span class="_ _13"> </span>Fundacja <span class="_ _15"> </span>Rodzinn<span class="_ _0"></span>a <span class="_ _13"> </span>w <span class="_ _15"> </span>organizacji” <span class="_ _13"> </span>stanowiącej <span class="_ _15"> </span>jeg<span class="_ _0"></span>o <span class="_ _13"> </span>podmiot </div><div class="t m0 x1 hc y622 ff5 fs6 fc0 sc0 ls0 ws0">powiązany.<span class="ff4"> </span></div><div class="t m0 x1 h4c y623 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb ycd ff5 fs6 fc0 sc0 ls0 ws0">W  dniu  24  lipca  2024  r.  „Nimbus  Fundacja  Rodzinna  w  organizacji”  stanowiąca  po<span class="_ _0"></span>dmiot  powiązany  z </div><div class="t m0 x1 hc y624 ff5 fs6 fc0 sc0 ls0 ws0">Członkiem Rady<span class="_ _0"></span> Nadzorczej, panem Alek<span class="_ _0"></span>sandrem Duchem, nabyła 519<span class="_ _0"></span> akcji Spółki.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 h4c y2c3 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y625 ff5 fs6 fc0 sc0 ls0 ws0">W d<span class="_ _0"></span>niach <span class="_ _0"></span>25 <span class="_ _0"></span>i <span class="_ _0"></span>29 <span class="_ _0"></span>lipca <span class="_ _0"></span>2024 <span class="_ _0"></span>r. „Nimb<span class="_ _0"></span>us Fu<span class="_ _0"></span>ndacja <span class="_ _0"></span>Rodzinna <span class="_ _0"></span>w o<span class="_ _0"></span>rganizacji” <span class="_ _0"></span>nabyła <span class="_ _0"></span>odpowiednio <span class="_ _0"></span>ko<span class="_ _0"></span>lejne 66<span class="_ _0"></span>0 i </div><div class="t m0 x1 hc y626 ff5 fs6 fc0 sc0 ls0 ws0">146 akcji Spółk<span class="_ _0"></span>i<span class="ff4">. </span></div><div class="t m0 x1 h4c y627 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y628 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>dniu <span class="_ _14"></span>16 <span class="_ _11"></span>g<span class="_ _0"></span>rudnia <span class="_ _14"></span>2024 <span class="_ _11"></span>r<span class="_ _0"></span>. <span class="_ _11"></span>„PATRIMONIUM<span class="_ _0"></span> <span class="_ _14"></span>Fundacja <span class="_ _14"></span>Rodzinna” <span class="_ _14"></span>(podmiot <span class="_ _14"></span>powiązany <span class="_ _14"></span>z <span class="_ _14"></span>panem <span class="_ _14"></span>Adamem </div><div class="t m0 x1 hc y629 ff4 fs6 fc0 sc0 ls0 ws0">Lewkowiczem <span class="_ _13"> </span><span class="ff5">–</span> <span class="_ _15"> </span><span class="ff5">Wiceprezesem<span class="_ _0"></span> <span class="_ _15"> </span>Zarząd<span class="_ _0"></span>u) <span class="_ _15"> </span>oraz <span class="_ _13"> </span>„CONE <span class="_ _15"> </span>Fundacja <span class="_ _13"> </span>Rodzinna” <span class="_ _15"> </span>(podmiot <span class="_ _15"> </span>po<span class="_ _0"></span>wiązany <span class="_ _15"> </span>z <span class="_ _13"> </span>panem<span class="_ _1"></span> </span></div><div class="t m0 x1 hc y62a ff5 fs6 fc0 sc0 ls0 ws0">Krzysztofem <span class="_ _18"> </span>Szyszką <span class="_ _18"> </span>–<span class="ff4"> <span class="_ _18"> </span></span>Prezesem <span class="_ _18"> </span>Zarządu) <span class="_ _24"> </span>d<span class="_ _0"></span>okonały <span class="_ _18"> </span>zbycia <span class="_ _18"> </span><span class="ff4">po <span class="_ _18"> </span>200 000 <span class="_ _18"> </span>akcji <span class="_ _24"> </span></span>każ<span class="_ _0"></span>da.<span class="ff4"> <span class="_ _24"> </span>W <span class="_ _18"> </span>wyniku </span></div><div class="t m0 x1 hc y62b ff4 fs6 fc0 sc0 ls0 ws0">przeprowadzo<span class="_ _0"></span>nych <span class="_ _0"></span>transakcji<span class="_ _0"></span><span class="ls6">, <span class="_ _0"></span></span><span class="ff5">p<span class="_ _0"></span>osiadana <span class="_ _0"></span>og<span class="_ _0"></span>ólna <span class="_ _0"></span>liczba <span class="_ _20"></span>głosów <span class="_ _0"></span>w <span class="_ _0"></span>Spółce <span class="_ _20"></span>spadła <span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _0"></span>niecały<span class="_ _0"></span> <span class="_ _0"></span>1 <span class="_ _0"></span>pun<span class="_ _0"></span>kt <span class="_ _0"></span>procentowy<span class="_ _20"></span></span> </div><div class="t m0 x1 hc y62c ff4 fs6 fc0 sc0 ls0 ws0">w <span class="_ _0"></span>przyp<span class="_ _0"></span>adku <span class="_ _0"></span><span class="ff5">zaró<span class="_ _0"></span>wno <span class="_ _0"></span></span>jednego, <span class="_ _0"></span>jak <span class="_ _20"></span>i <span class="_ _0"></span>drugiego <span class="_ _20"></span>akcjonariusza<span class="_ _0"></span>, <span class="_ _0"></span>przy <span class="_ _20"></span>czym <span class="_ _0"></span>dla <span class="_ _0"></span>p<span class="_ _0"></span>ana <span class="_ _0"></span>Krzysztofa <span class="_ _20"></span>Szyszki <span class="_ _0"></span>ozn<span class="_ _0"></span>acza </div><div class="t m0 x1 hc y62d ff5 fs6 fc0 sc0 ls0 ws0">to spadek pon<span class="_ _0"></span>iżej 5% głosów na Walnym<span class="_ _0"></span> Zgromadzeniu Akcjonar<span class="_ _0"></span>iuszy Spółki.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 h4c y3a9 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y62e ff4 fs6 fc0 sc0 ls0 ws0">W dniu <span class="_ _1"></span><span class="ff5">20 grudnia 2024 r<span class="_ _1"></span>. Spółka otrzymała zawiadomienie, <span class="_ _1"></span>że w <span class="_ _1"></span>wyniku nabycia akcji d<span class="_ _1"></span>okonaneg<span class="_ _0"></span>o w <span class="_ _1"></span>dniu 16<span class="_ _1"></span> </span></div><div class="t m0 x1 hc y47f ff4 fs6 fc0 sc0 ls0 ws0">grudnia <span class="_ _0"></span>20<span class="_ _0"></span>24 <span class="_ _0"></span>r., <span class="_ _0"></span>Nation<span class="_ _0"></span>ale-<span class="ff5">Nederlan<span class="_ _0"></span>den <span class="_ _0"></span>Otwarty<span class="_ _0"></span> <span class="_ _0"></span>Fundusz <span class="_ _0"></span>Emerytalny<span class="_ _0"></span> <span class="_ _0"></span>zwiększył <span class="_ _0"></span>stan <span class="_ _20"></span>posiadania <span class="_ _20"></span>akcji <span class="_ _0"></span>Spó<span class="_ _0"></span>łki, </span></div><div class="t m0 x1 hc y62f ff5 fs6 fc0 sc0 ls0 ws0">powyżej  5% <span class="_ _13"> </span>głosów <span class="_ _13"> </span>na  Walnym <span class="_ _13"> </span>Zgromadzeniu  Akcjonarius<span class="ff4 lsc">zy<span class="_ _0"></span><span class="ls0"> <span class="_ _13"> </span></span></span>Spółki.  Jednocześnie <span class="_ _13"> </span>w  wyniku <span class="_ _13"> </span>tej  samej<span class="_ _1"></span> </div><div class="t m0 x1 hc y630 ff5 fs6 fc0 sc0 ls0 ws0">transakcji <span class="_ _1e"> </span>zarządzan<span class="_ _0"></span>e <span class="_ _1e"> </span>przez  Nationale<span class="_ _0"></span><span class="ff4">-Neder<span class="_ _0"></span>landen <span class="_ _1e"> </span>Powszechne <span class="_ _1e"> </span>Towarzystwo <span class="_ _1e"> </span>Emerytalne <span class="_ _1e"> </span>S.A. <span class="_ _1e"> </span>fundusze </span></div><div class="t m0 x1 hb y631 ff5 fs6 fc0 sc0 ls0 ws0">zwiększyły <span class="_ _0"></span>łączny <span class="_ _0"></span>stan posiadan<span class="_ _0"></span>ia akcji <span class="_ _0"></span>Spółki <span class="_ _0"></span>powyżej <span class="_ _0"></span>5% głosów <span class="_ _0"></span>na <span class="_ _0"></span>Walnym Zg<span class="_ _0"></span>romadzeniu <span class="_ _0"></span>Akcjonariu<span class="_ _0"></span>szy </div><div class="t m0 x1 hc y632 ff5 fs6 fc0 sc0 ls0 ws0">Spółki<span class="ff4">. </span></div><div class="t m0 x1 h3b y633 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y634 ff2 fs6 fc2 sc0 ls0 ws0">26.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Akc<span class="_ _1"></span>je w<span class="_ _1"></span>ł<span class="_ _1"></span>asn<span class="_ _1"></span>e<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y635 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y636 wb9 h1a"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10d y636 wba h1a"><div class="t m0 x4e h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x10e y636 wbb h1a"><div class="t m0 x4e h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y637 wb9 h18"><div class="t m0 xd hb yce ffe fs6 fc0 sc0 ls0 ws0">Akcje własne<span class="ff9"> </span></div></div><div class="c x10d y637 wba h18"><div class="t m0 x77 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(575) </div></div><div class="c x10e y637 wbb h18"><div class="t m0 x77 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(725) </div></div><div class="c x1 y1ad wb9 h1a"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10d y1ad wba h1a"><div class="t m0 xcb h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10e y1ad wbb h1a"><div class="t m0 xcb h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y638 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">51</span> </span></span></div><div class="t m0 x1 hc y211 ff4 fs6 fc0 sc0 ls0 ws0">W <span class="_ _b"></span>okresie <span class="_ _b"></span><span class="ls7">12<span class="_ _0"></span><span class="ls0"> <span class="_ _b"></span><span class="ff5">miesięcy <span class="_ _b"></span>zakończonym <span class="_ _3"></span>3<span class="_ _0"></span><span class="ff4">1 <span class="_ _b"></span>grudnia <span class="_ _b"></span><span class="ff5">2024 <span class="_ _b"></span>r. <span class="_ _1"></span>Spół<span class="_ _1"></span>ka <span class="_ _1"></span>dok<span class="_ _1"></span>onała <span class="_ _b"></span>zbycia <span class="_ _b"></span>20 <span class="_ _b"></span>6<span class="_ _0"></span>01 <span class="_ _b"></span>akcji <span class="_ _b"></span>własnych <span class="_ _b"></span>w <span class="_ _b"></span>ramach </span></span></span></span></span></div><div class="t m0 x1 hc y4e0 ff5 fs6 fc0 sc0 ls0 ws0">programu <span class="_ _14"></span>motywacyj<span class="_ _1"></span>nego. <span class="_ _14"> </span>Wartość <span class="_ _15"> </span>w <span class="_ _14"> </span>cenie <span class="_ _14"> </span>n<span class="_ _0"></span>abyci<span class="_ _1"></span>a <span class="_ _15"> </span>zbytych <span class="_ _14"></span>akcji <span class="_ _14"> </span>wyniosła <span class="_ _14"> </span>157,6 <span class="_ _14"> </span>ty<span class="_ _0"></span>s. <span class="_ _14"></span>zł.<span class="_ _0"></span><span class="ff4"> <span class="_ _15"></span></span>Jednocześ<span class="_ _1"></span>nie <span class="_ _15"> </span>we<span class="_ _1"></span> </div><div class="t m0 x1 hc y4e1 ff5 fs6 fc0 sc0 ls0 ws0">wskazanym <span class="_ _1"></span>okresie<span class="_ _1"></span> dokonano <span class="_ _1"></span>korekty li<span class="_ _1"></span>czby z<span class="_ _1"></span>bytych ak<span class="_ _1"></span>cji własn<span class="_ _1"></span>ych o 1 t<span class="_ _1"></span>ys. sztu<span class="_ _1"></span>k o wart<span class="_ _1"></span>ości 7,6<span class="_ _1"></span> tys. zł<span class="ff4">. </span></div><div class="t m0 x1 h4c y639 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5b1 ff5 fs6 fc0 sc0 ls0 ws0">Na dzień <span class="_ _1"></span>3<span class="ff4">1 grudni<span class="_ _1"></span>a 2024 r.<span class="_ _1"></span> <span class="ff5">Spółka p<span class="_ _1"></span>osiadała ł<span class="_ _1"></span>ącznie <span class="ff4 ls7">75<span class="ls0"> <span class="_ _1"></span>2<span class="ls7">08</span> <span class="ff5">akcji włas<span class="_ _1"></span>nych<span class="ff4">. </span></span></span></span></span></span></div><div class="t m0 x1 h1 y63a ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y4b8 ff2 fs6 fc2 sc0 ls0 ws0">27.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Zys<span class="_ _1"></span>k n<span class="_ _1"></span>a <span class="_ _1"></span>akc<span class="_ _1"></span>ję<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h4c y63b ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4c y63c ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y63d ff5 fs6 fc0 sc0 ls0 ws0">Poniższa<span class="_ _1"></span> tabela <span class="_ _1"></span>przedstawia<span class="_ _1"></span> kalkulacj<span class="_ _1"></span>ę<span class="ff4"> </span>zysku n<span class="_ _1"></span>etto na <span class="_ _1"></span>akcję:<span class="ff1 fs0"> </span></div><div class="t m0 x1 hc y63e ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1bf wbc h79"><div class="t m0 xd h11 y63f ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y1bf wbd h79"><div class="t m0 x37 h11 yce ffb fs6 fc0 sc0 ls0 ws0">Za okres 12<span class="_ _0"></span> <span class="ffd">miesięcy</span> </div></div><div class="c x1 y640 wbc h5a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xb6 y640 wbe h5a"><div class="t m0 x2c h11 y4da ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x37 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x75 y640 wbf h5a"><div class="t m0 xb0 h11 y4da ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 xe1 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y641 wbc h4a"><div class="t m0 x10f h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y641 wbe h4a"><div class="t m0 xd hc yf3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y641 wbf h4a"><div class="t m0 x78 hc yf3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y642 wbc h1d"><div class="t m0 xd h11 y19b ffd fs6 fc0 sc0 ls0 ws0">Zysk netto przy<span class="_ _0"></span>padający akcjonariuszom<span class="_ _0"></span> Spółki<span class="ffb"> </span></div></div><div class="c xb6 y642 wbe h1d"><div class="t m0 x1c h11 yba ffb fs6 fc0 sc0 ls0 ws0">62 963 </div></div><div class="c x75 y642 wbf h1d"><div class="t m0 x63 h11 yba ffb fs6 fc0 sc0 ls0 ws0">60 978 </div></div><div class="c x1 y643 wbc h14"><div class="t m0 xd hb yba ff9 fs6 fc0 sc0 ls0 ws0">- <span class="ffe">z działalno<span class="_ _0"></span>ści kontynuowanej</span> </div></div><div class="c xb6 y643 wbe h14"><div class="t m0 x1c hb ybc ff9 fs6 fc0 sc0 ls0 ws0">62 963 </div></div><div class="c x75 y643 wbf h14"><div class="t m0 x63 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">60 978 </div></div><div class="c x1 y644 wbc h14"><div class="t m0 xd hb yba ffe fs6 fc0 sc0 ls0 ws0">Średnia ważon<span class="_ _0"></span>a liczba akcji zwykłych<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xb6 y644 wbe h14"><div class="t m0 x37 hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 141 658 </div></div><div class="c x75 y644 wbf h14"><div class="t m0 xe1 hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 126 278 </div></div><div class="c x1 y101 wbc h1b"><div class="t m0 xd h11 yda ffd fs6 fc0 sc0 ls0 ws0">Średnia ważona liczba<span class="_ _0"></span> akcji zwyk<span class="_ _0"></span>łych<span class="ffb"> </span></div></div><div class="c xb6 y101 wbe h1b"><div class="t m0 x37 h11 yff ffb fs6 fc0 sc0 ls0 ws0">22 141 658 </div></div><div class="c x75 y101 wbf h1b"><div class="t m0 xe1 h11 yff ffb fs6 fc0 sc0 ls0 ws0">22 126 278 </div></div><div class="c x1 y645 wbc h91"><div class="t m0 x10f h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y645 wbe h91"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x75 y645 wbf h91"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y646 wbc h12"><div class="t m0 xd h11 y432 ffd fs6 fc0 sc0 ls0 ws0">Zysk netto przy<span class="_ _0"></span>padający akcjonariuszom<span class="_ _0"></span> Spółki na akcję <span class="_ _0"></span><span class="ffb"> </span></div><div class="t m0 xd h11 y433 ffd fs6 fc0 sc0 ls0 ws0">(w zł na jedną a<span class="_ _0"></span>kcję)<span class="ffb"> </span></div></div><div class="c xb6 y646 wbe h12"><div class="t m0 xbb h11 yb8 ffb fs6 fc0 sc0 ls0 ws0">2,84 </div></div><div class="c x75 y646 wbf h12"><div class="t m0 x70 h11 yb8 ffb fs6 fc0 sc0 ls0 ws0">2,76 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y4c5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y647 ff4 fs6 fc0 sc0 ls0 ws0"> <span class="fse"> </span></div><div class="t m0 x1 hc y648 ff5 fs6 fc0 sc0 ls0 ws0">Jako śred<span class="_ _1"></span>nią ważo<span class="_ _1"></span>ną liczbę<span class="_ _1"></span> akcji zw<span class="_ _1"></span>ykłych p<span class="_ _1"></span>rzyjęto:<span class="_ _1"></span> <span class="ff4"> </span></div><div class="t m0 x87 hc y649 ff10 fs6 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="ff4">d<span class="_ _0"></span>la <span class="_ _b"></span>okresu <span class="_ _1"></span><span class="ls7">12<span class="ls0"> <span class="_ _1"></span><span class="ff5">miesię<span class="_ _1"></span>cy <span class="_ _1"></span>za<span class="_ _1"></span>kończonego <span class="_ _b"></span>dnia <span class="_ _1"></span>3<span class="ff4">1 <span class="_ _1"></span>gru<span class="_ _1"></span>dnia <span class="_ _1"></span><span class="ls7">202<span class="ls0">4 <span class="_ _1"></span><span class="ff5">r. <span class="_ _b"></span>średnią <span class="_ _1"></span>ważo<span class="_ _1"></span>ną <span class="_ _1"></span>licz<span class="_ _1"></span>bę <span class="_ _1"></span>akcji <span class="_ _b"></span>skalkulowa<span class="_ _1"></span>ną </span></span></span></span></span></span></span></span></span></div><div class="t m0 x88 hc y64a ff5 fs6 fc0 sc0 ls0 ws0">przy uwzg<span class="_ _1"></span>lędnieni<span class="_ _1"></span>u akcji <span class="_ _1"></span>zwykłych<span class="_ _1"></span> serii A<span class="_ _1"></span>, B, D, <span class="_ _1"></span>E i F, z<span class="_ _1"></span> wyłąc<span class="_ _1"></span>zeniem akcj<span class="_ _1"></span>i własn<span class="_ _1"></span>ych.<span class="ff4"> </span></div><div class="t m0 x87 hc y64b ff10 fs6 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="ff4">d<span class="_ _0"></span>la <span class="_ _b"></span>okresu <span class="_ _1"></span><span class="ls7">12<span class="ls0"> <span class="_ _1"></span><span class="ff5">miesię<span class="_ _1"></span>cy <span class="_ _1"></span>za<span class="_ _1"></span>kończonego <span class="_ _b"></span>dnia <span class="_ _1"></span><span class="ff4 ls1">31<span class="ls0"> <span class="_ _b"></span>grudnia <span class="_ _1"></span><span class="ls7">202<span class="ls0">3 <span class="_ _1"></span><span class="ff5">r. <span class="_ _b"></span>średnią <span class="_ _1"></span>ważo<span class="_ _1"></span>ną <span class="_ _1"></span>licz<span class="_ _1"></span>bę <span class="_ _1"></span>akcji <span class="_ _b"></span>skalkulow<span class="_ _1"></span>aną </span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x88 hc y64c ff5 fs6 fc0 sc0 ls0 ws0">przy uwzg<span class="_ _1"></span>lędnieni<span class="_ _1"></span>u akcji <span class="_ _1"></span>zwykłych<span class="_ _1"></span> serii<span class="ff4"> A, B<span class="_ _1"></span> i D, E i<span class="_ _1"></span> F<span class="ff5">, z wyłą<span class="_ _1"></span>czeniem<span class="ff4"> </span>a<span class="_ _1"></span>kcji włas<span class="_ _1"></span>nych.<span class="ff4"> </span></span></span></div><div class="t m0 x1 h1 y64d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y1ce ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y64e wc0 h92"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x72 y64e wc1 h92"><div class="t m0 xd9 h11 y64f ffb fs6 fc0 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x110 y64e w68 h92"><div class="t m0 x1a h11 y64f ffd fs6 fc0 sc0 ls0 ws0">dzień<span class="ffb"> </span></div></div><div class="c x38 y64e w69 h92"><div class="t m0 x65 h11 y650 ffd fs6 fc0 sc0 ls0 ws0">ilość dni w </div><div class="t m0 x11 h11 y569 ffb fs6 fc0 sc0 ls0 ws0">okresie </div></div><div class="c x111 y64e wc2 h92"><div class="t m0 x47 h11 y64f ffb fs6 fc0 sc0 ls0 ws0">waga </div></div><div class="c x112 y64e wc3 h92"><div class="t m0 x16 h11 y650 ffd fs6 fc0 sc0 ls0 ws0">Ważona liczba </div><div class="t m0 x30 h11 y569 ffb fs6 fc0 sc0 ls0 ws0">akcji </div></div><div class="c x1 y651 wc0 h4a"><div class="t m0 x20 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y651 wc1 h4a"><div class="t m0 xd hc yf3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y651 w68 h4a"><div class="t m0 x4b hc yf3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y651 w69 h4a"><div class="t m0 x4b hc yf3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y651 wc2 h4a"><div class="t m0 x6f hc yf3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y651 wc3 h4a"><div class="t m0 x4e hc yf3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y652 wc0 h1f"><div class="t m0 x20 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y652 wc1 h1f"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y652 w68 h1f"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y652 w69 h1f"><div class="t m0 x6a hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y652 wc2 h1f"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y652 wc3 h1f"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y653 wc4 h34"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Średnia ważona liczba<span class="_ _0"></span> akcji w okre<span class="_ _0"></span>sie 12 miesięcy zakończonym<span class="_ _0"></span> 31 grudnia 2023 r.<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x1 y654 wc0 h58"><div class="t m0 xd h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y654 wc1 h58"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y654 w68 h58"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y654 w69 h58"><div class="t m0 x6a hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y654 wc2 h58"><div class="t m0 x44 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y654 wc3 h58"><div class="t m0 x113 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y655 wc0 h34"><div class="t m0 x24 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y655 wc1 h34"><div class="t m0 x6b hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 113 435 </div></div><div class="c x110 y655 w68 h34"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">2022.12.31 </div></div><div class="c x38 y655 w69 h34"><div class="t m0 xa9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c x111 y655 wc2 h34"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls0 ws0">0,12 </div></div><div class="c x112 y655 wc3 h34"><div class="t m0 x69 hb yff ff9 fs6 fc0 sc0 ls0 ws0">2 726 314 </div></div><div class="c x1 y656 wc0 h34"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y656 wc1 h34"><div class="t m0 x6b hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 127 226 </div></div><div class="c x110 y656 w68 h34"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">2023.02.14 </div></div><div class="c x38 y656 w69 h34"><div class="t m0 x44 hb yff ff9 fs6 fc0 sc0 ls1 ws0">163<span class="ls0"> </span></div></div><div class="c x111 y656 wc2 h34"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls0 ws0">0,45 </div></div><div class="c x112 y656 wc3 h34"><div class="t m0 x69 hb yff ff9 fs6 fc0 sc0 ls0 ws0">9 881 474 </div></div><div class="c x1 y5bd wc0 h38"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y5bd wc1 h38"><div class="t m0 x6b hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 128 976 </div></div><div class="c x110 y5bd w68 h38"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">2023.07.27 </div></div><div class="c x38 y5bd w69 h38"><div class="t m0 x44 hb yff ff9 fs6 fc0 sc0 ls1 ws0">157<span class="ls0"> </span></div></div><div class="c x111 y5bd wc2 h38"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls0 ws0">0,43 </div></div><div class="c x112 y5bd wc3 h38"><div class="t m0 x69 hb yff ff9 fs6 fc0 sc0 ls0 ws0">9 518 491 </div></div><div class="c x1 y286 wc5 h18"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Średnia ważona liczba<span class="_ _0"></span> akcji<span class="ffb"> </span></div></div><div class="c x110 y286 w68 h18"><div class="t m0 x9c hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x38 y286 w69 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y286 wc2 h18"><div class="t m0 xd h48 y194 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x112 y286 wc3 h18"><div class="t m0 x25 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">22 126 278 </div></div><div class="c x1 y657 wc0 h93"><div class="t m0 x24 h3b y0 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y657 wc1 h93"><div class="t m0 x114 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y657 w68 h93"><div class="t m0 x6a hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y657 w69 h93"><div class="t m0 x6a hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y657 wc2 h93"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y657 wc3 h93"><div class="t m0 x113 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y145 wc4 h34"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Średnia ważona liczba<span class="_ _0"></span> akcji w okre<span class="_ _0"></span>sie 12 miesięcy zakończonym<span class="_ _0"></span> 31 grudnia 2024 r.<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x1 y658 wc0 h58"><div class="t m0 xd h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y658 wc1 h58"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y658 w68 h58"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y658 w69 h58"><div class="t m0 x6a hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y658 wc2 h58"><div class="t m0 x44 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y658 wc3 h58"><div class="t m0 x113 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y659 wc0 h34"><div class="t m0 x24 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y659 wc1 h34"><div class="t m0 x6b hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 128 976 </div></div><div class="c x110 y659 w68 h34"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">2023.12.31 </div></div><div class="c x38 y659 w69 h34"><div class="t m0 xa9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c x111 y659 wc2 h34"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls0 ws0">0,08 </div></div><div class="c x112 y659 wc3 h34"><div class="t m0 x69 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 874 312 </div></div><div class="c x1 y65a wc0 h6a"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y65a wc1 h6a"><div class="t m0 x6b hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 129 226 </div></div><div class="c x110 y65a w68 h6a"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">2024.01.31 </div></div><div class="c x38 y65a w69 h6a"><div class="t m0 xa9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">29<span class="ls0"> </span></div></div><div class="c x111 y65a wc2 h6a"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls0 ws0">0,08 </div></div><div class="c x112 y65a wc3 h6a"><div class="t m0 x69 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 753 409 </div></div><div class="c x1 y65b wc0 h34"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y65b wc1 h34"><div class="t m0 x6b hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 129 476 </div></div><div class="c x110 y65b w68 h34"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">2024.02.29 </div></div><div class="c x38 y65b w69 h34"><div class="t m0 xa9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c x111 y65b wc2 h34"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls0 ws0">0,08 </div></div><div class="c x112 y65b wc3 h34"><div class="t m0 x69 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 874 355 </div></div><div class="c x1 y65c wc0 h34"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y65c wc1 h34"><div class="t m0 x6b hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 128 726 </div></div><div class="c x110 y65c w68 h34"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">2024.03.31 </div></div><div class="c x38 y65c w69 h34"><div class="t m0 xa9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">18<span class="ls0"> </span></div></div><div class="c x111 y65c wc2 h34"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls0 ws0">0,05 </div></div><div class="c x112 y65c wc3 h34"><div class="t m0 x69 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 088 298 </div></div><div class="c x1 y65d wc0 h34"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y65d wc1 h34"><div class="t m0 x6b hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 137 075 </div></div><div class="c x110 y65d w68 h34"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">2024.04.18 </div></div><div class="c x38 y65d w69 h34"><div class="t m0 xa9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">36<span class="ls0"> </span></div></div><div class="c x111 y65d wc2 h34"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls0 ws0">0,10 </div></div><div class="c x112 y65d wc3 h34"><div class="t m0 x69 hb yff ff9 fs6 fc0 sc0 ls0 ws0">2 177 417 </div></div><div class="c x1 y65e wc0 h34"><div class="t m0 x24 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y65e wc1 h34"><div class="t m0 x6b hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 148 577 </div></div><div class="c x110 y65e w68 h34"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">2024.05.24 </div></div><div class="c x38 y65e w69 h34"><div class="t m0 x44 hb yff ff9 fs6 fc0 sc0 ls1 ws0">221<span class="ls0"> </span></div></div><div class="c x111 y65e wc2 h34"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls0 ws0">0,60 </div></div><div class="c x112 y65e wc3 h34"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">13 373 868 </div></div><div class="c x1 y65f wc5 h18"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Średnia ważona liczba<span class="_ _0"></span> akcji<span class="ffb"> </span></div></div><div class="c x110 y65f w68 h18"><div class="t m0 x9c hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x38 y65f w69 h18"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y65f wc2 h18"><div class="t m0 xd h48 y194 ff1 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x112 y65f wc3 h18"><div class="t m0 x25 h3b yff ff2 fs6 fc0 sc0 ls0 ws0">22 141 658 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y660 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y661 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y662 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y663 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y664 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y665 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">52</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">Poniższa<span class="_ _1"></span> tabela <span class="_ _1"></span>przedstawia<span class="_ _1"></span> kalkulacj<span class="_ _1"></span>ę rozwodn<span class="_ _1"></span>ionego z<span class="_ _1"></span>ysku netto<span class="_ _1"></span> na akcj<span class="_ _1"></span>ę:<span class="ff1 fs0"> </span></div><div class="t m0 x1 hc y3e2 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y666 wbc h1d"><div class="t m0 xd h11 y19b ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y666 wbd h1d"><div class="t m0 x37 h11 yba ffd fs6 fc0 sc0 ls0 ws0">Za okres 12<span class="_ _0"></span> miesięcy<span class="ffb"> </span></div></div><div class="c x1 y667 wbc h5a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xb6 y667 wbe h5a"><div class="t m0 x2c h11 y4da ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x37 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x75 y667 wbf h5a"><div class="t m0 xb0 h11 y4da ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 xe1 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y668 wbc h1d"><div class="t m0 xd h11 yee ffd fs6 fc0 sc0 ls0 ws0">Zysk netto przy<span class="_ _0"></span>padający akcjonariuszom<span class="_ _0"></span> Spółki<span class="ffb"> </span></div></div><div class="c xb6 y668 wbe h1d"><div class="t m0 x1c h11 yee ffb fs6 fc0 sc0 ls0 ws0">62 963 </div></div><div class="c x75 y668 wbf h1d"><div class="t m0 x63 h11 yee ffb fs6 fc0 sc0 ls0 ws0">60 978 </div></div><div class="c x1 y669 wbc h1d"><div class="t m0 xd hb yba ffe fs6 fc0 sc0 ls0 ws0">Średnia ważon<span class="_ _0"></span>a liczba akcji zwykłych<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xb6 y669 wbe h1d"><div class="t m0 x37 hb yba ff9 fs6 fc0 sc0 ls0 ws0">22 141 658 </div></div><div class="c x75 y669 wbf h1d"><div class="t m0 xe1 hb yba ff9 fs6 fc0 sc0 ls0 ws0">22 126 278 </div></div><div class="c x1 y66a wbc h1d"><div class="t m0 xd hb yba ff9 fs6 fc0 sc0 ls0 ws0">Efekt <span class="ffe">ro<span class="_ _0"></span>zwadniający </span>- program moty<span class="_ _0"></span>wacyjny </div></div><div class="c xb6 y66a wbe h1d"><div class="t m0 x1c hb yba ff9 fs6 fc0 sc0 ls0 ws0">29 199 </div></div><div class="c x75 y66a wbf h1d"><div class="t m0 x63 hb yba ff9 fs6 fc0 sc0 ls0 ws0">49 223 </div></div><div class="c x1 y66b wbc h1b"><div class="t m0 xd h11 ye0 ffd fs6 fc0 sc0 ls0 ws0">Łączna rozwodniona<span class="_ _0"></span> liczba akcji z<span class="_ _0"></span>wykłych<span class="ffb"> </span></div></div><div class="c xb6 y66b wbe h1b"><div class="t m0 x37 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">22 170 857 </div></div><div class="c x75 y66b wbf h1b"><div class="t m0 xe1 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">22 175 501 </div></div><div class="c x1 y66c wbc h1b"><div class="t m0 xd h11 ye0 ffd fs6 fc0 sc0 ls0 ws0">Rozwodniony zy<span class="_ _0"></span>sk netto na akcj<span class="_ _0"></span>ę (w zł na jedną akcję)<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xb6 y66c wbe h1b"><div class="t m0 xbb h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">2,84 </div></div><div class="c x75 y66c wbf h1b"><div class="t m0 x70 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">2,75 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y66d ff4 fs6 fc0 sc0 ls0 ws0">Jako <span class="ff5">rozwo<span class="_ _1"></span>dnioną śr<span class="_ _1"></span>ednią waż<span class="_ _1"></span>oną licz<span class="_ _1"></span>bę akcji <span class="_ _1"></span>zwykłyc<span class="_ _1"></span>h przyjęto: <span class="ff4"> </span></span></div><div class="t m0 x87 hc y66e ff10 fs6 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="ff4">d<span class="_ _0"></span>la <span class="_ _b"></span>okresu <span class="_ _1"></span><span class="ls7">12<span class="ls0"> <span class="_ _1"></span><span class="ff5">miesię<span class="_ _1"></span>cy <span class="_ _1"></span>za<span class="_ _1"></span>kończonego <span class="_ _b"></span>dnia <span class="_ _1"></span><span class="ff4">31 <span class="_ _1"></span>gru<span class="_ _1"></span>dnia <span class="_ _1"></span><span class="ls7">202<span class="ls0">4 <span class="_ _1"></span><span class="ff5">r. <span class="_ _b"></span>średnią <span class="_ _1"></span>ważo<span class="_ _1"></span>ną <span class="_ _1"></span>licz<span class="_ _1"></span>bę <span class="_ _1"></span>akcji <span class="_ _b"></span>skalkulowa<span class="_ _1"></span>ną </span></span></span></span></span></span></span></span></span></div><div class="t m0 x88 hc y66f ff5 fs6 fc0 sc0 ls0 ws0">przy uwzględni<span class="_ _1"></span>eniu akcji zwykłyc<span class="_ _1"></span>h serii A, B, D, E <span class="_ _0"></span>i F <span class="_ _0"></span>z <span class="_ _0"></span>wyłącze<span class="_ _1"></span>niem akcji własnyc<span class="_ _1"></span>h <span class="_ _0"></span><span class="ff4">skor<span class="_ _1"></span>ygowanych<span class="_ _1"></span> </span></div><div class="t m0 x88 hb y670 ff5 fs6 fc0 sc0 ls0 ws0">o a<span class="_ _1"></span>kcje, <span class="_ _1"></span>dla <span class="_ _b"></span>k<span class="_ _0"></span>tóry<span class="_ _1"></span>ch wa<span class="_ _1"></span>runki <span class="_ _1"></span>progr<span class="_ _1"></span>amu <span class="_ _1"></span>motywacyjn<span class="_ _1"></span>ego <span class="_ _1"></span>został<span class="_ _1"></span>y s<span class="_ _1"></span>pełnio<span class="_ _1"></span>ne tj. <span class="_ _1"></span>akcje<span class="_ _1"></span> z <span class="_ _b"></span>puli l<span class="_ _1"></span>ojalności<span class="_ _1"></span>owej, </div><div class="t m0 x88 hc y671 ff4 fs6 fc0 sc0 ls0 ws0">celu indywidual<span class="_ _1"></span>nego oraz celu wynik<span class="_ _1"></span>owego dla 2021<span class="_ _0"></span> r. i 2022 <span class="lsa">r.<span class="ls8">, </span></span>2023 r. oraz 2024 r., <span class="_ _0"></span>pomnie<span class="_ _1"></span>jszone o </div><div class="t m0 x88 hc y672 ff5 fs6 fc0 sc0 ls0 ws0">liczbę ak<span class="_ _1"></span>cji własn<span class="_ _1"></span>ych, któ<span class="_ _1"></span>re został<span class="_ _1"></span>y już sp<span class="_ _1"></span>rzedane <span class="ff4">oso<span class="_ _1"></span>bom uprawni<span class="_ _1"></span>onym (not<span class="_ _1"></span>a <span class="ls7">39</span>). </span></div><div class="t m0 x87 hc y673 ff10 fs6 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="ff4">d<span class="_ _0"></span>la <span class="_ _b"></span>okresu <span class="_ _1"></span><span class="ls7">12<span class="ls0"> <span class="_ _1"></span><span class="ff5">miesię<span class="_ _1"></span>cy <span class="_ _1"></span>za<span class="_ _1"></span>kończonego <span class="_ _b"></span>dnia <span class="_ _1"></span><span class="ff4">31 <span class="_ _1"></span>gru<span class="_ _1"></span>dnia <span class="_ _1"></span><span class="ls7">202<span class="ls0">3 <span class="_ _1"></span><span class="ff5">r. <span class="_ _b"></span>średnią <span class="_ _1"></span>ważo<span class="_ _1"></span>ną <span class="_ _1"></span>licz<span class="_ _1"></span>bę <span class="_ _1"></span>akcji <span class="_ _b"></span>skalkulowa<span class="_ _1"></span>ną </span></span></span></span></span></span></span></span></span></div><div class="t m0 x88 hc y674 ff5 fs6 fc0 sc0 ls0 ws0">przy <span class="_ _1"></span>uwzględ<span class="_ _1"></span>nieniu <span class="_ _1"></span>akcji <span class="_ _1"></span>zwy<span class="_ _1"></span>kłych<span class="ff4"> se<span class="_ _1"></span>rii <span class="_ _1"></span>A, B<span class="_ _1"></span> i <span class="_ _1"></span>D, <span class="_ _1"></span>E i<span class="_ _1"></span> F,<span class="_ _1"></span> <span class="ff5">z <span class="_ _1"></span>wyłą<span class="_ _1"></span>czeniem<span class="_ _1"></span> akcji<span class="_ _1"></span> wł<span class="_ _1"></span>asnyc<span class="ff4">h s<span class="_ _1"></span>koryg<span class="_ _1"></span>owanych </span></span></span></div><div class="t m0 x88 hb y675 ff5 fs6 fc0 sc0 ls0 ws0">o a<span class="_ _1"></span>kcje, <span class="_ _1"></span>dla <span class="_ _b"></span>k<span class="_ _0"></span>tóry<span class="_ _1"></span>ch wa<span class="_ _1"></span>runki <span class="_ _1"></span>progr<span class="_ _1"></span>amu <span class="_ _1"></span>motywacyjn<span class="_ _1"></span>ego <span class="_ _1"></span>został<span class="_ _1"></span>y s<span class="_ _1"></span>pełnio<span class="_ _1"></span>ne tj<span class="_ _1"></span>. <span class="_ _1"></span>akcje <span class="_ _1"></span>z <span class="_ _1"></span>puli <span class="_ _1"></span>l<span class="_ _1"></span>ojalności<span class="_ _1"></span>owej, </div><div class="t m0 x88 hc y676 ff4 fs6 fc0 sc0 ls0 ws0">celu <span class="_ _0"></span>indywidualneg<span class="_ _1"></span>o <span class="_ _20"></span>oraz <span class="_ _0"></span>celu <span class="_ _20"></span>wynikowe<span class="_ _1"></span>go <span class="_ _0"></span>dla <span class="_ _20"></span>2021 <span class="_ _0"></span>r.<span class="_ _0"></span> <span class="_ _20"></span>i <span class="_ _0"></span>2022 <span class="_ _20"></span>r. <span class="_ _20"></span>oraz <span class="_ _0"></span>2023 <span class="_ _20"></span>r.<span class="ff5">, <span class="_ _20"></span>pomniejs<span class="_ _1"></span>zone <span class="_ _0"></span>o <span class="_ _20"></span>liczbę </span></div><div class="t m0 x88 hc y3f7 ff5 fs6 fc0 sc0 ls0 ws0">akcji wł<span class="_ _1"></span>asnych, kt<span class="_ _1"></span>óre zost<span class="_ _1"></span>ały j<span class="_ _1"></span>uż sprze<span class="_ _1"></span>dane <span class="ff4">osobom u<span class="_ _1"></span>prawnionym (<span class="_ _1"></span>nota <span class="ls1">39<span class="_ _1"></span><span class="ls0">). </span></span></span></div><div class="t m0 x1 hc y677 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yd8 wc0 h92"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x72 yd8 w3f h92"><div class="t m0 xd9 h11 y64f ffb fs6 fc0 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x110 yd8 wc6 h92"><div class="t m0 x1a h11 y64f ffd fs6 fc0 sc0 ls0 ws0">dzień<span class="ffb"> </span></div></div><div class="c x38 yd8 wc7 h92"><div class="t m0 x65 h11 y650 ffd fs6 fc0 sc0 ls0 ws0">ilość dni w </div><div class="t m0 x11 h11 y569 ffb fs6 fc0 sc0 ls0 ws0">okresie </div></div><div class="c x111 yd8 wc8 h92"><div class="t m0 x47 h11 y64f ffb fs6 fc0 sc0 ls0 ws0">waga </div></div><div class="c x112 yd8 wc9 h92"><div class="t m0 x16 h11 y650 ffd fs6 fc0 sc0 ls0 ws0">Ważona liczba </div><div class="t m0 x30 h11 y569 ffb fs6 fc0 sc0 ls0 ws0">akcji </div></div><div class="c x1 y678 wc0 h4a"><div class="t m0 x20 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y678 w3f h4a"><div class="t m0 xd hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y678 wc6 h4a"><div class="t m0 x4b hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y678 wc7 h4a"><div class="t m0 x4b hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y678 wc8 h4a"><div class="t m0 x6f hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y678 wc9 h4a"><div class="t m0 x63 hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y315 wc0 h1f"><div class="t m0 x20 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y315 w3f h1f"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y315 wc6 h1f"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y315 wc7 h1f"><div class="t m0 x6a hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y315 wc8 h1f"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y315 wc9 h1f"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y679 wc4 h1a"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Rozwodniona średnia wa<span class="_ _0"></span>żona liczba <span class="_ _0"></span>akcji w okresie 12 miesięcy zak<span class="_ _0"></span>ończonym 31 grudnia 202<span class="_ _0"></span>3 r.<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x1 y67a wc0 h58"><div class="t m0 xd h11 y389 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y67a w3f h58"><div class="t m0 xd hc y389 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y67a wc6 h58"><div class="t m0 xd hc y389 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y67a wc7 h58"><div class="t m0 x6a hc y389 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y67a wc8 h58"><div class="t m0 x44 hc y389 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y67a wc9 h58"><div class="t m0 x113 hc y389 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y67b wc0 h34"><div class="t m0 x24 hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y67b w3f h34"><div class="t m0 x6b hb y194 ff9 fs6 fc0 sc0 ls0 ws0">22 168 199 </div></div><div class="c x110 y67b wc6 h34"><div class="t m0 x2c hb y194 ff9 fs6 fc0 sc0 ls0 ws0">2022.12.31 </div></div><div class="c x38 y67b wc7 h34"><div class="t m0 xa9 hb y194 ff9 fs6 fc0 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c x111 y67b wc8 h34"><div class="t m0 x2f hb y194 ff9 fs6 fc0 sc0 ls0 ws0">0,12 </div></div><div class="c x112 y67b wc9 h34"><div class="t m0 x69 hb y194 ff9 fs6 fc0 sc0 ls0 ws0">2 733 066 </div></div><div class="c x1 y67c wc0 h34"><div class="t m0 x24 hb y17a ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y67c w3f h34"><div class="t m0 x6b hb y194 ff9 fs6 fc0 sc0 ls0 ws0">22 181 990 </div></div><div class="c x110 y67c wc6 h34"><div class="t m0 x2c hb y194 ff9 fs6 fc0 sc0 ls0 ws0">2023.02.14 </div></div><div class="c x38 y67c wc7 h34"><div class="t m0 x44 hb y194 ff9 fs6 fc0 sc0 ls1 ws0">163<span class="ls0"> </span></div></div><div class="c x111 y67c wc8 h34"><div class="t m0 x2f hb y194 ff9 fs6 fc0 sc0 ls0 ws0">0,45 </div></div><div class="c x112 y67c wc9 h34"><div class="t m0 x69 hb y194 ff9 fs6 fc0 sc0 ls0 ws0">9 905 930 </div></div><div class="c x1 y67d wc0 h38"><div class="t m0 x24 hb yda ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y67d w3f h38"><div class="t m0 x6b hb ybf ff9 fs6 fc0 sc0 ls0 ws0">22 170 857 </div></div><div class="c x110 y67d wc6 h38"><div class="t m0 x2c hb ybf ff9 fs6 fc0 sc0 ls0 ws0">2023.07.27 </div></div><div class="c x38 y67d wc7 h38"><div class="t m0 x44 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">157<span class="ls0"> </span></div></div><div class="c x111 y67d wc8 h38"><div class="t m0 x2f hb ybf ff9 fs6 fc0 sc0 ls0 ws0">0,43 </div></div><div class="c x112 y67d wc9 h38"><div class="t m0 x69 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">9 536 506 </div></div><div class="c x1 y67e wca h34"><div class="t m0 xd h11 y13c ffd fs6 fc0 sc0 ls0 ws0">Rozwodniona średnia wa<span class="_ _0"></span>żona liczba <span class="_ _0"></span>akcji<span class="ffb"> </span></div></div><div class="c x112 y67e wc9 h34"><div class="t m0 x25 h3b y13c ff2 fs6 fc0 sc0 ls0 ws0">22 175 501 </div></div><div class="c x1 y67f wc0 h93"><div class="t m0 x24 h3b y680 ff2 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y67f w3f h93"><div class="t m0 x114 hc y680 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x110 y67f wc6 h93"><div class="t m0 x6a hc y680 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y67f wc7 h93"><div class="t m0 x6a hc y680 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y67f wc8 h93"><div class="t m0 xd hc y680 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y67f wc9 h93"><div class="t m0 x113 hc y680 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y4d5 wc4 h34"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Rozwodniona średnia wa<span class="_ _0"></span>żona liczba <span class="_ _0"></span>akcji w okresie 12 miesięcy zak<span class="_ _0"></span>ończonym 31 grudnia 202<span class="_ _0"></span>4 r.<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x1 y681 wc0 h34"><div class="t m0 xd h11 y17a ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y681 w3f h34"><div class="t m0 x6b hb y13c ff9 fs6 fc0 sc0 ls0 ws0">22 170 857 </div></div><div class="c x110 y681 wc6 h34"><div class="t m0 x2c hb y13c ff9 fs6 fc0 sc0 ls0 ws0">2023.12.31 </div></div><div class="c x38 y681 wc7 h34"><div class="t m0 xa9 hb y13c ff9 fs6 fc0 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c x111 y681 wc8 h34"><div class="t m0 x2f hb y13c ff9 fs6 fc0 sc0 ls0 ws0">0,08 </div></div><div class="c x112 y681 wc9 h34"><div class="t m0 x69 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">1 877 859 </div></div><div class="c x1 y682 wc0 h34"><div class="t m0 x24 hb y17a ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y682 w3f h34"><div class="t m0 x6b hb y13c ff9 fs6 fc0 sc0 ls0 ws0">22 170 857 </div></div><div class="c x110 y682 wc6 h34"><div class="t m0 x2c hb y13c ff9 fs6 fc0 sc0 ls0 ws0">2024.01.31 </div></div><div class="c x38 y682 wc7 h34"><div class="t m0 xa9 hb y13c ff9 fs6 fc0 sc0 ls1 ws0">29<span class="ls0"> </span></div></div><div class="c x111 y682 wc8 h34"><div class="t m0 x2f hb y13c ff9 fs6 fc0 sc0 ls0 ws0">0,08 </div></div><div class="c x112 y682 wc9 h34"><div class="t m0 x69 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">1 756 707 </div></div><div class="c x1 y683 wc0 h34"><div class="t m0 x24 hb y17a ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y683 w3f h34"><div class="t m0 x6b hb y13c ff9 fs6 fc0 sc0 ls0 ws0">22 170 857 </div></div><div class="c x110 y683 wc6 h34"><div class="t m0 x2c hb y13c ff9 fs6 fc0 sc0 ls0 ws0">2024.02.29 </div></div><div class="c x38 y683 wc7 h34"><div class="t m0 xa9 hb y13c ff9 fs6 fc0 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c x111 y683 wc8 h34"><div class="t m0 x2f hb y13c ff9 fs6 fc0 sc0 ls0 ws0">0,08 </div></div><div class="c x112 y683 wc9 h34"><div class="t m0 x69 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">1 877 859 </div></div><div class="c x1 y684 wc0 h34"><div class="t m0 x24 hb y17a ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y684 w3f h34"><div class="t m0 x6b hb y13c ff9 fs6 fc0 sc0 ls0 ws0">22 170 857 </div></div><div class="c x110 y684 wc6 h34"><div class="t m0 x2c hb y13c ff9 fs6 fc0 sc0 ls0 ws0">2024.03.31 </div></div><div class="c x38 y684 wc7 h34"><div class="t m0 xa9 hb y13c ff9 fs6 fc0 sc0 ls1 ws0">18<span class="ls0"> </span></div></div><div class="c x111 y684 wc8 h34"><div class="t m0 x2f hb y13c ff9 fs6 fc0 sc0 ls0 ws0">0,05 </div></div><div class="c x112 y684 wc9 h34"><div class="t m0 x69 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">1 090 370 </div></div><div class="c x1 y685 wc0 h6a"><div class="t m0 x24 hb y17a ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y685 w3f h6a"><div class="t m0 x6b hb y13c ff9 fs6 fc0 sc0 ls0 ws0">22 170 857 </div></div><div class="c x110 y685 wc6 h6a"><div class="t m0 x2c hb y13c ff9 fs6 fc0 sc0 ls0 ws0">2024.04.18 </div></div><div class="c x38 y685 wc7 h6a"><div class="t m0 xa9 hb y13c ff9 fs6 fc0 sc0 ls1 ws0">36<span class="ls0"> </span></div></div><div class="c x111 y685 wc8 h6a"><div class="t m0 x2f hb y13c ff9 fs6 fc0 sc0 ls0 ws0">0,10 </div></div><div class="c x112 y685 wc9 h6a"><div class="t m0 x69 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">2 180 740 </div></div><div class="c x1 y686 wc0 h34"><div class="t m0 x24 hb y17a ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y686 w3f h34"><div class="t m0 x6b hb y13c ff9 fs6 fc0 sc0 ls0 ws0">22 170 857 </div></div><div class="c x110 y686 wc6 h34"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">2024.05.24 </div></div><div class="c x38 y686 wc7 h34"><div class="t m0 x44 hb y13c ff9 fs6 fc0 sc0 ls1 ws0">221<span class="ls0"> </span></div></div><div class="c x111 y686 wc8 h34"><div class="t m0 x2f hb y13c ff9 fs6 fc0 sc0 ls0 ws0">0,60 </div></div><div class="c x112 y686 wc9 h34"><div class="t m0 x25 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">13 387 321 </div></div><div class="c x1 y687 wca h34"><div class="t m0 xd h11 y13c ffb fs6 fc0 sc0 ls0 ws0">Rozwodniona <span class="ffd">średnia <span class="_ _0"></span>ważona liczba<span class="_ _0"></span> akcji</span> </div></div><div class="c x112 y687 wc9 h34"><div class="t m0 x25 h3b y13c ff2 fs6 fc0 sc0 ls0 ws0">22 170 857 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y688 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4b y689 ff4 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y68a ff2 fs6 fc2 sc0 ls0 ws0">28.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Podz<span class="_ _1"></span>i<span class="_ _1"></span>ał <span class="_ _1"></span>zys<span class="_ _b"></span>ku<span class="ff2"> </span></span></span></div><div class="t m0 x1 h27 y68b ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y68c ff4 fs6 fc0 sc0 ls13 ws0">W <span class="_ _b"></span><span class="ls0">dn<span class="_ _0"></span>iu <span class="_ _b"></span><span class="ls1">16<span class="ls0"> <span class="_ _1"></span>maja <span class="_ _b"></span>2024<span class="_ _0"></span> <span class="_ _b"></span><span class="ff5">r. <span class="_ _b"></span>Zwy<span class="_ _0"></span>czajne <span class="_ _b"></span>Walne <span class="_ _1"></span>Zgromadzenie <span class="_ _1"></span>Spółki <span class="_ _b"></span>podjęło <span class="_ _1"></span>uchwałę <span class="_ _b"></span>nr <span class="ff4">8</span>, <span class="_ _b"></span>zgodnie <span class="_ _1"></span>z <span class="_ _b"></span>którą <span class="_ _1"></span>dokonano </span></span></span></span></div><div class="t m0 x1 hc y68d ff5 fs6 fc0 sc0 ls0 ws0">podziału zysku<span class="_ _0"></span> netto za rok <span class="ff4">o<span class="_ _0"></span>brotowy 2023 </span>w n<span class="_ _0"></span>astępujący sposób:<span class="_ _0"></span><span class="ff4"> </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf48" ><span class="d m1" style="border-style:none;position:absolute;left:850.100000px;bottom:1000.160000px;width:14.400000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf48" ><span class="d m1" style="border-style:none;position:absolute;left:798.060000px;bottom:826.240000px;width:14.400000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA38AAAWjCAIAAADn+R+2AAAACXBIWXMAABYlAAAWJQFJUiTwAAAW50lEQVR42u3ZMW4DMRAEQY3B/395HBi4iMwWFCRXJUfwso0a3NcLAABuSVtTAADgjh8jAABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9GgEAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6tMIAABQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAAH289pyTGAQDAiLbb+5x+AADAOJt3AADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgDwadZzSmIcAACMaLu99/YJAMA9OWUpAACM8/YJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAPBZ1nNKYhwAAIxou73P6QcAAIyzeQcAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADfbT2nJMYBAMCIttv7nH4AAMA4m3cAAO6xeQcAYJ7NOwAA72fzDgCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAYG89pyTGAQDAiLbb+5x+AADAOJt3AADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIA8N3W3yeJWQAAMKXt9t7bJwAA9+SUpQAAMM7mHQCAeTbvAAC8n807AAD3ePsEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAAAAAAAD8H7/Z9j4tHrhLOwAAAABJRU5ErkJggg=="/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">53</span> </span></span></div><div class="t m0 x1 hc y211 ff4 fs6 fc0 sc0 ls0 ws0">- <span class="_ _20"></span><span class="ff5">k<span class="_ _0"></span>wotę <span class="_ _20"></span></span><span class="ls1">35</span>.438 <span class="_ _20"></span><span class="ff5">ty<span class="_ _0"></span>s. <span class="_ _20"></span>zł <span class="_ _20"></span>przeznaczon<span class="_ _0"></span>o <span class="_ _20"></span>na <span class="_ _11"></span>wypłatę <span class="_ _20"></span>dywid<span class="_ _0"></span>endy <span class="_ _20"></span>dla <span class="_ _20"></span>akcjonar<span class="_ _0"></span>iuszy <span class="_ _20"></span>Spółki, <span class="_ _11"></span>z <span class="_ _20"></span>czego <span class="_ _11"></span>na <span class="_ _11"></span>jedną <span class="_ _20"></span>akcję </span></div><div class="t m0 x1 hc y4e0 ff4 fs6 fc0 sc0 ls0 ws0">przypad<span class="ff5 ls15">ła</span> <span class="_ _0"></span><span class="ff5">do wypłaty kwota 1,</span><span class="ls1">60</span> <span class="_ _0"></span><span class="ff5">zł,</span> </div><div class="t m0 x1 hc y4e1 ff4 fs6 fc0 sc0 ls0 ws0">- <span class="ff5">kwotę 2</span>5.<span class="_ _0"></span>540 <span class="ff5">tys. zł. przeznaczono<span class="_ _0"></span> na kapitał zapasowy Spółki.<span class="_ _0"></span></span> </div><div class="t m0 x1 hc y215 ff5 fs6 fc0 sc0 ls0 ws0">Dywidenda <span class="_ _0"></span>została wypłacona w dniu<span class="_ _0"></span> <span class="ff4 ls7">31<span class="ls0"> <span class="_ _0"></span>maja <span class="ls1">202</span>4 <span class="lsa">r.</span> </span></span></div><div class="t m0 x1 h1 y68e ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y68f ff2 fs6 fc2 sc0 ls0 ws0">29.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Zob<span class="_ _1"></span>owi<span class="_ _1"></span>ąza<span class="_ _1"></span>ni<span class="_ _1"></span>a <span class="_ _1"></span>z t<span class="_ _1"></span>y<span class="_ _1"></span>tuł<span class="_ _1"></span>u <span class="_ _1"></span>kre<span class="_ _1"></span>d<span class="_ _1"></span>ytó<span class="_ _1"></span>w, <span class="_ _1"></span>po<span class="_ _1"></span>życ<span class="_ _1"></span>z<span class="_ _1"></span>ek<span class="ff2"> <span class="_ _1"></span><span class="ff3">i l<span class="_ _1"></span>e<span class="_ _1"></span>asi<span class="_ _1"></span>n<span class="_ _1"></span>gów<span class="_ _1"></span><span class="ff2"> </span></span></span></span></span></div><div class="t m0 x1 h3d y690 ff4 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3e9 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y4e5 wcb h71"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x111 y4e5 wcc h71"><div class="t m0 x16 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x115 y4e5 wcd h71"><div class="t m0 x28 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x116 y4e5 wce h71"><div class="t m0 x20 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xe0 y4e5 wcf h71"><div class="t m0 x27 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y27c wcb h61"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania długo<span class="_ _0"></span>terminowe<span class="ffb"> </span></div></div><div class="c x111 y27c wcc h61"><div class="t m0 xd h11 y691 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y27c wcd h61"><div class="t m0 x68 hc y691 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y27c wce h61"><div class="t m0 xc9 hc y692 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe0 y27c wcf h61"><div class="t m0 xd hc y692 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y497 wcb h94"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Kredyty b<span class="_ _0"></span>ankowe </div></div><div class="c x111 y497 wcc h94"><div class="t m0 xd hb y1f5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y497 wcd h94"><div class="t m0 x68 hc y1f5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y497 wce h94"><div class="t m0 x39 hb y194 ff9 fs6 fc0 sc0 ls0 ws0">72 260 </div></div><div class="c xe0 y497 wcf h94"><div class="t m0 x32 hb y194 ff9 fs6 fc0 sc0 ls0 ws0">87 397 </div></div><div class="c x1 y693 wcb h94"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczki<span class="ff9"> </span></div></div><div class="c x111 y693 wcc h94"><div class="t m0 xd hb y1f5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y693 wcd h94"><div class="t m0 x68 hc y1f5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y693 wce h94"><div class="t m0 xb2 hb y194 ff9 fs6 fc0 sc0 ls0 ws0">4 553 </div></div><div class="c xe0 y693 wcf h94"><div class="t m0 x2c hb y194 ff9 fs6 fc0 sc0 ls0 ws0">4 425 </div></div><div class="c x1 y694 wcb h95"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu leasingu<span class="ff9"> </span></div></div><div class="c x111 y694 wcc h95"><div class="t m0 xd hb y695 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y694 wcd h95"><div class="t m0 x68 hc y695 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y694 wce h95"><div class="t m0 xb2 hb y194 ff9 fs6 fc0 sc0 ls0 ws0">3 164 </div></div><div class="c xe0 y694 wcf h95"><div class="t m0 x2c hb y194 ff9 fs6 fc0 sc0 ls0 ws0">2 952 </div></div><div class="c x1 y696 wcb h38"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y696 wcc h38"><div class="t m0 x16 h13 yd1 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x115 y696 wcd h38"><div class="t m0 x2e hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x116 y696 wce h38"><div class="t m0 x39 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">79 978 </div></div><div class="c xe0 y696 wcf h38"><div class="t m0 x32 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">94 774 </div></div><div class="c x1 y697 wcb h71"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoterminowe<span class="ffb"> </span></div></div><div class="c x111 y697 wcc h71"><div class="t m0 xd h11 y13e ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y697 wcd h71"><div class="t m0 x68 hc y13e ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y697 wce h71"><div class="t m0 xc9 hc y55d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe0 y697 wcf h71"><div class="t m0 xd h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y698 wcb h96"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Kredyty b<span class="_ _0"></span>ankowe </div></div><div class="c x111 y698 wcc h96"><div class="t m0 xd hb y699 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y698 wcd h96"><div class="t m0 x68 hc y699 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y698 wce h96"><div class="t m0 x39 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">14 041 </div></div><div class="c xe0 y698 wcf h96"><div class="t m0 x32 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">15 070 </div></div><div class="c x1 y5fd wcb h94"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczki<span class="ff9"> </span></div></div><div class="c x111 y5fd wcc h94"><div class="t m0 xd hb y1f5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y5fd wcd h94"><div class="t m0 x68 hc y1f5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y5fd wce h94"><div class="t m0 x106 hb y194 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y5fd wcf h94"><div class="t m0 x2c hb y194 ff9 fs6 fc0 sc0 ls0 ws0">5 593 </div></div><div class="c x1 y69a wcb h94"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu leasingu<span class="ff9"> </span></div></div><div class="c x111 y69a wcc h94"><div class="t m0 xd hb y1f5 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y69a wcd h94"><div class="t m0 x68 hc y1f5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y69a wce h94"><div class="t m0 xb2 hb y194 ff9 fs6 fc0 sc0 ls0 ws0">2 714 </div></div><div class="c xe0 y69a wcf h94"><div class="t m0 x2c hb y194 ff9 fs6 fc0 sc0 ls0 ws0">1 697 </div></div><div class="c x1 y69b wcb h38"><div class="t m0 xd h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y69b wcc h38"><div class="t m0 x16 h13 yd1 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x115 y69b wcd h38"><div class="t m0 xd hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x116 y69b wce h38"><div class="t m0 x39 h11 ybf ffb fs6 fc0 sc0 ls0 ws0">16 755 </div></div><div class="c xe0 y69b wcf h38"><div class="t m0 x32 h11 ybf ffb fs6 fc0 sc0 ls0 ws0">22 360 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y69c ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y4c6 ff2 fs6 fc0 sc0 ls0 ws0">Kredyty bankowe<span class="_ _0"></span> </div><div class="t m0 x1 hc y5e2 ff4 fs6 fc0 sc0 ls13 ws0">W <span class="ff5 ls0">dniu 14 stycznia 2020 r. spółka dom<span class="_ _0"></span>inująca cyber_Folks S.A. (dawniej R22 S.A.) oraz jej jednostki zależne: </span></div><div class="t m0 x1 hc y69d ff5 fs6 fc0 sc0 ls0 ws0">ówczesna <span class="_ _11"></span>jedn<span class="_ _0"></span>ostka <span class="_ _11"></span>cyber_Folks <span class="_ _20"></span>S.A.<span class="_ _0"></span> <span class="_ _11"></span>(dawniej <span class="_ _11"></span>H88 <span class="_ _11"></span>S.A.)<span class="_ _0"></span>, <span class="_ _11"></span><span class="ff4">Ox<span class="_ _0"></span>ylion <span class="_ _11"></span>Sp. <span class="_ _11"></span>z <span class="_ _11"></span>o.o. <span class="_ _14"></span>(dawniej <span class="_ _20"></span>S.A.) <span class="_ _14"></span>i <span class="_ _20"></span>Vercom <span class="_ _11"></span>S.A. </span></div><div class="t m0 x1 hb y69e ff5 fs6 fc0 sc0 ls0 ws0">zawarły <span class="_ _27"> </span>u<span class="_ _0"></span>mowę <span class="_ _27"> </span>kr<span class="_ _0"></span>edytową <span class="_ _27"> </span>z <span class="_ _27"> </span>kon<span class="_ _0"></span>sorcjum <span class="_ _27"> </span>m<span class="_ _0"></span>Bank <span class="_ _27"> </span>S.A. <span class="_ _27"> </span>oraz<span class="_ _0"></span> <span class="_ _27"> </span>ING <span class="_ _27"> </span>Bank<span class="_ _0"></span> <span class="_ _27"> </span>Śląski <span class="_ _27"> </span>S.A.<span class="_ _0"></span> <span class="_ _27"> </span>w <span class="_ _27"> </span>r<span class="_ _0"></span>amach <span class="_ _27"> </span>któ<span class="_ _0"></span>rej </div><div class="t m0 x1 hb y69f ff5 fs6 fc0 sc0 ls0 ws0">kredytodawcy<span class="_ _0"></span> <span class="_ _20"></span>udzielili <span class="_ _11"></span>kredy<span class="_ _0"></span>tobiorcom <span class="_ _20"></span>kr<span class="_ _0"></span>edytu <span class="_ _20"></span>termin<span class="_ _0"></span>owego <span class="_ _20"></span>w <span class="_ _11"></span>maksym<span class="_ _0"></span>alnej <span class="_ _20"></span>wy<span class="_ _0"></span>sokości <span class="_ _20"></span>8<span class="_ _0"></span>1 <span class="_ _20"></span>mln <span class="_ _11"></span>zł <span class="_ _11"></span>na <span class="_ _11"></span>spłatę </div><div class="t m0 x1 hc y6a0 ff5 fs6 fc0 sc0 ls0 ws0">istniejącego <span class="_ _c"> </span>zadłu<span class="_ _0"></span>żenia <span class="_ _c"> </span>oraz <span class="_ _c"> </span>dodatko<span class="_ _0"></span>wo <span class="_ _1e"> </span>ó<span class="_ _0"></span>wczesnej <span class="_ _27"> </span><span class="ff4">jednostce <span class="_ _c"> </span>cyber_<span class="_ _0"></span>Folks <span class="_ _c"> </span>S.A. <span class="_ _c"> </span>i <span class="_ _c"> </span>Vercom <span class="_ _c"> </span>S.A. <span class="_ _c"> </span>k<span class="_ _0"></span>redytu </span></div><div class="t m0 x1 hc y6a1 ff4 fs6 fc0 sc0 ls0 ws0">odnawialneg<span class="ff5">o<span class="_ _0"></span> <span class="_ _13"> </span>w  ma<span class="_ _1"></span>ksymalnej  wysokości <span class="_ _13"> </span>po  5<span class="_ _1"></span> <span class="_ _13"> </span>mln  zł <span class="_ _13"> </span>na <span class="_ _13"> </span>spłatę  istniejącego <span class="_ _13"> </span>zadłużenia  oraz <span class="_ _13"> </span>inne <span class="_ _13"> </span>cele  z<span class="_ _1"></span> </span></div><div class="t m0 x1 hb y6a2 ff5 fs6 fc0 sc0 ls0 ws0">wyłączeniem <span class="_ _1e"> </span>akwizycji. <span class="_ _1e"> </span>Oprocentowanie <span class="_ _1e"> </span>kredytów <span class="_ _1e"> </span>jest  zmienne, <span class="_ _1e"> </span>ustalone <span class="_ _1e"> </span>jako  suma <span class="_ _1e"> </span>marży  za<span class="_ _0"></span>leżnej  od </div><div class="t m0 x1 hc y6a3 ff5 fs6 fc0 sc0 ls0 ws0">wskaźników  finansowych <span class="_ _13"> </span>oraz <span class="_ _13"> </span>stawki <span class="_ _13"> </span>bazowej: <span class="_ _13"> </span>WIBOR <span class="_ _13"> </span>3M  dla <span class="_ _13"> </span>kredytu <span class="_ _13"> </span>term<span class="_ _0"></span><span class="ff4">inowego <span class="_ _13"> </span>i <span class="_ _13"> </span>WIBOR <span class="_ _13"> </span>1M <span class="_ _13"> </span>dla </span></div><div class="t m0 x1 hc y6a4 ff5 fs6 fc0 sc0 ls0 ws0">kredytów <span class="_ _14"></span>odnawia<span class="_ _0"></span>lnych. <span class="_ _14"></span>Kredyt <span class="_ _14"></span>terminowy <span class="_ _14"> </span>został <span class="_ _14"></span>udzielony <span class="_ _15"> </span><span class="ff4">do<span class="_ _0"></span> <span class="_ _11"></span>d<span class="_ _0"></span>nia <span class="_ _14"></span>31 <span class="_ _14"></span>grudnia <span class="_ _14"></span>2026 <span class="_ _14"></span>r., <span class="_ _14"></span>natomiast<span class="_ _0"></span> <span class="_ _14"></span>kredyty </span></div><div class="t m0 x1 hb y6a5 ff5 fs6 fc0 sc0 ls0 ws0">odnawialne <span class="_ _0"></span>do <span class="_ _0"></span>dnia 14 <span class="_ _0"></span>stycznia 20<span class="_ _0"></span>23 r. <span class="_ _0"></span>W dn<span class="_ _0"></span>iu 21 <span class="_ _0"></span>września 20<span class="_ _0"></span>20 r. <span class="_ _0"></span>podpisano <span class="_ _0"></span>umowę <span class="_ _0"></span>zmieniającą do <span class="_ _0"></span>umowy </div><div class="t m0 x1 hb y6a6 ff5 fs6 fc0 sc0 ls0 ws0">kredytu,  w <span class="_ _1e"> </span>ramach  której  kred<span class="_ _0"></span>ytodawcy  udzielili <span class="_ _1e"> </span>Spółce  Vercom  S.A. <span class="_ _1e"> </span>kredytu  akwizycyjnego  na <span class="_ _1e"> </span>zakup </div><div class="t m0 x1 hb y337 ff5 fs6 fc0 sc0 ls0 ws0">udziałów <span class="_ _11"></span>spółki <span class="_ _11"></span>ProfiSMS <span class="_ _11"></span>s.r.o., <span class="_ _11"></span>w <span class="_ _11"></span>wyniku <span class="_ _11"></span>czego <span class="_ _11"></span>łączna <span class="_ _20"></span>war<span class="_ _0"></span>tość <span class="_ _20"></span>kred<span class="_ _0"></span>ytu <span class="_ _20"></span>Vercom<span class="_ _0"></span> <span class="_ _20"></span>S.A. <span class="_ _20"></span>wzr<span class="_ _0"></span>osła <span class="_ _20"></span>o <span class="_ _11"></span>36 <span class="_ _11"></span>mln <span class="_ _11"></span>zł. </div><div class="t m0 x1 hb y338 ff5 fs6 fc0 sc0 ls0 ws0">Powyższa <span class="_ _12"> </span>um<span class="_ _0"></span>owa <span class="_ _12"> </span>kred<span class="_ _0"></span>ytowa <span class="_ _12"> </span>obejmu<span class="_ _0"></span>je <span class="_ _12"> </span>postanowien<span class="_ _0"></span>ia, <span class="_ _27"> </span>k<span class="_ _0"></span>tóre <span class="_ _12"> </span>prze<span class="_ _0"></span>widują <span class="_ _12"> </span>odpowied<span class="_ _0"></span>zialnoś<span class="_ _0"></span>ć <span class="_ _21"> </span>pozostałych </div><div class="t m0 x1 hb y339 ff5 fs6 fc0 sc0 ls0 ws0">kredytobiorców (<span class="_ _0"></span>oraz spółek, któr<span class="_ _0"></span>e na mocy odr<span class="_ _0"></span>ębnych oświadczeń pr<span class="_ _0"></span>zystąpiły do d<span class="_ _0"></span>ługu albo poręczyły za ten<span class="_ _0"></span> </div><div class="t m0 x1 hb y33a ff5 fs6 fc0 sc0 ls0 ws0">dług, <span class="_ _1e"> </span>szcze<span class="_ _0"></span>góły <span class="_ _1e"> </span>poręczeń <span class="_ _1e"> </span>o<span class="_ _0"></span>trzymanych <span class="_ _1e"> </span>na <span class="_ _1e"> </span>dzień <span class="_ _1e"> </span>za<span class="_ _0"></span>twierdzenia <span class="_ _1e"> </span>niniejszego<span class="_ _0"></span> <span class="_ _1e"> </span>jednostkowego <span class="_ _1e"> </span>sprawo<span class="_ _0"></span>zdania </div><div class="t m0 x1 hc y33b ff5 fs6 fc0 sc0 ls0 ws0">znajdują <span class="_ _1"></span>się <span class="_ _1"></span><span class="ff4">w <span class="_ _b"></span>nocie <span class="_ _1"></span>38.2) <span class="_ _1"></span><span class="ff5">za <span class="_ _b"></span>niewykon<span class="_ _0"></span>anie <span class="_ _b"></span>lub <span class="_ _1"></span>nienależyte <span class="_ _1"></span>wykonanie <span class="_ _1"></span>zobowiązań <span class="_ _b"></span>wy<span class="_ _0"></span>nikających <span class="_ _1"></span>z <span class="_ _b"></span>ww. <span class="_ _1"></span>umowy </span></span></div><div class="t m0 x1 hb y33c ff5 fs6 fc0 sc0 ls0 ws0">w <span class="_ _13"> </span>przypadku <span class="_ _13"> </span>naruszen<span class="_ _0"></span>ia <span class="_ _13"> </span>postanowień <span class="_ _13"> </span>umowy <span class="_ _13"> </span>kredyto<span class="_ _0"></span>wej <span class="_ _13"> </span>przez <span class="_ _13"> </span>jednego <span class="_ _13"> </span>z <span class="_ _13"> </span>kredytobiorców.  Podmiotem <span class="_ _13"> </span>w </div><div class="t m0 x1 hc y33d ff5 fs6 fc0 sc0 ls0 ws0">pierwszej <span class="_ _14"> </span>ko<span class="_ _0"></span>lejności <span class="_ _14"> </span>odpowied<span class="_ _0"></span>zialnym <span class="_ _14"> </span>za <span class="_ _15"> </span>spłatę <span class="_ _14"></span>wypłat <span class="_ _15"> </span>z <span class="_ _14"></span>tytułu <span class="_ _14"> </span>kredytu<span class="_ _0"></span> <span class="_ _14"></span>lub <span class="_ _14"></span>transzy<span class="_ _20"></span><span class="ff4"> <span class="_ _14"></span></span>udostępnionej <span class="_ _15"> </span>danemu </div><div class="t m0 x1 hb y33e ff5 fs6 fc0 sc0 ls0 ws0">podmiotowi <span class="_ _15"> </span>jest <span class="_ _14"> </span>p<span class="_ _0"></span>odmiot, <span class="_ _14"> </span>któremu <span class="_ _15"> </span>dany <span class="_ _15"> </span>kredyt <span class="_ _14"> </span>lub <span class="_ _15"> </span>transza <span class="_ _15"> </span>jest <span class="_ _14"> </span>przezn<span class="_ _0"></span>aczona. <span class="_ _15"> </span>Niezależnie <span class="_ _14"> </span>od <span class="_ _15"> </span>powyższego, </div><div class="t m0 x1 hb y33f ff5 fs6 fc0 sc0 ls0 ws0">kredytobiorcy <span class="_ _0"></span>ponoszą <span class="_ _0"></span>solidarną <span class="_ _0"></span>odpo<span class="_ _0"></span>wiedzialność <span class="_ _0"></span>za <span class="_ _0"></span>wszystkie <span class="_ _0"></span>zobowiązania <span class="_ _0"></span>wynikające <span class="_ _0"></span>z <span class="_ _0"></span>umowy <span class="_ _0"></span>kredytu <span class="_ _0"></span>i </div><div class="t m0 x1 hc y340 ff5 fs6 fc0 sc0 ls0 ws0">pozostałych<span class="_ _0"></span> dokumentów finansowan<span class="_ _0"></span>ia, w tym dokumentó<span class="_ _0"></span>w ustanawiających zabez<span class="_ _0"></span>pieczenia<span class="_ _0"></span><span class="ff4">. </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf47" ><span class="d m1" style="border-style:none;position:absolute;left:314.440000px;bottom:371.760000px;width:22.000000px;height:17.240000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">54</span> </span></span></div><div class="t m0 x1 hc y211 ff4 fs6 fc0 sc0 ls0 ws0">W <span class="_ _20"></span>d<span class="_ _0"></span>niu <span class="_ _20"></span>1<span class="_ _0"></span>7 <span class="_ _20"></span>maja <span class="_ _14"></span>2022 <span class="_ _20"></span>r. <span class="_ _11"></span>ww<span class="_ _0"></span>. <span class="_ _20"></span><span class="ff5">um<span class="_ _0"></span>owa <span class="_ _20"></span>kr<span class="_ _0"></span>edytowa <span class="_ _11"></span>z <span class="_ _20"></span>d<span class="_ _0"></span>nia <span class="_ _20"></span>14 <span class="_ _11"></span>stycznia <span class="_ _11"></span>20<span class="_ _0"></span>20 <span class="_ _20"></span>r. <span class="_ _11"></span>została <span class="_ _11"></span>zmien<span class="_ _0"></span>iona <span class="_ _11"></span>aneksem <span class="_ _11"></span>nr <span class="_ _11"></span>8, </span></div><div class="t m0 x1 hb y4e0 ff5 fs6 fc0 sc0 ls0 ws0">zgodnie  z <span class="_ _13"> </span>którym  Sp<span class="_ _1"></span>ółka  otr<span class="_ _1"></span>zymała  kredyt <span class="_ _13"> </span>akwizycyjny<span class="_ _0"></span> <span class="_ _13"> </span>w <span class="_ _13"> </span>kwocie  26 <span class="_ _13"> </span>000  tys. <span class="_ _13"> </span>euro <span class="_ _13"> </span>(tj.  120 <span class="_ _13"> </span>414 <span class="_ _13"> </span>tys.  z<span class="_ _1"></span>ł </div><div class="t m0 x1 hc y4e1 ff5 fs6 fc0 sc0 ls0 ws0">przeliczone <span class="_ _0"></span>po kursie 4,6313 EUR/PLN) na sfinan<span class="_ _0"></span>sowanie naby<span class="_ _0"></span>cia udziałów w spółk<span class="_ _0"></span>a<span class="_ _0"></span><span class="ff4">ch z grupy MailerLite. </span></div><div class="t m0 x1 hc y215 ff5 fs6 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>dzień <span class="_ _20"></span><span class="ff4">31 <span class="_ _0"></span>grudnia <span class="_ _20"></span>2024 <span class="_ _0"></span>4<span class="_ _0"></span>. <span class="_ _0"></span></span>dłużnik<span class="_ _0"></span>ami <span class="_ _0"></span>solidarnymi <span class="_ _20"></span>w <span class="_ _0"></span>ww. <span class="_ _0"></span>umowie <span class="_ _20"></span>kredytu <span class="_ _0"></span>(zgodnie <span class="_ _20"></span>z <span class="_ _0"></span>kolejn<span class="_ _0"></span>ymi <span class="_ _0"></span>umowami </div><div class="t m0 x1 hc y216 ff5 fs6 fc0 sc0 ls0 ws0">zmieniającymi)<span class="_ _0"></span> <span class="_ _1"></span>są jednostki <span class="_ _1"></span>zależne od <span class="_ _1"></span>Spółki Vercom <span class="_ _1"></span>S.A., <span class="_ _1"></span>tj. <span class="ff4">Redgroup Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o., ProfiSMS <span class="_ _1"></span>s.r.o., Freshmail </span></div><div class="t m0 x1 hc y528 ff4 fs6 fc0 sc0 ls0 ws0">Sp. <span class="_ _14"></span>z <span class="_ _14"></span>o.o., <span class="_ _14"></span>MialerCheck, <span class="_ _14"></span>Inc., <span class="_ _14"></span>MailerSend, <span class="_ _14"></span>Inc.<span class="_ _0"></span>, <span class="_ _14"></span>MailerLite, <span class="_ _14"></span>Inc., <span class="_ _14"></span>MailerLite <span class="_ _14"></span>Ltd<span class="_ _20"></span>. <span class="_ _14"></span>o<span class="ff5">raz <span class="_ _14"></span>jednostka <span class="_ _14"> </span>zależn<span class="_ _0"></span>a <span class="_ _14"></span>od </span></div><div class="t m0 x1 hc y4b9 ff5 fs6 fc0 sc0 ls0 ws0">jednostki do<span class="_ _0"></span>minującej najwyższego szczeb<span class="_ _0"></span>la: cyber_F<span class="_ _0"></span><span class="ff4">olks S.R.L. </span></div><div class="t m0 x1 hc y240 ff5 fs6 fc0 sc0 ls0 ws0">Zabezpieczen<span class="_ _0"></span>iem <span class="_ _0"></span>kredy<span class="_ _0"></span>tów <span class="_ _0"></span>jest <span class="_ _0"></span>zastaw <span class="_ _20"></span>finansowy<span class="_ _0"></span> <span class="_ _0"></span>i <span class="_ _20"></span>rejestrowy <span class="_ _20"></span>na <span class="_ _20"></span>akcjach <span class="_ _11"></span><span class="ff4">Ox<span class="_ _0"></span>ylion <span class="_ _0"></span>Sp. <span class="_ _20"></span>z <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _0"></span>(<span class="_ _0"></span>dawniej <span class="_ _20"></span>S.A.) <span class="_ _20"></span><span class="ls1b">i </span></span></div><div class="t m0 x1 hc y241 ff5 fs6 fc0 sc0 ls0 ws0">Vercom <span class="_ _0"></span>S.A. or<span class="_ _0"></span>az istotnych <span class="_ _0"></span>spółek zależnych <span class="_ _0"></span>od cyber<span class="_ _0"></span>_Folks S.A<span class="_ _0"></span><span class="ff4">. <span class="_ _0"></span>wskazanych <span class="_ _0"></span>w umowie <span class="_ _0"></span>kredytowej, <span class="_ _0"></span>zastaw </span></div><div class="t m0 x1 hb y529 ff5 fs6 fc0 sc0 ls0 ws0">finansowy i rejestrowy na <span class="_ _1"></span>rachunkach bankowych kredytobiorców i <span class="_ _1"></span>istotnych spółek zależnych od <span class="_ _1"></span>cyber_Folks </div><div class="t m0 x1 hb y52a ff5 fs6 fc0 sc0 ls0 ws0">S.A. <span class="_ _14"> </span>wskazany<span class="_ _0"></span>ch <span class="_ _14"> </span>w <span class="_ _14"> </span>um<span class="_ _0"></span>owie <span class="_ _14"> </span>kred<span class="_ _0"></span>ytowej <span class="_ _14"> </span>wraz <span class="_ _15"> </span>z <span class="_ _14"></span>pełnomocnictwem <span class="_ _15"> </span>do <span class="_ _14"> </span>dy<span class="_ _0"></span>sponowania, <span class="_ _14"> </span>zastaw <span class="_ _14"> </span>rejestro<span class="_ _0"></span>wy <span class="_ _14"></span>na </div><div class="t m0 x1 hc y21e ff4 fs6 fc0 sc0 ls0 ws0">zbiorach r<span class="_ _0"></span>zec<span class="ff5">zy i praw majątkowy<span class="_ _0"></span>ch wchodzących<span class="_ _0"></span> w skład przedsiębio<span class="_ _0"></span>rstwa<span class="_ _0"></span></span> Oxylion Sp. z o.o<span class="_ _0"></span>. (dawniej<span class="_ _0"></span> S.A.) </div><div class="t m0 x1 hc y2e3 ff5 fs6 fc0 sc0 ls0 ws0">i <span class="_ _c"> </span>Vercom <span class="_ _27"> </span>S.A. <span class="_ _c"> </span>or<span class="_ _0"></span>az <span class="_ _c"> </span>istotnych <span class="_ _c"> </span>spółek <span class="_ _27"> </span>zależnych <span class="_ _c"> </span>od <span class="_ _c"> </span>cy<span class="_ _0"></span>ber_Folks <span class="_ _c"> </span>S.A.<span class="_ _20"></span><span class="ff4"> <span class="_ _c"> </span>wskazanych <span class="_ _c"> </span>w <span class="_ _27"> </span>umowie, <span class="_ _c"> </span>u<span class="_ _0"></span>mowa </span></div><div class="t m0 x1 hb yca ff5 fs6 fc0 sc0 ls0 ws0">podporządkowan<span class="_ _0"></span>ia <span class="_ _13"> </span>oraz <span class="_ _13"> </span>oświadczenie <span class="_ _13"> </span>o <span class="_ _13"> </span>poddaniu <span class="_ _13"> </span>się <span class="_ _13"> </span>egzekucji <span class="_ _13"> </span>złożon<span class="_ _0"></span>e <span class="_ _13"> </span>przez <span class="_ _13"> </span>każdego <span class="_ _13"> </span>z <span class="_ _15"> </span>k<span class="_ _0"></span>redytobiorców, </div><div class="t m0 x1 hb y2e5 ff5 fs6 fc0 sc0 ls0 ws0">dłużników solidar<span class="_ _0"></span>nych oraz poręczycieli do kwoty 150% całkowitego<span class="_ _0"></span> zaangażowania. Wartość zab<span class="_ _0"></span>ezpieczenia </div><div class="t m0 x1 hb y2e6 ff5 fs6 fc0 sc0 ls0 ws0">na <span class="_ _11"></span>majątku <span class="_ _14"></span>Spółki <span class="_ _20"></span>jest <span class="_ _11"></span>u<span class="_ _0"></span>stanowiona <span class="_ _11"></span>do <span class="_ _11"></span>mak<span class="_ _0"></span>symalnej <span class="_ _11"></span>kwoty <span class="_ _11"></span>zabezpiecz<span class="_ _0"></span>enia <span class="_ _11"></span>wynoszącej <span class="_ _11"></span>340<span class="_ _0"></span> <span class="_ _11"></span>mln <span class="_ _11"></span>zł <span class="_ _11"></span>i <span class="_ _11"></span>46 <span class="_ _11"></span>mln </div><div class="t m0 x1 hc y2e7 ff4 fs6 fc0 sc0 ls0 ws0">euro. </div><div class="t m0 x1 h4c y6a7 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y6a8 ff3 fs6 fc0 sc0 ls0 ws0">Pożyczk<span class="_ _0"></span>i <span class="ff2"> </span></div><div class="t m0 x1 hb y6a9 ff5 fs6 fc0 sc0 ls0 ws0">W  roku  obrotowym  zakończonym  31  grudnia  2024  r. <span class="_ _13"> </span>Spó<span class="_ _0"></span>łka  spłaciła  pożyczki  otrzymane  od  jednostek </div><div class="t m0 x1 hc yd4 ff5 fs6 fc0 sc0 ls0 ws0">zależnych Freshmail Sp. z <span class="_ _1"></span>o.o., Redgroup Sp. z <span class="_ _1"></span>o.o. i <span class="_ _1"></span>Epso Group Sp.<span class="_ _1"></span> z <span class="_ _1"></span>o.o. w łącznej <span class="_ _1"></span>kwocie <span class="_ _0"></span><span class="ff4">5 </span>593 tys. zł<span class="_ _1"></span> wraz </div><div class="t m0 x1 hc y64c ff5 fs6 fc0 sc0 ls0 ws0">z należnym<span class="_ _0"></span>i odsetkami w kwocie 94 ty<span class="_ _0"></span>s. zł.<span class="ff4"> </span></div><div class="t m0 x1 hb y6aa ff5 fs6 fc0 sc0 ls0 ws0">W dniu <span class="_ _1"></span>20 września <span class="_ _1"></span>2023 <span class="_ _1"></span>r. Sp<span class="_ _1"></span>ółka otrzymała p<span class="_ _1"></span>ożyczkę od <span class="_ _1"></span>jednostki zależnej <span class="_ _1"></span>MaileLite Ltd<span class="_ _1"></span> w <span class="_ _1"></span>wysokości 1 <span class="_ _1"></span>000 </div><div class="t m0 x1 hb y6ab ff5 fs6 fc0 sc0 ls0 ws0">tys. euro. Zgodnie z umową, pożyczka powinna zostać spłacon<span class="_ _0"></span>a w ciągu 48 miesięcy od dnia jej <span class="_ _1"></span>urucho<span class="_ _0"></span>mienia, </div><div class="t m0 x1 hb y6ac ff5 fs6 fc0 sc0 ls0 ws0">tj. <span class="_ _0"></span>do <span class="_ _0"></span>20 <span class="_ _20"></span>września <span class="_ _0"></span>2027 <span class="_ _0"></span>r. <span class="_ _0"></span>Warto<span class="_ _0"></span>ść <span class="_ _0"></span>zobowią<span class="_ _0"></span>zania <span class="_ _0"></span>wob<span class="_ _0"></span>ec <span class="_ _0"></span>MailerLite <span class="_ _0"></span>Ltd <span class="_ _0"></span>z <span class="_ _20"></span>tytułu <span class="_ _0"></span>pożyczki <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _20"></span>31 <span class="_ _0"></span>grudnia </div><div class="t m0 x1 hc y10d ff4 fs6 fc0 sc0 ls1 ws0">202<span class="ls0">4 r. wynosi 4 5</span>53<span class="ls0"> <span class="ff5">tys. zł.</span> </span></div><div class="t m0 x1 h27 y6ad ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h27 y6ae ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y6af ff3 fs6 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasingu<span class="ff2"> </span></div><div class="t m0 x1 hc y6b0 ff5 fs6 fc0 sc0 ls0 ws0">Podział <span class="_ _1"></span>przyszłych minimalnych <span class="_ _b"></span>raty leasingowych <span class="_ _1"></span>według <span class="_ _b"></span>okresu<span class="_ _0"></span> <span class="_ _b"></span>zap<span class="_ _0"></span>adalności <span class="_ _1"></span>został <span class="ff4">zaprezentowany <span class="_ _1"></span>w <span class="_ _1"></span>nocie </span></div><div class="t m0 x1 hc y6b1 ff4 fs6 fc0 sc0 ls0 ws0">nr <span class="ls1">30</span>. </div><div class="t m0 x1 hc y6b2 ff4 fs6 fc0 sc0 ls0 ws0">Zabezpieczen<span class="_ _0"></span>iem u<span class="_ _1"></span>mowy najmu powierzchni <span class="_ _1"></span>biurowej jest przedstawiona w nocie <span class="_ _1"></span><span class="ls1">33<span class="ls0"> <span class="_ _1"></span>gwarancja bankowa wraz<span class="_ _1"></span> </span></span></div><div class="t m0 x1 hc y6b3 ff5 fs6 fc0 sc0 ls0 ws0">z oświadczeniem<span class="_ _0"></span> o dobrowolnym podd<span class="_ _0"></span>aniu się egzekucji.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y6b4 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y6b5 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y6b6 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5ab ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y6b7 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y6b8 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5ae ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y6b9 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:172.560000px;bottom:499.760000px;width:14.500000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:812.500000px;bottom:465.260000px;width:14.500000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">55</span> </span></span></div><div class="t m0 x1 h3b y211 ff3 fs6 fc1 sc0 ls0 ws0">War<span class="_ _1"></span>un<span class="_ _1"></span>ki <span class="_ _1"></span>u<span class="_ _1"></span>mów<span class="_ _1"></span> kr<span class="_ _1"></span>ed<span class="_ _1"></span>yt<span class="_ _1"></span>owy<span class="_ _1"></span>ch<span class="_ _1"></span>, <span class="_ _1"></span>po<span class="_ _1"></span>życ<span class="_ _1"></span>ze<span class="_ _1"></span>k<span class="ff2"> <span class="ls1c">i </span></span>le<span class="_ _1"></span>as<span class="_ _1"></span>ing<span class="_ _1"></span>ów<span class="_ _1"></span> n<span class="_ _1"></span>a d<span class="_ _1"></span>zi<span class="_ _1"></span>e<span class="_ _1"></span>ń <span class="ff2">31<span class="_ _1"></span> g<span class="_ _1"></span>ru<span class="_ _1"></span>dn<span class="_ _1"></span>ia<span class="_ _1"></span> <span class="ls1d">20</span>24 <span class="_ _1"></span>r.<span class="_ _1"></span> o<span class="_ _1"></span>ra<span class="_ _1"></span>z <span class="_ _1"></span>31 <span class="_ _1"></span>gr<span class="_ _1"></span>udn<span class="_ _1"></span>ia<span class="_ _1"></span> <span class="ls1d">20</span>23<span class="_ _1"></span> <span class="lsf">r.</span><span class="ff4 fc0"> <span class="_ _1"></span><span class="ff2 fc1"> </span></span></span></div><div class="t m0 x1 hc y3e2 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y6ba wd0 h97"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x117 y6bb wd1 h98"><div class="t m0 x24 h99 y6bc ffb fsf fc0 sc0 ls0 ws0">Kwota  </div><div class="t m0 x46 h99 y6bd ffb fsf fc0 sc0 ls0 ws0">udzielonego </div><div class="t m0 xd h99 y6be ffb fsf fc0 sc0 ls0 ws0">finansowania  </div></div><div class="c x118 y6bb wd2 h98"><div class="t m0 x21 h99 y6bc ffb fsf fc0 sc0 ls0 ws0">Nominalne </div><div class="t m0 xd h99 y6bd ffb fsf fc0 sc0 ls0 ws0">oprocentowanie </div><div class="t m0 x65 h99 y6be ffb fsf fc0 sc0 ls0 ws0">/waluta </div></div><div class="c x119 y6bb wd3 h98"><div class="t m0 x27 h99 y6bf ffd fsf fc0 sc0 ls0 ws0">Termin spłaty </div><div class="t m0 x2a h99 y417 ffb fsf fc0 sc0 ls0 ws0">zgodnie  </div><div class="t m0 xf h99 y363 ffd fsf fc0 sc0 ls0 ws0">z umową <span class="ffb"> </span></div><div class="t m0 x46 h99 yd3 ffb fsf fc0 sc0 ls0 ws0">(w ratach do)<span class="_ _0"></span> </div></div><div class="c x5d y6ba wd4 h97"><div class="t m0 x11 h2c y6c0 ffb fs0 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x11a y6ba wd5 h97"><div class="t m0 x11 h2c y6c0 ffb fs0 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y6bb wd0 h9a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x5d y6bb wd6 h9a"><div class="t m0 x24 h99 y179 ffd fsf fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x28 h99 y1ac ffb fsf fc0 sc0 ls0 ws0">nominalna </div></div><div class="c x107 y6bb wd7 h9a"><div class="t m0 x16 h99 y179 ffd fsf fc0 sc0 ls0 ws0">Wartość<span class="ffb"> </span></div><div class="t m0 x20 h99 y1ac ffd fsf fc0 sc0 ls0 ws0">księgowa<span class="ffb"> </span></div></div><div class="c x11a y6bb wd8 h9a"><div class="t m0 xf h99 y179 ffd fsf fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x46 h99 y1ac ffb fsf fc0 sc0 ls0 ws0">nominalna </div></div><div class="c x11b y6bb wd7 h9a"><div class="t m0 x16 h99 y179 ffd fsf fc0 sc0 ls0 ws0">Wartość<span class="ffb"> </span></div><div class="t m0 x11c h99 y1ac ffd fsf fc0 sc0 ls0 ws0">księgowa<span class="ffb"> </span></div></div><div class="c x1 yf7 wd0 h9b"><div class="t m0 xd h8c y6c1 ff9 fs1 fc0 sc0 ls0 ws0">Umowa Kredytowa z dnia 14 </div><div class="t m0 xd h8c y6c2 ff9 fs1 fc0 sc0 ls0 ws0">stycznia 2020 r. z konsorcjum </div><div class="t m0 xd h8c y411 ff9 fs1 fc0 sc0 ls0 ws0">mBank S.A. oraz ING Bank </div><div class="t m0 xd h8c y20b ffe fs1 fc0 sc0 ls0 ws0">Śląski S.A.<span class="ff9"> </span></div></div><div class="c x117 yf7 wd1 h9b"><div class="t m0 x47 h9c y6c3 ff9 fs9 fc0 sc0 ls0 ws0">14 168 </div></div><div class="c x118 yf7 wd2 h9b"><div class="t m0 x20 h9c y6c4 ff9 fs9 fc0 sc0 ls0 ws0">WIBOR 3M </div><div class="t m0 x64 h9c y6c3 ffe fs9 fc0 sc0 ls0 ws0">+ marża/ </div><div class="t m0 xd9 h9c y3d1 ff9 fs9 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x119 yf7 wd3 h9b"><div class="t m0 x46 h29 y6c5 ff9 fs0 fc0 sc0 ls0 ws0">31.12.2026 r. </div></div><div class="c x5d yf7 wd6 h9b"><div class="t m0 x47 h9c y6c3 ff9 fs9 fc0 sc0 ls0 ws0">3 967 </div></div><div class="c x107 yf7 wd7 h9b"><div class="t m0 x4a h9c y6c3 ff9 fs9 fc0 sc0 ls0 ws0">3 938 </div></div><div class="c x11a yf7 wd8 h9b"><div class="t m0 x33 h9c y6c3 ff9 fs9 fc0 sc0 ls0 ws0">6 376 </div></div><div class="c x11b yf7 wd7 h9b"><div class="t m0 x4a h9c y6c3 ff9 fs9 fc0 sc0 ls0 ws0">6 317 </div></div><div class="c x1 y6c6 wd0 h9d"><div class="t m0 xd h8c y6c7 ff9 fs1 fc0 sc0 ls0 ws0">Umowa Kredytowa z dnia 14 </div><div class="t m0 xd h8c y6c8 ff9 fs1 fc0 sc0 ls0 ws0">stycznia 2020 r. z konsorcjum </div><div class="t m0 xd h8c y6c9 ff9 fs1 fc0 sc0 ls0 ws0">mBank S.A. oraz ING Bank </div><div class="t m0 xd h8c y6ca ffe fs1 fc0 sc0 ls0 ws0">Śląski S.A. (Vercom S.A.) </div><div class="t m0 xd h8c y6cb ff9 fs1 fc0 sc0 ls0 ws0">zgodnie z aneksem nr 8 z dnia </div><div class="t m0 xd h8c y366 ff9 fs1 fc0 sc0 ls0 ws0">17 maja 2022 r.- na nabycie </div><div class="t m0 xd h8c y1f6 ff9 fs1 fc0 sc0 ls0 ws0">MailerLite </div></div><div class="c x117 y6c6 wd1 h9d"><div class="t m0 x65 h9c y6cc ff9 fs9 fc0 sc0 ls0 ws0">120 414 </div></div><div class="c x118 y6c6 wd2 h9d"><div class="t m0 x24 h9c y6cd ff9 fs9 fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x28 h9c y6cc ffe fs9 fc0 sc0 ls0 ws0">3M + marża/ </div><div class="t m0 x1e h9c y6ce ff9 fs9 fc0 sc0 ls0 ws0">EUR </div></div><div class="c x119 y6c6 wd3 h9d"><div class="t m0 x46 h29 y6cf ff9 fs0 fc0 sc0 ls0 ws0">28.12.2028 r. </div></div><div class="c x5d y6c6 wd6 h9d"><div class="t m0 x2a h9c y6cc ff9 fs9 fc0 sc0 ls0 ws0">83 101 </div></div><div class="c x107 y6c6 wd7 h9d"><div class="t m0 x11d h9c y6cc ff9 fs9 fc0 sc0 ls0 ws0">82 323 </div></div><div class="c x11a y6c6 wd8 h9d"><div class="t m0 x11e h9c y6cc ff9 fs9 fc0 sc0 ls0 ws0">97 221 </div></div><div class="c x11b y6c6 wd7 h9d"><div class="t m0 x11d h9c y6cc ff9 fs9 fc0 sc0 ls0 ws0">96 151 </div></div><div class="c x1 y6d0 wd0 h14"><div class="t m0 xd h9e yd1 ffe fs11 fc0 sc0 ls0 ws0">Kredyt w rachunku bieżący<span class="_ _0"></span>m<span class="ff9"> </span></div></div><div class="c x117 y6d0 wd1 h14"><div class="t m0 x31 h9c yd7 ff9 fs9 fc0 sc0 ls0 ws0">5 000 </div></div><div class="c x118 y6d0 wd2 h14"><div class="t m0 x1c h9c ybd ff9 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x119 y6d0 wd3 h14"><div class="t m0 x36 hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x5d y6d0 wd6 h14"><div class="t m0 x15 h9c yd7 ff9 fs9 fc0 sc0 ls1 ws0">39<span class="ls0"> </span></div></div><div class="c x107 y6d0 wd7 h14"><div class="t m0 x19 h9c yd7 ff9 fs9 fc0 sc0 ls1 ws0">39<span class="ls0"> </span></div></div><div class="c x11a y6d0 wd8 h14"><div class="t m0 xd9 h9c yd7 ff9 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x11b y6d0 wd7 h14"><div class="t m0 xed h9c yd7 ff9 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y6d1 wd0 h9f"><div class="t m0 xd h9e y6d2 ff9 fs11 fc0 sc0 ls0 ws0">Umowa <span class="ffe">pożyczki z dnia 31 </span></div><div class="t m0 xd h9e y15a ff9 fs11 fc0 sc0 ls0 ws0">grudnia 2023 r. z Freshmail </div><div class="t m0 xd h9e yf1 ff9 fs11 fc0 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x117 y6d1 wd1 h9f"><div class="t m0 x31 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">3 855 </div></div><div class="c x118 y6d1 wd2 h9f"><div class="t m0 x20 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">6,00%/ PLN </div></div><div class="c x119 y6d1 wd3 h9f"><div class="t m0 x46 h29 y650 ff9 fs0 fc0 sc0 ls0 ws0">31.12.2024 r. </div></div><div class="c x5d y6d1 wd6 h9f"><div class="t m0 x45 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x107 y6d1 wd7 h9f"><div class="t m0 xed h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x11a y6d1 wd8 h9f"><div class="t m0 x33 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">3 855 </div></div><div class="c x11b y6d1 wd7 h9f"><div class="t m0 x4a h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">3 855 </div></div><div class="c x1 y6d3 wd0 h9f"><div class="t m0 xd h9e y6d2 ffe fs11 fc0 sc0 ls0 ws0">Umowa pożyczki z dnia 31 </div><div class="t m0 xd h9e y15a ff9 fs11 fc0 sc0 ls0 ws0">grudnia 2023 r. z Redgroup </div><div class="t m0 xd h9e yf1 ff9 fs11 fc0 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x117 y6d3 wd1 h9f"><div class="t m0 x31 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">1 534 </div></div><div class="c x118 y6d3 wd2 h9f"><div class="t m0 x20 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">6,00%/ PLN </div></div><div class="c x119 y6d3 wd3 h9f"><div class="t m0 x46 h29 y650 ff9 fs0 fc0 sc0 ls0 ws0">31.12.2024 r. </div></div><div class="c x5d y6d3 wd6 h9f"><div class="t m0 x45 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x107 y6d3 wd7 h9f"><div class="t m0 xed h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x11a y6d3 wd8 h9f"><div class="t m0 x33 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">1 534 </div></div><div class="c x11b y6d3 wd7 h9f"><div class="t m0 x4a h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">1 534 </div></div><div class="c x1 y6d4 wd0 h9f"><div class="t m0 xd h9e y6d2 ff9 fs11 fc0 sc0 ls0 ws0">Umowa <span class="ffe">pożyczki z dnia 31 </span></div><div class="t m0 xd h9e y15a ff9 fs11 fc0 sc0 ls0 ws0">grudnia 2023 r. z Epso Group </div><div class="t m0 xd h9e yf1 ff9 fs11 fc0 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x117 y6d4 wd1 h9f"><div class="t m0 x6f h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">205 </div></div><div class="c x118 y6d4 wd2 h9f"><div class="t m0 x20 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">6,00%/ PLN </div></div><div class="c x119 y6d4 wd3 h9f"><div class="t m0 x46 h29 y650 ff9 fs0 fc0 sc0 ls0 ws0">31.12.2024 r. </div></div><div class="c x5d y6d4 wd6 h9f"><div class="t m0 x45 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x107 y6d4 wd7 h9f"><div class="t m0 xed h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">- </div></div><div class="c x11a y6d4 wd8 h9f"><div class="t m0 xe1 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">205 </div></div><div class="c x11b y6d4 wd7 h9f"><div class="t m0 x31 h9c y38d ff9 fs9 fc0 sc0 ls0 ws0">205 </div></div><div class="c x1 y24b wd0 ha0"><div class="t m0 xd h9e y6d5 ffe fs11 fc0 sc0 ls0 ws0">Umowa pożyczki z dnia 20 </div><div class="t m0 xd h9e y6d6 ffe fs11 fc0 sc0 ls0 ws0">września 2023 r. z MailerLite </div><div class="t m0 xd h9e y6d7 ff9 fs11 fc0 sc0 ls0 ws0">Limited </div></div><div class="c x117 y24b wd1 ha0"><div class="t m0 x31 h9c y6d8 ff9 fs9 fc0 sc0 ls0 ws0">1 000 </div></div><div class="c x118 y24b wd2 ha0"><div class="t m0 x24 h9c y6d9 ff9 fs9 fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x28 h9c y6d8 ffe fs9 fc0 sc0 ls0 ws0">3M + marża/ </div><div class="t m0 x1e h9c y6da ff9 fs9 fc0 sc0 ls0 ws0">EUR </div></div><div class="c x119 y24b wd3 ha0"><div class="t m0 x46 h29 y6db ff9 fs0 fc0 sc0 ls0 ws0">20.09.2027 r. </div></div><div class="c x5d y24b wd6 ha0"><div class="t m0 x47 h9c y6d8 ff9 fs9 fc0 sc0 ls0 ws0">4 553 </div></div><div class="c x107 y24b wd7 ha0"><div class="t m0 x4a h9c y6d8 ff9 fs9 fc0 sc0 ls0 ws0">4 553 </div></div><div class="c x11a y24b wd8 ha0"><div class="t m0 x33 h9c y6d8 ff9 fs9 fc0 sc0 ls0 ws0">4 425 </div></div><div class="c x11b y24b wd7 ha0"><div class="t m0 x4a h9c y6d8 ff9 fs9 fc0 sc0 ls0 ws0">4 425 </div></div><div class="c x1 y32f wd0 ha1"><div class="t m0 xd h8c y1f6 ffe fs1 fc0 sc0 ls0 ws0">Zobowiązania z tytułu leasingu<span class="ff9"> </span></div></div><div class="c x117 y32f wd1 ha1"><div class="t m0 xd h8c y509 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x118 y32f wd2 ha1"><div class="t m0 xd hc y509 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x119 y32f wd3 ha1"><div class="t m0 x36 hc y509 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x5d y32f wd6 ha1"><div class="t m0 x47 h9c yff ff9 fs9 fc0 sc0 ls0 ws0">5 879 </div></div><div class="c x107 y32f wd7 ha1"><div class="t m0 x4a h9c yff ff9 fs9 fc0 sc0 ls0 ws0">5 879 </div></div><div class="c x11a y32f wd8 ha1"><div class="t m0 x33 h9c yff ff9 fs9 fc0 sc0 ls0 ws0">4 649 </div></div><div class="c x11b y32f wd7 ha1"><div class="t m0 x4a h9c yff ff9 fs9 fc0 sc0 ls0 ws0">4 649 </div></div><div class="c x1 y6dc wd9 h34"><div class="t m0 xd ha2 y194 ffd fs11 fc0 sc0 ls0 ws0">Zobowiązania oprocentowane ogó<span class="_ _0"></span>łem<span class="ffb"> </span></div></div><div class="c x118 y6dc wd2 h34"><div class="t m0 xba ha2 y194 ffb fs11 fc0 sc0 ls0 ws0">  </div></div><div class="c x119 y6dc wd3 h34"><div class="t m0 xd ha2 y194 ffb fs11 fc0 sc0 ls0 ws0">  </div></div><div class="c x5d y6dc wd6 h34"><div class="t m0 x55 ha2 y194 ffb fs11 fc0 sc0 ls0 ws0">97 539 </div></div><div class="c x107 y6dc wd7 h34"><div class="t m0 x2e ha2 y194 ffb fs11 fc0 sc0 ls0 ws0">96 732 </div></div><div class="c x11a y6dc wd8 h34"><div class="t m0 x28 ha2 y194 ffb fs11 fc0 sc0 ls0 ws0">118 264 </div></div><div class="c x11b y6dc wd7 h34"><div class="t m0 x46 ha2 y194 ffb fs11 fc0 sc0 ls0 ws0">117 134 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y6dd ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y22d ff5 fs6 fc0 sc0 ls0 ws0">Na dzień spr<span class="_ _0"></span>awozdawczy Spółka Verco<span class="_ _0"></span>m S.A.<span class="_ _0"></span><span class="ff4"> dysponuje limitem k<span class="_ _0"></span>redytu </span>w rachunku <span class="_ _0"></span>bieżącym w kwocie <span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y343 ff5 fs6 fc0 sc0 ls0 ws0">5 000 tys. zł<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h27 y6de ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y6df ff4 fs6 fc0 sc0 ls0 ws0">Warunki finan<span class="_ _0"></span>sowania <span class="ff5">–</span> kowen<span class="_ _0"></span>anty </div><div class="t m0 x1 hc y2ea ff5 fs6 fc0 sc0 ls0 ws0">Kowenanty wynikające z <span class="ff4">umowy <span class="_ _1"></span>kredytowej z <span class="_ _1"></span>14 <span class="ff5">stycznia 2<span class="_ _1"></span>020 r. <span class="_ _1"></span>kalkulowane są w <span class="_ _1"></span>oparciu o <span class="_ _1"></span>skonsolidowane </span></span></div><div class="t m0 x1 hc ya5 ff5 fs6 fc0 sc0 ls0 ws0">informacje <span class="_ _11"></span>finan<span class="_ _0"></span>sowe <span class="_ _11"></span>Grupy <span class="_ _11"></span>kapitałowej <span class="_ _14"></span><span class="ff4">cyber_Folks<span class="ls8">. <span class="_ _11"></span></span></span>Na <span class="_ _11"></span>dzień<span class="_ _0"></span> <span class="_ _11"></span><span class="ff4">31 <span class="_ _11"></span>grudnia <span class="_ _11"></span><span class="ls1">202</span>4 <span class="_ _11"></span></span>r. <span class="_ _11"></span>i <span class="_ _11"></span>na <span class="_ _11"></span>dzień <span class="_ _11"></span>za<span class="_ _0"></span>twierdzenia </div><div class="t m0 x1 hc y31b ff4 fs6 fc0 sc0 ls0 ws0">niniejszego <span class="_ _1"></span>jednostkowego <span class="_ _b"></span>sp<span class="_ _0"></span>rawozdania <span class="_ _1"></span>finansowego <span class="_ _b"></span>do <span class="_ _b"></span>publik<span class="_ _0"></span>acji <span class="_ _b"></span>wszystkie <span class="ff5">kowenanty <span class="_ _b"></span>wynikające <span class="_ _1"></span>z <span class="_ _b"></span>umowy </span></div><div class="t m0 x1 hc y6e0 ff5 fs6 fc0 sc0 ls0 ws0">kredytowej <span class="_ _0"></span>z dnia 14 stycznia 2020 r. są sp<span class="_ _0"></span>ełnione<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y302 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y303 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y31f ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y6e1 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y306 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y322 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y323 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y6e2 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">56</span> </span></span></div><div class="t m0 x1 h3b y211 ff2 fs6 fc2 sc0 ls0 ws0">30.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Zob<span class="_ _1"></span>owi<span class="_ _1"></span>ąza<span class="_ _1"></span>ni<span class="_ _1"></span>a <span class="_ _1"></span>z t<span class="_ _1"></span>y<span class="_ _1"></span>tuł<span class="_ _1"></span>u <span class="_ _1"></span>le<span class="_ _1"></span>asi<span class="_ _1"></span>ng<span class="_ _1"></span>u<span class="ff2"> </span></span></span></div><div class="t m0 x1 h4c y40e ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y40f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y6e3 waa h84"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x100 y6e3 w46 h84"><div class="t m0 xd hb y5d6 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x101 y6e3 w4c h84"><div class="t m0 xd hb y5d6 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x102 y6e3 wab h84"><div class="t m0 x24 h8c y6e4 ffe fs1 fc0 sc0 ls0 ws0">Przyszłe minimalne </div><div class="t m0 x33 h8c y6e5 ffe fs1 fc0 sc0 ls0 ws0">płatności z tytułu </div><div class="t m0 xd9 h8c y5d9 ff9 fs1 fc0 sc0 ls0 ws0">leasingu  </div></div><div class="c x103 y6e3 wac h84"><div class="t m0 x2f h8c y6e5 ff9 fs1 fc0 sc0 ls0 ws0">Odsetki </div></div><div class="c x104 y6e3 wad h84"><div class="t m0 x64 h8c y5da ffe fs1 fc0 sc0 ls0 ws0">Bieżąca wartość </div><div class="t m0 x27 h8c y1f4 ffe fs1 fc0 sc0 ls0 ws0">przyszłych minimalnych </div><div class="t m0 xed h8c y366 ffe fs1 fc0 sc0 ls0 ws0">płatności <span class="ff9"> </span></div><div class="t m0 x13 h8c y1f6 ffe fs1 fc0 sc0 ls0 ws0">z tytułu umów leasingu<span class="ff9"> </span></div></div><div class="c x1 y6e6 waa h1a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x100 y6e6 w46 h1a"><div class="t m0 xd h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x101 y6e6 w4c h1a"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x102 y6e6 w1e h1a"><div class="t m0 x46 h41 yee ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x105 y6e6 wae h1a"><div class="t m0 x46 h41 yee ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x103 y6e6 waf h1a"><div class="t m0 x11c h41 yee ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xb6 y6e6 wb0 h1a"><div class="t m0 x11c h41 yee ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x104 y6e6 wb1 h1a"><div class="t m0 x46 h41 yee ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xe0 y6e6 w1e h1a"><div class="t m0 x46 h41 yee ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y6e7 waa h63"><div class="t m0 xc6 h41 y0 ffb fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x100 y6e7 w46 h63"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y6e7 w4c h63"><div class="t m0 x27 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y6e7 w1e h63"><div class="t m0 xe1 hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y6e7 wae h63"><div class="t m0 x4c hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x103 y6e7 waf h63"><div class="t m0 x106 hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y6e7 wb0 h63"><div class="t m0 x106 hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y6e7 wb1 h63"><div class="t m0 x4c hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe0 y6e7 w1e h63"><div class="t m0 x4c hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y7 waa h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">do 1 roku </div></div><div class="c x100 y7 w46 h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y7 w4c h14"><div class="t m0 x27 hc y3d4 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y7 w1e h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">3 057 </div></div><div class="c x105 y7 wae h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">1 960 </div></div><div class="c x103 y7 waf h14"><div class="t m0 x45 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">343<span class="ls0"> </span></div></div><div class="c xb6 y7 wb0 h14"><div class="t m0 x45 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">263<span class="ls0"> </span></div></div><div class="c x104 y7 wb1 h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2 714 </div></div><div class="c xe0 y7 w1e h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">1 697 </div></div><div class="c x1 y6e8 waa h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 do 5 lat </div></div><div class="c x100 y6e8 w46 h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y6e8 w4c h14"><div class="t m0 x27 hc y3d4 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x102 y6e8 w1e h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">3 431 </div></div><div class="c x105 y6e8 wae h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">3 249 </div></div><div class="c x103 y6e8 waf h14"><div class="t m0 x45 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">267<span class="ls0"> </span></div></div><div class="c xb6 y6e8 wb0 h14"><div class="t m0 x45 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">297<span class="ls0"> </span></div></div><div class="c x104 y6e8 wb1 h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">3 164 </div></div><div class="c xe0 y6e8 w1e h14"><div class="t m0 x31 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2 952 </div></div><div class="c x1 y6e9 waa h14"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x100 y6e9 w46 h14"><div class="t m0 xd h13 yee ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x101 y6e9 w4c h14"><div class="t m0 xd hb yee ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x102 y6e9 w1e h14"><div class="t m0 x31 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">6 489 </div></div><div class="c x105 y6e9 wae h14"><div class="t m0 x31 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">5 209 </div></div><div class="c x103 y6e9 waf h14"><div class="t m0 x45 h11 yb6 ffb fs6 fc0 sc0 ls1 ws0">610<span class="ls0"> </span></div></div><div class="c xb6 y6e9 wb0 h14"><div class="t m0 x45 h11 yb6 ffb fs6 fc0 sc0 ls1 ws0">560<span class="ls0"> </span></div></div><div class="c x104 y6e9 wb1 h14"><div class="t m0 x31 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">5 879 </div></div><div class="c xe0 y6e9 w1e h14"><div class="t m0 x31 h11 yb6 ffb fs6 fc0 sc0 ls0 ws0">4 649 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y6ea ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y6eb ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y6ec ff2 fs6 fc2 sc0 ls0 ws0">31.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Zob<span class="_ _1"></span>owi<span class="_ _1"></span>ąza<span class="_ _1"></span>ni<span class="_ _1"></span>a h<span class="_ _b"></span>andlo<span class="_ _1"></span>we<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 h4c y6ed ff1 fse fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y6ee ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y6ef wda h1a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x11f y6ef w46 h1a"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x120 y6ef wdb h1a"><div class="t m0 x2a h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x67 y6ef w3b h1a"><div class="t m0 x2a h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y187 wda h63"><div class="t m0 x2 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y187 w46 h63"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y187 wdb h63"><div class="t m0 x30 hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y187 w3b h63"><div class="t m0 xbf hc y3c5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y6f0 wda h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia handlowe wobec jednostek<span class="_ _0"></span> powiązanych<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x11f y6f0 w46 h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y6f0 wdb h14"><div class="t m0 x121 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">775<span class="ls0"> </span></div></div><div class="c x67 y6f0 w3b h14"><div class="t m0 x34 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">794<span class="ls0"> </span></div></div><div class="c x1 y584 wda h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia handlowe wobec pozostały<span class="_ _0"></span>ch jednostek<span class="ff9"> </span></div></div><div class="c x11f y584 w46 h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y584 wdb h14"><div class="t m0 x37 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">39 043 </div></div><div class="c x67 y584 w3b h14"><div class="t m0 x37 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">18 531 </div></div><div class="c x1 y6f1 wda h1a"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _0"></span><span class="ffb">handlowe, w tym:<span class="_ _0"></span> </span></div></div><div class="c x11f y6f1 w46 h1a"><div class="t m0 xd h11 y509 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x120 y6f1 wdb h1a"><div class="t m0 x37 h11 y380 ffb fs6 fc0 sc0 ls0 ws0">39 817 </div></div><div class="c x67 y6f1 w3b h1a"><div class="t m0 x37 h11 y380 ffb fs6 fc0 sc0 ls0 ws0">19 325 </div></div><div class="c x1 y6f2 wda h18"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">długoterminowe</span> </div></div><div class="c x11f y6f2 w46 h18"><div class="t m0 xd h13 y411 ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y6f2 wdb h18"><div class="t m0 x44 h13 yd1 ffc fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y6f2 w3b h18"><div class="t m0 x50 h13 yd1 ffc fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y103 wda h14"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">- <span class="ff13">krótkoterminowe<span class="_ _0"></span></span> </div></div><div class="c x11f y103 w46 h14"><div class="t m0 xd h13 y3d4 ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y103 wdb h14"><div class="t m0 x37 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">39 817 </div></div><div class="c x67 y103 w3b h14"><div class="t m0 x37 h13 ybc ffc fs6 fc0 sc0 ls0 ws0">19 325 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y6f3 ff1 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y6f4 ff1 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b yd0 ff2 fs6 fc2 sc0 ls0 ws0">32.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Zob<span class="_ _1"></span>owi<span class="_ _1"></span>ąza<span class="_ _1"></span>ni<span class="_ _1"></span>a <span class="_ _1"></span>z t<span class="_ _1"></span>y<span class="_ _1"></span>tuł<span class="_ _1"></span>u <span class="_ _1"></span>św<span class="_ _1"></span>iad<span class="_ _1"></span>c<span class="_ _1"></span>zeń<span class="_ _1"></span> <span class="ff2">p<span class="_ _1"></span>rac<span class="_ _1"></span>own<span class="_ _1"></span>i<span class="_ _1"></span>cz<span class="_ _1"></span>ych<span class="_ _1"></span> </span></span></span></div><div class="t m0 x1 h4c y6f5 ff1 fse fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y6f6 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y6f7 wdc h1a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xde y6f7 wdd h1a"><div class="t m0 x16 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y6f7 w46 h1a"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x54 y6f7 wb7 h1a"><div class="t m0 x17 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x122 y6f7 wde h1a"><div class="t m0 x17 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y6f8 wdc h37"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xde y6f8 wdd h37"><div class="t m0 x16 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y6f8 w46 h37"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x54 y6f8 wb7 h37"><div class="t m0 xab h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x122 y6f8 wde h37"><div class="t m0 xab h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y6f9 wdc h1d"><div class="t m0 xd hb y19b ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu wynagrodzeń<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xde y6f9 wdd h1d"><div class="t m0 x16 h13 y19b ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y6f9 w46 h1d"><div class="t m0 xd hb y19b ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x54 y6f9 wb7 h1d"><div class="t m0 x4c hb y19b ff9 fs6 fc0 sc0 ls1 ws0">398<span class="ls0"> </span></div></div><div class="c x122 y6f9 wde h1d"><div class="t m0 x4c hb y19b ff9 fs6 fc0 sc0 ls1 ws0">347<span class="ls0"> </span></div></div><div class="c x1 y62a wdc h1a"><div class="t m0 xd hb y144 ff9 fs6 fc0 sc0 ls0 ws0">Niewykorzy<span class="_ _0"></span>stane urlopy </div></div><div class="c xde y62a wdd h1a"><div class="t m0 x16 h13 y144 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y62a w46 h1a"><div class="t m0 xd hb y144 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x54 y62a wb7 h1a"><div class="t m0 x4c hb y144 ff9 fs6 fc0 sc0 ls1 ws0">402<span class="ls0"> </span></div></div><div class="c x122 y62a wde h1a"><div class="t m0 x4c hb y144 ff9 fs6 fc0 sc0 ls1 ws0">366<span class="ls0"> </span></div></div><div class="c x1 y6fa wdc h14"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu świadczeń pracowniczy<span class="_ _0"></span>ch ogółem<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c xde y6fa wdd h14"><div class="t m0 x16 h10 yba ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xee y6fa w46 h14"><div class="t m0 xd h11 yba ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x54 y6fa wb7 h14"><div class="t m0 x4c h11 ybc ffb fs6 fc0 sc0 ls1 ws0">800<span class="ls0"> </span></div></div><div class="c x122 y6fa wde h14"><div class="t m0 x4c h11 ybc ffb fs6 fc0 sc0 ls1 ws0">713<span class="ls0"> </span></div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y332 ff1 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5eb ff1 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y362 ff2 fs6 fc2 sc0 ls0 ws0">33.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Zob<span class="_ _1"></span>owi<span class="_ _1"></span>ąza<span class="_ _1"></span>ni<span class="_ _1"></span>a w<span class="_ _1"></span>ar<span class="_ _1"></span>un<span class="_ _1"></span>ko<span class="_ _1"></span>we,<span class="_ _1"></span> p<span class="_ _1"></span>or<span class="_ _1"></span>ęc<span class="_ _1"></span>zen<span class="_ _1"></span>ia<span class="_ _1"></span> i<span class="_ _1"></span> gw<span class="_ _b"></span>aranc<span class="_ _1"></span>je<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y6fb ff1 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y6fc ff2 fs6 fc1 sc0 ls0 ws0">Gwar<span class="_ _1"></span>an<span class="_ _1"></span>c<span class="_ _1"></span>je<span class="_ _1"></span> </div><div class="t m0 x1 hc y4d5 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _b"></span>tabeli <span class="_ _1"></span>poniżej <span class="_ _b"></span>p<span class="_ _0"></span>rzedstawiono <span class="_ _1"></span>obowiązującą<span class="_ _0"></span><span class="ff4"> <span class="_ _b"></span>na <span class="_ _b"></span>3<span class="_ _0"></span>1 <span class="_ _b"></span>grudnia <span class="_ _b"></span>20<span class="_ _0"></span>24 <span class="_ _b"></span>r. <span class="_ _1"></span>gwarancj<span class="_ _0"></span><span class="ff5">ę</span> <span class="_ _b"></span>bankow<span class="ff5">ą</span> <span class="_ _1"></span>wystawion<span class="ff5">ą</span> <span class="_ _1"></span>na <span class="_ _b"></span>zlecenie </span></div><div class="t m0 x1 hc y4d6 ff5 fs6 fc0 sc0 ls0 ws0">Spółki. Gwaran<span class="_ _0"></span>cj<span class="ff4">a stanowi zabezpiecz<span class="_ _0"></span>enie umowy<span class="_ _0"></span> najmu powierzchni b<span class="_ _0"></span>iurow<span class="lsc">ej</span>. </span></div><div class="t m0 x1 hc y3d3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y6fd wdf ha3"><div class="t m0 x33 h11 y6fe ffb fs6 fc0 sc0 ls0 ws0">Data </div><div class="t m0 x68 h11 y158 ffb fs6 fc0 sc0 ls0 ws0">udzielenia </div><div class="t m0 x68 h11 y1ae ffb fs6 fc0 sc0 ls0 ws0">gwarancji </div></div><div class="c x123 y6fd we0 ha3"><div class="t m0 x39 h11 y6fe ffb fs6 fc0 sc0 ls0 ws0">Data </div><div class="t m0 xd h11 y158 ffd fs6 fc0 sc0 ls0 ws0">obowiązywa<span class="_ _0"></span>nia </div><div class="t m0 x2a h11 y1ae ffb fs6 fc0 sc0 ls0 ws0">gwarancji </div></div><div class="c x124 y6fd we1 ha3"><div class="t m0 xf h11 y430 ffb fs6 fc0 sc0 ls0 ws0">Podmiot </div><div class="t m0 x68 h11 y13e ffd fs6 fc0 sc0 ls0 ws0">powiązany<span class="ffb"> </span></div></div><div class="c x125 y6fd we2 ha3"><div class="t m0 x65 h11 y601 ffb fs6 fc0 sc0 ls0 ws0">Podmiot, <span class="_ _0"></span>na </div><div class="t m0 xf h11 y430 ffd fs6 fc0 sc0 ls0 ws0">rzecz któ<span class="_ _0"></span>rego </div><div class="t m0 x64 h11 y13e ffb fs6 fc0 sc0 ls0 ws0">udzielono </div><div class="t m0 x64 h11 yff ffb fs6 fc0 sc0 ls0 ws0">gwarancji </div></div><div class="c x126 y6fd w95 ha3"><div class="t m0 x11e h11 y430 ffb fs6 fc0 sc0 ls0 ws0">Bank - </div><div class="t m0 x68 h11 y13e ffb fs6 fc0 sc0 ls0 ws0">wystawca </div></div><div class="c x127 y6fd we3 ha3"><div class="t m0 x2a h11 y601 ffb fs6 fc0 sc0 ls0 ws0">Kwota udzielonej<span class="_ _0"></span> </div><div class="t m0 xb2 h11 y430 ffb fs6 fc0 sc0 ls0 ws0">gwarancji  </div><div class="t m0 x47 h11 y13e ffb fs6 fc0 sc0 ls0 ws0">(w jednostka<span class="_ _0"></span>ch </div><div class="t m0 x4d h11 yff ffb fs6 fc0 sc0 ls0 ws0">waluty) </div></div><div class="c x128 y6fd we4 ha4"><div class="t m0 xd h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y6ff wdf ha5"><div class="t m0 x28 hb y15a ff9 fs6 fc0 sc0 ls0 ws0">2024.11.05 </div></div><div class="c x123 y6ff we0 ha5"><div class="t m0 x24 hb y15a ff9 fs6 fc0 sc0 ls0 ws0">2026.10.31 </div></div><div class="c x124 y6ff we1 ha5"><div class="t m0 x12 hb y15a ff9 fs6 fc0 sc0 ls0 ws0">Vercom S.A. </div></div><div class="c x125 y6ff we2 ha5"><div class="t m0 x13 hb y700 ff9 fs6 fc0 sc0 ls0 ws0">Quattro Business </div><div class="t m0 xf hb y701 ff9 fs6 fc0 sc0 ls0 ws0">Park Sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x126 y6ff w95 ha5"><div class="t m0 x12 hb y15a ff9 fs6 fc0 sc0 ls0 ws0">mBank S.A. </div></div><div class="c x127 y6ff we3 ha5"><div class="t m0 x64 hb y15a ff9 fs6 fc0 sc0 ls0 ws0">37 512,23 EUR<span class="_ _0"></span> </div></div><div class="c x128 y6ff we4 ha5"><div class="t m0 xd hc y6bd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y702 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y703 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y704 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y705 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">57</span> </span></span></div><div class="t m0 x1 hc y211 ff3 fs6 fc1 sc0 ls0 ws0">Porę<span class="_ _1"></span>c<span class="_ _1"></span>zen<span class="_ _1"></span>ia<span class="_ _1"></span><span class="ff4 fc0"> </span></div><div class="t m0 x1 hc y4e0 ff5 fs6 fc0 sc0 ls0 ws0">Spółka<span class="ff4"> </span>ud<span class="_ _0"></span>zieliła poręczenia weksla in b<span class="_ _0"></span>lanco wystawionego przez <span class="_ _0"></span>Appchance Group Sp<span class="_ _0"></span>. z o.o., który zgodnie </div><div class="t m0 x1 hb y4e1 ff5 fs6 fc0 sc0 ls0 ws0">z deklaracją <span class="_ _0"></span>wekslową może zostać wypełn<span class="_ _0"></span>iony w każdym czasie w wypad<span class="_ _0"></span>ku niedokonania spłaty k<span class="_ _0"></span>redytu w </div><div class="t m0 x1 h3b y215 ff5 fs6 fc0 sc0 ls0 ws0">rachunku b<span class="_ _0"></span>ieżącym Appchance Group<span class="_ _0"></span> Sp. z o.o., z kwotą li<span class="_ _0"></span>mitu wyno<span class="_ _0"></span>szącą 400 tys. zł.<span class="_ _0"></span><span class="ff4"> <span class="ff2 fc1"> </span></span></div><div class="t m0 x1 hb y216 ff5 fs6 fc0 sc0 ls0 ws0">Spółka <span class="_ _20"></span>otrzymała <span class="_ _20"></span>po<span class="_ _0"></span>ręczenia <span class="_ _0"></span>o<span class="_ _0"></span>d <span class="_ _0"></span>po<span class="_ _0"></span>dmiotów <span class="_ _20"></span>zależnych <span class="_ _20"></span>od <span class="_ _20"></span>Spółki <span class="_ _20"></span>oraz <span class="_ _20"></span>od <span class="_ _11"></span>jednostki <span class="_ _0"></span>d<span class="_ _0"></span>ominującej <span class="_ _20"></span>najwyższego </div><div class="t m0 x1 hc y528 ff4 fs6 fc0 sc0 ls0 ws0">szczebla wymien<span class="_ _0"></span>ione w nocie nr<span class="_ _0"></span> 38.2. </div><div class="t m0 x1 h46 y7 ff2 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y706 ff2 fs6 fc1 sc0 ls0 ws0">Prz<span class="_ _1"></span>epi<span class="_ _1"></span>s<span class="_ _1"></span>y p<span class="_ _1"></span>od<span class="_ _1"></span>at<span class="_ _1"></span>kow<span class="_ _1"></span>e </div><div class="t m0 x1 h3c y707 ff2 fsb fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y708 ff5 fs6 fc0 sc0 ls0 ws0">Przepisy <span class="_ _14"></span>dotyczące <span class="_ _14"></span>podatku <span class="_ _11"></span>od <span class="_ _14"></span>towarów <span class="_ _14"></span>i <span class="_ _11"></span>usług, <span class="_ _14"></span>podatku <span class="_ _11"></span>doch<span class="_ _0"></span>odowego <span class="_ _14"></span>od <span class="_ _11"></span>osób <span class="_ _14"></span>prawnych, <span class="_ _14"></span>fizycznych, <span class="_ _14"></span>czy </div><div class="t m0 x1 hb y709 ff5 fs6 fc0 sc0 ls0 ws0">składek <span class="_ _20"></span>na <span class="_ _20"></span>ubezpieczenia <span class="_ _20"></span>społeczne <span class="_ _20"></span>po<span class="_ _0"></span>dlegają <span class="_ _0"></span>zmian<span class="_ _0"></span>om, <span class="_ _0"></span>wskutek<span class="_ _0"></span> <span class="_ _0"></span>czego <span class="_ _20"></span>niejednokrotn<span class="_ _0"></span>ie <span class="_ _0"></span>brak <span class="_ _20"></span>jest <span class="_ _0"></span>o<span class="_ _0"></span>dniesienia </div><div class="t m0 x1 hb y70a ff5 fs6 fc0 sc0 ls0 ws0">do <span class="_ _0"></span>utrwalonych <span class="_ _0"></span>regulacji <span class="_ _0"></span>bąd<span class="_ _0"></span>ź prec<span class="_ _0"></span>edensów <span class="_ _0"></span>prawnyc<span class="_ _0"></span>h. <span class="_ _0"></span>Obowiązujące <span class="_ _0"></span>przepisy <span class="_ _0"></span>zawier<span class="_ _0"></span>ają r<span class="_ _0"></span>ównież <span class="_ _0"></span>niejasności, </div><div class="t m0 x1 hb y70b ff5 fs6 fc0 sc0 ls0 ws0">które <span class="_ _13"> </span>powodują <span class="_ _13"> </span>różnice <span class="_ _15"> </span>w <span class="_ _13"> </span>opiniach, <span class="_ _13"> </span>co <span class="_ _15"> </span>do <span class="_ _13"> </span>interpretacji <span class="_ _13"> </span>p<span class="_ _1"></span>rawnej <span class="_ _13"> </span>przepisów <span class="_ _13"> </span>podatkowych <span class="_ _13"> </span>zarówno <span class="_ _15"> </span>międ<span class="_ _0"></span>zy </div><div class="t m0 x1 hb y70c ff5 fs6 fc0 sc0 ls0 ws0">organam<span class="_ _0"></span>i <span class="_ _20"></span>p<span class="_ _0"></span>aństwowymi, <span class="_ _14"></span>jak <span class="_ _11"></span>i <span class="_ _11"></span>między<span class="_ _0"></span> <span class="_ _11"></span>organami <span class="_ _14"></span>państwowymi <span class="_ _11"></span>i <span class="_ _14"></span>przedsiębiorstwami. <span class="_ _14"></span>Rozliczenia <span class="_ _11"></span>po<span class="_ _0"></span>datkowe </div><div class="t m0 x1 hb yc9 ff5 fs6 fc0 sc0 ls0 ws0">oraz inne <span class="_ _0"></span>(na przykład <span class="_ _0"></span>celne czy <span class="_ _0"></span>dewizowe) mogą b<span class="_ _0"></span>yć przedmiotem <span class="_ _0"></span>kontroli organów, <span class="_ _0"></span>które uprawnio<span class="_ _0"></span>ne są do </div><div class="t m0 x1 hb y5b7 ff5 fs6 fc0 sc0 ls0 ws0">nakładania <span class="_ _20"></span>istotnych <span class="_ _0"></span>kar, <span class="_ _0"></span>a <span class="_ _0"></span>u<span class="_ _0"></span>stalone <span class="_ _0"></span>w <span class="_ _0"></span>wyniku <span class="_ _0"></span>kontroli <span class="_ _0"></span>dod<span class="_ _0"></span>atkowe <span class="_ _0"></span>kwoty <span class="_ _0"></span>zobowiązań<span class="_ _0"></span> <span class="_ _0"></span>muszą <span class="_ _0"></span>zostać <span class="_ _0"></span>wp<span class="_ _0"></span>łacone </div><div class="t m0 x1 hb y427 ff5 fs6 fc0 sc0 ls0 ws0">wraz <span class="_ _20"></span>z <span class="_ _0"></span>od<span class="_ _0"></span>setkami. <span class="_ _20"></span>Zjawiska <span class="_ _20"></span>te <span class="_ _0"></span>powodują,<span class="_ _0"></span> <span class="_ _0"></span>że <span class="_ _20"></span>ryzy<span class="_ _0"></span>ko <span class="_ _0"></span>p<span class="_ _0"></span>odatkowe <span class="_ _0"></span>w <span class="_ _20"></span>Polsce <span class="_ _20"></span>jest <span class="_ _0"></span>wy<span class="_ _0"></span>ższe <span class="_ _0"></span>niż<span class="_ _0"></span> <span class="_ _0"></span>istniejące <span class="_ _20"></span>zwyk<span class="_ _0"></span>le <span class="_ _0"></span>w </div><div class="t m0 x1 hb y70d ff5 fs6 fc0 sc0 ls0 ws0">krajach <span class="_ _1"></span>o <span class="_ _b"></span>bardziej <span class="_ _1"></span>stabilnym <span class="_ _b"></span>systemie <span class="_ _1"></span>podatkowym. <span class="_ _1"></span>Rozliczenia <span class="_ _b"></span>pod<span class="_ _0"></span>atkowe <span class="_ _b"></span>mog<span class="_ _0"></span>ą <span class="_ _b"></span>zostać <span class="_ _1"></span>poddane <span class="_ _b"></span>kontro<span class="_ _0"></span>li <span class="_ _b"></span>przez </div><div class="t m0 x1 hc y70e ff5 fs6 fc0 sc0 ls0 ws0">okres <span class="_ _20"></span>pięciu<span class="_ _0"></span> <span class="_ _20"></span>lat. <span class="_ _20"></span>W <span class="_ _20"></span>efekcie <span class="_ _11"></span>kwoty <span class="_ _20"></span>wy<span class="_ _0"></span>kazane <span class="_ _20"></span>w <span class="_ _20"></span>jed<span class="_ _0"></span>nostkowym <span class="_ _20"></span>sprawo<span class="_ _0"></span>zdaniu <span class="_ _20"></span>finansowym <span class="_ _11"></span>mogą <span class="_ _20"></span>u<span class="_ _0"></span>lec<span class="_ _0"></span><span class="ff4"> <span class="_ _11"></span>zmianie  </span></div><div class="t m0 x1 hb y70f ff5 fs6 fc0 sc0 ls0 ws0">w <span class="_ _20"></span>pó<span class="_ _0"></span>źniejszym <span class="_ _11"></span>terminie <span class="_ _11"></span>po <span class="_ _11"></span>ostatecznym <span class="_ _11"></span>ustaleniu <span class="_ _11"></span>ich <span class="_ _11"></span>wysokości <span class="_ _11"></span>przez <span class="_ _11"></span>organy<span class="_ _0"></span> <span class="_ _20"></span>skarbowe. <span class="_ _14"></span>Stan <span class="_ _11"></span>zobowiązań<span class="_ _0"></span> <span class="_ _20"></span>z </div><div class="t m0 x1 hb y710 ff5 fs6 fc0 sc0 ls0 ws0">tytułu <span class="_ _23"> </span>podatku <span class="_ _23"> </span>dochodowego <span class="_ _23"> </span>od <span class="_ _23"> </span>osób <span class="_ _23"> </span>prawny<span class="_ _0"></span>ch, <span class="_ _21"> </span>w <span class="_ _23"> </span>ocenie <span class="_ _23"> </span>Zarządu <span class="_ _23"> </span>Spółki, <span class="_ _23"> </span>odzwierciedla <span class="_ _23"> </span>na <span class="_ _23"> </span>dzień </div><div class="t m0 x1 hc y711 ff4 fs6 fc0 sc0 ls0 ws0">zatwierdzenia niniejszeg<span class="_ _0"></span>o <span class="ff5">skróconego śródrocznego jednostkoweg<span class="_ _0"></span>o</span> <span class="ff5">sprawo<span class="_ _0"></span>zdania finansowego niepewności w </span></div><div class="t m0 x1 hc y712 ff4 fs6 fc0 sc0 ls0 ws0">zakresie ujmo<span class="_ _0"></span>wania podatku dochodoweg<span class="_ _0"></span>o zgodnie z KIMSF 23<span class="_ _20"></span>. </div><div class="t m0 x1 h3b y713 fff fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y714 ff2 fs6 fc2 sc0 ls0 ws0">34.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Poz<span class="_ _1"></span>ost<span class="_ _1"></span>ał<span class="_ _1"></span>e <span class="_ _1"></span>zob<span class="_ _1"></span>ow<span class="_ _1"></span>ią<span class="_ _1"></span>zan<span class="_ _1"></span>ia<span class="_ _1"></span><span class="fff fs0 fc0"> </span></span></span></div><div class="t m0 x1 hc y715 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y716 wda h1a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x11f y716 w46 h1a"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x120 y716 wdb h1a"><div class="t m0 x2a h11 y380 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x67 y716 w3b h1a"><div class="t m0 x2a h11 y380 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y717 wda h14"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoterminowe<span class="ffb"> </span></div></div><div class="c x11f y717 w46 h14"><div class="t m0 xd h11 y3d4 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y717 wdb h14"><div class="t m0 xbf hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y717 w3b h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y718 wda h12"><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu podatków (z wy<span class="_ _0"></span>łączeniem <span class="ff9"> </span></div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls8 ws0">   <span class="ffe ls0">podatku dochodo<span class="_ _0"></span>wego) i podobnych świadczeń<span class="_ _0"></span> <span class="ff9"> </span></span></div></div><div class="c x11f y718 w46 h12"><div class="t m0 xd hb y6d2 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y718 wdb h12"><div class="t m0 x4b hb yb8 ff9 fs6 fc0 sc0 ls0 ws0">1 212 </div></div><div class="c x67 y718 w3b h12"><div class="t m0 x34 hb yb8 ff9 fs6 fc0 sc0 ls1 ws0">623<span class="ls0"> </span></div></div><div class="c x1 y719 wda h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu nabycia wartości niemater<span class="_ _0"></span>ialnych<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x11f y719 w46 h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y719 wdb h14"><div class="t m0 x4b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">1 092 </div></div><div class="c x67 y719 w3b h14"><div class="t m0 xc0 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">1 053 </div></div><div class="c x1 y71a wda h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe<span class="ff9"> </span></div></div><div class="c x11f y71a w46 h14"><div class="t m0 xd hb y3d4 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y71a wdb h14"><div class="t m0 x106 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x67 y71a w3b h14"><div class="t m0 x106 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x1 y71b wda h18"><div class="t m0 xd h11 y569 ffd fs6 fc0 sc0 ls0 ws0">Pozostałe zo<span class="_ _0"></span>bowiązania razem<span class="ffb"> </span></div></div><div class="c x11f y71b w46 h18"><div class="t m0 xd hb y569 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x120 y71b wdb h18"><div class="t m0 x4b h11 yce ffb fs6 fc0 sc0 ls0 ws0">2 318 </div></div><div class="c x67 y71b w3b h18"><div class="t m0 xc0 h11 yce ffb fs6 fc0 sc0 ls0 ws0">1 691 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h3b y71c ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y71d ff2 fs6 fc2 sc0 ls0 ws0">35.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff2 fc1">Zatr<span class="_ _1"></span>ud<span class="_ _1"></span>ni<span class="_ _1"></span>eni<span class="_ _1"></span>e </span></span></div><div class="t m0 x1 hc y71e ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y71f w52 h1b"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">w etatach </div></div><div class="c xa2 y71f we5 h1b"><div class="t m0 x16 h10 yff ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y71f w46 h1b"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y71f wb8 h1b"><div class="t m0 xb5 h11 ye0 ffb fs6 fc0 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c xf9 y71f we6 h1b"><div class="t m0 xb5 h11 ye0 ffb fs6 fc0 sc0 ls1 ws0">2023<span class="ls0"> </span></div></div><div class="c x1 yae w52 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zatrudnien<span class="_ _0"></span>ie (średnie w okresie)<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xa2 yae we5 h1d"><div class="t m0 xd hb y363 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 yae w46 h1d"><div class="t m0 x27 hc y363 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 yae wb8 h1d"><div class="t m0 x8f hb yba ff9 fs6 fc0 sc0 ls1 ws0">63<span class="ls0"> </span></div></div><div class="c xf9 yae we6 h1d"><div class="t m0 x8f hb yba ff9 fs6 fc0 sc0 ls1 ws0">53<span class="ls0"> </span></div></div><div class="c x1 y720 w52 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zatrudnien<span class="_ _0"></span>ie na dzień sprawozdawczy<span class="ff9"> </span></div></div><div class="c xa2 y720 we5 h1d"><div class="t m0 xd hb y363 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y720 w46 h1d"><div class="t m0 x27 hc y363 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y720 wb8 h1d"><div class="t m0 x8f hb yba ff9 fs6 fc0 sc0 ls1 ws0">64<span class="ls0"> </span></div></div><div class="c xf9 y720 we6 h1d"><div class="t m0 x8f hb yba ff9 fs6 fc0 sc0 ls1 ws0">64<span class="ls0"> </span></div></div><div class="c x1 y721 w52 h36"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa2 y721 we5 h36"><div class="t m0 x16 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y721 w46 h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y721 wb8 h36"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf9 y721 we6 h36"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y722 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf47" ><span class="d m1" style="border-style:none;position:absolute;left:416.900000px;bottom:1307.000000px;width:22.000000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">58</span> </span></span></div><div class="t m0 x1 h3b y211 ff2 fs6 fc2 sc0 ls0 ws0">36.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff2 fc1">Ins<span class="_ _1"></span>tr<span class="_ _1"></span>umen<span class="_ _1"></span>ty<span class="_ _1"></span> f<span class="_ _1"></span>in<span class="_ _1"></span>an<span class="_ _1"></span>sow<span class="_ _1"></span>e </span></span></div><div class="t m0 x1 hc y4e0 ff5 fs6 fc0 sc0 ls0 ws0">Pon<span class="_ _1"></span>iżs<span class="_ _1"></span>za <span class="_ _13"> </span>tabel<span class="_ _1"></span>a  p<span class="_ _1"></span>rze<span class="_ _1"></span>dsta<span class="_ _1"></span>wia <span class="_ _13"> </span>wart<span class="_ _1"></span>ość<span class="_ _1"></span>  go<span class="_ _1"></span>dziwą<span class="_ _1"></span>  i<span class="_ _1"></span>nst<span class="_ _1"></span>rume<span class="_ _1"></span>ntów <span class="_ _13"> </span>Spół<span class="_ _1"></span>ki<span class="_ _1"></span>  <span class="ff4">Verc<span class="_ _1"></span>om <span class="_ _13"> </span><span class="ff5">S.A.,<span class="_ _1"></span>  po<span class="_ _1"></span>grupo<span class="_ _1"></span>wan<span class="_ _1"></span>ych <span class="_ _13"> </span>wedł<span class="_ _1"></span>ug </span></span></div><div class="t m0 x1 hc y4e1 ff4 fs6 fc0 sc0 ls0 ws0">trz<span class="_ _1"></span>ypoz<span class="_ _1"></span>iomo<span class="_ _1"></span>wej<span class="_ _1"></span> hi<span class="_ _1"></span>era<span class="_ _1"></span>rchii<span class="_ _1"></span>, g<span class="_ _1"></span>dzie<span class="_ _1"></span>: </div><div class="t m0 x1 hc y215 ff4 fs6 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>iom<span class="_ _1"></span> <span class="_ _14"></span>1 <span class="_ _14"></span>- <span class="_ _14"></span><span class="ff5">wart<span class="_ _1"></span>ość<span class="_ _1"></span> <span class="_ _14"> </span>godzi<span class="_ _1"></span>wa <span class="_ _14"></span>op<span class="_ _1"></span>art<span class="_ _1"></span>a <span class="_ _14"></span>jes<span class="_ _1"></span>t <span class="_ _14"></span>o <span class="_ _14"></span>ce<span class="_ _1"></span>ny <span class="_ _14"></span>gie<span class="_ _1"></span>łdo<span class="_ _1"></span>we <span class="_ _14"></span>(ni<span class="_ _1"></span>eko<span class="_ _1"></span>rygow<span class="_ _1"></span>ane<span class="_ _1"></span>) <span class="_ _14"></span>ofe<span class="_ _1"></span>rowa<span class="_ _1"></span>ne <span class="_ _14"></span>za<span class="_ _1"></span> <span class="_ _14"></span>ide<span class="_ _1"></span>ntyc<span class="_ _1"></span>zne<span class="_ _1"></span> <span class="_ _14"></span>akty<span class="_ _1"></span>wa <span class="ff4"> </span></span></div><div class="t m0 x1 hc y216 ff5 fs6 fc0 sc0 ls0 ws0">lub <span class="_ _1"></span>zob<span class="_ _1"></span>owią<span class="_ _1"></span>zan<span class="_ _1"></span>ia <span class="_ _1"></span>na <span class="_ _1"></span>akt<span class="_ _1"></span>ywnych<span class="_ _1"></span> ryn<span class="_ _1"></span>kach<span class="_ _1"></span>;<span class="ff4"> </span></div><div class="t m0 x1 hc y528 ff4 fs6 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>iom<span class="_ _1"></span> <span class="_ _11"></span>2 <span class="_ _11"></span>- <span class="_ _11"></span><span class="ff5">wart<span class="_ _1"></span>ość<span class="_ _1"></span> <span class="_ _11"></span>godz<span class="_ _1"></span>iwa <span class="_ _20"></span>ustal<span class="_ _1"></span>ana <span class="_ _20"></span>jest<span class="_ _1"></span> <span class="_ _11"></span>na <span class="_ _20"></span>bazie <span class="_ _20"></span>warto<span class="_ _1"></span>ści <span class="_ _20"></span>obser<span class="_ _1"></span>wow<span class="_ _1"></span>anyc<span class="_ _1"></span>h <span class="_ _20"></span>na <span class="_ _11"></span>rynku<span class="ff4">, <span class="_ _20"></span></span>jednak<span class="_ _1"></span>że <span class="_ _20"></span>niebę<span class="_ _1"></span>dąc<span class="_ _1"></span>ych </span></div><div class="t m0 x1 hc y4b9 ff5 fs6 fc0 sc0 ls0 ws0">bez<span class="_ _1"></span>pośr<span class="_ _1"></span>edni<span class="_ _1"></span>m <span class="_ _12"> </span>kwot<span class="_ _1"></span>owan<span class="_ _1"></span>iem <span class="_ _12"> </span>rynko<span class="_ _1"></span>wym<span class="_ _1"></span> <span class="_ _12"> </span>(np. <span class="_ _12"> </span>ust<span class="_ _1"></span>al<span class="_ _1"></span>ane <span class="_ _27"> </span>są <span class="_ _21"> </span>prze<span class="_ _1"></span>z <span class="_ _12"> </span>odnie<span class="_ _1"></span>si<span class="_ _1"></span>enie<span class="_ _1"></span> <span class="_ _12"> </span>bezpoś<span class="_ _1"></span>redni<span class="_ _1"></span>e <span class="_ _12"> </span>lub <span class="_ _12"> </span>poś<span class="_ _1"></span>redn<span class="_ _1"></span>ie<span class="_ _1"></span> <span class="ff4"> </span></div><div class="t m0 x1 hc y240 ff5 fs6 fc0 sc0 ls0 ws0">do p<span class="_ _1"></span>odobn<span class="_ _1"></span>ych <span class="_ _1"></span>ins<span class="_ _1"></span>tru<span class="_ _1"></span>ment<span class="_ _1"></span>ów <span class="_ _1"></span>ist<span class="_ _1"></span>nie<span class="_ _1"></span>jąc<span class="_ _1"></span>ych <span class="_ _1"></span>na r<span class="_ _1"></span>ynku<span class="_ _1"></span>);<span class="ff4"> </span></div><div class="t m0 x1 hc y241 ff4 fs6 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>iom<span class="_ _1"></span> <span class="_ _13"> </span>3 <span class="_ _13"> </span>-<span class="_ _1"></span> <span class="_ _13"> </span><span class="ff5">wa<span class="_ _1"></span>rtoś<span class="_ _1"></span>ć <span class="_ _15"> </span>godziw<span class="_ _1"></span>a <span class="_ _13"> </span>us<span class="_ _1"></span>ta<span class="_ _1"></span>lana<span class="_ _1"></span> <span class="_ _13"> </span>j<span class="_ _1"></span>est <span class="_ _15"> </span>na <span class="_ _13"> </span>ba<span class="_ _1"></span>zie<span class="_ _1"></span> <span class="_ _13"> </span>róż<span class="_ _1"></span>nych <span class="_ _15"> </span>techn<span class="_ _1"></span>ik <span class="_ _15"> </span>wyceny<span class="_ _1"></span> <span class="_ _13"> </span>ni<span class="_ _1"></span>eopi<span class="_ _1"></span>era<span class="_ _1"></span>jący<span class="_ _1"></span>ch <span class="_ _13"> </span>s<span class="_ _1"></span>ię<span class="ff4">,<span class="_ _1"></span> <span class="_ _13"> </span><span class="ff5">je<span class="_ _1"></span>dnak<span class="_ _1"></span>że </span></span></span></div><div class="t m0 x1 hc y529 ff4 fs6 fc0 sc0 ls0 ws0">o j<span class="_ _1"></span>aki<span class="_ _1"></span>ekol<span class="_ _1"></span>wie<span class="_ _1"></span>k o<span class="_ _1"></span>bserw<span class="_ _1"></span>owal<span class="_ _1"></span>ne da<span class="_ _1"></span>ne <span class="_ _1"></span>rynko<span class="_ _1"></span>we.<span class="ff1 fs0"> </span></div><div class="t m0 x1 hc y52a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y723 we7 h1d"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x119 y724 we8 ha6"><div class="t m0 x46 h2c y725 ffd fs0 fc0 sc0 ls0 ws0">Wartość <span class="ffb"> </span></div><div class="t m0 x12 h2c y726 ffd fs0 fc0 sc0 ls0 ws0">księgowa<span class="ffb"> </span></div></div><div class="c x129 y723 we9 h1d"><div class="t m0 x36 h11 yee ffd fs6 fc0 sc0 ls0 ws0">Wartość go<span class="_ _0"></span>dziwa<span class="ffb"> </span></div></div><div class="c x1 y724 we7 h1d"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x129 y724 wea h1d"><div class="t m0 x11c ha7 y3c5 ff9 fs12 fc0 sc0 ls0 ws0">Poziom 1 </div></div><div class="c xcd y724 web h1d"><div class="t m0 x16 ha7 y3c5 ff9 fs12 fc0 sc0 ls0 ws0">Poziom 2 </div></div><div class="c x112 y724 wec h1d"><div class="t m0 x20 ha7 y3c5 ff9 fs12 fc0 sc0 ls0 ws0">Poziom 3 </div></div><div class="c xd8 y724 web h1d"><div class="t m0 x11d h2c yf1 ffd fs0 fc0 sc0 ls0 ws0">Ogółem<span class="ffb"> </span></div></div><div class="c x1 y621 wc4 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">Aktywa finansowe <span class="_ _0"></span><span class="ffd">wyceniane według za<span class="_ _0"></span>mortyzowanego<span class="_ _0"></span> kosztu<span class="_ _0"></span></span> </div></div><div class="c x1 y727 we7 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczki ud<span class="_ _0"></span>zielone<span class="ff9"> </span></div></div><div class="c x119 y727 we8 h28"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">6 979 </div></div><div class="c x129 y727 wea h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y727 web h28"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y727 wec h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y727 web h28"><div class="t m0 x19 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x1 y728 we7 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe<span class="ff9"> </span></div></div><div class="c x119 y728 we8 h28"><div class="t m0 x20 hb yff ff9 fs6 fc0 sc0 ls0 ws0">39 830 </div></div><div class="c x129 y728 wea h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y728 web h28"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y728 wec h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y728 web h28"><div class="t m0 x19 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x1 y729 we7 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności z tytu<span class="_ _0"></span>łu leasingu (poza za<span class="_ _0"></span>kresem MSSF9)<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x119 y729 we8 h28"><div class="t m0 x30 hb yff ff9 fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c x129 y729 wea h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y729 web h28"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y729 wec h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y729 web h28"><div class="t m0 x11 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(**) </div></div><div class="c x1 y72a we7 h36"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iężne i ich ekwiwalenty<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x119 y72a we8 h36"><div class="t m0 x20 hb yff ff9 fs6 fc0 sc0 ls0 ws0">31 092 </div></div><div class="c x129 y72a wea h36"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y72a web h36"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y72a wec h36"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y72a web h36"><div class="t m0 xf h11 yff ffb fs6 fc0 sc0 ls0 ws0">31 092 </div></div><div class="c x1 y72b we7 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe aktywa <span class="_ _0"></span>finansowe<span class="ff9"> </span></div></div><div class="c x119 y72b we8 h28"><div class="t m0 x18 hb yff ff9 fs6 fc0 sc0 ls1 ws0">592<span class="ls0"> </span></div></div><div class="c x129 y72b wea h28"><div class="t m0 x22 hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y72b web h28"><div class="t m0 x2f hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y72b wec h28"><div class="t m0 x4b hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd8 y72b web h28"><div class="t m0 x19 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x1 y72c we7 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x119 y72c we8 h28"><div class="t m0 x20 h11 yff ffb fs6 fc0 sc0 ls0 ws0">78 501 </div></div><div class="c x129 y72c wea h28"><div class="t m0 x45 h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y72c web h28"><div class="t m0 x25 h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y72c wec h28"><div class="t m0 x1e h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y72c web h28"><div class="t m0 xc0 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y72d wc4 h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania finansowe <span class="_ _0"></span>wyceniane według zam<span class="_ _0"></span>ortyzowanego<span class="_ _0"></span> kosztu<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x1 y72e we7 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu kredytów i poży<span class="_ _0"></span>czek<span class="ff9"> </span></div></div><div class="c x119 y72e we8 h28"><div class="t m0 x20 hb yff ff9 fs6 fc0 sc0 ls0 ws0">90 854 </div></div><div class="c x129 y72e wea h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y72e web h28"><div class="t m0 xf hb yff ff9 fs6 fc0 sc0 ls0 ws0">91 622 </div></div><div class="c x112 y72e wec h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y72e web h28"><div class="t m0 xf h11 yff ffb fs6 fc0 sc0 ls0 ws0">91 622 </div></div><div class="c x1 y72f we7 h90"><div class="t m0 xd hb y42a ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu <span class="ff9">leasingu (p<span class="_ _0"></span>oza zakresem </span></div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">MSSF9) </div></div><div class="c x119 y72f we8 h90"><div class="t m0 x24 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">5 879 </div></div><div class="c x129 y72f wea h90"><div class="t m0 x45 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y72f web h90"><div class="t m0 x25 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y72f wec h90"><div class="t m0 x1e hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y72f web h90"><div class="t m0 x11 h11 y1ae ffb fs6 fc0 sc0 ls0 ws0">(**) </div></div><div class="c x1 y6f8 we7 h37"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia handlowe<span class="ff9"> </span></div></div><div class="c x119 y6f8 we8 h37"><div class="t m0 x20 hb yff ff9 fs6 fc0 sc0 ls0 ws0">39 817 </div></div><div class="c x129 y6f8 wea h37"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y6f8 web h37"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y6f8 wec h37"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y6f8 web h37"><div class="t m0 x19 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x1 y6a0 we7 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe zobo<span class="_ _0"></span>wiązania finansowe<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x119 y6a0 we8 h28"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 092 </div></div><div class="c x129 y6a0 wea h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y6a0 web h28"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y6a0 wec h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y6a0 web h28"><div class="t m0 x19 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x1 y730 we7 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x119 y730 we8 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">137 642 </div></div><div class="c x129 y730 wea h28"><div class="t m0 x45 h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y730 web h28"><div class="t m0 xf h11 yff ffb fs6 fc0 sc0 ls0 ws0">91 622 </div></div><div class="c x112 y730 wec h28"><div class="t m0 x1e h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y730 web h28"><div class="t m0 xc0 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y731 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y732 ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y733 we7 h1e"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x119 y436 we8 ha8"><div class="t m0 x46 h2c y734 ffd fs0 fc0 sc0 ls0 ws0">Wartość <span class="ffb"> </span></div><div class="t m0 x12 h2c y434 ffd fs0 fc0 sc0 ls0 ws0">księgowa<span class="ffb"> </span></div></div><div class="c x129 y733 we9 h1e"><div class="t m0 x36 h11 yf1 ffd fs6 fc0 sc0 ls0 ws0">Wartość go<span class="_ _0"></span>dziwa<span class="ffb"> </span></div></div><div class="c x1 y436 we7 h1e"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x129 y436 wea h1e"><div class="t m0 x11c ha7 y433 ff9 fs12 fc0 sc0 ls0 ws0">Poziom 1 </div></div><div class="c xcd y436 web h1e"><div class="t m0 x16 ha7 y433 ff9 fs12 fc0 sc0 ls0 ws0">Poziom 2 </div></div><div class="c x112 y436 wec h1e"><div class="t m0 x20 ha7 y433 ff9 fs12 fc0 sc0 ls0 ws0">Poziom 3 </div></div><div class="c xd8 y436 web h1e"><div class="t m0 x11d h2c y509 ffd fs0 fc0 sc0 ls0 ws0">Ogółem<span class="ffb"> </span></div></div><div class="c x1 y735 we7 h4a"><div class="t m0 x4f h2c y0 ffb fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x119 y735 we8 h4a"><div class="t m0 xd hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y735 wea h4a"><div class="t m0 xd hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y735 web h4a"><div class="t m0 xd hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y735 wec h4a"><div class="t m0 xd hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xd8 y735 web h4a"><div class="t m0 xd hc y3fe ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y736 wc4 h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Aktywa finansowe wy<span class="_ _0"></span>ceniane według zam<span class="_ _0"></span>ortyzowanego ko<span class="_ _0"></span>sztu<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x1 y737 we7 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczki ud<span class="_ _0"></span>zielone<span class="ff9"> </span></div></div><div class="c x119 y737 we8 h28"><div class="t m0 x20 hb yff ff9 fs6 fc0 sc0 ls0 ws0">11 838 </div></div><div class="c x129 y737 wea h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y737 web h28"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y737 wec h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y737 web h28"><div class="t m0 x19 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x1 y738 we7 h36"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe<span class="ff9"> </span></div></div><div class="c x119 y738 we8 h36"><div class="t m0 x20 hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 182 </div></div><div class="c x129 y738 wea h36"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y738 web h36"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y738 wec h36"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y738 web h36"><div class="t m0 x19 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x1 y739 we7 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Środki p<span class="_ _0"></span>ieniężne i ich ekwiwalenty<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x119 y739 we8 h28"><div class="t m0 x20 hb yff ff9 fs6 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x129 y739 wea h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y739 web h28"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y739 wec h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y739 web h28"><div class="t m0 xf h11 yff ffb fs6 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x1 y73a we7 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x119 y73a we8 h28"><div class="t m0 x20 h11 yff ffb fs6 fc0 sc0 ls0 ws0">54 227 </div></div><div class="c x129 y73a wea h28"><div class="t m0 x45 h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y73a web h28"><div class="t m0 x25 h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y73a wec h28"><div class="t m0 x1e h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y73a web h28"><div class="t m0 xc0 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y2f6 wc4 h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania finansowe <span class="_ _0"></span>wyceniane według zam<span class="_ _0"></span>ortyzowanego<span class="_ _0"></span> kosztu<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x1 y73b we7 h37"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu kredytów i poży<span class="_ _0"></span>czek<span class="ff9"> </span></div></div><div class="c x119 y73b we8 h37"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">112 485 </div></div><div class="c x129 y73b wea h37"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y73b web h37"><div class="t m0 x13 hb yff ff9 fs6 fc0 sc0 ls0 ws0">113 615 </div></div><div class="c x112 y73b wec h37"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y73b web h37"><div class="t m0 x13 h11 yff ffb fs6 fc0 sc0 ls0 ws0">113 615 </div></div><div class="c x1 y60e we7 h90"><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu <span class="ff9">leasingu (p<span class="_ _0"></span>oza zakresem </span></div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">MSSF9) </div></div><div class="c x119 y60e we8 h90"><div class="t m0 x24 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">4 649 </div></div><div class="c x129 y60e wea h90"><div class="t m0 x45 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y60e web h90"><div class="t m0 x25 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y60e wec h90"><div class="t m0 x1e hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y60e web h90"><div class="t m0 x11 h11 y1ae ffb fs6 fc0 sc0 ls0 ws0">(**) </div></div><div class="c x1 y73c we7 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia handlowe<span class="ff9"> </span></div></div><div class="c x119 y73c we8 h28"><div class="t m0 x20 hb yff ff9 fs6 fc0 sc0 ls0 ws0">19 325 </div></div><div class="c x129 y73c wea h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y73c web h28"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y73c wec h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y73c web h28"><div class="t m0 x19 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x1 y73d we7 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe zobo<span class="_ _0"></span>wiązania finansowe<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x119 y73d we8 h28"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 053 </div></div><div class="c x129 y73d wea h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y73d web h28"><div class="t m0 x25 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x112 y73d wec h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y73d web h28"><div class="t m0 x19 h11 yff ffb fs6 fc0 sc0 ls0 ws0">(*) </div></div><div class="c x1 y720 we7 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x119 y720 we8 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">137 512 </div></div><div class="c x129 y720 wea h28"><div class="t m0 x45 h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xcd y720 web h28"><div class="t m0 x13 h11 yff ffb fs6 fc0 sc0 ls0 ws0">113 615 </div></div><div class="c x112 y720 wec h28"><div class="t m0 x1e h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd8 y720 web h28"><div class="t m0 xc0 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y73e ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5c y73f ff1 fs1 fc0 sc0 ls0 ws0">(<span class="ff6">*) <span class="_ _1"></span>War<span class="_ _1"></span>toś<span class="_ _1"></span>ć <span class="_ _1"></span>ksi<span class="_ _1"></span>ęgow<span class="_ _1"></span>a p<span class="_ _1"></span>oży<span class="_ _1"></span>cze<span class="_ _1"></span>k <span class="_ _1"></span>udz<span class="_ _1"></span>iel<span class="_ _1"></span>ony<span class="_ _1"></span>ch,<span class="_ _1"></span> nal<span class="_ _1"></span>eż<span class="_ _1"></span>noś<span class="_ _1"></span>ci <span class="_ _1"></span>i z<span class="_ _1"></span>obow<span class="_ _1"></span>iąz<span class="_ _1"></span>ań <span class="_ _1"></span>handl<span class="_ _1"></span>ow<span class="_ _1"></span>yc<span class="_ _1"></span>h or<span class="_ _1"></span>az<span class="_ _1"></span> poz<span class="_ _1"></span>ost<span class="_ _1"></span>ały<span class="_ _1"></span>ch<span class="_ _1"></span> zo<span class="_ _1"></span>bowi<span class="_ _1"></span>ąza<span class="_ _1"></span>ń<span class="ff7"> fin<span class="_ _1"></span>ans<span class="_ _1"></span>owy<span class="_ _1"></span>ch<span class="_ _1"></span> </span></span></div><div class="t m0 x1 h68 y740 ff6 fs1 fc0 sc0 ls0 ws0">je<span class="_ _1"></span>st <span class="_ _1"></span>zbl<span class="_ _1"></span>iżo<span class="_ _1"></span>na d<span class="_ _1"></span>o ic<span class="_ _1"></span>h w<span class="_ _1"></span>art<span class="_ _1"></span>ośc<span class="_ _1"></span>i <span class="_ _1"></span>godz<span class="_ _1"></span>iw<span class="_ _1"></span>ej<span class="_ _1"></span> z <span class="_ _1"></span>uwa<span class="_ _1"></span>gi, <span class="_ _1"></span>w s<span class="_ _1"></span>zcz<span class="_ _1"></span>eg<span class="_ _1"></span>ólno<span class="_ _1"></span>śc<span class="_ _1"></span>i, <span class="_ _1"></span>na k<span class="_ _1"></span>rót<span class="_ _1"></span>kot<span class="_ _1"></span>er<span class="_ _1"></span>mi<span class="_ _1"></span>nowy<span class="_ _1"></span> ch<span class="_ _1"></span>arak<span class="_ _1"></span>te<span class="_ _1"></span>r <span class="_ _1"></span>tych<span class="_ _1"></span> in<span class="_ _1"></span>stru<span class="_ _1"></span>me<span class="_ _1"></span>ntów<span class="_ _1"></span>.<span class="ff7"> </span></div><div class="t m0 x1 hc y741 ff6 fs1 fc0 sc0 ls0 ws0">(**)<span class="_ _1"></span> W<span class="_ _1"></span>ył<span class="_ _1"></span>ącz<span class="_ _1"></span>one<span class="_ _1"></span> z <span class="_ _1"></span>zak<span class="_ _1"></span>res<span class="_ _1"></span>u k<span class="_ _1"></span>las<span class="_ _1"></span>yfik<span class="_ _1"></span>ac<span class="_ _1"></span>ji <span class="_ _1"></span>i w<span class="_ _1"></span>yce<span class="_ _1"></span>ny <span class="_ _1"></span>MSSF<span class="_ _1"></span> 9<span class="ff4 fs6"> </span></div><div class="t m0 x1 h27 y742 ff4 fs8 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">59</span> </span></span></div><div class="t m0 x1 hc y211 ff5 fs6 fc0 sc0 ls0 ws0">W okresach zakończonych <span class="ff4">3<span class="_ _0"></span>1 grudnia <span class="ls1">202</span>4 r. <span class="_ _1"></span>oraz 31 grudnia <span class="ls1">202</span>3 <span class="_ _1"></span>r. <span class="ff5">nie wystąpiły przesunięcia instrumentów </span></span></div><div class="t m0 x1 hc y4e0 ff5 fs6 fc0 sc0 ls0 ws0">finansowych<span class="_ _0"></span> pomiędzy Poziomami 1 i 2<span class="_ _0"></span> hierarchii wartości godziwe<span class="_ _0"></span>j.<span class="_ _0"></span><span class="ff4">  </span></div><div class="t m0 x1 h27 y743 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y744 ff4 fs6 fc0 sc0 ls0 ws0">W<span class="ff1 fs0">  </span><span class="ff5">po<span class="_ _0"></span>niższej  tabeli  zaprezen<span class="_ _0"></span>towano  pozycje  dochodów,  kosztów,  zy<span class="_ _0"></span>sków  lub <span class="_ _1e"> </span>strat  i  innych  całkowity<span class="_ _0"></span>ch </span></div><div class="t m0 x1 hc y745 ff5 fs6 fc0 sc0 ls0 ws0">dochodów, <span class="_ _0"></span>w których ujmowany jest wyn<span class="_ _0"></span>ik na wycenie i rozliczeniu instrum<span class="_ _0"></span>entów finansowych<span class="_ _20"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y746 ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 y747 wed h1d"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y747 wee h1d"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa3 y747 w4 h1d"><div class="t m0 xf hb yba ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x12a y747 wef h1d"><div class="t m0 xb0 h11 yba ffb fs6 fc0 sc0 ls0 ws0">Za rok o<span class="_ _0"></span>brotowy  </div></div><div class="c x1 y748 wed h1d"><div class="t m0 x7b h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xdc y748 wee h1d"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa3 y748 w4 h1d"><div class="t m0 xd hc y749 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12a y748 wef h1d"><div class="t m0 x2d h11 yba ffd fs6 fc0 sc0 ls0 ws0">zakończo<span class="_ _0"></span>ny<span class="ffb"> </span></div></div><div class="c x1 y74a wed h1a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xdc y74a wee h1a"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xa3 y74a w4 h1a"><div class="t m0 xd h10 yd7 ffa fs6 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x12a y74a wf0 h1a"><div class="t m0 x46 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x12b y74a w41 h1a"><div class="t m0 x46 h11 yd7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y74b wed ha3"><div class="t m0 xd hb y74c ffe fs6 fc0 sc0 ls0 ws0">Przychody fin<span class="_ _0"></span>ansowe z tytułu </div><div class="t m0 xd hb y74d ffe fs6 fc0 sc0 ls0 ws0">odsetek od<span class="_ _0"></span> aktywów finansowych </div><div class="t m0 xd hb y135 ff9 fs6 fc0 sc0 ls0 ws0">wycenianych w <span class="_ _0"></span>zamortyzowanym </div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">koszcie </div></div><div class="c xdc y74b wee ha3"><div class="t m0 xd hb y74d ff9 fs6 fc0 sc0 ls0 ws0">Aktywa finan<span class="_ _0"></span>sowe wyceniane </div><div class="t m0 xd hb y135 ffe fs6 fc0 sc0 ls0 ws0">według zam<span class="_ _0"></span>ortyzowanego kosztu<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xa3 y74b w4 ha3"><div class="t m0 x20 h13 y74e ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x12a y74b wf0 ha3"><div class="t m0 x4d hb y74e ff9 fs6 fc0 sc0 ls1 ws0">666<span class="ls0"> </span></div></div><div class="c x12b y74b w41 ha3"><div class="t m0 x45 hb y74e ff9 fs6 fc0 sc0 ls1 ws0">958<span class="ls0"> </span></div></div><div class="c x1 y74f wed h31"><div class="t m0 xd hb y601 ffe fs6 fc0 sc0 ls0 ws0">Koszty finanso<span class="_ _0"></span>we z tytułu odsetek od </div><div class="t m0 xd hb y430 ffe fs6 fc0 sc0 ls0 ws0">zobowiązań<span class="_ _0"></span> finansowych </div><div class="t m0 xd hb y13e ff9 fs6 fc0 sc0 ls0 ws0">wycenianych w <span class="_ _0"></span>zamortyzowanym </div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">koszcie </div></div><div class="c xdc y74f wee h31"><div class="t m0 xd hb y6fe ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia finansowe </div><div class="t m0 xd hb y158 ffe fs6 fc0 sc0 ls0 ws0">wyceniane wed<span class="_ _0"></span>ług </div><div class="t m0 xd hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">zamortyzo<span class="_ _0"></span>wanego kosztu </div></div><div class="c xa3 y74f w4 h31"><div class="t m0 x20 h13 y158 ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x12a y74f wf0 h31"><div class="t m0 x18 hb y158 ff9 fs6 fc0 sc0 ls0 ws0">(6 437) </div></div><div class="c x12b y74f w41 h31"><div class="t m0 x65 hb y158 ff9 fs6 fc0 sc0 ls0 ws0">(10 067) </div></div><div class="c x1 y4f wed h12"><div class="t m0 xd hb yb9 ffe fs6 fc0 sc0 ls0 ws0">Koszty finanso<span class="_ _0"></span>we z tytułu odsetek od </div><div class="t m0 xd hb yee ff9 fs6 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c xdc y4f wee h12"><div class="t m0 xd hb yb9 ffe fs6 fc0 sc0 ls0 ws0">Wyłączone z zak<span class="_ _0"></span>resu klasyfikacji </div><div class="t m0 xd hb yee ff9 fs6 fc0 sc0 ls0 ws0">i wyceny MSSF 9<span class="_ _0"></span> </div></div><div class="c xa3 y4f w4 h12"><div class="t m0 x20 h13 y701 ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x12a y4f wf0 h12"><div class="t m0 x2d hb y701 ff9 fs6 fc0 sc0 ls0 ws0">(390) </div></div><div class="c x12b y4f w41 h12"><div class="t m0 x2d hb y701 ff9 fs6 fc0 sc0 ls0 ws0">(335) </div></div><div class="c x1 y42b wed ha9"><div class="t m0 xd hb y750 ff9 fs6 fc0 sc0 ls0 ws0">Zmiana <span class="ffe">netto<span class="_ _0"></span> wartości godziwej </span></div><div class="t m0 xd hb y751 ffe fs6 fc0 sc0 ls0 ws0">aktywów fin<span class="_ _0"></span>ansowych wycenianych<span class="_ _0"></span> </div><div class="t m0 xd hb y363 ffe fs6 fc0 sc0 ls0 ws0">w wartości god<span class="_ _0"></span>ziwej przez wynik </div><div class="t m0 xd hb y20b ff9 fs6 fc0 sc0 ls0 ws0">finansowy </div></div><div class="c xdc y42b wee ha9"><div class="t m0 xd hb y752 ff9 fs6 fc0 sc0 ls0 ws0">Aktywa finan<span class="_ _0"></span>sowe wyceniane w </div><div class="t m0 xd hb y753 ffe fs6 fc0 sc0 ls0 ws0">wartości godziwe<span class="_ _0"></span>j przez wynik </div><div class="t m0 xd hb y754 ff9 fs6 fc0 sc0 ls0 ws0">finansowy </div></div><div class="c xa3 y42b w4 ha9"><div class="t m0 x20 h13 y753 ffc fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x12a y42b wf0 ha9"><div class="t m0 xb5 hb y753 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12b y42b w41 ha9"><div class="t m0 x2d hb y753 ff9 fs6 fc0 sc0 ls0 ws0">(622) </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y59a ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h27 y374 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y755 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>6<span class="_ _b"></span>.<span class="_ _1"></span>1<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">Z<span class="_ _b"></span>ar<span class="_ _b"></span>z<span class="_ _1"></span>ą<span class="_ _1"></span>d<span class="_ _b"></span>z<span class="_ _1"></span>a<span class="_ _1"></span>n<span class="_ _b"></span>i<span class="_ _1"></span>e<span class="_ _1"></span> <span class="_ _b"></span>ka<span class="_ _b"></span>p<span class="_ _1"></span>i<span class="_ _b"></span>ta<span class="_ _b"></span>ł<span class="_ _1"></span>e<span class="_ _b"></span>m<span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y27f ff4 fs6 fc0 sc0 ls0 ws0">Jednostka <span class="_ _1e"> </span><span class="ff5">zarząd<span class="_ _0"></span>za  kap<span class="_ _0"></span>itałem  po<span class="_ _0"></span>przez <span class="_ _1e"> </span>stosowanie <span class="_ _1e"> </span>zrównoważonej <span class="_ _1e"> </span>polityki <span class="_ _1e"> </span>finansowej, <span class="_ _1e"> </span>której <span class="_ _1e"> </span>celem <span class="_ _1e"> </span>jest </span></div><div class="t m0 x1 hc y756 ff5 fs6 fc0 sc0 ls0 ws0">dostarczanie <span class="_ _15"> </span>odpowied<span class="_ _0"></span>nich <span class="_ _15"> </span>środków <span class="_ _15"> </span>finansowych <span class="_ _15"> </span>na <span class="_ _15"> </span>rozwój <span class="_ _15"> </span>bizn<span class="_ _0"></span>esowy <span class="_ _14"> </span>przy <span class="_ _13"> </span><span class="ff4">jednocz<span class="_ _0"></span>esnym <span class="_ _15"></span>zabezpieczeniu </span></div><div class="t m0 x1 hb y566 ff5 fs6 fc0 sc0 ls0 ws0">właściwej  struktury  finansowania  i <span class="_ _13"> </span>płynności  finansowej, <span class="_ _13"> </span>tak  aby <span class="_ _13"> </span>mo<span class="_ _0"></span>żliwe  b<span class="_ _1"></span>yło  realizowanie  zwrotu <span class="_ _13"> </span>dla </div><div class="t m0 x1 hb y4d0 ff5 fs6 fc0 sc0 ls0 ws0">akcjonariu<span class="_ _0"></span>szy. <span class="_ _c"> </span>Polityka <span class="_ _27"> </span>zarządzania <span class="_ _c"> </span>k<span class="_ _0"></span>apitałem <span class="_ _c"> </span>uwzględ<span class="_ _0"></span>nia <span class="_ _c"> </span>wyniki <span class="_ _27"> </span>działalności <span class="_ _27"> </span>w <span class="_ _c"> </span>połączen<span class="_ _0"></span>iu <span class="_ _c"> </span>z <span class="_ _c"> </span>p<span class="_ _0"></span>lanami </div><div class="t m0 x1 hc y67b ff4 fs6 fc0 sc0 ls0 ws0">inwestycyjnym<span class="_ _0"></span> <span class="_ _24"> </span>i <span class="_ _18"> </span>rozwo<span class="_ _0"></span>jowym<span class="ff5">i, <span class="_ _18"> </span>harmonogram<span class="_ _0"></span>em <span class="_ _18"> </span>spłaty <span class="_ _24"> </span>dług<span class="_ _0"></span>u, <span class="_ _24"> </span>warun<span class="_ _0"></span>kami <span class="_ _24"> </span>ry<span class="_ _0"></span>nku <span class="_ _24"> </span>finan<span class="_ _0"></span>sowego <span class="_ _18"> </span>oraz </span></div><div class="t m0 x1 hb y293 ff5 fs6 fc0 sc0 ls0 ws0">ograniczen<span class="_ _0"></span>iami <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _1"></span>dystrybucji <span class="_ _1"></span>zysku <span class="_ _1"></span>narzuconymi przez <span class="_ _b"></span>za<span class="_ _0"></span>warte <span class="_ _1"></span>umowy kredytowe. <span class="_ _1"></span>W <span class="_ _1"></span>celu <span class="_ _1"></span>połączenia </div><div class="t m0 x1 hb y757 ff5 fs6 fc0 sc0 ls0 ws0">tych <span class="_ _15"> </span>czynnikó<span class="_ _0"></span>w <span class="_ _14"> </span>ok<span class="_ _0"></span>resowo <span class="_ _15"> </span>ustalane <span class="_ _15"> </span>są <span class="_ _15"> </span>ramy <span class="_ _15"> </span>d<span class="_ _0"></span>la <span class="_ _14"> </span>struk<span class="_ _0"></span>tury <span class="_ _14"> </span>finan<span class="_ _0"></span>sowania. <span class="_ _15"> </span>Zarząd <span class="_ _15"> </span>ocenia, <span class="_ _15"> </span>że <span class="_ _13"> </span>wskaźn<span class="_ _0"></span>ik <span class="_ _15"> </span>długu </div><div class="t m0 x1 hb y758 ff5 fs6 fc0 sc0 ls0 ws0">finansowego <span class="_ _1e"> </span>netto  do <span class="_ _1e"> </span>wartości  EBITDA <span class="_ _1e"> </span>Operacyjna <span class="_ _1e"> </span>jest  najbardziej <span class="_ _1e"> </span>odpowiednim  miernik<span class="_ _0"></span>iem  struktury </div><div class="t m0 x1 hc y2eb ff4 fs6 fc0 sc0 ls0 ws0">finansowej. </div><div class="t m0 x1 hb y71c ff5 fs6 fc0 sc0 ls0 ws0">Dług <span class="_ _14"></span>finansowy<span class="_ _0"></span> <span class="_ _11"></span>n<span class="_ _0"></span>etto <span class="_ _14"></span>oblicza <span class="_ _14"></span>się <span class="_ _14"></span>jako <span class="_ _14"></span>sumę <span class="_ _14"></span>kredytów <span class="_ _14"></span>i <span class="_ _14"></span>pożyczek <span class="_ _14"></span>(obejmujący<span class="_ _0"></span>ch <span class="_ _14"></span>bieżące <span class="_ _11"></span>i <span class="_ _14"> </span>dłu<span class="_ _0"></span>goterminowe </div><div class="t m0 x1 hb y759 ff5 fs6 fc0 sc0 ls0 ws0">kredyty <span class="_ _27"> </span>i <span class="_ _12"> </span>pożyczki <span class="_ _12"> </span>wykazane <span class="_ _27"> </span>w <span class="_ _12"> </span>sprawozdaniu <span class="_ _12"> </span>z <span class="_ _27"> </span>sytuacji <span class="_ _27"> </span>f<span class="_ _0"></span>inansowej) <span class="_ _27"> </span>i <span class="_ _12"> </span>zobowiązań<span class="_ _0"></span> <span class="_ _27"> </span>z <span class="_ _27"> </span>tytułu<span class="_ _0"></span> <span class="_ _27"> </span>leasingu </div><div class="t m0 x1 hc y75a ff5 fs6 fc0 sc0 ls0 ws0">pomniejszon<span class="_ _0"></span>ą <span class="_ _11"></span>o <span class="_ _14"></span>środki <span class="_ _11"></span>pieniężne <span class="_ _14"></span>i <span class="_ _11"></span>ich <span class="_ _11"></span>ek<span class="_ _0"></span>wiwalenty. <span class="_ _11"></span>E<span class="_ _0"></span>BITDA<span class="_ _0"></span><span class="ff4"> <span class="_ _14"></span>Operacyjna <span class="_ _11"></span>jest <span class="_ _14"></span>obliczana <span class="_ _11"></span>jak<span class="_ _0"></span>o <span class="_ _11"></span>zysk<span class="_ _0"></span>/(strata) <span class="_ _11"></span>z<span class="_ _0"></span> </span></div><div class="t m0 x1 hb y1d7 ff5 fs6 fc0 sc0 ls0 ws0">działalności  operacyjnej <span class="_ _13"> </span>powiększon<span class="_ _0"></span>y <span class="_ _13"> </span>o  amortyzację <span class="_ _13"> </span>oraz <span class="_ _13"> </span>odp<span class="_ _0"></span>isy <span class="_ _13"> </span>z <span class="_ _13"> </span>tytułu  utraty <span class="_ _13"> </span>wartości <span class="_ _13"> </span>niefinan<span class="_ _0"></span>sowych </div><div class="t m0 x1 hc y1d8 ff5 fs6 fc0 sc0 ls0 ws0">aktywów trwały<span class="_ _0"></span>ch<span class="ff4">. </span></div><div class="t m0 x1 hb y75b ff5 fs6 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _20"></span>długu <span class="_ _20"></span>finansowego <span class="_ _0"></span>netto<span class="_ _0"></span> <span class="_ _0"></span>/ <span class="_ _20"></span>EBITDA <span class="_ _20"></span>Operacyjna <span class="_ _0"></span>jest <span class="_ _20"></span>obliczan<span class="_ _0"></span>y <span class="_ _0"></span>jako <span class="_ _20"></span>iloraz <span class="_ _0"></span>długu <span class="_ _20"></span>finansoweg<span class="_ _0"></span>o <span class="_ _0"></span>netto </div><div class="t m0 x1 hb y1da ff5 fs6 fc0 sc0 ls0 ws0">(tj. <span class="_ _13"> </span>salda <span class="_ _15"> </span>zadłuże<span class="_ _0"></span>nia <span class="_ _13"> </span>z <span class="_ _15"> </span>tytułu <span class="_ _13"> </span>kredytów <span class="_ _13"> </span>i <span class="_ _15"> </span>innych <span class="_ _13"> </span>instrumentów <span class="_ _13"> </span>dłużnych <span class="_ _13"> </span>pomniejszonego <span class="_ _13"> </span>o <span class="_ _15"> </span>saldo <span class="_ _13"> </span>środków </div><div class="t m0 x1 hc y1db ff5 fs6 fc0 sc0 ls0 ws0">pieniężnych<span class="_ _0"></span> <span class="_ _14"></span>i <span class="_ _11"></span>ich <span class="_ _14"></span>ekwiwalentów <span class="_ _14"></span>oraz <span class="_ _11"></span>z <span class="_ _14"></span>uwagi <span class="_ _14"></span>na <span class="_ _14"></span>ich<span class="_ _0"></span><span class="ff4"> <span class="_ _11"></span></span>krótkoter<span class="_ _0"></span>minowy <span class="_ _14"></span>charakter <span class="_ _14"></span>–<span class="ff4"> <span class="_ _14"></span></span>udzielonych <span class="_ _14"></span>pożyczek) <span class="_ _14"></span>i<span class="_ _1"></span> </div><div class="t m0 x1 hb y75c ff5 fs6 fc0 sc0 ls0 ws0">EBITDA <span class="_ _20"></span>Op<span class="_ _0"></span>eracyjna <span class="_ _11"></span>(tj. <span class="_ _11"></span>zysk/(strata) <span class="_ _20"></span>z <span class="_ _11"></span>działaln<span class="_ _0"></span>ości <span class="_ _20"></span>oper<span class="_ _0"></span>acyjnej <span class="_ _20"></span>po<span class="_ _0"></span>większony <span class="_ _20"></span>o <span class="_ _11"></span>amortyzację <span class="_ _11"></span>oraz <span class="_ _11"></span>o <span class="_ _20"></span>od<span class="_ _0"></span>pisy <span class="_ _20"></span>z </div><div class="t m0 x1 hc y210 ff5 fs6 fc0 sc0 ls0 ws0">tytułu utraty<span class="_ _0"></span> wartości niefinansowych ak<span class="_ _0"></span>tywów trwałych).<span class="_ _0"></span><span class="ff4"> </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x8 y1b2 wf1 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">60</span> </span></span></div></div><div class="c x1 y75d wf2 h69"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x82 y75d wf3 h69"><div class="t m0 x6f h11 yf0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x12c y75d wf4 h69"><div class="t m0 x6f h11 yf0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y75e wf2 h1e"><div class="t m0 xd hb y55d ffe fs6 fc0 sc0 ls0 ws0">Dług <span class="ff9">finan<span class="_ _0"></span>sowy netto </span></div></div><div class="c x82 y75e wf3 h1e"><div class="t m0 x36 hb yf1 ff9 fs6 fc0 sc0 ls0 ws0">64 804 </div></div><div class="c x12c y75e wf4 h1e"><div class="t m0 x36 hb yf1 ff9 fs6 fc0 sc0 ls0 ws0">93 316 </div></div><div class="c x1 y75f wf2 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Kapitał własny razem<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x82 y75f wf3 h1d"><div class="t m0 x4e hb yee ff9 fs6 fc0 sc0 ls0 ws0">416 326 </div></div><div class="c x12c y75f wf4 h1d"><div class="t m0 x4e hb yee ff9 fs6 fc0 sc0 ls0 ws0">388 213 </div></div><div class="c x1 y760 wf2 h1d"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Kapitał własny razem<span class="_ _0"></span> oraz dług finansowy<span class="_ _0"></span> netto<span class="ff9"> </span></div></div><div class="c x82 y760 wf3 h1d"><div class="t m0 x4e hb yba ff9 fs6 fc0 sc0 ls0 ws0">481 130 </div></div><div class="c x12c y760 wf4 h1d"><div class="t m0 x4e hb yba ff9 fs6 fc0 sc0 ls0 ws0">481 529 </div></div><div class="c x1 y761 wf2 h1d"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">EBITDA Operacy<span class="_ _0"></span>jna </div></div><div class="c x82 y761 wf3 h1d"><div class="t m0 x36 hb yba ff9 fs6 fc0 sc0 ls0 ws0">65 194 </div></div><div class="c x12c y761 wf4 h1d"><div class="t m0 x36 hb yba ff9 fs6 fc0 sc0 ls0 ws0">50 368 </div></div><div class="c x1 y418 wf2 h1b"><div class="t m0 xd h11 ye0 ffd fs6 fc0 sc0 ls0 ws0">Wskaźnik dług<span class="_ _0"></span>u finansowego netto<span class="_ _0"></span> / EBITDA Operacyjna<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x82 y418 wf3 h1b"><div class="t m0 x8f h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">0,99 </div></div><div class="c x12c y418 wf4 h1b"><div class="t m0 x8f h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">1,85 </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y762 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y763 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>6<span class="_ _b"></span>.<span class="_ _1"></span>2<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">Z<span class="_ _b"></span>as<span class="_ _b"></span>a<span class="_ _1"></span>d<span class="_ _b"></span>y <span class="_ _b"></span>z<span class="_ _1"></span>a<span class="_ _b"></span>rz<span class="_ _b"></span>ą<span class="_ _1"></span>d<span class="_ _1"></span>z<span class="_ _b"></span>an<span class="_ _b"></span>i<span class="_ _1"></span>a<span class="_ _b"></span> r<span class="_ _b"></span>y<span class="_ _1"></span>z<span class="_ _b"></span>yk<span class="_ _b"></span>i<span class="_ _1"></span>e<span class="_ _b"></span>m <span class="_ _b"></span><span class="ff2">fi<span class="_ _b"></span>n<span class="_ _1"></span>a<span class="_ _1"></span>n<span class="_ _b"></span>s<span class="_ _1"></span>o<span class="_ _1"></span>w<span class="_ _b"></span>y<span class="_ _1"></span>m<span class="_ _1"></span><span class="fc0"> </span></span></span></span></div><div class="t m0 x1 hb y764 ff5 fs6 fc0 sc0 ls0 ws0">Działalność <span class="_ _1e"> </span>Spółki <span class="_ _1e"> </span>Vercom <span class="_ _1e"> </span>S.A. <span class="_ _1e"> </span>podlega <span class="_ _1e"> </span>następującym  kateg<span class="_ _0"></span>oriom <span class="_ _1e"> </span>ryzyka <span class="_ _1e"> </span>związanego <span class="_ _1e"> </span>z  instrumentami </div><div class="t m0 x1 hc y765 ff4 fs6 fc0 sc0 ls0 ws0">finansowym<span class="_ _0"></span>i: </div><div class="t m0 x87 hc y766 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff4">r<span class="_ _0"></span>yzyko kredytowe,<span class="_ _0"></span> </span></span></div><div class="t m0 x87 hc y767 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff5">r<span class="_ _0"></span>yzyko płynności fin<span class="_ _0"></span>ansowej,<span class="ff4"> </span></span></span></div><div class="t m0 x87 hc y768 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff5">r<span class="_ _0"></span>yzyko stóp procen<span class="_ _0"></span>towych,<span class="ff4"> </span></span></span></div><div class="t m0 x87 hc y769 ff12 fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _28"> </span><span class="ff4">r<span class="_ _0"></span>yzyko walutowe. </span></span></div><div class="t m0 x1 hc y76a ff5 fs6 fc0 sc0 ls0 ws0">Zarządzanie <span class="_ _0"></span>ryzykiem finansowym Spółk<span class="_ _0"></span>i koordynowane jest przez jej Zar<span class="_ _0"></span>ząd.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y4ed ff5 fs6 fc0 sc0 ls0 ws0">Niniejsza <span class="_ _20"></span>n<span class="_ _0"></span>ota <span class="_ _20"></span>zawier<span class="_ _0"></span>a <span class="_ _20"></span>informacje <span class="_ _20"></span>o <span class="_ _11"></span>ekspozycji <span class="_ _11"></span>Vercom <span class="_ _20"></span>S.A. <span class="_ _11"></span>na <span class="_ _20"></span>każd<span class="_ _0"></span>y <span class="_ _20"></span>rodzaj <span class="_ _20"></span>ryzyk<span class="_ _0"></span>a <span class="_ _20"></span>wskazanego <span class="_ _11"></span>powyżej <span class="_ _11"></span>a </div><div class="t m0 x1 hc y76b ff5 fs6 fc0 sc0 ls0 ws0">także opisuje ce<span class="_ _0"></span>le i politykę związane z zar<span class="_ _0"></span>ządzaniem ryzykiem oraz k<span class="_ _0"></span>apitałami<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h4b y76c ff4 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y76d ff2 fs6 fc1 sc0 ls0 ws0">36.<span class="_ _1"></span>2.<span class="_ _1"></span>1.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff2">Ryz<span class="_ _1"></span>yk<span class="_ _1"></span>o <span class="_ _1"></span>kr<span class="_ _1"></span>edy<span class="_ _1"></span>tow<span class="_ _1"></span>e<span class="_ _1"></span> </span></span></div><div class="t m0 x1 hc y59b ff4 fs6 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _20"></span><span class="ff5">kred<span class="_ _0"></span>ytowe <span class="_ _20"></span>jest <span class="_ _20"></span>to <span class="_ _20"></span>ryzyko <span class="_ _20"></span>poniesien<span class="_ _0"></span>ia <span class="_ _0"></span>przez <span class="_ _11"></span>Spółkę <span class="_ _20"></span>strat <span class="_ _20"></span>finansowy<span class="_ _0"></span>ch <span class="_ _0"></span>n<span class="_ _0"></span>a <span class="_ _20"></span>skutek <span class="_ _20"></span>niewypełnien<span class="_ _0"></span>ia <span class="_ _20"></span>przez </span></div><div class="t m0 x1 hb y76e ff5 fs6 fc0 sc0 ls0 ws0">klienta lu<span class="_ _0"></span>b kontrah<span class="_ _0"></span>enta będącego <span class="_ _0"></span>stroną <span class="_ _0"></span>instrumentu <span class="_ _0"></span>finansowego swoich <span class="_ _0"></span>kontraktowych zo<span class="_ _0"></span>bowiązań. <span class="_ _0"></span>Ryzyko </div><div class="t m0 x1 hb y76f ff5 fs6 fc0 sc0 ls0 ws0">kredytowe <span class="_ _14"></span>wiąże <span class="_ _20"></span>się <span class="_ _11"></span>głó<span class="_ _0"></span>wnie <span class="_ _20"></span>ze <span class="_ _14"></span>ściągalnością <span class="_ _11"></span>należnoś<span class="_ _0"></span>ci. <span class="_ _11"></span>Główne <span class="_ _14"></span>czynniki <span class="_ _20"></span>m<span class="_ _0"></span>ające <span class="_ _11"></span>wpływ <span class="_ _11"></span>na <span class="_ _11"></span>wy<span class="_ _0"></span>stępowanie </div><div class="t m0 x1 hb y770 ff5 fs6 fc0 sc0 ls0 ws0">ryzyka <span class="_ _11"></span>kredytowego<span class="_ _0"></span> <span class="_ _20"></span>w <span class="_ _11"></span>przypadku <span class="_ _11"></span>Spó<span class="_ _0"></span>łki <span class="_ _20"></span>to <span class="_ _11"></span>duża <span class="_ _11"></span>liczba <span class="_ _11"></span>drobn<span class="_ _0"></span>ych <span class="_ _20"></span>odbiorcó<span class="_ _0"></span>w <span class="_ _20"></span>wpływają<span class="_ _0"></span>ca <span class="_ _20"></span>równ<span class="_ _0"></span>ież <span class="_ _20"></span>na <span class="_ _11"></span>koszty </div><div class="t m0 x1 hc y771 ff5 fs6 fc0 sc0 ls0 ws0">kontrolowania sp<span class="_ _0"></span>ływu należności. <span class="ff4"> </span></div><div class="t m0 x1 hc y772 ff5 fs6 fc0 sc0 ls0 ws0">Zarząd <span class="_ _13"> </span>Spółki<span class="ff4"> <span class="_ _13"> </span></span>politykę <span class="_ _15"> </span>zarządzania <span class="_ _13"> </span>ryzykiem <span class="_ _13"> </span>kredytowym, <span class="_ _15"> </span>zg<span class="_ _0"></span>odnie <span class="_ _13"> </span>z<span class="_ _1"></span> <span class="_ _13"> </span>którą <span class="_ _15"> </span>na <span class="_ _15"> </span>b<span class="_ _0"></span>ieżąco <span class="_ _15"> </span>m<span class="_ _0"></span>onitorowana <span class="_ _13"> </span>jest </div><div class="t m0 x1 hb y37e ff5 fs6 fc0 sc0 ls0 ws0">ekspozycja <span class="_ _1e"> </span>na <span class="_ _1e"> </span>ryzyk<span class="_ _0"></span>o <span class="_ _1e"> </span>kredytowe <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>podejmowan<span class="_ _0"></span>e <span class="_ _1e"> </span>są  działa<span class="_ _0"></span>nia <span class="_ _1e"> </span>służące <span class="_ _1e"> </span>jego <span class="_ _1e"> </span>minimalizacji. <span class="_ _1e"> </span>Głó<span class="_ _0"></span>wnym </div><div class="t m0 x1 hb y67d ff5 fs6 fc0 sc0 ls0 ws0">narzędziem <span class="_ _1e"> </span>zarzą<span class="_ _0"></span>dzania <span class="_ _1e"> </span>ryzykiem <span class="_ _1e"> </span>kredytowym <span class="_ _c"> </span>jest <span class="_ _1e"> </span>ocena <span class="_ _1e"> </span>ryzyka <span class="_ _1e"> </span>kredytoweg<span class="_ _20"></span>o <span class="_ _1e"> </span>klientów, <span class="_ _1e"> </span>monitoro<span class="_ _0"></span>wanie </div><div class="t m0 x1 hc y773 ff5 fs6 fc0 sc0 ls0 ws0">sytuacji biznesowej <span class="_ _0"></span>i finansowej klientów, <span class="_ _0"></span>zarządzanie należnościami i zły<span class="_ _0"></span>mi długami. <span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 h27 y774 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y775 ff5 fs6 fc0 sc0 ls0 ws0">Poniższa <span class="_ _1e"> </span>tabela <span class="_ _c"> </span>przedstawia <span class="_ _1e"> </span>strukturę <span class="_ _1e"> </span>ak<span class="_ _0"></span>tywów <span class="_ _1e"> </span>obrazujących <span class="_ _1e"> </span>maksymaln<span class="_ _0"></span>ą <span class="_ _1e"> </span>ekspozycję <span class="_ _1e"> </span>Spółki <span class="_ _1e"> </span>na <span class="_ _1e"> </span>ryzyko </div><div class="t m0 x1 hc y776 ff4 fs6 fc0 sc0 ls0 ws0">kredytowe<span class="_ _0"></span>:<span class="ff1 fs0"> </span></div><div class="t m0 x1 hc y777 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y778 w6b haa"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xb8 y778 wf5 haa"><div class="t m0 x11c h10 yff ffa fs6 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x12d y778 wf6 haa"><div class="t m0 x2a h11 y779 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xce y778 wf7 haa"><div class="t m0 x2a h11 y779 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y77a w6b h1f"><div class="t m0 xbc h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y77a wf5 h1f"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12d y77a wf6 h1f"><div class="t m0 x30 hc yff ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xce y77a wf7 h1f"><div class="t m0 xbf hc yff ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y77b w6b h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczki ud<span class="_ _0"></span>zielone<span class="ff9"> </span></div></div><div class="c xb8 y77b wf5 h14"><div class="t m0 x11e h13 yff ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x12d y77b wf6 h14"><div class="t m0 xc0 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">6 979 </div></div><div class="c xce y77b wf7 h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">11 838 </div></div><div class="c x1 y77c w6b h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe<span class="ff9"> </span></div></div><div class="c xb8 y77c wf5 h14"><div class="t m0 x11e h13 yff ffc fs6 fc0 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x12d y77c wf6 h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">39 830 </div></div><div class="c xce y77c wf7 h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">22 182 </div></div><div class="c x1 y77d w6b h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności z tytu<span class="_ _0"></span>łu leasingu<span class="ff9"> </span></div></div><div class="c xb8 y77d wf5 h14"><div class="t m0 x11e h13 yff ffc fs6 fc0 sc0 ls1 ws0">23<span class="ls0"> </span></div></div><div class="c x12d y77d wf6 h14"><div class="t m0 xff hb ybc ff9 fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c xce y77d wf7 h14"><div class="t m0 x50 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y29f w6b h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Środki p<span class="_ _0"></span>ieniężne i ich ekwiwalenty<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c xb8 y29f wf5 h14"><div class="t m0 x11e h13 yff ffc fs6 fc0 sc0 ls1 ws0">22<span class="ls0"> </span></div></div><div class="c x12d y29f wf6 h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">31 092 </div></div><div class="c xce y29f wf7 h14"><div class="t m0 x30 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x1 y77e w6b h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe aktywa <span class="_ _0"></span>finansowe<span class="ff9"> </span></div></div><div class="c xb8 y77e wf5 h14"><div class="t m0 x11e h13 yff ffc fs6 fc0 sc0 ls1 ws0">36<span class="ls0"> </span></div></div><div class="c x12d y77e wf6 h14"><div class="t m0 x34 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">592<span class="ls0"> </span></div></div><div class="c xce y77e wf7 h14"><div class="t m0 x50 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y77f w6b h14"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">Razem </div></div><div class="c xb8 y77f wf5 h14"><div class="t m0 xb0 h11 yff ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x12d y77f wf6 h14"><div class="t m0 x30 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">78 501 </div></div><div class="c xce y77f wf7 h14"><div class="t m0 x30 h11 ybc ffb fs6 fc0 sc0 ls0 ws0">54 227 </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">61</span> </span></span></div><div class="t m0 x1 hc y211 ff4 fs6 fc0 sc0 ls9 ws0">Na <span class="_ _13"> </span><span class="ff5 ls0">każdy <span class="_ _15"> </span>dzień <span class="_ _13"> </span>sprawozdawczy <span class="_ _15"> </span>do <span class="_ _13"> </span>szacowania <span class="_ _13"> </span>odpisu <span class="_ _15"> </span>z <span class="_ _15"> </span>tytułu<span class="_ _0"></span> <span class="_ _13"> </span>utraty <span class="_ _13"> </span>wart<span class="_ _1"></span>ości <span class="_ _13"> </span>należności, <span class="_ _15"> </span>Spółk<span class="_ _0"></span>a <span class="_ _15"> </span>stosuje </span></div><div class="t m0 x1 hb y4e0 ff5 fs6 fc0 sc0 ls0 ws0">podejście  uproszczone <span class="_ _13"> </span>wyceniając  odpis <span class="_ _13"> </span>z <span class="_ _13"> </span>tytułu  utraty <span class="_ _13"> </span>wartości <span class="_ _13"> </span>w  kwocie <span class="_ _13"> </span>równej <span class="_ _13"> </span>oczekiwany<span class="_ _0"></span>m <span class="_ _13"> </span>stratom </div><div class="t m0 x1 hb y4e1 ff5 fs6 fc0 sc0 ls0 ws0">kredytowym <span class="_ _13"> </span>w <span class="_ _15"> </span>horyzoncie <span class="_ _13"> </span>ż<span class="_ _1"></span>ycia <span class="_ _15"> </span>należ<span class="_ _0"></span>ności. <span class="_ _15"> </span>Spó<span class="_ _0"></span>łka <span class="_ _15"> </span>do <span class="_ _15"> </span>oszacowania <span class="_ _13"> </span>wartości <span class="_ _15"> </span>tego <span class="_ _13"> </span>odpisu <span class="_ _15"> </span>stosuje <span class="_ _15"> </span>m<span class="_ _0"></span>acierz </div><div class="t m0 x1 hc y215 ff4 fs6 fc0 sc0 ls0 ws0">rezerw <span class="_ _13"> </span>oprac<span class="ff5">owan<span class="_ _0"></span>ą <span class="_ _15"> </span>na <span class="_ _13"> </span>podstawie <span class="_ _15"> </span>d<span class="_ _0"></span>anych <span class="_ _13"> </span>historycznych <span class="_ _13"> </span>dotyczących <span class="_ _13"> </span>spłat <span class="_ _15"> </span>należ<span class="_ _0"></span>ności <span class="_ _13"> </span>przez <span class="_ _15"> </span>ko<span class="_ _0"></span>ntrahentów, </span></div><div class="t m0 x1 hb y216 ff5 fs6 fc0 sc0 ls0 ws0">skorygowany<span class="_ _0"></span>ch <span class="_ _0"></span>w <span class="_ _0"></span>stosowny<span class="_ _0"></span>ch <span class="_ _0"></span>przypadkach <span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _0"></span>wpływ <span class="_ _0"></span>informacji <span class="_ _0"></span>d<span class="_ _0"></span>otyczących <span class="_ _0"></span>pr<span class="_ _0"></span>zyszłości. <span class="_ _0"></span>W <span class="_ _0"></span>tym <span class="_ _0"></span>celu <span class="_ _20"></span>Spółka </div><div class="t m0 x1 hc y528 ff5 fs6 fc0 sc0 ls0 ws0">dokonuje statystycz<span class="_ _0"></span>nej analizy wiekowej <span class="_ _0"></span>oraz analizy ściągalno<span class="_ _0"></span>ści n<span class="_ _0"></span>ależności w oparciu o<span class="_ _0"></span> dane historyczne<span class="_ _0"></span><span class="ff4">.<span class="ff1 fs0"> </span></span></div><div class="t m0 x1 hc y4b9 ff4 fs6 fc0 sc0 ls0 ws0">Ponadto, <span class="_ _14"></span><span class="ff5">Spó<span class="_ _0"></span>łka <span class="_ _14"></span>tworzy <span class="_ _14"></span>odpisy <span class="_ _14"></span>specyficzne <span class="_ _14"> </span>na <span class="_ _14"> </span>należn<span class="_ _0"></span>ości <span class="_ _14"></span>zagrożone <span class="_ _14"></span>nieściągalno<span class="_ _0"></span>ścią <span class="_ _14"></span>(będące <span class="_ _14"></span>przedmiotem </span></div><div class="t m0 x1 hc y240 ff5 fs6 fc0 sc0 ls0 ws0">spraw sporny<span class="_ _0"></span>ch, objęte postępowaniem u<span class="_ _0"></span>padłościowym). <span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y241 ff5 fs6 fc0 sc0 ls0 ws0">Spółka<span class="ff4"> <span class="_ _13"> </span></span>monitoruje <span class="_ _15"> </span>na <span class="_ _13"> </span>bieżąco <span class="_ _15"> </span>wysokość <span class="_ _13"> </span>przeterminowanych <span class="_ _15"> </span>n<span class="_ _0"></span>ależności, <span class="_ _15"> </span>dokonu<span class="_ _0"></span>je <span class="_ _15"> </span>odpisów <span class="_ _13"> </span>z <span class="_ _15"> </span>tytułu <span class="_ _15"> </span>o<span class="_ _0"></span>ceny </div><div class="t m0 x1 hc y529 ff5 fs6 fc0 sc0 ls0 ws0">ryzyka <span class="_ _18"> </span>kredytowego, <span class="_ _18"> </span>w <span class="_ _18"> </span>uzasadnionych <span class="_ _18"> </span>przypadkach <span class="_ _18"> </span>występuje <span class="_ _18"> </span>z <span class="_ _18"> </span>roszczeniami <span class="_ _18"> </span>prawnym<span class="_ _0"></span>i<span class="_ _0"></span><span class="ff4">. <span class="_ _18"> </span></span>Wartości </div><div class="t m0 x1 hc y52a ff5 fs6 fc0 sc0 ls0 ws0">oczekiwany<span class="_ _0"></span>ch strat <span class="_ _0"></span>kredytowych <span class="_ _0"></span>na dzień<span class="_ _0"></span> 31 <span class="_ _0"></span>grudnia <span class="_ _0"></span>202<span class="_ _0"></span><span class="ff4">4 <span class="_ _0"></span>r. oraz <span class="_ _0"></span>31 g<span class="_ _0"></span>rudnia 202<span class="_ _0"></span>3 <span class="_ _0"></span>r. zaprezentowan<span class="_ _0"></span>o w <span class="_ _0"></span>nocie </span></div><div class="t m0 x1 hc y21e ff4 fs6 fc0 sc0 ls1 ws0">20<span class="ls0">. </span></div><div class="t m0 x1 hb y2e3 ff5 fs6 fc0 sc0 ls0 ws0">W zak<span class="_ _0"></span>resie <span class="_ _0"></span>należności <span class="_ _0"></span>od <span class="_ _0"></span>instytucji <span class="_ _0"></span>finan<span class="_ _0"></span>sowych, <span class="_ _0"></span>w ty<span class="_ _0"></span>m środk<span class="_ _0"></span>ów <span class="_ _0"></span>pieniężnych <span class="_ _0"></span>zdeponowanych <span class="_ _0"></span>na <span class="_ _0"></span>rachunkach </div><div class="t m0 x1 hb yca ff5 fs6 fc0 sc0 ls0 ws0">bankowy<span class="_ _0"></span>ch <span class="_ _c"> </span>i <span class="_ _c"> </span>lokatac<span class="_ _0"></span>h <span class="_ _c"> </span>bankowy<span class="_ _0"></span>ch, <span class="_ _c"> </span>bezp<span class="_ _0"></span>ieczeństwo <span class="_ _c"> </span>tych <span class="_ _27"> </span>transakcji <span class="_ _27"> </span>określon<span class="_ _0"></span>e <span class="_ _c"> </span>jest <span class="_ _c"> </span>p<span class="_ _0"></span>oprzez <span class="_ _27"> </span>prowadzenie </div><div class="t m0 x1 hc y2e5 ff5 fs6 fc0 sc0 ls0 ws0">współpracy p<span class="_ _0"></span>rzez <span class="_ _0"></span>Spółkę<span class="ff4"> </span>wyłącznie <span class="_ _0"></span>z p<span class="_ _0"></span>artnerami, którzy <span class="_ _0"></span>spełniają wysokie <span class="_ _0"></span>kryteria <span class="_ _0"></span>wiarygodności kredy<span class="_ _0"></span>towej </div><div class="t m0 x1 hc y2e6 ff5 fs6 fc0 sc0 ls0 ws0">oraz <span class="_ _27"> </span>ch<span class="_ _0"></span>arakteryzują <span class="_ _27"> </span>się <span class="_ _27"> </span>renomowan<span class="_ _0"></span>ą <span class="_ _27"> </span>pozycją <span class="_ _27"> </span>na <span class="_ _27"> </span>ry<span class="_ _0"></span>nku <span class="_ _27"> </span>bankowym<span class="_ _20"></span><span class="ff4 ls8">. <span class="_ _27"> </span></span>Środki <span class="_ _27"> </span>pien<span class="_ _0"></span>iężne <span class="_ _27"> </span>Vercom <span class="_ _27"> </span>S.A. <span class="_ _12"> </span>są </div><div class="t m0 x1 hc y2e7 ff5 fs6 fc0 sc0 ls0 ws0">zdeponowan<span class="_ _0"></span>e <span class="_ _20"></span>w <span class="_ _20"></span>dwó<span class="_ _0"></span>ch <span class="_ _20"></span>bankach, <span class="_ _11"></span>tj. <span class="_ _20"></span>w <span class="_ _11"></span>mBank <span class="_ _11"></span>S.A. <span class="_ _11"></span><span class="ff4 ls1">86</span>% <span class="_ _11"></span>środków <span class="_ _20"></span>pien<span class="_ _0"></span>iężnych <span class="_ _20"></span>oraz <span class="_ _11"></span>w <span class="_ _20"></span>ING <span class="_ _11"></span>Bank <span class="_ _20"></span>Śląski <span class="_ _11"></span>S.A. </div><div class="t m0 x1 hc y52b ff5 fs6 fc0 sc0 ls0 ws0">pozostałe 1<span class="_ _0"></span><span class="ff4">4</span>% środków pien<span class="_ _0"></span>iężnych.<span class="ff4"> </span></div><div class="t m0 x1 h4c y780 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y6a9 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _1e"> </span>zakresie <span class="_ _1e"> </span>po<span class="_ _0"></span>zostałych <span class="_ _1e"> </span>akty<span class="_ _0"></span>wów <span class="_ _1e"> </span>tj. <span class="_ _1e"> </span>poży<span class="_ _0"></span>czek <span class="_ _1e"> </span>udzielonych,<span class="_ _0"></span> <span class="_ _1e"> </span>w <span class="_ _1e"> </span>celu <span class="_ _1e"> </span>zabez<span class="_ _0"></span>pieczenia <span class="_ _1e"> </span>się <span class="_ _1e"> </span>przed <span class="_ _c"> </span>ryzykiem </div><div class="t m0 x1 hc yd4 ff4 fs6 fc0 sc0 ls0 ws0">kredytowym <span class="_ _0"></span><span class="ff5">Zarząd dokonuje indywidu<span class="_ _0"></span>alnej oceny zdolności płatnicze<span class="_ _0"></span>j kontrahentów.<span class="_ _20"></span></span>  </div><div class="t m0 x1 h4c y781 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y782 ff5 fs6 fc0 sc0 ls0 ws0">Zarówno <span class="_ _14"></span>na <span class="_ _11"></span>dzień <span class="_ _14"></span>31 <span class="_ _11"></span>gru<span class="_ _0"></span>dnia <span class="_ _11"></span>2024 <span class="_ _14"></span>r. <span class="_ _11"></span>jak <span class="_ _14"></span>i <span class="_ _11"></span>31 <span class="_ _11"></span>g<span class="_ _0"></span>rudnia <span class="_ _11"></span>20<span class="_ _0"></span>23 <span class="_ _11"></span>r<span class="_ _0"></span>. <span class="_ _11"></span>nie <span class="_ _14"></span>występowała <span class="_ _14"></span>istotna <span class="_ _20"></span>k<span class="_ _0"></span>oncentracja <span class="_ _14"></span>ryzyka </div><div class="t m0 x1 hc y783 ff4 fs6 fc0 sc0 ls0 ws0">kredytowego. </div><div class="t m0 x1 h27 y2ce ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y784 ff2 fs6 fc1 sc0 ls0 ws0">36.<span class="_ _1"></span>2.<span class="_ _1"></span>2.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3">Ryz<span class="_ _1"></span>yk<span class="_ _1"></span>o p<span class="_ _1"></span>ł<span class="_ _1"></span>ynn<span class="_ _1"></span>ośc<span class="_ _1"></span>i<span class="ff2"> </span></span></span></div><div class="t m0 x1 hb y785 ff5 fs6 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _1"></span>płynności <span class="_ _b"></span>r<span class="_ _0"></span>ozumiane <span class="_ _1"></span>jest <span class="_ _3"></span>jak<span class="_ _0"></span>o <span class="_ _b"></span>ry<span class="_ _0"></span>zyko <span class="_ _1"></span>wystąpienia <span class="_ _b"></span>braku<span class="_ _0"></span> <span class="_ _b"></span>możliwości <span class="_ _1"></span>spłaty <span class="_ _b"></span>pr<span class="_ _0"></span>zez <span class="_ _b"></span>Sp<span class="_ _0"></span>ółkę <span class="_ _b"></span>jej <span class="_ _1"></span>zobowiązań </div><div class="t m0 x1 hc y786 ff5 fs6 fc0 sc0 ls0 ws0">finansowych<span class="_ _0"></span> w dacie ich wymagalno<span class="_ _0"></span>ści. <span class="ff4"> </span></div><div class="t m0 x1 h4c y787 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y788 ff5 fs6 fc0 sc0 ls0 ws0">Celem  działań  prowadzonych <span class="_ _13"> </span>prze<span class="_ _0"></span>z <span class="_ _13"> </span>Spółkę  w  za<span class="_ _1"></span>kresie  zarządzania <span class="_ _13"> </span>ryzykiem<span class="_ _0"></span>  pł<span class="_ _1"></span>ynności  jest <span class="_ _13"> </span>ogran<span class="_ _0"></span>iczenie </div><div class="t m0 x1 hb y3d0 ff5 fs6 fc0 sc0 ls0 ws0">prawdopodobień<span class="_ _0"></span>stwa <span class="_ _13"> </span>utraty <span class="_ _13"> </span>z<span class="_ _1"></span>dolności <span class="_ _13"> </span>do <span class="_ _13"> </span>regulowania <span class="_ _13"> </span>przez <span class="_ _15"> </span>nią <span class="_ _13"> </span>zobowiązań. <span class="_ _13"> </span>Realizacja <span class="_ _13"> </span>działań <span class="_ _13"> </span>z <span class="_ _13"> </span>zakresu </div><div class="t m0 x1 hb y789 ff5 fs6 fc0 sc0 ls0 ws0">przyjętej <span class="_ _0"></span>polityki <span class="_ _0"></span>zarządzania <span class="_ _0"></span>płynno<span class="_ _0"></span>ścią i <span class="_ _0"></span>ryzykiem <span class="_ _0"></span>p<span class="_ _0"></span>łynności za<span class="_ _0"></span>kłada <span class="_ _0"></span>zapewnienie <span class="_ _0"></span>zdolności <span class="_ _0"></span>do <span class="_ _0"></span>skuteczneg<span class="_ _0"></span>o </div><div class="t m0 x1 hc y78a ff5 fs6 fc0 sc0 ls0 ws0">reagowania <span class="_ _0"></span>na tzw. kryzysy płynności, <span class="_ _0"></span>tj. okresy znacznego zapotrzebo<span class="_ _0"></span>wania na środki płynne. <span class="_ _20"></span><span class="ff4"> </span></div><div class="t m0 x1 h4c y78b ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y78c ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _21"> </span>ramach <span class="_ _21"> </span>p<span class="_ _0"></span>rzyjętej <span class="_ _21"> </span>polityki <span class="_ _21"> </span>zakład<span class="_ _0"></span>a <span class="_ _21"> </span>się <span class="_ _21"> </span>zapewnien<span class="_ _0"></span>ie <span class="_ _12"> </span>do<span class="_ _0"></span>stępności <span class="_ _21"> </span>środków <span class="_ _23"> </span>pieniężnych <span class="_ _21"> </span>na <span class="_ _21"> </span>p<span class="_ _0"></span>oziomie </div><div class="t m0 x1 hb y2b3 ff5 fs6 fc0 sc0 ls0 ws0">pozwalającym <span class="_ _0"></span>na <span class="_ _0"></span>regulowanie <span class="_ _0"></span>zobowiązań <span class="_ _0"></span>w <span class="_ _0"></span>toku <span class="_ _0"></span>normalnej d<span class="_ _0"></span>ziałalności. <span class="_ _0"></span>Realizowane <span class="_ _0"></span>działania <span class="_ _0"></span>umożliwiają </div><div class="t m0 x1 hb y78d ff5 fs6 fc0 sc0 ls0 ws0">jednocześnie <span class="_ _0"></span>niezakłóconą <span class="_ _0"></span>kontynuację działa<span class="_ _0"></span>lności w <span class="_ _0"></span>syt<span class="_ _0"></span>uacjach <span class="_ _0"></span>kryzysu płynn<span class="_ _0"></span>ości przez <span class="_ _0"></span>okres n<span class="_ _0"></span>iezbędny do </div><div class="t m0 x1 hb y78e ff5 fs6 fc0 sc0 ls0 ws0">uruchomienia <span class="_ _c"> </span>awaryjn<span class="_ _0"></span>ego <span class="_ _1e"> </span>planu <span class="_ _c"> </span>finansowania, <span class="_ _c"> </span>którego <span class="_ _c"> </span>celem <span class="_ _1e"> </span>jest <span class="_ _c"> </span>zapewnien<span class="_ _0"></span>ie <span class="_ _1e"> </span>uzu<span class="_ _0"></span>pełnienia <span class="_ _1e"> </span>po<span class="_ _0"></span>wstałych </div><div class="t m0 x1 hc y14e ff5 fs6 fc0 sc0 ls0 ws0">niedoborów.<span class="_ _0"></span> <span class="ff4"> </span></div><div class="t m0 x1 h4c y78f ff4 fse fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:150.900000px;bottom:1100.020000px;width:14.500000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3e" class="pf w0 h0" ><div class="pc pc3e w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">62</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _c"> </span>zak<span class="_ _0"></span>resie <span class="_ _c"> </span>za<span class="_ _0"></span>rządzania <span class="_ _27"> </span>płyn<span class="_ _0"></span>nością <span class="_ _27"> </span>Spółka <span class="_ _27"> </span>koncen<span class="_ _0"></span>truje <span class="_ _c"> </span>się <span class="_ _27"> </span>na <span class="_ _27"> </span>szczegó<span class="_ _0"></span>łowej <span class="_ _27"> </span>analizie <span class="_ _27"> </span>k<span class="_ _0"></span>ształtowania <span class="_ _27"> </span>się </div><div class="t m0 x1 hb y4e0 ff5 fs6 fc0 sc0 ls0 ws0">prognozowany<span class="_ _0"></span>ch <span class="_ _24"> </span>przepływów <span class="_ _18"> </span>pieniężnych<span class="_ _0"></span>, <span class="_ _24"> </span>mon<span class="_ _0"></span>itorowaniu <span class="_ _24"> </span>wskaźn<span class="_ _0"></span>ików <span class="_ _24"> </span>płynności, <span class="_ _18"> </span>rotacji <span class="_ _18"> </span>należności, </div><div class="t m0 x1 hc y4e1 ff5 fs6 fc0 sc0 ls0 ws0">monitoringu r<span class="_ _0"></span>achunków bankowych<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 h4c y639 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5b1 ff5 fs6 fc0 sc0 ls0 ws0">Poniższa tabela przedstawia umowne terminy wymag<span class="_ _0"></span>alności <span class="_ _1"></span>zobowiązań<span class="_ _0"></span> finansowych i <span class="_ _1"></span>zapadalności aktywów </div><div class="t m0 x1 hc y5b2 ff5 fs6 fc0 sc0 ls0 ws0">finansowych<span class="_ _0"></span> wykorzystywanych Spółk<span class="_ _0"></span>ę dla celów zarządzania ry<span class="_ _0"></span>zykiem płynności<span class="_ _0"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y3b8 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y3b9 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3f" class="pf wd h25" ><div class="pc pc3f wd h25"><img class="bi xca y446 wf8 h76" alt="" src="data:image/png;base64,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class="c x0 y0 wf h25"><div class="t m0 xcb h7 y447 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 xcb h1 y448 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok <span class="_ _1"></span>obrotowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 xcb h8 y449 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 xcb h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią inte<span class="_ _1"></span>gralną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _10"> </span><span class="ls1">63</span> </span></span></div><div class="t m0 xcb hc y46d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y790 wf9 h34"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x10d y790 wfa h34"><div class="t m0 x11 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x94 y790 wfb h34"><div class="t m0 x8f h11 y13c ffd fs6 fc0 sc0 ls0 ws0">Niezdyskontowa<span class="_ _0"></span>ne przepływy pieniężne wynik<span class="_ _0"></span>ające z umowy<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x12e y790 wfc h34"><div class="t m0 x27 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y791 wf9 hab"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x10d y791 wfa hab"><div class="t m0 x20 h11 y158 ffd fs6 fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x28 h11 y1ae ffd fs6 fc0 sc0 ls0 ws0">księgowa<span class="ffb"> </span></div></div><div class="c x94 y791 wfd hab"><div class="t m0 x2a h11 y13e ffd fs6 fc0 sc0 ls0 ws0">Ogółem<span class="ffb"> </span></div></div><div class="c x12f y791 w15 hab"><div class="t m0 x1d h11 y158 ffb fs6 fc0 sc0 ls0 ws0">do  </div><div class="t m0 x28 h11 y1ae ffd fs6 fc0 sc0 ls0 ws0">3 miesięcy<span class="ffb"> </span></div></div><div class="c x130 y791 wfe hab"><div class="t m0 x11c h11 y430 ffd fs6 fc0 sc0 ls0 ws0">powyżej 3 </div><div class="t m0 x1e h11 y13e ffb fs6 fc0 sc0 ls0 ws0">do 6 </div><div class="t m0 x65 h11 yff ffd fs6 fc0 sc0 ls0 ws0">miesięcy<span class="ffb"> </span></div></div><div class="c x131 y791 wfe hab"><div class="t m0 x11c h11 y430 ffd fs6 fc0 sc0 ls0 ws0">powyżej 6 </div><div class="t m0 x2d h11 y13e ffb fs6 fc0 sc0 ls0 ws0">do 12 </div><div class="t m0 x65 h11 yff ffd fs6 fc0 sc0 ls0 ws0">miesięcy<span class="ffb"> </span></div></div><div class="c x132 y791 wff hab"><div class="t m0 x20 h11 y430 ffd fs6 fc0 sc0 ls0 ws0">powyżej 1 </div><div class="t m0 x2e h11 y13e ffb fs6 fc0 sc0 ls0 ws0">roku do 2<span class="_ _0"></span> </div><div class="t m0 xe2 h11 yff ffb fs6 fc0 sc0 ls0 ws0">lat  </div></div><div class="c xea y791 w100 hab"><div class="t m0 x13 h11 y158 ffd fs6 fc0 sc0 ls0 ws0">powyżej 2 <span class="ffb"> </span></div><div class="t m0 xb0 h11 y1ae ffb fs6 fc0 sc0 ls0 ws0">do 5 lat </div></div><div class="c x133 y791 w101 hab"><div class="t m0 x11d h11 y158 ffd fs6 fc0 sc0 ls0 ws0">powyżej <span class="ffb"> </span></div><div class="t m0 x2d h11 y1ae ffb fs6 fc0 sc0 ls0 ws0">5 lat </div></div><div class="c x12e y791 wfc hab"><div class="t m0 x28 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y792 w102 h14"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Aktywa finansowe wy<span class="_ _0"></span>ceniane według zam<span class="_ _0"></span>ortyzowanego ko<span class="_ _0"></span>sztu<span class="ffb"> </span></div></div><div class="c x94 y792 wfd h14"><div class="t m0 xd h11 ybd ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12f y792 w15 h14"><div class="t m0 x35 hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y792 wfe h14"><div class="t m0 x1f hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x131 y792 wfe h14"><div class="t m0 x1f hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x132 y792 wff h14"><div class="t m0 x70 hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xea y792 w100 h14"><div class="t m0 x35 hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y792 w101 h14"><div class="t m0 x36 hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12e y792 wfc h14"><div class="t m0 x28 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y793 wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczki ud<span class="_ _0"></span>zielone<span class="ff9"> </span></div></div><div class="c x10d y793 wfa h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">6 979 </div></div><div class="c x94 y793 wfd h28"><div class="t m0 x39 hb yff ff9 fs6 fc0 sc0 ls0 ws0">8 433 </div></div><div class="c x12f y793 w15 h28"><div class="t m0 xd9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">187<span class="ls0"> </span></div></div><div class="c x130 y793 wfe h28"><div class="t m0 xc0 hb yff ff9 fs6 fc0 sc0 ls1 ws0">617<span class="ls0"> </span></div></div><div class="c x131 y793 wfe h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x132 y793 wff h28"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y793 w100 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">7 566 </div></div><div class="c x133 y793 w101 h28"><div class="t m0 x22 hb yff ff9 fs6 fc0 sc0 ls1 ws0">52<span class="ls0"> </span></div></div><div class="c x12e y793 wfc h28"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y794 wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe<span class="ff9"> </span></div></div><div class="c x10d y794 wfa h28"><div class="t m0 x4a hb yff ff9 fs6 fc0 sc0 ls0 ws0">39 830 </div></div><div class="c x94 y794 wfd h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">39 830 </div></div><div class="c x12f y794 w15 h28"><div class="t m0 x32 hb yff ff9 fs6 fc0 sc0 ls0 ws0">39 830 </div></div><div class="c x130 y794 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y794 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x132 y794 wff h28"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y794 w100 h28"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x133 y794 w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y794 wfc h28"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y795 wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności z tytu<span class="_ _0"></span>łu umów leasingu<span class="ff9"> </span></div></div><div class="c x10d y795 wfa h28"><div class="t m0 xe2 hb yff ff9 fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c x94 y795 wfd h28"><div class="t m0 x4e hb yff ff9 fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c x12f y795 w15 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c x130 y795 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y795 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x132 y795 wff h28"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y795 w100 h28"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x133 y795 w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y795 wfc h28"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y796 wf9 h7f"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iężne i ich ekwiwalenty<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x10d y796 wfa h7f"><div class="t m0 x4a hb yff ff9 fs6 fc0 sc0 ls0 ws0">31 092 </div></div><div class="c x94 y796 wfd h7f"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">31 092 </div></div><div class="c x12f y796 w15 h7f"><div class="t m0 x32 hb yff ff9 fs6 fc0 sc0 ls0 ws0">31 092 </div></div><div class="c x130 y796 wfe h7f"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y796 wfe h7f"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x132 y796 wff h7f"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y796 w100 h7f"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x133 y796 w101 h7f"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y796 wfc h7f"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y797 wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe aktywa <span class="_ _0"></span>finansowe<span class="ff9"> </span></div></div><div class="c x10d y797 wfa h28"><div class="t m0 x6f hb yff ff9 fs6 fc0 sc0 ls1 ws0">592<span class="ls0"> </span></div></div><div class="c x94 y797 wfd h28"><div class="t m0 x37 hb yff ff9 fs6 fc0 sc0 ls1 ws0">592<span class="ls0"> </span></div></div><div class="c x12f y797 w15 h28"><div class="t m0 xd9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">573<span class="ls0"> </span></div></div><div class="c x130 y797 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y797 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x132 y797 wff h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls1 ws0">19<span class="ls0"> </span></div></div><div class="c xea y797 w100 h28"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x133 y797 w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y797 wfc h28"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y798 w102 h2e"><div class="t m0 xd h11 y13e ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _0"></span>finansowe wyceniane według za<span class="_ _0"></span>mortyzo<span class="_ _0"></span>wanego </div><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">kosztu </div></div><div class="c x94 y798 wfd h2e"><div class="t m0 xd h11 y13f ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12f y798 w15 h2e"><div class="t m0 x35 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y798 wfe h2e"><div class="t m0 x1f hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x131 y798 wfe h2e"><div class="t m0 x1f hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x132 y798 wff h2e"><div class="t m0 x70 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xea y798 w100 h2e"><div class="t m0 x35 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y798 w101 h2e"><div class="t m0 x36 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12e y798 wfc h2e"><div class="t m0 x28 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y799 wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu kredytów<span class="ff9"> </span></div></div><div class="c x10d y799 wfa h28"><div class="t m0 x21 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(86 262) </div></div><div class="c x94 y799 wfd h28"><div class="t m0 x20 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(100 309) </div></div><div class="c x12f y799 w15 h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(4 675) </div></div><div class="c x130 y799 wfe h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(4 652) </div></div><div class="c x131 y799 wfe h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(9 143) </div></div><div class="c x132 y799 wff h28"><div class="t m0 x4a hb yff ff9 fs6 fc0 sc0 ls0 ws0">(18 524) </div></div><div class="c xea y799 w100 h28"><div class="t m0 x65 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(29 976) </div></div><div class="c x133 y799 w101 h28"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(33 339) </div></div><div class="c x12e y799 wfc h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y79a wf9 h36"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu pożyczek otrzy<span class="_ _0"></span>manych<span class="ff9"> </span></div></div><div class="c x10d y79a wfa h36"><div class="t m0 x65 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(4 592) </div></div><div class="c x94 y79a wfd h36"><div class="t m0 x33 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(5 154) </div></div><div class="c x12f y79a w15 h36"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x130 y79a wfe h36"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y79a wfe h36"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x132 y79a wff h36"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y79a w100 h36"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(5 154) </div></div><div class="c x133 y79a w101 h36"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y79a wfc h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y79b wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu leasingu<span class="ff9"> </span></div></div><div class="c x10d y79b wfa h28"><div class="t m0 x65 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(5 878) </div></div><div class="c x94 y79b wfd h28"><div class="t m0 x33 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(6 489) </div></div><div class="c x12f y79b w15 h28"><div class="t m0 x19 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(752) </div></div><div class="c x130 y79b wfe h28"><div class="t m0 x6f hb yff ff9 fs6 fc0 sc0 ls0 ws0">(801) </div></div><div class="c x131 y79b wfe h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 504) </div></div><div class="c x132 y79b wff h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 976) </div></div><div class="c xea y79b w100 h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 455) </div></div><div class="c x133 y79b w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y79b wfc h28"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y79c wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia handlowe<span class="ff9"> </span></div></div><div class="c x10d y79c wfa h28"><div class="t m0 x21 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(39 817) </div></div><div class="c x94 y79c wfd h28"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(39 817) </div></div><div class="c x12f y79c w15 h28"><div class="t m0 x65 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(39 817) </div></div><div class="c x130 y79c wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y79c wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x132 y79c wff h28"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y79c w100 h28"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x133 y79c w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y79c wfc h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y79d wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe zobo<span class="_ _0"></span>wiązania finansowe<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x10d y79d wfa h28"><div class="t m0 x65 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 092) </div></div><div class="c x94 y79d wfd h28"><div class="t m0 x33 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 092) </div></div><div class="c x12f y79d w15 h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 092) </div></div><div class="c x130 y79d wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y79d wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x132 y79d wff h28"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y79d w100 h28"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x133 y79d w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y79d wfc h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y79e wf9 h14"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">Razem <span class="ffd">ekspozy<span class="_ _0"></span>cja na ryzyko płynności<span class="_ _0"></span></span> </div></div><div class="c x10d y79e wfa h14"><div class="t m0 x21 h11 yba ffb fs6 fc0 sc0 ls0 ws0">(59 140) </div></div><div class="c x94 y79e wfd h14"><div class="t m0 x24 h11 yba ffb fs6 fc0 sc0 ls0 ws0">(72 905) </div></div><div class="c x12f y79e w15 h14"><div class="t m0 x32 h11 yba ffb fs6 fc0 sc0 ls0 ws0">25 355 </div></div><div class="c x130 y79e wfe h14"><div class="t m0 x11 h11 yba ffb fs6 fc0 sc0 ls0 ws0">(4 836) </div></div><div class="c x131 y79e wfe h14"><div class="t m0 xb0 h11 yba ffb fs6 fc0 sc0 ls0 ws0">(10 636) </div></div><div class="c x132 y79e wff h14"><div class="t m0 x4a h11 yba ffb fs6 fc0 sc0 ls0 ws0">(20 481) </div></div><div class="c xea y79e w100 h14"><div class="t m0 x65 h11 yba ffb fs6 fc0 sc0 ls0 ws0">(29 019) </div></div><div class="c x133 y79e w101 h14"><div class="t m0 x24 h11 yba ffb fs6 fc0 sc0 ls0 ws0">(33 287) </div></div><div class="c x12e y79e wfc h14"><div class="t m0 x28 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 wf h25"><div class="t m0 xcb hac y79f ff4 fs10 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb hc y7a0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7a1 wf9 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x10d y7a1 wfa h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x94 y7a1 wfb h28"><div class="t m0 x8f h11 yff ffd fs6 fc0 sc0 ls0 ws0">Niezdyskontowa<span class="_ _0"></span>ne przepływy pieniężne wynik<span class="_ _0"></span>ające z umowy<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x12e y7a1 wfc h28"><div class="t m0 x27 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7a2 wf9 hab"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x10d y7a2 wfa hab"><div class="t m0 x20 h11 y158 ffd fs6 fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x28 h11 y1ae ffd fs6 fc0 sc0 ls0 ws0">księgowa<span class="ffb"> </span></div></div><div class="c x94 y7a2 wfd hab"><div class="t m0 x2a h11 y13e ffd fs6 fc0 sc0 ls0 ws0">Ogółem<span class="ffb"> </span></div></div><div class="c x12f y7a2 w15 hab"><div class="t m0 x1d h11 y158 ffb fs6 fc0 sc0 ls0 ws0">do  </div><div class="t m0 x28 h11 y1ae ffd fs6 fc0 sc0 ls0 ws0">3 miesięcy<span class="ffb"> </span></div></div><div class="c x130 y7a2 wfe hab"><div class="t m0 x11c h11 y430 ffd fs6 fc0 sc0 ls0 ws0">powyżej 3 </div><div class="t m0 x1e h11 y13e ffb fs6 fc0 sc0 ls0 ws0">do 6 </div><div class="t m0 x65 h11 yff ffd fs6 fc0 sc0 ls0 ws0">miesięcy<span class="ffb"> </span></div></div><div class="c x131 y7a2 wfe hab"><div class="t m0 x11c h11 y430 ffd fs6 fc0 sc0 ls0 ws0">powyżej 6 </div><div class="t m0 x2d h11 y13e ffb fs6 fc0 sc0 ls0 ws0">do 12 </div><div class="t m0 x65 h11 yff ffd fs6 fc0 sc0 ls0 ws0">miesięcy<span class="ffb"> </span></div></div><div class="c x132 y7a2 wff hab"><div class="t m0 x20 h11 y430 ffd fs6 fc0 sc0 ls0 ws0">powyżej 1 </div><div class="t m0 x2e h11 y13e ffb fs6 fc0 sc0 ls0 ws0">roku do 2<span class="_ _0"></span> </div><div class="t m0 xe2 h11 yff ffb fs6 fc0 sc0 ls0 ws0">lat  </div></div><div class="c xea y7a2 w100 hab"><div class="t m0 x13 h11 y158 ffd fs6 fc0 sc0 ls0 ws0">powyżej 2 <span class="ffb"> </span></div><div class="t m0 xb0 h11 y1ae ffb fs6 fc0 sc0 ls0 ws0">do 5 lat </div></div><div class="c x133 y7a2 w101 hab"><div class="t m0 x11d h11 y158 ffd fs6 fc0 sc0 ls0 ws0">powyżej <span class="ffb"> </span></div><div class="t m0 x2d h11 y1ae ffb fs6 fc0 sc0 ls0 ws0">5 lat </div></div><div class="c x12e y7a2 wfc hab"><div class="t m0 x28 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7a3 w102 h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Aktywa finansowe wy<span class="_ _0"></span>ceniane według zam<span class="_ _0"></span>ortyzowanego ko<span class="_ _0"></span>sztu<span class="ffb"> </span></div></div><div class="c x94 y7a3 wfd h28"><div class="t m0 xd h11 y17c ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12f y7a3 w15 h28"><div class="t m0 x35 hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y7a3 wfe h28"><div class="t m0 x1f hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x131 y7a3 wfe h28"><div class="t m0 x1f hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x132 y7a3 wff h28"><div class="t m0 x70 hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xea y7a3 w100 h28"><div class="t m0 x35 hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y7a3 w101 h28"><div class="t m0 x36 hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12e y7a3 wfc h28"><div class="t m0 x28 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7a4 wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczki ud<span class="_ _0"></span>zielone<span class="ff9"> </span></div></div><div class="c x10d y7a4 wfa h28"><div class="t m0 x4a hb yff ff9 fs6 fc0 sc0 ls0 ws0">11 838 </div></div><div class="c x94 y7a4 wfd h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">11 838 </div></div><div class="c x12f y7a4 w15 h28"><div class="t m0 xd9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">487<span class="ls0"> </span></div></div><div class="c x130 y7a4 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y7a4 wfe h28"><div class="t m0 x15 hb yff ff9 fs6 fc0 sc0 ls0 ws0">3 589 </div></div><div class="c x132 y7a4 wff h28"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y7a4 w100 h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">7 762 </div></div><div class="c x133 y7a4 w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y7a4 wfc h28"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7a5 wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe<span class="ff9"> </span></div></div><div class="c x10d y7a5 wfa h28"><div class="t m0 x4a hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 182 </div></div><div class="c x94 y7a5 wfd h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 182 </div></div><div class="c x12f y7a5 w15 h28"><div class="t m0 x32 hb yff ff9 fs6 fc0 sc0 ls0 ws0">22 182 </div></div><div class="c x130 y7a5 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y7a5 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x132 y7a5 wff h28"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y7a5 w100 h28"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x133 y7a5 w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y7a5 wfc h28"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7a6 wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iężne i ich ekwiwalenty<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x10d y7a6 wfa h28"><div class="t m0 x4a hb yff ff9 fs6 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x94 y7a6 wfd h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x12f y7a6 w15 h28"><div class="t m0 x32 hb yff ff9 fs6 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x130 y7a6 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y7a6 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x132 y7a6 wff h28"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y7a6 w100 h28"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x133 y7a6 w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y7a6 wfc h28"><div class="t m0 x28 hb y0 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y14c w102 h90"><div class="t m0 xd h11 y13e ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania finansowe <span class="_ _0"></span>wyceniane według zam<span class="_ _0"></span>ortyzowanego<span class="_ _0"></span> </div><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">kosztu </div></div><div class="c x94 y14c wfd h90"><div class="t m0 xd h11 y13f ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12f y14c w15 h90"><div class="t m0 x35 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y14c wfe h90"><div class="t m0 x1f hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x131 y14c wfe h90"><div class="t m0 x1f hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x132 y14c wff h90"><div class="t m0 x70 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xea y14c w100 h90"><div class="t m0 x35 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y14c w101 h90"><div class="t m0 x36 hc y13f ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12e y14c wfc h90"><div class="t m0 x28 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7a7 wf9 h37"><div class="t m0 xd hb y450 ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu kredytów<span class="ff9"> </span></div></div><div class="c x10d y7a7 wfa h37"><div class="t m0 x28 hb y450 ff9 fs6 fc0 sc0 ls0 ws0">(102 467) </div></div><div class="c x94 y7a7 wfd h37"><div class="t m0 x20 hb y450 ff9 fs6 fc0 sc0 ls0 ws0">(124 685) </div></div><div class="c x12f y7a7 w15 h37"><div class="t m0 x64 hb y450 ff9 fs6 fc0 sc0 ls0 ws0">(5 352) </div></div><div class="c x130 y7a7 wfe h37"><div class="t m0 x11 hb y450 ff9 fs6 fc0 sc0 ls0 ws0">(5 310) </div></div><div class="c x131 y7a7 wfe h37"><div class="t m0 xb0 hb y450 ff9 fs6 fc0 sc0 ls0 ws0">(10 424) </div></div><div class="c x132 y7a7 wff h37"><div class="t m0 x4a hb y450 ff9 fs6 fc0 sc0 ls0 ws0">(19 292) </div></div><div class="c xea y7a7 w100 h37"><div class="t m0 x65 hb y450 ff9 fs6 fc0 sc0 ls0 ws0">(35 192) </div></div><div class="c x133 y7a7 w101 h37"><div class="t m0 x24 hb y450 ff9 fs6 fc0 sc0 ls0 ws0">(49 115) </div></div><div class="c x12e y7a7 wfc h37"><div class="t m0 xd hb y450 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y7a8 wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu pożyczek otrzy<span class="_ _0"></span>manych<span class="ff9"> </span></div></div><div class="c x10d y7a8 wfa h28"><div class="t m0 x21 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(10 018) </div></div><div class="c x94 y7a8 wfd h28"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(10 018) </div></div><div class="c x12f y7a8 w15 h28"><div class="t m0 x37 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(77) </div></div><div class="c x130 y7a8 wfe h28"><div class="t m0 xb5 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x131 y7a8 wfe h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(5 593) </div></div><div class="c x132 y7a8 wff h28"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y7a8 w100 h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(4 349) </div></div><div class="c x133 y7a8 w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y7a8 wfc h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y78f wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu leasingu<span class="ff9"> </span></div></div><div class="c x10d y78f wfa h28"><div class="t m0 x65 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(4 649) </div></div><div class="c x94 y78f wfd h28"><div class="t m0 x33 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(5 209) </div></div><div class="c x12f y78f w15 h28"><div class="t m0 x19 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(498) </div></div><div class="c x130 y78f wfe h28"><div class="t m0 x6f hb yff ff9 fs6 fc0 sc0 ls0 ws0">(496) </div></div><div class="c x131 y78f wfe h28"><div class="t m0 x6f hb yff ff9 fs6 fc0 sc0 ls0 ws0">(966) </div></div><div class="c x132 y78f wff h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 382) </div></div><div class="c xea y78f w100 h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 867) </div></div><div class="c x133 y78f w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y78f wfc h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y150 wf9 h36"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia handlowe<span class="ff9"> </span></div></div><div class="c x10d y150 wfa h36"><div class="t m0 x21 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(19 325) </div></div><div class="c x94 y150 wfd h36"><div class="t m0 x24 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(19 325) </div></div><div class="c x12f y150 w15 h36"><div class="t m0 x65 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(19 325) </div></div><div class="c x130 y150 wfe h36"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y150 wfe h36"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x132 y150 wff h36"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y150 w100 h36"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x133 y150 w101 h36"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y150 wfc h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y151 wf9 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia pozostałe<span class="ff9"> </span></div></div><div class="c x10d y151 wfa h28"><div class="t m0 x65 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 053) </div></div><div class="c x94 y151 wfd h28"><div class="t m0 x33 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 068) </div></div><div class="c x12f y151 w15 h28"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 068) </div></div><div class="c x130 y151 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x131 y151 wfe h28"><div class="t m0 xba hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x132 y151 wff h28"><div class="t m0 x36 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xea y151 w100 h28"><div class="t m0 x4c hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x133 y151 w101 h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x12e y151 wfc h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y501 wf9 h34"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Razem ekspozy<span class="_ _0"></span>cja na ryzyko płynności<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x10d y501 wfa h34"><div class="t m0 x21 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(83 285) </div></div><div class="c x94 y501 wfd h34"><div class="t m0 x20 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(106 078) </div></div><div class="c x12f y501 w15 h34"><div class="t m0 x32 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">16 556 </div></div><div class="c x130 y501 wfe h34"><div class="t m0 x11 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(5 805) </div></div><div class="c x131 y501 wfe h34"><div class="t m0 xb0 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(13 394) </div></div><div class="c x132 y501 wff h34"><div class="t m0 x4a h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(20 674) </div></div><div class="c xea y501 w100 h34"><div class="t m0 x65 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(33 646) </div></div><div class="c x133 y501 w101 h34"><div class="t m0 x24 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(49 115) </div></div><div class="c x12e y501 wfc h34"><div class="t m0 x28 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 wf h25"><div class="t m0 xcb hc y7a9 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:375.320000px;bottom:95.240000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">64</span> </span></span></div><div class="t m0 x1 hc y211 ff4 fs6 fc0 sc0 ls0 ws0">Wykazana <span class="_ _c"> </span><span class="ff5">w <span class="_ _c"> </span>p<span class="_ _0"></span>owyższych <span class="_ _c"> </span>tabelach <span class="_ _c"> </span>ek<span class="_ _0"></span>spozycja <span class="_ _c"> </span>na <span class="_ _c"> </span>ryzyko <span class="_ _c"> </span>płynności <span class="_ _c"> </span>razem<span class="_ _0"></span> <span class="_ _c"> </span>została <span class="_ _1e"> </span>u<span class="_ _0"></span>stalona <span class="_ _c"> </span>jako <span class="_ _c"> </span>suma </span></div><div class="t m0 x1 hb y4e0 ff5 fs6 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _15"> </span>finan<span class="_ _0"></span>sowych, <span class="_ _14"> </span>p<span class="_ _0"></span>omniejszona <span class="_ _15"> </span>o <span class="_ _15"> </span>aktywa <span class="_ _15"> </span>finansowe <span class="_ _15"> </span>wyk<span class="_ _0"></span>orzystywane <span class="_ _15"> </span>przez <span class="_ _15"> </span>Spółkę <span class="_ _15"> </span>w <span class="_ _15"> </span>zarządzaniu </div><div class="t m0 x1 hc y4e1 ff4 fs6 fc0 sc0 ls0 ws0">ryzykiem <span class="ff5">p<span class="_ _0"></span>łynności.</span> </div><div class="t m0 x1 hb y215 ff5 fs6 fc0 sc0 ls0 ws0">Powyższa  analiza  niezdyskontowanych<span class="_ _0"></span> <span class="_ _13"> </span>umownych<span class="_ _0"></span>  przep<span class="_ _1"></span>ływów  pieniężnych<span class="_ _0"></span>  z <span class="_ _13"> </span>zobowiązań  finansowych  i </div><div class="t m0 x1 hb y216 ff5 fs6 fc0 sc0 ls0 ws0">aktywów  finansowych,  które <span class="_ _13"> </span>są  szybko  zbywalne  lub<span class="_ _1"></span>  w <span class="_ _13"> </span>stosunku<span class="_ _0"></span> <span class="_ _13"> </span>do  których  można <span class="_ _13"> </span>spodziewać  się,  że<span class="_ _1"></span> </div><div class="t m0 x1 hb y528 ff5 fs6 fc0 sc0 ls0 ws0">wygeneru<span class="_ _0"></span>ją w kró<span class="_ _0"></span>tkim terminie pr<span class="_ _0"></span>zepływy <span class="_ _0"></span>pieniężn<span class="_ _0"></span>e (środki p<span class="_ _0"></span>ieniężne, <span class="_ _0"></span>ich ekwiwalenty,<span class="_ _0"></span> należności <span class="_ _0"></span>handlowe </div><div class="t m0 x1 hc y4b9 ff5 fs6 fc0 sc0 ls0 ws0">oraz pożyczki udzielone) w<span class="_ _1"></span>ykazuje w <span class="_ _1"></span>odniesieniu<span class="_ _0"></span> <span class="_ _1"></span>do ich <span class="_ _1"></span>stanu <span class="_ _1"></span>na dzień <span class="_ _1"></span>31 gr<span class="_ _1"></span>udnia 202<span class="_ _0"></span><span class="ff4">4 <span class="_ _1"></span><span class="ff5">r. <span class="_ _1"></span>nadwyżk<span class="_ _0"></span>ę w<span class="_ _1"></span>pływów<span class="ff4"> </span></span></span></div><div class="t m0 x1 hc y240 ff5 fs6 fc0 sc0 ls0 ws0">środków p<span class="_ _0"></span>ieniężnych w <span class="_ _0"></span>wysokości <span class="_ _0"></span><span class="ff4">9 88<span class="_ _0"></span>3 </span>tys. <span class="_ _0"></span>zł w okr<span class="_ _0"></span>esie do 12 m<span class="_ _0"></span>iesięcy od <span class="_ _0"></span>dnia sprawozdawcze<span class="_ _0"></span>go<span class="_ _0"></span><span class="ff4"> </span>(na dzień </div><div class="t m0 x1 hc y241 ff4 fs6 fc0 sc0 ls0 ws0">31 grudnia 20<span class="_ _0"></span>23 <span class="ff5">r. nadwyżka wydatk<span class="_ _0"></span>ów w wysokości <span class="_ _0"></span></span>2 643 <span class="ff5">tys. zł).</span> </div><div class="t m0 x1 h4c y7aa ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y7ab ff4 fs6 fc0 sc0 ls0 ws0">Na 31 grudnia 2024 <span class="ff5">r. Spółka Vercom S.A. dysponuj</span>e <span class="ff5">limitem kredy<span class="_ _0"></span>tu w <span class="_ _1"></span>rachunku bieżącym w <span class="_ _0"></span>łącznej kwocie </span></div><div class="t m0 x1 hb y7ac ff5 fs6 fc0 sc0 ls0 ws0">5 <span class="_ _0"></span>000<span class="_ _0"></span> <span class="_ _0"></span>tys. <span class="_ _0"></span>zł <span class="_ _20"></span>(5 <span class="_ _0"></span>0<span class="_ _0"></span>00 <span class="_ _0"></span>tys. <span class="_ _0"></span>zł <span class="_ _20"></span>na <span class="_ _0"></span>dzień<span class="_ _0"></span> <span class="_ _0"></span>31 <span class="_ _0"></span>g<span class="_ _0"></span>rudnia <span class="_ _0"></span>2023 <span class="_ _20"></span>r.), <span class="_ _0"></span>w <span class="_ _20"></span>tym <span class="_ _0"></span>w <span class="_ _20"></span>mBank <span class="_ _20"></span>S.A. <span class="_ _0"></span>w <span class="_ _20"></span>kwocie <span class="_ _0"></span>3<span class="_ _0"></span> <span class="_ _0"></span>000 <span class="_ _20"></span>tys. <span class="_ _0"></span>zł <span class="_ _20"></span>oraz <span class="_ _0"></span>w </div><div class="t m0 x1 hc y7ad ff5 fs6 fc0 sc0 ls0 ws0">ING Bank Śląski S.A. w <span class="_ _0"></span>kwocie 2 000 <span class="_ _0"></span>tys. zł.<span class="ff4">  </span></div><div class="t m0 x1 h62 y423 ff4 fsf fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y7ae ff2 fs6 fc1 sc0 ls0 ws0">36.<span class="_ _1"></span>2.<span class="_ _1"></span>3.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff3">Ryz<span class="_ _1"></span>yk<span class="_ _1"></span>o s<span class="_ _b"></span>tóp p<span class="_ _1"></span>ro<span class="_ _1"></span>ce<span class="_ _1"></span>nt<span class="_ _1"></span>owy<span class="_ _1"></span>ch<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y7af ff4 fs6 fc0 sc0 ls0 ws0">Ryzyko zmiany <span class="ff5">stóp <span class="_ _1"></span>procentowych, na <span class="_ _1"></span>które e<span class="_ _1"></span>ksponowana jest <span class="_ _1"></span>Spółka Vercom S.A., <span class="_ _1"></span>związane jest <span class="_ _1"></span>z <span class="_ _1"></span>zawartymi </span></div><div class="t m0 x1 hb y7b0 ff5 fs6 fc0 sc0 ls0 ws0">umowami <span class="_ _14"></span>kredytowymi <span class="_ _14"></span>i <span class="_ _11"></span>p<span class="_ _0"></span>ożyczek, <span class="_ _14"></span>które <span class="_ _11"></span>oparte <span class="_ _14"></span>są <span class="_ _14"></span>o <span class="_ _11"></span>oprocento<span class="_ _0"></span>wanie <span class="_ _14"></span>zmienne, <span class="_ _11"></span>k<span class="_ _0"></span>alkulowane <span class="_ _14"></span>w <span class="_ _11"></span>korelac<span class="_ _0"></span>ji <span class="_ _11"></span>ze </div><div class="t m0 x1 hc y7b1 ff5 fs6 fc0 sc0 ls0 ws0">stawkami <span class="_ _21"> </span>rynko<span class="_ _0"></span>wymi <span class="_ _12"> </span>(międzybankowy<span class="_ _0"></span>mi) <span class="_ _21"> </span>–<span class="ff4"> <span class="_ _21"> </span></span>głównie <span class="_ _12"> </span>WIBO<span class="_ _0"></span>R <span class="_ _12"> </span>3M <span class="_ _21"> </span>i <span class="_ _21"> </span>EURIBOR<span class="_ _0"></span><span class="ff4"> <span class="_ _12"> </span><span class="ls1">3M</span>. <span class="_ _21"> </span></span>Poniższa <span class="_ _21"> </span>tabela </div><div class="t m0 x1 hb y7b2 ff5 fs6 fc0 sc0 ls0 ws0">przedstawia <span class="_ _0"></span>ekspozy<span class="_ _0"></span>cję na <span class="_ _0"></span>ryzyko <span class="_ _0"></span>zmiany <span class="_ _0"></span>stóp <span class="_ _0"></span>procentowych <span class="_ _0"></span>poprzez <span class="_ _0"></span>prezentację<span class="_ _0"></span> oprocentowan<span class="_ _0"></span>ych <span class="_ _0"></span>aktywów </div><div class="t m0 x1 hc y7b3 ff5 fs6 fc0 sc0 ls0 ws0">i zobowiązań<span class="_ _0"></span> finansowych w podziale<span class="_ _0"></span> według zmiennych <span class="_ _0"></span>i stałych stóp procentowych<span class="_ _20"></span><span class="ff4">: </span></div><div class="t m0 x1 hc y7b4 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y7b5 w103 had"><div class="t m0 xd h13 y7b6 ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x134 y7b5 w7d had"><div class="t m0 x19 h11 y7b7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xb9 y7b5 w7e had"><div class="t m0 x19 h11 y7b7 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y7b8 w103 h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Instrumenty o sta<span class="_ _0"></span>łej stopie procentowej<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x134 y7b8 w7d h28"><div class="t m0 xd h11 y17c ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y7b8 w7e h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y7b9 w103 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Aktywa finan<span class="_ _0"></span>sowe </div></div><div class="c x134 y7b9 w7d h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">46 898 </div></div><div class="c xb9 y7b9 w7e h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">34 020 </div></div><div class="c x1 y7ba w103 h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia finansowe<span class="ff9"> </span></div></div><div class="c x134 y7ba w7d h14"><div class="t m0 x1d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(43 252) </div></div><div class="c xb9 y7ba w7e h14"><div class="t m0 x1d hb ybc ff9 fs6 fc0 sc0 ls0 ws0">(27 286) </div></div><div class="c x1 y7bb w103 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x134 y7bb w7d h28"><div class="t m0 x1c h11 yff ffb fs6 fc0 sc0 ls0 ws0">3 646 </div></div><div class="c xb9 y7bb w7e h28"><div class="t m0 x1c h11 yff ffb fs6 fc0 sc0 ls0 ws0">6 734 </div></div><div class="c x1 y7bc w103 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">Instrumenty o <span class="_ _0"></span>zmiennej stopie procento<span class="_ _0"></span>wej </div></div><div class="c x134 y7bc w7d h28"><div class="t m0 xd h11 y17c ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y7bc w7e h28"><div class="t m0 xd hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y7bd w103 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Aktywa finan<span class="_ _0"></span>sowe </div></div><div class="c x134 y7bd w7d h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">31 603 </div></div><div class="c xb9 y7bd w7e h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x1 y7be w103 h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia finansowe<span class="ff9"> </span></div></div><div class="c x134 y7be w7d h28"><div class="t m0 x1d hb yff ff9 fs6 fc0 sc0 ls0 ws0">(94 389) </div></div><div class="c xb9 y7be w7e h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls0 ws0">(110 226) </div></div><div class="c x1 y7bf w103 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x134 y7bf w7d h28"><div class="t m0 x1d h11 yff ffb fs6 fc0 sc0 ls0 ws0">(62 786) </div></div><div class="c xb9 y7bf w7e h28"><div class="t m0 x1d h11 yff ffb fs6 fc0 sc0 ls0 ws0">(90 019) </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y7c0 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y7c1 ff5 fs6 fc0 sc0 ls0 ws0">Poniższa <span class="_ _14"> </span>tabela <span class="_ _15"> </span>przedstawia <span class="_ _15"> </span>wpływ <span class="_ _14"> </span>zmian<span class="_ _0"></span>y <span class="_ _14"></span>stopy <span class="_ _14"> </span>pro<span class="_ _0"></span>centowej <span class="_ _14"></span>na <span class="_ _14"></span>wynik <span class="_ _14"> </span>finan<span class="_ _0"></span>sowy <span class="_ _14"></span>przed <span class="_ _14"> </span>opodatk<span class="_ _0"></span>owaniem </div><div class="t m0 x1 hc y7c2 ff5 fs6 fc0 sc0 ls0 ws0">Spółki Verco<span class="_ _0"></span>m S.A. w odniesieniu d<span class="_ _0"></span>o instrumentów oprocentowany<span class="_ _0"></span>ch zmienną stopą pro<span class="_ _0"></span>centową<span class="_ _0"></span><span class="ff4">: </span></div><div class="t m0 x1 hc y7c3 ff4 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x1 yab w104 h7b"><div class="t m0 xd h41 y7c4 ffb fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c yab w105 h7b"><div class="t m0 x64 h41 y1f2 ffb fs1 fc0 sc0 ls0 ws0">Zysk lub strata  </div><div class="t m0 x4a h41 ye0 ffd fs1 fc0 sc0 ls0 ws0">bieżącego okresu<span class="ffb"> </span></div></div><div class="c x66 yab w46 h7b"><div class="t m0 xd h8c y3d1 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x135 yab w105 h7b"><div class="t m0 x18 h41 y3d1 ffd fs1 fc0 sc0 ls0 ws0">Kapitał własny<span class="ffb"> </span></div></div><div class="c x1 y7c5 w104 hae"><div class="t m0 xd h5b y1f6 ff13 fs1 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x5c y7c5 w106 hae"><div class="t m0 x2e h41 y1f2 ffb fs1 fc0 sc0 ls0 ws0">wzrost  </div><div class="t m0 x12 h41 ye0 ffb fs1 fc0 sc0 ls0 ws0">o 100 p.b. </div></div><div class="c x136 y7c5 w46 hae"><div class="t m0 xd h41 y3d1 ffb fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y7c5 w107 hae"><div class="t m0 x11c h41 y1f2 ffb fs1 fc0 sc0 ls0 ws0">spadek  </div><div class="t m0 x12 h41 ye0 ffb fs1 fc0 sc0 ls0 ws0">o 100 p.b. </div></div><div class="c x66 y7c5 w46 hae"><div class="t m0 xd h41 y1f6 ffb fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x135 y7c5 w106 hae"><div class="t m0 x2e h41 y1f2 ffb fs1 fc0 sc0 ls0 ws0">wzrost  </div><div class="t m0 x12 h41 ye0 ffb fs1 fc0 sc0 ls0 ws0">o 100 p.b. </div></div><div class="c xa5 y7c5 w46 hae"><div class="t m0 xd h41 y3d1 ffb fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x57 y7c5 w107 hae"><div class="t m0 x11c h41 y1f2 ffb fs1 fc0 sc0 ls0 ws0">spadek  </div><div class="t m0 x12 h41 ye0 ffb fs1 fc0 sc0 ls0 ws0">o 100 p.b. </div></div><div class="c x1 y33 w104 h34"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x5c y33 w106 h34"><div class="t m0 xd h11 y3e5 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x136 y33 w46 h34"><div class="t m0 x28 hc y3e5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y33 w107 h34"><div class="t m0 x63 hc y3e5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y33 w46 h34"><div class="t m0 x28 hc y3e5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x135 y33 w106 h34"><div class="t m0 x63 hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y33 w46 h34"><div class="t m0 x28 hc y3e5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x57 y33 w107 h34"><div class="t m0 x63 hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3dc w104 h34"><div class="t m0 xd hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">Instrumenty<span class="_ _0"></span> o zmiennej stopie procentowej<span class="_ _0"></span> </div></div><div class="c x5c y3dc w106 h34"><div class="t m0 x137 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">(628) </div></div><div class="c x136 y3dc w46 h34"><div class="t m0 xd hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y3dc w107 h34"><div class="t m0 x2c hb y1aa ff9 fs6 fc0 sc0 ls1 ws0">628<span class="ls0"> </span></div></div><div class="c x66 y3dc w46 h34"><div class="t m0 xd hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x135 y3dc w106 h34"><div class="t m0 x137 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">(628) </div></div><div class="c xa5 y3dc w46 h34"><div class="t m0 xd hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x57 y3dc w107 h34"><div class="t m0 x2c hb y13c ff9 fs6 fc0 sc0 ls1 ws0">628<span class="ls0"> </span></div></div><div class="c x1 y7c6 w104 h34"><div class="t m0 xd h11 y1aa ffd fs6 fc0 sc0 ls0 ws0">Wpływ zmiany sto<span class="_ _0"></span>py procentowej<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x5c y7c6 w106 h34"><div class="t m0 x137 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(628) </div></div><div class="c x136 y7c6 w46 h34"><div class="t m0 xd h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y7c6 w107 h34"><div class="t m0 x2c h11 y1aa ffb fs6 fc0 sc0 ls1 ws0">628<span class="ls0"> </span></div></div><div class="c x66 y7c6 w46 h34"><div class="t m0 xd h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x135 y7c6 w106 h34"><div class="t m0 x137 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(628) </div></div><div class="c xa5 y7c6 w46 h34"><div class="t m0 xd h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x57 y7c6 w107 h34"><div class="t m0 x2c h11 y1aa ffb fs6 fc0 sc0 ls1 ws0">628<span class="ls0"> </span></div></div><div class="c x1 y7c7 w104 h34"><div class="t m0 xd h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x5c y7c7 w106 h34"><div class="t m0 xd h11 y3e5 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x136 y7c7 w46 h34"><div class="t m0 x28 hc y3e5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb6 y7c7 w107 h34"><div class="t m0 x63 hc y3e5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y7c7 w46 h34"><div class="t m0 x28 hc y3e5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x135 y7c7 w106 h34"><div class="t m0 x63 hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa5 y7c7 w46 h34"><div class="t m0 x28 hc y3e5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x57 y7c7 w107 h34"><div class="t m0 x63 hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y323 w104 h34"><div class="t m0 xd hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">Instrumenty<span class="_ _0"></span> o zmiennej stopie procen<span class="_ _0"></span>towej </div></div><div class="c x5c y323 w106 h34"><div class="t m0 x137 hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">(900) </div></div><div class="c x136 y323 w46 h34"><div class="t m0 xd hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y323 w107 h34"><div class="t m0 x2c hb y1aa ff9 fs6 fc0 sc0 ls1 ws0">900<span class="ls0"> </span></div></div><div class="c x66 y323 w46 h34"><div class="t m0 xd hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x135 y323 w106 h34"><div class="t m0 x137 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">(900) </div></div><div class="c xa5 y323 w46 h34"><div class="t m0 xd hb y1aa ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x57 y323 w107 h34"><div class="t m0 x2c hb y13c ff9 fs6 fc0 sc0 ls1 ws0">900<span class="ls0"> </span></div></div><div class="c x1 y7c8 w104 h34"><div class="t m0 xd h11 y1aa ffd fs6 fc0 sc0 ls0 ws0">Wpływ zmiany sto<span class="_ _0"></span>py procentowej<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x5c y7c8 w106 h34"><div class="t m0 x137 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(900) </div></div><div class="c x136 y7c8 w46 h34"><div class="t m0 xd h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y7c8 w107 h34"><div class="t m0 x2c h11 y1aa ffb fs6 fc0 sc0 ls1 ws0">900<span class="ls0"> </span></div></div><div class="c x66 y7c8 w46 h34"><div class="t m0 xd h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x135 y7c8 w106 h34"><div class="t m0 x137 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">(900) </div></div><div class="c xa5 y7c8 w46 h34"><div class="t m0 xd h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x57 y7c8 w107 h34"><div class="t m0 x2c h11 y1aa ffb fs6 fc0 sc0 ls1 ws0">900<span class="ls0"> </span></div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y501 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA38AAAWjCAIAAADn+R+2AAAACXBIWXMAABYlAAAWJQFJUiTwAAAWkklEQVR42u3WMQEAAAjDMMC/5/EhgSuR0KtVAADwpZOoAADAj5EAAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcpAQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuUwIAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3KcEAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPCQAAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnxIAAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4lAADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9SgAAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+5QAAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcpAQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuUwIAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3KcEAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAAAAAAAADOAprlDj3rsaWvAAAAAElFTkSuQmCC"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">65</span> </span></span></div><div class="t m0 x1 h3b y211 ff2 fs6 fc1 sc0 ls0 ws0">36.<span class="_ _1"></span>2.<span class="_ _1"></span>4.<span class="_ _1"></span><span class="fff"> <span class="_ _1d"> </span><span class="ff2">Ryz<span class="_ _1"></span>yk<span class="_ _1"></span>o w<span class="_ _1"></span>al<span class="_ _1"></span>u<span class="_ _1"></span>towe<span class="_ _1"></span> </span></span></div><div class="t m0 x1 hc y4e0 ff4 fs6 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _0"></span>walutowe, <span class="_ _0"></span><span class="ff5">na <span class="_ _0"></span>które ekspo<span class="_ _0"></span>nowana <span class="_ _0"></span>jest Spółka <span class="_ _0"></span>Vercom<span class="_ _0"></span></span> <span class="_ _0"></span><span class="ff5">S.A. to <span class="_ _0"></span>ryzyko<span class="_ _0"></span> poniesienia <span class="_ _0"></span>straty z <span class="_ _0"></span>tytułu <span class="_ _0"></span>zmian </span></div><div class="t m0 x1 hb y4e1 ff5 fs6 fc0 sc0 ls0 ws0">kursów <span class="_ _13"> </span>walutowych, <span class="_ _13"> </span>generowane <span class="_ _15"> </span>p<span class="_ _0"></span>rzez <span class="_ _13"> </span>utrzymywanie <span class="_ _13"> </span>ot<span class="_ _1"></span>wartych <span class="_ _13"> </span>pozycji <span class="_ _13"> </span>walutowych <span class="_ _15"> </span>w <span class="_ _13"> </span>walutach <span class="_ _13"> </span>obcych. </div><div class="t m0 x1 hb y215 ff5 fs6 fc0 sc0 ls0 ws0">Poniższa  tabela  przedstawia <span class="_ _13"> </span>ekspozy<span class="_ _0"></span>cję <span class="_ _13"> </span>na  ryzyko  walutowe <span class="_ _13"> </span>poprze<span class="_ _0"></span>z <span class="_ _13"> </span>prezen<span class="_ _0"></span>tację <span class="_ _13"> </span>aktywów  i  zobowiązań </div><div class="t m0 x1 hc y216 ff5 fs6 fc0 sc0 ls0 ws0">wyrażony<span class="_ _0"></span>ch<span class="ff4"> w walutach obcych<span class="_ _0"></span>:</span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf42" class="pf wd h25" ><div class="pc pc42 wd h25"><img class="bi xca y446 w77 h76" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUYAAAO1CAIAAAAt9ai7AAAACXBIWXMAABYlAAAWJQFJUiTwAAAUKElEQVR42u3aMW4DQQwEQY2x//8yHZzARJGzHbkqOcYELmgsXy8AAACgUGbGFgAAAKDOjxUAAACApAcAAAAkPQAAACDpAQAAQNIDAAAAkh4AAACQ9AAAACDpAQAAAEkPAAAASHoAAABA0gMAAICkBwAAACQ9AAAAIOkBAABA0gMAAACSHgAAAJD0AAAAIOkBAAAASQ8AAABIegAAAEDSAwAAgKQHAAAAJD0AAAAg6QEAAEDSAwAAAJIeAAAAkPQAAAAg6QEAAABJDwAAAEh6AAAAQNIDAACApAcAAAAkPQAAACDpAQAAQNIDAAAAkh4AAACQ9AAAACDpAQAAAEkPAAAASHoAAABA0gMAAICkBwAAACQ9AAAAIOkBAABA0gMAAACSHgAAAJD0AAAAIOkBAAAASQ8AAABIegAAAEDSAwAAgKQHAAAAJD0AAADwN2enJNYBAAAAl5uZZ/BKDwAAAJWycQ8AAAAU8UoPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAICkBwAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAgKQHAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAACApAcAAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAICkBwAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAgKQHAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAACApAcAAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAAJD0AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAAAkPQAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAACQ9AAAAlDs7JbEOAAAAuNzMPINXegAAAKiUjXsAAACgiFd6AAAAkPQAAACApAcAAAAkPQAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAASHoAAACQ9AAAAICkBwAAACQ9AAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAABIegAAAJD0AAAAgKQHAAAAJD0AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAEh6AAAAkPQAAACApAcAAAAkPQAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAASHoAAACQ9AAAAICkBwAAACQ9AAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAABIegAAAJD0AAAAgKQHAAAAJD0AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAEh6AAAAkPQAAACApAcAAAAkPQAAAEh6AAAAQNIDAAAAkh4AAACQ9AAAACDpAQAAAEkPAAAASHoAAACQ9AAAAICkBwAAACQ9AAAASHoAAABA0gMAAACSHgAAAJD0AAAAIOkBAAAASQ8AAABIegAAAJD0AAAAgKQHAAAAJD0AAABIegAAAEDSAwAAAJIeAAAAkPQAAAAg6QEAAABJDwAAAEh6AAAAkPQAAACApAcAAAAkPQAAAEh6AAAAQNIDAAAAkh4AAACQ9AAAACDpAQAAAEkPAAAASHoAAACQ9AAAAICkBwAAACQ9AAAASHoAAABA0gMAAACSHgAAAJD0AAAAIOkBAAAASQ8AAABIegAAAJD0AAAAgKQHAAAAJD0AAABIegAAAEDSAwAAAJIeAAAAkPQAAAAg6QEAAABJDwAAAEh6AAAAkPQAAACApAcAAAAkPQAAAEh6AAAAQNIDAAAAkh4AAACQ9AAAACDpAQAAAEkPAAAASHoAAACQ9AAAAICkBwAAACQ9AAAAIOkBAABA0gMAAACSHgAAAJD0AAAAIOkBAAAASQ8AAABIegAAAJD0AAAAgKQHAAAAJD0AAAAg6QEAAEDSAwAAAJIeAAAAkPQAAAAg6QEAAABJDwAAAEh6AAAAkPQAAACApAcAAAAkPQAAACDpAQAAQNIDAAAAkh4AAACQ9AAAACDpAQAAAEkPAAAASHoAAACQ9AAAAICkBwAAACQ9AAAAIOkBAABA0gMAAACSHgAAAJD0AAAAIOkBAAAASQ8AAABIegAAAJD0AAAAgKQHAAAAJD0AAAAg6QEAAEDSAwAAAJIeAAAAkPQAAAAg6QEAAABJDwAAAEh6AAAAkPQAAACApAcAAAAkPQAAACDpAQAAQNIDAAAAkh4AAACQ9AAAACDpAQAAAEkPAAAASHoAAAD4985OSawDAAD4NDN6Aa76Jd8hvxMAAABQxOE9AAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAAJD0AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAAAkPQAAAEh6AAAAQNIDAAAAkh4AAAC+1dkpiXUAAADA5WbmGbzSAwAAQKVs3AMAAABFHN4DAABAE4f3AAAA0M3hPQAAAFTySg8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAgKQHAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAACApAcAAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAICkBwAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAgKQHAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAACApAcAAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAICkBwAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAAAkPQAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAACQ9AAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAAJD0AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAAAkPQAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAACQ9AAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAAJD0AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJLeCgAAAKDR2SmJdQAAAJ9mRi/AVb/kO+R3AgAAAIo4vAcAAABJDwAAAEh6AAAAQNIDAACApAcAAAAkPQAAACDpAQAAQNIDAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAICkBwAAACQ9AAAAIOkBAABA0gMAAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAwLc6zyeJXQAAAMD9ZuYZvNIDAABApWzcAwAAAEUc3gMAAEATh/cAAADQzeE9AAAAVPJKDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAACApAcAAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAICkBwAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAgKQHAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAACApAcAAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAICkBwAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAgKQHAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAAEkPAAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAASQ8AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAABJDwAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAACQ9AAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAAJD0AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAAAkPQAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkh4AAACQ9AAAAICkBwAAACQ9AAAASHoAAABA0gMAAACSHgAAACQ9AAAAIOkBAAAASQ8AAACSHgAAAJD0AAAAgKQHAAAAJD0AAABIegAAAEDSAwAAAJIeAAAAJD0AAAAg6QEAAABJDwAAAJIeAAAAkPQAAACApAcAAAAkPQAAAEh6AAAAQNIDAAAAkh4AAAAkPQAAACDpAQAAAEkPAAAAkt4KAAAAQNIDAAAAkh4AAACQ9AAAACDpAQAAAEkPAAAASHoAAACQ9AAAAICkBwAAACQ9AAAAIOkBAABA0gMAAACSHgAAAJD0AAAAIOkBAAAASQ8AAABIegAAAJD0AAAAgKQHAAAAJD0AAAAg6QEAAEDSAwAAAJIeAAAAkPQAAAAg6QEAAABJDwAAAEh6AAAAkPQAAACApAcAAAAkPQAAACDpAQAAQNIDAAAAkh4AAACQ9AAAACDpAQAAAEkPAAAASHoAAACQ9AAAAICkBwAAACQ9AAAAIOkBAABA0gMAAACSHgAAAJD0AAAAIOkBAAAASQ8AAABIegAAAJD0AAAAgKQHAAAAJD0AAAAg6QEAAEDSAwAAAJIeAAAAkPQAAAAg6QEAAABJDwAAAEh6AAAAkPQAAACApAcAAAAkPQAAACDpAQAAQNIDAAAAkh4AAACQ9AAAACDpAQAAAEkPAAAASHoAAABA0gMAAICkBwAAACQ9AAAAIOkBAABA0gMAAACSHgAAAJD0AAAAIOkBAAAASQ8AAABIegAAAEDSAwAAgKQHAAAAJD0AAAAg6QEAAEDSAwAAAJIeAAAAkPQAAAAg6QEAAABJDwAAAEh6AAAAQNIDAACApAcAAAAkPQAAACDpAQAAQNIDAAAAkh4AAAAAAAAAAAAAADr8ArstQFFWAnNKAAAAAElFTkSuQmCC"/><div class="c x0 y0 wf h25"><div class="t m0 xcb h7 y447 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 xcb h1 y448 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok <span class="_ _1"></span>obrotowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 xcb h8 y449 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 xcb h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią inte<span class="_ _1"></span>gralną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _10"> </span><span class="ls1">66</span> </span></span></div><div class="t m0 xcb hc y46d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7c9 w108 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x138 y7c9 w46 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x139 y7c9 w109 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x13a y7c9 w10a h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x10c y7c9 w51 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x12d y7c9 w10b h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y7c9 w10c h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x13b y7c9 w10d h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x13c y7c9 w10d h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x13d y7c9 w10e h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x13e y7c9 w10f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x13f y7c9 w110 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x140 y7c9 w111 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x141 y7c9 w112 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y7ca w108 h14"><div class="t m0 xd h2c y15f ffb fs0 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x138 y7ca w46 h14"><div class="t m0 xd h2c y3d4 ffb fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7cb w109 haf"><div class="t m0 x68 h2c y7cc ffd fs0 fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x28 h2c y7cd ffd fs0 fc0 sc0 ls0 ws0">księgowa<span class="ffb"> </span></div></div><div class="c x13a y7ce w10a hb0"><div class="t m0 x28 h2c y7cf ffd fs0 fc0 sc0 ls0 ws0">w tym wartość<span class="_ _1"></span> w </div><div class="t m0 x27 h2c y7d0 ffd fs0 fc0 sc0 ls0 ws0">EUR wyrażon<span class="_ _1"></span>a w </div><div class="t m0 x32 h2c y7d1 ffb fs0 fc0 sc0 ls0 ws0">walucie </div><div class="t m0 x16 h2c y6bf ffb fs0 fc0 sc0 ls0 ws0">funkcjonalnej<span class="_ _1"></span> </div></div><div class="c x10c y7ce w51 hb0"><div class="t m0 x46 h2c y7cf ffd fs0 fc0 sc0 ls0 ws0">w tym wartość<span class="_ _1"></span> w </div><div class="t m0 x12 h2c y7d0 ffd fs0 fc0 sc0 ls0 ws0">CZK wyrażona w<span class="_ _1"></span> </div><div class="t m0 x18 h2c y7d1 ffb fs0 fc0 sc0 ls0 ws0">walucie </div><div class="t m0 x21 h2c y6bf ffb fs0 fc0 sc0 ls0 ws0">funkcjonalnej<span class="_ _1"></span> </div></div><div class="c x12d y7ce w10b hb0"><div class="t m0 x27 h2c y7cf ffd fs0 fc0 sc0 ls0 ws0">w tym wartość<span class="_ _1"></span> </div><div class="t m0 xb0 h2c y7d0 ffb fs0 fc0 sc0 ls0 ws0">w USD </div><div class="t m0 x11c h2c y7d1 ffd fs0 fc0 sc0 ls0 ws0">wyrażona w </div><div class="t m0 x4a h2c y6bf ffb fs0 fc0 sc0 ls0 ws0">walucie </div><div class="t m0 x28 h2c y7d2 ffb fs0 fc0 sc0 ls0 ws0">funkcjonalnej<span class="_ _1"></span> </div></div><div class="c xf6 y7cb w113 haf"><div class="t m0 x24 h2c y7cc ffd fs0 fc0 sc0 ls0 ws0">wpływ ryzyka </div><div class="t m0 x16 h2c y7cd ffb fs0 fc0 sc0 ls0 ws0">waluty EUR n<span class="_ _1"></span>a </div><div class="t m0 x20 h2c y7d3 ffb fs0 fc0 sc0 ls0 ws0">wynik finans<span class="_ _1"></span>owy </div></div><div class="c x13c y7cb w114 haf"><div class="t m0 xf h2c y7cc ffd fs0 fc0 sc0 ls0 ws0">wpływ ryzyka </div><div class="t m0 x2e h2c y7cd ffb fs0 fc0 sc0 ls0 ws0">waluty CZK na </div><div class="t m0 x68 h2c y7d3 ffb fs0 fc0 sc0 ls0 ws0">wynik finans<span class="_ _1"></span>owy </div></div><div class="c x13e y7cb w115 haf"><div class="t m0 xf h2c y7cc ffd fs0 fc0 sc0 ls0 ws0">wpływ ryzyka </div><div class="t m0 x21 h2c y7cd ffb fs0 fc0 sc0 ls0 ws0">waluty USD na<span class="_ _1"></span> </div><div class="t m0 x13 h2c y7d3 ffb fs0 fc0 sc0 ls0 ws0">wynik finans<span class="_ _1"></span>owy </div></div><div class="c x140 y7cb w116 haf"><div class="t m0 xd h2c y7cc ffd fs0 fc0 sc0 ls0 ws0">łączny wpływ r<span class="_ _1"></span>yzyka </div><div class="t m0 x11e h2c y7cd ffb fs0 fc0 sc0 ls0 ws0">walutowego n<span class="_ _1"></span>a </div><div class="t m0 x21 h2c y7d3 ffb fs0 fc0 sc0 ls0 ws0">wynik finans<span class="_ _1"></span>owy </div></div><div class="c xcb y7cb w108 hb1"><div class="t m0 xd hb2 y15f ff13 fs0 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x138 y7cb w46 hb1"><div class="t m0 xd hb2 y0 ffc fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7ce w108 h1e"><div class="t m0 xd hb2 y15f ffc fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x138 y7ce w46 h1e"><div class="t m0 xd h2c y15f ffb fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x139 y7ce w109 h1e"><div class="t m0 x64 h2c y509 ffb fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y7ce w10c h1e"><div class="t m0 x16 h2c y509 ffb fs0 fc0 sc0 ls0 ws0">-<span class="ls1">1%</span> </div></div><div class="c x13b y7ce w10d h1e"><div class="t m0 x11d h2c y509 ffb fs0 fc0 sc0 ls1 ws0">1%<span class="ls0"> </span></div></div><div class="c x13c y7ce w10d h1e"><div class="t m0 x55 h2c y509 ffb fs0 fc0 sc0 ls0 ws0">-<span class="ls1">1%</span> </div></div><div class="c x13d y7ce w10e h1e"><div class="t m0 x55 h2c y509 ffb fs0 fc0 sc0 ls1 ws0">1%<span class="ls0"> </span></div></div><div class="c x13e y7ce w10f h1e"><div class="t m0 x21 h2c y509 ffb fs0 fc0 sc0 ls0 ws0">-<span class="ls1">1%</span> </div></div><div class="c x13f y7ce w110 h1e"><div class="t m0 x55 h2c y509 ffb fs0 fc0 sc0 ls1 ws0">1%<span class="ls0"> </span></div></div><div class="c x140 y7ce w111 h1e"><div class="t m0 x55 h2c y509 ffb fs0 fc0 sc0 ls0 ws0">-<span class="ls1">1%</span> </div></div><div class="c x141 y7ce w112 h1e"><div class="t m0 x11e h2c y509 ffb fs0 fc0 sc0 ls1 ws0">1%<span class="ls0"> </span></div></div><div class="c xcb y7d4 w108 h34"><div class="t m0 xd h41 y1f6 ffb fs1 fc0 sc0 ls0 ws0">Aktywa </div></div><div class="c x138 y7d4 w46 h34"><div class="t m0 xd h41 y3e5 ffb fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7d4 w109 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y7d4 w10a h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y7d4 w51 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12d y7d4 w10b h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y7d4 w10c h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y7d4 w10d h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y7d4 w10d h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y7d4 w10e h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y7d4 w10f h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y7d4 w110 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y7d4 w111 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y7d4 w112 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7d5 w108 hb3"><div class="t m0 xd h8c y1f5 ffe fs1 fc0 sc0 ls0 ws0">Środki pieniężne i ich </div><div class="t m0 xd h8c y1f6 ff9 fs1 fc0 sc0 ls0 ws0">ekwiwalenty </div></div><div class="c x138 y7d5 w46 hb3"><div class="t m0 xd h8c y7d6 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7d5 w109 hb3"><div class="t m0 x65 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">31 092 </div></div><div class="c x13a y7d5 w10a hb3"><div class="t m0 x4c h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">1 170 </div></div><div class="c x10c y7d5 w51 hb3"><div class="t m0 xbb h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x12d y7d5 w10b hb3"><div class="t m0 x4d h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">1 637 </div></div><div class="c xf6 y7d5 w10c hb3"><div class="t m0 x33 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">(12) </div></div><div class="c x13b y7d5 w10d hb3"><div class="t m0 x39 h8c y27a ff9 fs1 fc0 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x13c y7d5 w10d hb3"><div class="t m0 x30 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7d5 w10e hb3"><div class="t m0 x2d h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7d5 w10f hb3"><div class="t m0 xb0 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">(16) </div></div><div class="c x13f y7d5 w110 hb3"><div class="t m0 x31 h8c y27a ff9 fs1 fc0 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x140 y7d5 w111 hb3"><div class="t m0 x64 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">(28) </div></div><div class="c x141 y7d5 w112 hb3"><div class="t m0 x19 h8c y27a ff9 fs1 fc0 sc0 ls1 ws0">28<span class="ls0"> </span></div></div><div class="c xcb y45b w108 h66"><div class="t m0 xd h8c y1f5 ffe fs1 fc0 sc0 ls0 ws0">Należności z tytułu umów </div><div class="t m0 xd h8c y1f6 ff9 fs1 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c x138 y45b w46 h66"><div class="t m0 xd h8c y7d7 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y45b w109 h66"><div class="t m0 x4d h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x13a y45b w10a h66"><div class="t m0 xa9 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x10c y45b w51 h66"><div class="t m0 xa9 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y45b w10b h66"><div class="t m0 xc9 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y45b w10c h66"><div class="t m0 xb2 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13b y45b w10d h66"><div class="t m0 x30 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13c y45b w10d h66"><div class="t m0 x30 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y45b w10e h66"><div class="t m0 x2d h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y45b w10f h66"><div class="t m0 x15 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y45b w110 h66"><div class="t m0 x15 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y45b w111 h66"><div class="t m0 x37 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x141 y45b w112 h66"><div class="t m0 x1e h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y7d8 w108 h34"><div class="t m0 xd h8c y1f6 ffe fs1 fc0 sc0 ls0 ws0">Należności handlowe<span class="ff9"> </span></div></div><div class="c x138 y7d8 w46 h34"><div class="t m0 xd h8c y3e5 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7d8 w109 h34"><div class="t m0 x65 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">39 830 </div></div><div class="c x13a y7d8 w10a h34"><div class="t m0 xc9 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">422<span class="ls0"> </span></div></div><div class="c x10c y7d8 w51 h34"><div class="t m0 xa9 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y7d8 w10b h34"><div class="t m0 xb5 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">13<span class="ls0"> </span></div></div><div class="c xf6 y7d8 w10c h34"><div class="t m0 x31 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(4) </div></div><div class="c x13b y7d8 w10d h34"><div class="t m0 x6f h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x13c y7d8 w10d h34"><div class="t m0 x30 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7d8 w10e h34"><div class="t m0 x2d h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7d8 w10f h34"><div class="t m0 x15 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y7d8 w110 h34"><div class="t m0 x15 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y7d8 w111 h34"><div class="t m0 x76 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(4) </div></div><div class="c x141 y7d8 w112 h34"><div class="t m0 x30 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c xcb y7d9 w108 h34"><div class="t m0 xd h8c y1f6 ffe fs1 fc0 sc0 ls0 ws0">Pożyczki udzielone<span class="ff9"> </span></div></div><div class="c x138 y7d9 w46 h34"><div class="t m0 xd h8c y3e5 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7d9 w109 h34"><div class="t m0 x137 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">6 979 </div></div><div class="c x13a y7d9 w10a h34"><div class="t m0 xc9 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">179<span class="ls0"> </span></div></div><div class="c x10c y7d9 w51 h34"><div class="t m0 xa9 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y7d9 w10b h34"><div class="t m0 xc9 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y7d9 w10c h34"><div class="t m0 x31 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(2) </div></div><div class="c x13b y7d9 w10d h34"><div class="t m0 x6f h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">2 </div></div><div class="c x13c y7d9 w10d h34"><div class="t m0 x30 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7d9 w10e h34"><div class="t m0 x2d h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7d9 w10f h34"><div class="t m0 x15 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y7d9 w110 h34"><div class="t m0 x15 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y7d9 w111 h34"><div class="t m0 x76 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(2) </div></div><div class="c x141 y7d9 w112 h34"><div class="t m0 x30 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">2 </div></div><div class="c xcb y7da w108 h34"><div class="t m0 xd h8c y1f6 ffe fs1 fc0 sc0 ls0 ws0">Pozostałe aktywa finansowe<span class="ff9"> </span></div></div><div class="c x138 y7da w46 h34"><div class="t m0 xd h8c y0 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7da w109 h34"><div class="t m0 x2c h8c y1f6 ff9 fs1 fc0 sc0 ls1 ws0">592<span class="ls0"> </span></div></div><div class="c x13a y7da w10a h34"><div class="t m0 xd3 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x10c y7da w51 h34"><div class="t m0 xa9 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y7da w10b h34"><div class="t m0 xc9 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y7da w10c h34"><div class="t m0 xb2 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13b y7da w10d h34"><div class="t m0 x30 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13c y7da w10d h34"><div class="t m0 x30 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7da w10e h34"><div class="t m0 x2d h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7da w10f h34"><div class="t m0 x15 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y7da w110 h34"><div class="t m0 x15 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y7da w111 h34"><div class="t m0 x37 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x141 y7da w112 h34"><div class="t m0 x1e h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xcb y7db w108 h38"><div class="t m0 xd h8c y1f6 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x138 y7db w46 h38"><div class="t m0 xd h41 ye0 ffb fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x139 y7db w109 h38"><div class="t m0 x65 h41 ybc ffb fs1 fc0 sc0 ls0 ws0">78 501 </div></div><div class="c x13a y7db w10a h38"><div class="t m0 x4c h41 ybc ffb fs1 fc0 sc0 ls0 ws0">1 780 </div></div><div class="c x10c y7db w51 h38"><div class="t m0 xbb h41 ybc ffb fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x12d y7db w10b h38"><div class="t m0 x4d h41 ybc ffb fs1 fc0 sc0 ls0 ws0">1 649 </div></div><div class="c xf6 y7db w10c h38"><div class="t m0 x33 h41 ybc ffb fs1 fc0 sc0 ls0 ws0">(18) </div></div><div class="c x13b y7db w10d h38"><div class="t m0 x39 h41 ybc ffb fs1 fc0 sc0 ls1 ws0">18<span class="ls0"> </span></div></div><div class="c x13c y7db w10d h38"><div class="t m0 x30 h41 ybc ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7db w10e h38"><div class="t m0 x2d h41 ybc ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7db w10f h38"><div class="t m0 xb0 h41 ybc ffb fs1 fc0 sc0 ls0 ws0">(16) </div></div><div class="c x13f y7db w110 h38"><div class="t m0 x31 h41 ybc ffb fs1 fc0 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x140 y7db w111 h38"><div class="t m0 x64 h41 ybc ffb fs1 fc0 sc0 ls0 ws0">(34) </div></div><div class="c x141 y7db w112 h38"><div class="t m0 x19 h41 ybc ffb fs1 fc0 sc0 ls1 ws0">34<span class="ls0"> </span></div></div><div class="c xcb y7dc w108 h38"><div class="t m0 xd h41 y1f6 ffd fs1 fc0 sc0 ls0 ws0">Zobowiązania<span class="ffb"> </span></div></div><div class="c x138 y7dc w46 h38"><div class="t m0 xd h41 y3f4 ffb fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7dc w109 h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y7dc w10a h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y7dc w51 h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12d y7dc w10b h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y7dc w10c h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y7dc w10d h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y7dc w10d h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y7dc w10e h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y7dc w10f h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y7dc w110 h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y7dc w111 h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y7dc w112 h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7dd w108 hb3"><div class="t m0 xd h8c y7de ffe fs1 fc0 sc0 ls0 ws0">Zobowiązania z tytułu </div><div class="t m0 xd h8c y1f6 ffe fs1 fc0 sc0 ls0 ws0">kredytów i pożyczek<span class="ff9"> </span></div></div><div class="c x138 y7dd w46 hb3"><div class="t m0 xd h8c y7df ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7dd w109 hb3"><div class="t m0 x65 h8c y7e0 ff9 fs1 fc0 sc0 ls0 ws0">90 854 </div></div><div class="c x13a y7dd w10a hb3"><div class="t m0 x63 h8c y7e0 ff9 fs1 fc0 sc0 ls0 ws0">87 662 </div></div><div class="c x10c y7dd w51 hb3"><div class="t m0 xa9 h8c y7e0 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y7dd w10b hb3"><div class="t m0 xb5 h8c y7e0 ff9 fs1 fc0 sc0 ls1 ws0">22<span class="ls0"> </span></div></div><div class="c xf6 y7dd w10c hb3"><div class="t m0 x137 h8c y7e0 ff9 fs1 fc0 sc0 ls1 ws0">877<span class="ls0"> </span></div></div><div class="c x13b y7dd w10d hb3"><div class="t m0 x65 h8c y7e0 ff9 fs1 fc0 sc0 ls0 ws0">(877) </div></div><div class="c x13c y7dd w10d hb3"><div class="t m0 x30 h8c y7e0 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7dd w10e hb3"><div class="t m0 x2d h8c y7e0 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7dd w10f hb3"><div class="t m0 x15 h8c y7e0 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y7dd w110 hb3"><div class="t m0 x15 h8c y7e0 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y7dd w111 hb3"><div class="t m0 x32 h8c y7e0 ff9 fs1 fc0 sc0 ls1 ws0">877<span class="ls0"> </span></div></div><div class="c x141 y7dd w112 hb3"><div class="t m0 x4a h8c y7e0 ff9 fs1 fc0 sc0 ls0 ws0">(877) </div></div><div class="c xcb y7e1 w108 h34"><div class="t m0 xd h8c y1f6 ffe fs1 fc0 sc0 ls0 ws0">Zobowiązania handlowe<span class="ff9"> </span></div></div><div class="c x138 y7e1 w46 h34"><div class="t m0 xd h8c y3e5 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7e1 w109 h34"><div class="t m0 x65 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">39 817 </div></div><div class="c x13a y7e1 w10a h34"><div class="t m0 x4c h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">1 220 </div></div><div class="c x10c y7e1 w51 h34"><div class="t m0 xbb h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x12d y7e1 w10b h34"><div class="t m0 x4d h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">1 637 </div></div><div class="c xf6 y7e1 w10c h34"><div class="t m0 xe1 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x13b y7e1 w10d h34"><div class="t m0 x47 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(12) </div></div><div class="c x13c y7e1 w10d h34"><div class="t m0 x30 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7e1 w10e h34"><div class="t m0 x2d h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7e1 w10f h34"><div class="t m0 x31 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x13f y7e1 w110 h34"><div class="t m0 xb0 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(16) </div></div><div class="c x140 y7e1 w111 h34"><div class="t m0 x1a h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">28<span class="ls0"> </span></div></div><div class="c x141 y7e1 w112 h34"><div class="t m0 x32 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(28) </div></div><div class="c xcb y64 w108 h66"><div class="t m0 xd h8c y1f5 ffe fs1 fc0 sc0 ls0 ws0">Zobowiązania z tytułu umów </div><div class="t m0 xd h8c y1f6 ff9 fs1 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c x138 y64 w46 h66"><div class="t m0 xd h8c y7d7 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y64 w109 h66"><div class="t m0 x137 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">5 878 </div></div><div class="c x13a y64 w10a h66"><div class="t m0 x4c h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">1 917 </div></div><div class="c x10c y64 w51 h66"><div class="t m0 xa9 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y64 w10b h66"><div class="t m0 xc9 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y64 w10c h66"><div class="t m0 xe1 h8c y27a ff9 fs1 fc0 sc0 ls1 ws0">19<span class="ls0"> </span></div></div><div class="c x13b y64 w10d h66"><div class="t m0 x47 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">(19) </div></div><div class="c x13c y64 w10d h66"><div class="t m0 x30 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y64 w10e h66"><div class="t m0 x2d h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y64 w10f h66"><div class="t m0 x15 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y64 w110 h66"><div class="t m0 x15 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y64 w111 h66"><div class="t m0 x1a h8c y27a ff9 fs1 fc0 sc0 ls1 ws0">19<span class="ls0"> </span></div></div><div class="c x141 y64 w112 h66"><div class="t m0 x32 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">(19) </div></div><div class="c xcb y7e2 w108 h66"><div class="t m0 xd h8c y1f5 ffe fs1 fc0 sc0 ls0 ws0">Pozostałe zobowiązania </div><div class="t m0 xd h8c y1f6 ff9 fs1 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c x138 y7e2 w46 h66"><div class="t m0 xd h8c y7d7 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7e2 w109 h66"><div class="t m0 x137 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">1 092 </div></div><div class="c x13a y7e2 w10a h66"><div class="t m0 x4c h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">1 092 </div></div><div class="c x10c y7e2 w51 h66"><div class="t m0 xa9 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y7e2 w10b h66"><div class="t m0 xc9 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y7e2 w10c h66"><div class="t m0 xe1 h8c y27a ff9 fs1 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x13b y7e2 w10d h66"><div class="t m0 x47 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">(11) </div></div><div class="c x13c y7e2 w10d h66"><div class="t m0 x30 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7e2 w10e h66"><div class="t m0 x2d h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7e2 w10f h66"><div class="t m0 x15 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y7e2 w110 h66"><div class="t m0 x15 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y7e2 w111 h66"><div class="t m0 x1a h8c y27a ff9 fs1 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x141 y7e2 w112 h66"><div class="t m0 x32 h8c y27a ff9 fs1 fc0 sc0 ls0 ws0">(11) </div></div><div class="c xcb y7e3 w108 h38"><div class="t m0 xd h41 y1f6 ffb fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x138 y7e3 w46 h38"><div class="t m0 xd h41 ye0 ffb fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x139 y7e3 w109 h38"><div class="t m0 x16 h41 ybc ffb fs1 fc0 sc0 ls0 ws0">137 641 </div></div><div class="c x13a y7e3 w10a h38"><div class="t m0 x63 h41 ybc ffb fs1 fc0 sc0 ls0 ws0">91 891 </div></div><div class="c x10c y7e3 w51 h38"><div class="t m0 xbb h41 ybc ffb fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x12d y7e3 w10b h38"><div class="t m0 x4d h41 ybc ffb fs1 fc0 sc0 ls0 ws0">1 659 </div></div><div class="c xf6 y7e3 w10c h38"><div class="t m0 x137 h41 ybc ffb fs1 fc0 sc0 ls1 ws0">919<span class="ls0"> </span></div></div><div class="c x13b y7e3 w10d h38"><div class="t m0 x65 h41 ybc ffb fs1 fc0 sc0 ls0 ws0">(919) </div></div><div class="c x13c y7e3 w10d h38"><div class="t m0 x30 h41 ybc ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7e3 w10e h38"><div class="t m0 x2d h41 ybc ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7e3 w10f h38"><div class="t m0 x31 h41 ybc ffb fs1 fc0 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x13f y7e3 w110 h38"><div class="t m0 xb0 h41 ybc ffb fs1 fc0 sc0 ls0 ws0">(16) </div></div><div class="c x140 y7e3 w111 h38"><div class="t m0 x32 h41 ybc ffb fs1 fc0 sc0 ls1 ws0">935<span class="ls0"> </span></div></div><div class="c x141 y7e3 w112 h38"><div class="t m0 x4a h41 ybc ffb fs1 fc0 sc0 ls0 ws0">(935) </div></div><div class="c x0 y0 wf h25"><div class="t m0 xcb hc y7e4 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb hc y7e5 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb hc y7e6 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb hc y23a ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb hc y23b ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb hc y7e7 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb hc y23d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:375.320000px;bottom:95.240000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf43" class="pf wd h25" ><div class="pc pc43 wd h25"><img class="bi xca y446 w77 h76" alt="" 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"/><div class="c x0 y0 wf h25"><div class="t m0 xcb h7 y447 ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 xcb h1 y448 ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok <span class="_ _1"></span>obrotowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 xcb h8 y449 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 xcb h1 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcb h1 y173 ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią inte<span class="_ _1"></span>gralną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _10"> </span><span class="ls1">67</span> </span></span></div></div><div class="c xcb y7e8 w117 hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x138 y7e8 w118 hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x139 y7e8 w14 hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x13a y7e8 w10a hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x10c y7e8 w51 hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x12d y7e8 w10b hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y7e8 w10c hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x13b y7e8 w10d hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x13c y7e8 w10d hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x13d y7e8 w10e hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x13e y7e8 w10f hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x13f y7e8 w110 hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x140 y7e8 w111 hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x141 y7e8 w112 hb4"><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y7e9 w117 h36"><div class="t m0 xd h2c y15f ffb fs0 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x138 y7e9 w118 h36"><div class="t m0 xd h2c y414 ffb fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7ea w14 hb5"><div class="t m0 x68 h2c y7eb ffd fs0 fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x28 h2c y7ec ffd fs0 fc0 sc0 ls0 ws0">księgowa<span class="ffb"> </span></div></div><div class="c x13a y7ed w10a hb6"><div class="t m0 x28 h2c y7ee ffd fs0 fc0 sc0 ls0 ws0">w tym wartość<span class="_ _1"></span> w </div><div class="t m0 x27 h2c y7ef ffd fs0 fc0 sc0 ls0 ws0">EUR wyrażon<span class="_ _1"></span>a w </div><div class="t m0 x32 h2c y7f0 ffb fs0 fc0 sc0 ls0 ws0">walucie </div><div class="t m0 x16 h2c y752 ffb fs0 fc0 sc0 ls0 ws0">funkcjonalnej<span class="_ _1"></span> </div></div><div class="c x10c y7ed w51 hb6"><div class="t m0 x46 h2c y7ee ffd fs0 fc0 sc0 ls0 ws0">w tym wartość<span class="_ _1"></span> w </div><div class="t m0 x12 h2c y7ef ffd fs0 fc0 sc0 ls0 ws0">CZK wyrażona w<span class="_ _1"></span> </div><div class="t m0 x18 h2c y7f0 ffb fs0 fc0 sc0 ls0 ws0">walucie </div><div class="t m0 x21 h2c y752 ffb fs0 fc0 sc0 ls0 ws0">funkcjonalnej<span class="_ _1"></span> </div></div><div class="c x12d y7ed w10b hb6"><div class="t m0 x27 h2c y7ee ffd fs0 fc0 sc0 ls0 ws0">w tym wartość<span class="_ _1"></span> </div><div class="t m0 xb0 h2c y7ef ffb fs0 fc0 sc0 ls0 ws0">w USD </div><div class="t m0 x11c h2c y7f0 ffd fs0 fc0 sc0 ls0 ws0">wyrażona w </div><div class="t m0 x4a h2c y752 ffb fs0 fc0 sc0 ls0 ws0">walucie </div><div class="t m0 x28 h2c y417 ffb fs0 fc0 sc0 ls0 ws0">funkcjonalnej<span class="_ _1"></span> </div></div><div class="c xf6 y7ea w113 hb5"><div class="t m0 x24 h2c y7eb ffd fs0 fc0 sc0 ls0 ws0">wpływ ryzyka </div><div class="t m0 x16 h2c y7ec ffb fs0 fc0 sc0 ls0 ws0">waluty EUR n<span class="_ _1"></span>a </div><div class="t m0 x20 h2c y7f1 ffb fs0 fc0 sc0 ls0 ws0">wynik finans<span class="_ _1"></span>owy </div></div><div class="c x13c y7ea w114 hb5"><div class="t m0 xf h2c y7eb ffd fs0 fc0 sc0 ls0 ws0">wpływ ryzyka </div><div class="t m0 x2e h2c y7ec ffb fs0 fc0 sc0 ls0 ws0">waluty CZK na </div><div class="t m0 x68 h2c y7f1 ffb fs0 fc0 sc0 ls0 ws0">wynik finans<span class="_ _1"></span>owy </div></div><div class="c x13e y7ea w115 hb5"><div class="t m0 xf h2c y7eb ffd fs0 fc0 sc0 ls0 ws0">wpływ <span class="ffb">ryzyka </span></div><div class="t m0 x21 h2c y7ec ffb fs0 fc0 sc0 ls0 ws0">waluty USD na<span class="_ _1"></span> </div><div class="t m0 x13 h2c y7f1 ffb fs0 fc0 sc0 ls0 ws0">wynik finans<span class="_ _1"></span>owy </div></div><div class="c x140 y7ea w116 hb5"><div class="t m0 xd h2c y7eb ffd fs0 fc0 sc0 ls0 ws0">łączny wpływ r<span class="_ _1"></span>yzyka </div><div class="t m0 x11e h2c y7ec ffb fs0 fc0 sc0 ls0 ws0">walutowego n<span class="_ _1"></span>a </div><div class="t m0 x21 h2c y7f1 ffb fs0 fc0 sc0 ls0 ws0">wynik finans<span class="_ _1"></span>owy </div></div><div class="c xcb y7ea w117 hb7"><div class="t m0 xd hb2 y15f ff13 fs0 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x138 y7ea w118 hb7"><div class="t m0 xd hb2 y0 ffc fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7ed w117 h34"><div class="t m0 xd hb2 y15f ffc fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x138 y7ed w118 h34"><div class="t m0 xd h2c y15f ffb fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x139 y7ed w14 h34"><div class="t m0 x64 h2c ybc ffb fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y7ed w10c h34"><div class="t m0 x16 h2c ybc ffb fs0 fc0 sc0 ls0 ws0">-<span class="ls1">1%</span> </div></div><div class="c x13b y7ed w10d h34"><div class="t m0 x11d h2c ybc ffb fs0 fc0 sc0 ls1 ws0">1%<span class="ls0"> </span></div></div><div class="c x13c y7ed w10d h34"><div class="t m0 x55 h2c ybc ffb fs0 fc0 sc0 ls0 ws0">-<span class="ls1">1%</span> </div></div><div class="c x13d y7ed w10e h34"><div class="t m0 x55 h2c ybc ffb fs0 fc0 sc0 ls1 ws0">1%<span class="ls0"> </span></div></div><div class="c x13e y7ed w10f h34"><div class="t m0 x21 h2c ybc ffb fs0 fc0 sc0 ls0 ws0">-<span class="ls1">1%</span> </div></div><div class="c x13f y7ed w110 h34"><div class="t m0 x55 h2c ybc ffb fs0 fc0 sc0 ls1 ws0">1%<span class="ls0"> </span></div></div><div class="c x140 y7ed w111 h34"><div class="t m0 x55 h2c ybc ffb fs0 fc0 sc0 ls0 ws0">-<span class="ls1">1%</span> </div></div><div class="c x141 y7ed w112 h34"><div class="t m0 x11e h2c ybc ffb fs0 fc0 sc0 ls1 ws0">1%<span class="ls0"> </span></div></div><div class="c xcb y157 w117 h34"><div class="t m0 xd h41 y5e9 ffb fs1 fc0 sc0 ls0 ws0">Aktywa </div></div><div class="c x138 y157 w118 h34"><div class="t m0 xd h41 y3e5 ffb fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y157 w14 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y157 w10a h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y157 w51 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12d y157 w10b h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y157 w10c h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y157 w10d h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y157 w10d h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y157 w10e h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y157 w10f h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y157 w110 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y157 w111 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y157 w112 h34"><div class="t m0 xd hc y17a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7f2 w117 h34"><div class="t m0 xd h8c y5e9 ffe fs1 fc0 sc0 ls0 ws0">Środki pieniężne<span class="ff9"> </span></div></div><div class="c x138 y7f2 w118 h34"><div class="t m0 xd h8c y3e5 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7f2 w14 h34"><div class="t m0 x65 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">20 207 </div></div><div class="c x13a y7f2 w10a h34"><div class="t m0 x63 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">11 620 </div></div><div class="c x10c y7f2 w51 h34"><div class="t m0 xa9 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y7f2 w10b h34"><div class="t m0 x25 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">1 772 </div></div><div class="c xf6 y7f2 w10c h34"><div class="t m0 x11e h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(116) </div></div><div class="c x13b y7f2 w10d h34"><div class="t m0 x18 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">116<span class="ls0"> </span></div></div><div class="c x13c y7f2 w10d h34"><div class="t m0 x30 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7f2 w10e h34"><div class="t m0 x2d h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7f2 w10f h34"><div class="t m0 xb0 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(18) </div></div><div class="c x13f y7f2 w110 h34"><div class="t m0 x31 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">18<span class="ls0"> </span></div></div><div class="c x140 y7f2 w111 h34"><div class="t m0 x17 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(134) </div></div><div class="c x141 y7f2 w112 h34"><div class="t m0 x11 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">134<span class="ls0"> </span></div></div><div class="c xcb y229 w117 h6a"><div class="t m0 xd h8c y5e9 ffe fs1 fc0 sc0 ls0 ws0">Należności handlowe<span class="ff9"> </span></div></div><div class="c x138 y229 w118 h6a"><div class="t m0 xd h8c y406 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y229 w14 h6a"><div class="t m0 x65 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">22 182 </div></div><div class="c x13a y229 w10a h6a"><div class="t m0 x4c h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">1 139 </div></div><div class="c x10c y229 w51 h6a"><div class="t m0 xa9 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y229 w10b h6a"><div class="t m0 x25 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">1 575 </div></div><div class="c xf6 y229 w10c h6a"><div class="t m0 x33 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(11) </div></div><div class="c x13b y229 w10d h6a"><div class="t m0 x39 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x13c y229 w10d h6a"><div class="t m0 x30 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y229 w10e h6a"><div class="t m0 x2d h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y229 w10f h6a"><div class="t m0 xb0 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(16) </div></div><div class="c x13f y229 w110 h6a"><div class="t m0 x31 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x140 y229 w111 h6a"><div class="t m0 x64 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(27) </div></div><div class="c x141 y229 w112 h6a"><div class="t m0 x19 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">27<span class="ls0"> </span></div></div><div class="c xcb y7f3 w117 h34"><div class="t m0 xd h8c y5e9 ffe fs1 fc0 sc0 ls0 ws0">Pożyczki udzielone<span class="ff9"> </span></div></div><div class="c x138 y7f3 w118 h34"><div class="t m0 xd h8c y3e5 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7f3 w14 h34"><div class="t m0 x65 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">11 838 </div></div><div class="c x13a y7f3 w10a h34"><div class="t m0 xc9 h8c ybf ff9 fs1 fc0 sc0 ls1 ws0">112<span class="ls0"> </span></div></div><div class="c x10c y7f3 w51 h34"><div class="t m0 xa9 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y7f3 w10b h34"><div class="t m0 xc9 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y7f3 w10c h34"><div class="t m0 x31 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(1) </div></div><div class="c x13b y7f3 w10d h34"><div class="t m0 x6f h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x13c y7f3 w10d h34"><div class="t m0 x30 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7f3 w10e h34"><div class="t m0 x2d h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7f3 w10f h34"><div class="t m0 x15 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y7f3 w110 h34"><div class="t m0 x15 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y7f3 w111 h34"><div class="t m0 x76 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">(1) </div></div><div class="c x141 y7f3 w112 h34"><div class="t m0 x30 h8c ybf ff9 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c xcb y7f4 w117 h38"><div class="t m0 xd h8c y1f6 ff9 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x138 y7f4 w118 h38"><div class="t m0 xd h41 ye0 ffb fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x139 y7f4 w14 h38"><div class="t m0 x65 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">54 227 </div></div><div class="c x13a y7f4 w10a h38"><div class="t m0 x63 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">12 871 </div></div><div class="c x10c y7f4 w51 h38"><div class="t m0 xa9 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y7f4 w10b h38"><div class="t m0 x25 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">3 347 </div></div><div class="c xf6 y7f4 w10c h38"><div class="t m0 x11e h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">(128) </div></div><div class="c x13b y7f4 w10d h38"><div class="t m0 x18 h41 yb6 ffb fs1 fc0 sc0 ls1 ws0">128<span class="ls0"> </span></div></div><div class="c x13c y7f4 w10d h38"><div class="t m0 x30 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7f4 w10e h38"><div class="t m0 x2d h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7f4 w10f h38"><div class="t m0 xb0 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">(34) </div></div><div class="c x13f y7f4 w110 h38"><div class="t m0 x31 h41 yb6 ffb fs1 fc0 sc0 ls1 ws0">34<span class="ls0"> </span></div></div><div class="c x140 y7f4 w111 h38"><div class="t m0 x17 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">(162) </div></div><div class="c x141 y7f4 w112 h38"><div class="t m0 x11 h41 yb6 ffb fs1 fc0 sc0 ls1 ws0">162<span class="ls0"> </span></div></div><div class="c xcb y7f5 w117 h38"><div class="t m0 xd h41 y5e9 ffd fs1 fc0 sc0 ls0 ws0">Zobowiązania<span class="ffb"> </span></div></div><div class="c x138 y7f5 w118 h38"><div class="t m0 xd h41 y3f4 ffb fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7f5 w14 h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y7f5 w10a h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y7f5 w51 h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12d y7f5 w10b h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y7f5 w10c h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y7f5 w10d h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y7f5 w10d h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y7f5 w10e h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y7f5 w10f h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y7f5 w110 h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y7f5 w111 h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y7f5 w112 h38"><div class="t m0 xd hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y7f6 w117 h66"><div class="t m0 xd h8c y366 ffe fs1 fc0 sc0 ls0 ws0">Zobowiązania z tytułu </div><div class="t m0 xd h8c y5e9 ffe fs1 fc0 sc0 ls0 ws0">kredytów, pożyczek<span class="ff9"> </span></div></div><div class="c x138 y7f6 w118 h66"><div class="t m0 xd h8c y7d7 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7f6 w14 h66"><div class="t m0 x16 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">112 485 </div></div><div class="c x13a y7f6 w10a h66"><div class="t m0 xc0 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">101 646 </div></div><div class="c x10c y7f6 w51 h66"><div class="t m0 xa9 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y7f6 w10b h66"><div class="t m0 xc9 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y7f6 w10c h66"><div class="t m0 x24 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">1 016 </div></div><div class="c x13b y7f6 w10d h66"><div class="t m0 x20 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">(1 016) </div></div><div class="c x13c y7f6 w10d h66"><div class="t m0 x30 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7f6 w10e h66"><div class="t m0 x2d h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7f6 w10f h66"><div class="t m0 x15 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y7f6 w110 h66"><div class="t m0 x15 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y7f6 w111 h66"><div class="t m0 x65 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">1 016 </div></div><div class="c x141 y7f6 w112 h66"><div class="t m0 x21 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">(1 016) </div></div><div class="c xcb y7f8 w117 h34"><div class="t m0 xd h8c y5e9 ffe fs1 fc0 sc0 ls0 ws0">Zobowiązania handlowe<span class="ff9"> </span></div></div><div class="c x138 y7f8 w118 h34"><div class="t m0 xd h8c y3e5 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7f8 w14 h34"><div class="t m0 x65 h8c y12c ff9 fs1 fc0 sc0 ls0 ws0">19 325 </div></div><div class="c x13a y7f8 w10a h34"><div class="t m0 x8f h8c y12c ff9 fs1 fc0 sc0 ls1 ws0">67<span class="ls0"> </span></div></div><div class="c x10c y7f8 w51 h34"><div class="t m0 x50 h8c y12c ff9 fs1 fc0 sc0 ls1 ws0">41<span class="ls0"> </span></div></div><div class="c x12d y7f8 w10b h34"><div class="t m0 xc9 h8c y12c ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y7f8 w10c h34"><div class="t m0 x2d h8c y12c ff9 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x13b y7f8 w10d h34"><div class="t m0 xe1 h8c y12c ff9 fs1 fc0 sc0 ls0 ws0">(1) </div></div><div class="c x13c y7f8 w10d h34"><div class="t m0 x30 h8c y12c ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7f8 w10e h34"><div class="t m0 x2d h8c y12c ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7f8 w10f h34"><div class="t m0 x15 h8c y12c ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y7f8 w110 h34"><div class="t m0 x15 h8c y12c ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y7f8 w111 h34"><div class="t m0 x142 h8c y12c ff9 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x141 y7f8 w112 h34"><div class="t m0 x1a h8c y12c ff9 fs1 fc0 sc0 ls0 ws0">(1) </div></div><div class="c xcb y7f9 w117 h66"><div class="t m0 xd h8c y366 ffe fs1 fc0 sc0 ls0 ws0">Zobowiązania z tytułu umów </div><div class="t m0 xd h8c y5e9 ff9 fs1 fc0 sc0 ls0 ws0">leasingu </div></div><div class="c x138 y7f9 w118 h66"><div class="t m0 xd h8c y7d7 ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7f9 w14 h66"><div class="t m0 x137 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">4 649 </div></div><div class="c x13a y7f9 w10a h66"><div class="t m0 xc9 h8c y7f7 ff9 fs1 fc0 sc0 ls1 ws0">960<span class="ls0"> </span></div></div><div class="c x10c y7f9 w51 h66"><div class="t m0 xa9 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y7f9 w10b h66"><div class="t m0 xc9 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y7f9 w10c h66"><div class="t m0 xe1 h8c y7f7 ff9 fs1 fc0 sc0 ls1 ws0">10<span class="ls0"> </span></div></div><div class="c x13b y7f9 w10d h66"><div class="t m0 x47 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">(10) </div></div><div class="c x13c y7f9 w10d h66"><div class="t m0 x30 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7f9 w10e h66"><div class="t m0 x2d h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7f9 w10f h66"><div class="t m0 x15 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y7f9 w110 h66"><div class="t m0 x15 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y7f9 w111 h66"><div class="t m0 x1a h8c y7f7 ff9 fs1 fc0 sc0 ls1 ws0">10<span class="ls0"> </span></div></div><div class="c x141 y7f9 w112 h66"><div class="t m0 x32 h8c y7f7 ff9 fs1 fc0 sc0 ls0 ws0">(10) </div></div><div class="c xcb y7fa w117 hb3"><div class="t m0 xd h8c y7fb ffe fs1 fc0 sc0 ls0 ws0">Pozostałe zobowiązania </div><div class="t m0 xd h8c y7fc ff9 fs1 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c x138 y7fa w118 hb3"><div class="t m0 xd h8c y7df ff9 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x139 y7fa w14 hb3"><div class="t m0 x137 h8c y7fd ff9 fs1 fc0 sc0 ls0 ws0">1 053 </div></div><div class="c x13a y7fa w10a hb3"><div class="t m0 x4c h8c y7fd ff9 fs1 fc0 sc0 ls0 ws0">1 053 </div></div><div class="c x10c y7fa w51 hb3"><div class="t m0 xa9 h8c y7fd ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x12d y7fa w10b hb3"><div class="t m0 xc9 h8c y7fd ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y7fa w10c hb3"><div class="t m0 xe1 h8c y7fd ff9 fs1 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x13b y7fa w10d hb3"><div class="t m0 x47 h8c y7fd ff9 fs1 fc0 sc0 ls0 ws0">(11) </div></div><div class="c x13c y7fa w10d hb3"><div class="t m0 x30 h8c y7fd ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7fa w10e hb3"><div class="t m0 x2d h8c y7fd ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7fa w10f hb3"><div class="t m0 x15 h8c y7fd ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y7fa w110 hb3"><div class="t m0 x15 h8c y7fd ff9 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y7fa w111 hb3"><div class="t m0 x1a h8c y7fd ff9 fs1 fc0 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x141 y7fa w112 hb3"><div class="t m0 x32 h8c y7fd ff9 fs1 fc0 sc0 ls0 ws0">(11) </div></div><div class="c xcb y7fe w117 h38"><div class="t m0 xd h41 y1f6 ffb fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x138 y7fe w118 h38"><div class="t m0 xd h41 ye0 ffb fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x139 y7fe w14 h38"><div class="t m0 x16 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">137 512 </div></div><div class="c x13a y7fe w10a h38"><div class="t m0 xc0 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">103 726 </div></div><div class="c x10c y7fe w51 h38"><div class="t m0 x50 h41 yb6 ffb fs1 fc0 sc0 ls1 ws0">41<span class="ls0"> </span></div></div><div class="c x12d y7fe w10b h38"><div class="t m0 xc9 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xf6 y7fe w10c h38"><div class="t m0 x24 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">1 038 </div></div><div class="c x13b y7fe w10d h38"><div class="t m0 x20 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">(1 038) </div></div><div class="c x13c y7fe w10d h38"><div class="t m0 x30 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13d y7fe w10e h38"><div class="t m0 x2d h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13e y7fe w10f h38"><div class="t m0 x15 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y7fe w110 h38"><div class="t m0 x15 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x140 y7fe w111 h38"><div class="t m0 x65 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">1 038 </div></div><div class="c x141 y7fe w112 h38"><div class="t m0 x21 h41 yb6 ffb fs1 fc0 sc0 ls0 ws0">(1 038) </div></div><div class="c x0 y0 wf h25"><div class="t m0 xcb h1 y7ff ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:375.320000px;bottom:95.240000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">68</span> </span></span></div><div class="t m0 x1 h3b y211 ff2 fs6 fc2 sc0 ls0 ws0">37.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Not<span class="_ _1"></span>y <span class="_ _1"></span>obj<span class="_ _1"></span>aś<span class="_ _1"></span>nia<span class="_ _1"></span>jąc<span class="_ _1"></span>e<span class="_ _1"></span> d<span class="_ _1"></span>o s<span class="_ _1"></span>pr<span class="_ _1"></span>awo<span class="_ _1"></span>zd<span class="_ _1"></span>ani<span class="_ _1"></span>a <span class="_ _1"></span>z p<span class="_ _b"></span>rzepł<span class="_ _1"></span>yw<span class="_ _1"></span>ów<span class="_ _1"></span> pi<span class="_ _1"></span>en<span class="_ _1"></span>ię<span class="_ _1"></span>żn<span class="_ _1"></span>ych<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y48f ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y800 ff3 fs6 fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnych z dzia<span class="_ _0"></span>łalności operacyjnej<span class="_ _0"></span><span class="ff1 fs0"> </span></div><div class="t m0 x1 hc y4e1 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y801 wcb h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y801 w119 h28"><div class="t m0 xf hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y801 w11a h28"><div class="t m0 x31 h11 yff ffb fs6 fc0 sc0 ls0 ws0">Za rok o<span class="_ _0"></span>brotowy </div></div><div class="c x1 y802 wcb h66"><div class="t m0 xd h13 y486 ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x111 y802 w119 h66"><div class="t m0 xd h10 y486 ffa fs6 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x143 y802 wa0 h66"><div class="t m0 x28 h11 y3e6 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x55 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa0 y802 w11b h66"><div class="t m0 x46 h11 y3e6 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x16 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y416 wcb h1d"><div class="t m0 xd h11 yee ffd fs6 fc0 sc0 ls0 ws0">Należności handlowe<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x111 y416 w119 h1d"><div class="t m0 xd h11 y803 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y416 wa0 h1d"><div class="t m0 x6f hc y803 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y416 w11b h1d"><div class="t m0 x50 hc y803 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y17f wcb h90"><div class="t m0 xd hb y13e ff9 fs6 fc0 sc0 ls0 ws0">Zmiana <span class="ffe">stanu<span class="_ _0"></span> należności handlowych<span class="_ _0"></span> w sprawozdaniu z <span class="_ _0"></span>sytuacji </span></div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">finansowej </div></div><div class="c x111 y17f w119 h90"><div class="t m0 x20 h13 y1ae ffc fs6 fc0 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x143 y17f wa0 h90"><div class="t m0 x11 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">(17 648) </div></div><div class="c xa0 y17f w11b h90"><div class="t m0 x2c hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">(4 450) </div></div><div class="c x1 y804 wcb h12"><div class="t m0 xd h11 yb9 ffd fs6 fc0 sc0 ls0 ws0">Zmiana stanu wyk<span class="_ _0"></span>azana w sprawozdaniu z prze<span class="_ _0"></span>pływów </div><div class="t m0 xd h11 yba ffd fs6 fc0 sc0 ls0 ws0">pieniężnych<span class="ffb"> </span></div></div><div class="c x111 y804 w119 h12"><div class="t m0 xf h10 yb8 ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y804 wa0 h12"><div class="t m0 x11 h11 yb8 ffb fs6 fc0 sc0 ls0 ws0">(17 648) </div></div><div class="c xa0 y804 w11b h12"><div class="t m0 x2c h11 yb8 ffb fs6 fc0 sc0 ls0 ws0">(4 450) </div></div><div class="c x1 y805 wcb h38"><div class="t m0 xd h11 ybf ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania pozo<span class="_ _0"></span>stałe<span class="ffb"> </span></div></div><div class="c x111 y805 w119 h38"><div class="t m0 xd h11 yda ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y805 wa0 h38"><div class="t m0 x6f hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y805 w11b h38"><div class="t m0 x50 hc yda ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y806 wcb h8f"><div class="t m0 xd hb y135 ff9 fs6 fc0 sc0 ls0 ws0">Zmiana <span class="ffe">stanu<span class="_ _0"></span> pozostałych zobowiązań w <span class="_ _0"></span>sprawozdaniu z sytuacji </span></div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">finansowej </div></div><div class="c x111 y806 w119 h8f"><div class="t m0 x20 h13 y1ae ffc fs6 fc0 sc0 ls1 ws0">34<span class="ls0"> </span></div></div><div class="c x143 y806 wa0 h8f"><div class="t m0 x63 hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">628<span class="ls0"> </span></div></div><div class="c xa0 y806 w11b h8f"><div class="t m0 x2c hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">(3 085) </div></div><div class="c x1 y643 wcb h2e"><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">Korekta o <span class="_ _0"></span>zmianę stanu zobowiązania z tytu<span class="_ _0"></span>łu nabycia udziałów w </div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Freshmail Sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x111 y643 w119 h2e"><div class="t m0 x20 h13 y1ae ffc fs6 fc0 sc0 ls1 ws0">34<span class="ls0"> </span></div></div><div class="c x143 y643 wa0 h2e"><div class="t m0 x1b hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">(1) </div></div><div class="c xa0 y643 w11b h2e"><div class="t m0 x1e hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">1 500 </div></div><div class="c x1 y260 wcb h90"><div class="t m0 xd hb y42a ffe fs6 fc0 sc0 ls0 ws0">Korekta o <span class="_ _0"></span>zobowiązania z tytułu nabycia rzecz<span class="_ _0"></span>owych aktywów </div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">trwałych i warto<span class="_ _0"></span>ści niematerialnych<span class="ff9"> </span></div></div><div class="c x111 y260 w119 h90"><div class="t m0 x20 h13 ye1 ffc fs6 fc0 sc0 ls1 ws0">34<span class="ls0"> </span></div></div><div class="c x143 y260 wa0 h90"><div class="t m0 xe2 hb ye1 ff9 fs6 fc0 sc0 ls0 ws0">(39) </div></div><div class="c xa0 y260 w11b h90"><div class="t m0 x1e hb ye1 ff9 fs6 fc0 sc0 ls0 ws0">1 954 </div></div><div class="c x1 y91 wcb h90"><div class="t m0 xd h11 y13e ffd fs6 fc0 sc0 ls0 ws0">Zmiana stanu wyk<span class="_ _0"></span>azana w sprawozdaniu z prze<span class="_ _0"></span>pływów </div><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">pieniężnych<span class="ffb"> </span></div></div><div class="c x111 y91 w119 h90"><div class="t m0 xf h10 y1ae ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y91 wa0 h90"><div class="t m0 x63 h11 y1ae ffb fs6 fc0 sc0 ls1 ws0">589<span class="ls0"> </span></div></div><div class="c xa0 y91 w11b h90"><div class="t m0 x69 h11 y1ae ffb fs6 fc0 sc0 ls1 ws0">369<span class="ls0"> </span></div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y807 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y808 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y809 ff3 fs6 fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnych z dzia<span class="_ _0"></span>łalności inwestycyjnej<span class="_ _0"></span><span class="ff1 fs0"> </span></div><div class="t m0 x1 h1 y52 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y80a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y80b wcb h38"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y80b w119 h38"><div class="t m0 xf h13 y1aa ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y80b w11a h38"><div class="t m0 x31 h11 yd1 ffb fs6 fc0 sc0 ls0 ws0">Za rok o<span class="_ _0"></span>brotowy </div></div><div class="c x1 y80c wcb h69"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x111 y80c w119 h69"><div class="t m0 x12 h10 yf0 ffa fs6 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x143 y80c wa0 h69"><div class="t m0 x28 h11 y3f2 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x55 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa0 y80c w11b h69"><div class="t m0 x46 h11 y3f2 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x16 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y80d wcb h17"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Pożyczk<span class="_ _0"></span>i udzielone<span class="ffb"> </span></div></div><div class="c x111 y80d w119 h17"><div class="t m0 xd h11 y80e ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y80d wa0 h17"><div class="t m0 x44 hc y80e ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y80d w11b h17"><div class="t m0 x50 hc y80e ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y37a wcb h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczka udzielo<span class="_ _0"></span>na cyber_Folks S.A.<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x111 y37a w119 h38"><div class="t m0 x20 h13 ybf ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x143 y37a wa0 h38"><div class="t m0 x19 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(2 000) </div></div><div class="c xa0 y37a w11b h38"><div class="t m0 xc9 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y7c wcb h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczka udzielo<span class="_ _0"></span>na Appchance Grou<span class="_ _0"></span>p Sp. z o.o.<span class="ff9"> </span></div></div><div class="c x111 y7c w119 h38"><div class="t m0 x20 h13 ybf ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x143 y7c wa0 h38"><div class="t m0 x45 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(500) </div></div><div class="c xa0 y7c w11b h38"><div class="t m0 xc9 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y80f wcb h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczka udzielo<span class="_ _0"></span>na Zentoshop Sp. z o<span class="_ _0"></span>.o.<span class="ff9"> </span></div></div><div class="c x111 y80f w119 h38"><div class="t m0 x20 h13 ybf ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x143 y80f wa0 h38"><div class="t m0 xe2 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(10) </div></div><div class="c xa0 y80f w11b h38"><div class="t m0 xc9 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y810 wcb h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczka udzielo<span class="_ _0"></span>na Oxylion Sp. z o.o<span class="_ _0"></span>. (dawniej S.A.)<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x111 y810 w119 h38"><div class="t m0 x20 h13 ybf ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x143 y810 wa0 h38"><div class="t m0 x45 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(300) </div></div><div class="c xa0 y810 w11b h38"><div class="t m0 xc9 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y811 wcb h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczka udzielo<span class="_ _0"></span>na Messageflow.com Gm<span class="_ _0"></span>bH<span class="ff9"> </span></div></div><div class="c x111 y811 w119 h38"><div class="t m0 x20 h13 ybf ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x143 y811 wa0 h38"><div class="t m0 xe2 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(64) </div></div><div class="c xa0 y811 w11b h38"><div class="t m0 xc9 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y812 wcb h38"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe poży<span class="_ _0"></span>czki udzielone<span class="ff9"> </span></div></div><div class="c x111 y812 w119 h38"><div class="t m0 x20 h13 ybf ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x143 y812 wa0 h38"><div class="t m0 x2b hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y812 w11b h38"><div class="t m0 xd9 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">(121) </div></div><div class="c x1 y813 wcb h66"><div class="t m0 xd h11 y3e6 ffd fs6 fc0 sc0 ls0 ws0">Pożyczk<span class="_ _0"></span>i udzielone wykazane w sprawozdaniu z <span class="_ _0"></span>przepływów </div><div class="t m0 xd h11 y1aa ffd fs6 fc0 sc0 ls0 ws0">pieniężnych<span class="ffb"> </span></div></div><div class="c x111 y813 w119 h66"><div class="t m0 xf h13 y486 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y813 wa0 h66"><div class="t m0 x19 h11 y486 ffb fs6 fc0 sc0 ls0 ws0">(2 874) </div></div><div class="c xa0 y813 w11b h66"><div class="t m0 xd9 h11 y486 ffb fs6 fc0 sc0 ls0 ws0">(121) </div></div><div class="c x1 y814 wcb h18"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Spłaty pożyczek<span class="_ _0"></span> udzielonych<span class="ffb"> </span></div></div><div class="c x111 y814 w119 h18"><div class="t m0 xd h11 y55d ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y814 wa0 h18"><div class="t m0 x44 hc y55d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y814 w11b h18"><div class="t m0 x50 hc y55d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y815 wcb h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczka <span class="_ _0"></span><span class="ff9">udzielona cyber_Folks S.A.<span class="_ _0"></span> </span></div></div><div class="c x111 y815 w119 h14"><div class="t m0 x20 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x143 y815 wa0 h14"><div class="t m0 xd9 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">5 305 </div></div><div class="c xa0 y815 w11b h14"><div class="t m0 xc9 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y6b1 wcb h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczka udzielo<span class="_ _0"></span>na Center.ai Sp. z o.o<span class="_ _0"></span>.<span class="ff9"> </span></div></div><div class="c x111 y6b1 w119 h14"><div class="t m0 x20 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x143 y6b1 wa0 h14"><div class="t m0 x2b hb ybc ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y6b1 w11b h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">810<span class="ls0"> </span></div></div><div class="c x1 y776 wcb h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pożyczka udzielo<span class="_ _0"></span>na Oxylion Sp. z o.o<span class="_ _0"></span>. (dawniej S.A.)<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x111 y776 w119 h14"><div class="t m0 x20 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x143 y776 wa0 h14"><div class="t m0 xd9 hb ybc ff9 fs6 fc0 sc0 ls0 ws0">2 500 </div></div><div class="c xa0 y776 w11b h14"><div class="t m0 x69 hb ybc ff9 fs6 fc0 sc0 ls1 ws0">500<span class="ls0"> </span></div></div><div class="c x1 y816 wcb h14"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Pozostałe poży<span class="_ _0"></span>czki udzielone<span class="ff9"> </span></div></div><div class="c x111 y816 w119 h14"><div class="t m0 x20 h13 ybc ffc fs6 fc0 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x143 y816 wa0 h14"><div class="t m0 x1f hb ybc ff9 fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c xa0 y816 w11b h14"><div class="t m0 x4c hb ybc ff9 fs6 fc0 sc0 ls1 ws0">46<span class="ls0"> </span></div></div><div class="c x1 y817 wcb hb8"><div class="t m0 xd h11 y818 ffd fs6 fc0 sc0 ls0 ws0">Spłaty pożycz<span class="_ _0"></span>ek udzielonych wyk<span class="_ _0"></span>azane w sprawozdaniu <span class="_ _0"></span>z </div><div class="t m0 xd h11 yce ffd fs6 fc0 sc0 ls0 ws0">przepływów pieniężny<span class="_ _0"></span>ch<span class="ffb"> </span></div></div><div class="c x111 y817 w119 hb8"><div class="t m0 xf h13 y819 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y817 wa0 hb8"><div class="t m0 xd9 h11 y819 ffb fs6 fc0 sc0 ls0 ws0">7 813 </div></div><div class="c xa0 y817 w11b hb8"><div class="t m0 x1e h11 y819 ffb fs6 fc0 sc0 ls0 ws0">1 356 </div></div><div class="c x1 y532 wcb h38"><div class="t m0 xd h11 y1aa ffd fs6 fc0 sc0 ls0 ws0">Nabycie jednostek<span class="_ _0"></span> zależnych<span class="ffb"> </span></div></div><div class="c x111 y532 w119 h38"><div class="t m0 xd h11 y1ac ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y532 wa0 h38"><div class="t m0 x6f hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y532 w11b h38"><div class="t m0 xd hc y1ac ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y81a wcb h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Nabycie ud<span class="_ _0"></span>ziałów w Freshmail Sp. z o<span class="_ _0"></span>.o.<span class="ff9"> </span></div></div><div class="c x111 y81a w119 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y81a wa0 h28"><div class="t m0 x2b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y81a w11b h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(1 500) </div></div><div class="c x1 y81b wcb h69"><div class="t m0 xd h11 y411 ffd fs6 fc0 sc0 ls0 ws0">Nabycie jednostek<span class="_ _0"></span> zależnych wykazane w spra<span class="_ _0"></span>wozdaniu z </div><div class="t m0 xd h11 y412 ffd fs6 fc0 sc0 ls0 ws0">przepływów pieniężny<span class="_ _0"></span>ch<span class="ffb"> </span></div></div><div class="c x111 y81b w119 h69"><div class="t m0 xf h13 y81c ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y81b wa0 h69"><div class="t m0 x2b h11 y81c ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y81b w11b h69"><div class="t m0 x2c h11 y81c ffb fs6 fc0 sc0 ls0 ws0">(1 500) </div></div><div class="c x1 y81d wcb h18"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">Inwestycje w jednostk<span class="_ _0"></span>i stowarzyszone<span class="_ _0"></span> </div></div><div class="c x111 y81d w119 h18"><div class="t m0 xd h11 yd3 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y81d wa0 h18"><div class="t m0 x44 hc yd3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y81d w11b h18"><div class="t m0 x50 hc yd3 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y4b2 wcb h78"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Sprzedaż jednostki sto<span class="_ _0"></span>warzyszonej User.<span class="_ _0"></span>com Sp. z o.o.<span class="ff9"> </span></div></div><div class="c x111 y4b2 w119 h78"><div class="t m0 xd hb yd3 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y4b2 wa0 h78"><div class="t m0 x2b hb yce ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y4b2 w11b h78"><div class="t m0 x2d hb yce ff9 fs6 fc0 sc0 ls0 ws0">23 367 </div></div><div class="c x1 y81e wcb h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Odroczon<span class="_ _0"></span>a płatność ze sprzedaży udziałó<span class="_ _0"></span>w w User.com Sp. z o.o.<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x111 y81e w119 h28"><div class="t m0 x20 h13 yff ffc fs6 fc0 sc0 ls1 ws0">24<span class="ls0"> </span></div></div><div class="c x143 y81e wa0 h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls1 ws0">480<span class="ls0"> </span></div></div><div class="c xa0 y81e w11b h28"><div class="t m0 xd9 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(480) </div></div><div class="c x1 y81f wcb h2e"><div class="t m0 xd h11 y820 ffb fs6 fc0 sc0 ls0 ws0">Inwestycje w jednostk<span class="_ _0"></span>i stowarzyszone <span class="_ _0"></span>wykazane w sprawozda<span class="_ _0"></span>niu </div><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">z przepływów pienięż<span class="_ _0"></span>nych<span class="ffb"> </span></div></div><div class="c x111 y81f w119 h2e"><div class="t m0 xf h13 y821 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y81f wa0 h2e"><div class="t m0 x63 h11 y821 ffb fs6 fc0 sc0 ls1 ws0">480<span class="ls0"> </span></div></div><div class="c xa0 y81f w11b h2e"><div class="t m0 x2d h11 y821 ffb fs6 fc0 sc0 ls0 ws0">22 887 </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf45" class="pf w0 h0" ><div class="pc pc45 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">69</span> </span></span></div></div><div class="c x1 y822 w11c h14"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Nabycie rzeczo<span class="_ _0"></span>wych aktywów trwa<span class="_ _0"></span>łych i wartości niemateria<span class="_ _0"></span>lnych<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x143 y822 wa0 h14"><div class="t m0 xd h11 ybd ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y822 w11b h14"><div class="t m0 xd hc ybd ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 yec wcb h34"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Nabycie rzecz<span class="_ _0"></span>owych aktywów trwałych<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x111 yec w119 h34"><div class="t m0 x20 h13 y13c ffc fs6 fc0 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x143 yec wa0 h34"><div class="t m0 x19 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">(1 436) </div></div><div class="c xa0 yec w11b h34"><div class="t m0 xd9 hb y13c ff9 fs6 fc0 sc0 ls0 ws0">(659) </div></div><div class="c x1 y823 wcb h28"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Sprzedaż środkó<span class="_ _0"></span>w trwałych do leasingu zwr<span class="_ _0"></span>otnego<span class="ff9"> </span></div></div><div class="c x111 y823 w119 h28"><div class="t m0 x20 h13 yff ffc fs6 fc0 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x143 y823 wa0 h28"><div class="t m0 xd9 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 033 </div></div><div class="c xa0 y823 w11b h28"><div class="t m0 xc9 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y824 wcb h36"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Nabycie warto<span class="_ _0"></span>ści <span class="ff9">niematerialnych </span></div></div><div class="c x111 y824 w119 h36"><div class="t m0 x20 h13 yff ffc fs6 fc0 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x143 y824 wa0 h36"><div class="t m0 x19 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(8 275) </div></div><div class="c xa0 y824 w11b h36"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(6 201) </div></div><div class="c x1 yef wcb h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Inne </div></div><div class="c x111 yef w119 h28"><div class="t m0 xd hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 yef wa0 h28"><div class="t m0 xb5 hb yff ff9 fs6 fc0 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c xa0 yef w11b h28"><div class="t m0 x50 hb y17c ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y825 wcb h2e"><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">Korekta o <span class="_ _0"></span>zobowiązania z tytułu nabycia rzecz<span class="_ _0"></span>owych aktywów </div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">trwałych i warto<span class="_ _0"></span>ści niematerialnych<span class="ff9"> </span></div></div><div class="c x111 y825 w119 h2e"><div class="t m0 xd hb y13f ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y825 wa0 h2e"><div class="t m0 x2b hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xa0 y825 w11b h2e"><div class="t m0 x2c hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">(2 005) </div></div><div class="c x1 y826 wcb h2e"><div class="t m0 xd h11 y13e ffb fs6 fc0 sc0 ls0 ws0">Nabycie <span class="ffd">rzeczo<span class="_ _0"></span>wych aktywów trwa<span class="_ _0"></span>łych i wartości niem<span class="_ _0"></span>aterialnych </span></div><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">wykaza<span class="_ _0"></span>ne w sprawozdaniu z przepływó<span class="_ _0"></span>w pieniężnych<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x111 y826 w119 h2e"><div class="t m0 xf h13 y1ae ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y826 wa0 h2e"><div class="t m0 x19 h11 y1ae ffb fs6 fc0 sc0 ls0 ws0">(8 662) </div></div><div class="c xa0 y826 w11b h2e"><div class="t m0 x2c h11 y1ae ffb fs6 fc0 sc0 ls0 ws0">(8 866) </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y827 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y828 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y829 ff3 fs6 fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnych z dzia<span class="_ _0"></span>łalności finansowej<span class="_ _0"></span><span class="ff1 fs0"> </span></div><div class="t m0 x1 h1 y82a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y82b ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y82c wcb h34"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y82c w119 h34"><div class="t m0 xf h13 y13c ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y82c w11a h34"><div class="t m0 x31 h11 y1aa ffb fs6 fc0 sc0 ls0 ws0">Za rok o<span class="_ _0"></span>brotowy </div></div><div class="c x1 y8c wcb hb9"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x111 y8c w119 hb9"><div class="t m0 x12 h10 y81c ffa fs6 fc0 sc0 ls0 ws0">Nota </div></div><div class="c x143 y8c wa0 hb9"><div class="t m0 x28 h11 y411 ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x55 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xa0 y8c w11b hb9"><div class="t m0 x46 h11 y411 ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x16 h11 y13c ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y82d wcb h28"><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">Zobowiązania z t<span class="_ _0"></span>ytułu leasingu<span class="ffb"> </span></div></div><div class="c x111 y82d w119 h28"><div class="t m0 xd h11 y17c ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y82d wa0 h28"><div class="t m0 x6f hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y82d w11b h28"><div class="t m0 x15 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y82e wcb h2e"><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _0"></span>zobowiązań z tytułu leasing<span class="_ _0"></span>u w sprawozdaniu z sytu<span class="_ _0"></span>acji </div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">finansowej </div></div><div class="c x111 y82e w119 h2e"><div class="t m0 xd hb y13f ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y82e wa0 h2e"><div class="t m0 xd9 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">1 230 </div></div><div class="c xa0 y82e w11b h2e"><div class="t m0 x1e hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">1 266 </div></div><div class="c x1 y82f wcb h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Nowe umowy<span class="_ _0"></span> leasingowe </div></div><div class="c x111 y82f w119 h28"><div class="t m0 x20 h13 yff ffc fs6 fc0 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x143 y82f wa0 h28"><div class="t m0 x19 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(4 009) </div></div><div class="c xa0 y82f w11b h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">(2 929) </div></div><div class="c x1 y245 wcb h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Korekta <span class="ffe">o<span class="_ _0"></span> wycenę zobowiązań z tytułu<span class="_ _0"></span> leasingu</span> </div></div><div class="c x111 y245 w119 h28"><div class="t m0 x20 h13 yff ffc fs6 fc0 sc0 ls1 ws0">30<span class="ls0"> </span></div></div><div class="c x143 y245 wa0 h28"><div class="t m0 x1f hb yff ff9 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c xa0 y245 w11b h28"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls0 ws0">(39) </div></div><div class="c x1 y830 wcb h36"><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zakończone u<span class="_ _0"></span>mowy leasingowe<span class="ff9"> </span></div></div><div class="c x111 y830 w119 h36"><div class="t m0 x20 h13 yff ffc fs6 fc0 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x143 y830 wa0 h36"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls1 ws0">687<span class="ls0"> </span></div></div><div class="c xa0 y830 w11b h36"><div class="t m0 xc9 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y831 wcb h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Reklasyfikacja um<span class="_ _0"></span>owy leasingowej<span class="_ _0"></span> </div></div><div class="c x111 y831 w119 h28"><div class="t m0 x20 h13 yff ffc fs6 fc0 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x143 y831 wa0 h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls0 ws0">(300) </div></div><div class="c xa0 y831 w11b h28"><div class="t m0 xc9 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y832 wcb h35"><div class="t m0 xd h11 y42a ffd fs6 fc0 sc0 ls0 ws0">Płatności zobowią<span class="_ _0"></span>zań z tytułu umów lea<span class="_ _0"></span>singu wykazane w </div><div class="t m0 xd h11 yff ffd fs6 fc0 sc0 ls0 ws0">sprawozdaniu z przep<span class="_ _0"></span>ływów pieniężnych<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x111 y832 w119 h35"><div class="t m0 xf h10 y178 ffa fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x143 y832 wa0 h35"><div class="t m0 x19 h11 y178 ffb fs6 fc0 sc0 ls0 ws0">(2 389) </div></div><div class="c xa0 y832 w11b h35"><div class="t m0 x2c h11 y178 ffb fs6 fc0 sc0 ls0 ws0">(1 702) </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y833 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y834 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y835 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y836 ff2 fs6 fc2 sc0 ls0 ws0">38.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff2 fc1">Tran<span class="_ _1"></span>sa<span class="_ _1"></span>kcj<span class="_ _1"></span>e <span class="_ _1"></span>z <span class="_ _1"></span>pod<span class="_ _b"></span>miot<span class="_ _1"></span>ami<span class="_ _1"></span> <span class="ff3">p<span class="_ _1"></span>ow<span class="_ _1"></span>iąz<span class="_ _1"></span>an<span class="_ _1"></span>ymi<span class="_ _1"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 x1 h1 y837 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hac y838 ff1 fs10 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y839 ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>8<span class="_ _b"></span>.<span class="_ _1"></span>1<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff2 fc1">T<span class="_ _b"></span>r<span class="_ _1"></span>a<span class="_ _1"></span>n<span class="_ _1"></span>s<span class="_ _b"></span>a<span class="_ _1"></span>k<span class="_ _1"></span>c<span class="_ _b"></span>j<span class="_ _1"></span>e<span class="_ _1"></span> <span class="_ _b"></span>z <span class="_ _b"></span>k<span class="_ _1"></span>l<span class="_ _b"></span>uc<span class="_ _b"></span>z<span class="_ _1"></span>o<span class="_ _1"></span>w<span class="_ _b"></span>y<span class="_ _1"></span>m<span class="_ _1"></span> <span class="_ _b"></span>pe<span class="_ _b"></span>r<span class="_ _1"></span>s<span class="_ _b"></span>on<span class="_ _b"></span>e<span class="_ _1"></span>l<span class="_ _b"></span>e<span class="_ _1"></span>m<span class="_ _1"></span> <span class="_ _b"></span>ki<span class="_ _b"></span>e<span class="_ _1"></span>r<span class="_ _1"></span>o<span class="_ _b"></span>wn<span class="_ _b"></span>i<span class="_ _b"></span>cz<span class="_ _b"></span>ym<span class="_ _b"></span> <span class="_ _1"></span> </span></span></div><div class="t m0 x1 h1 y770 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y83a ff5 fs6 fc0 sc0 ls0 ws0">Do <span class="_ _14"></span>kluczowego <span class="_ _14"></span>personelu <span class="_ _14"></span>kierowniczego <span class="_ _14"> </span>Spółk<span class="_ _0"></span>a <span class="_ _11"></span>zalicza<span class="_ _0"></span> <span class="_ _14"></span>Członków <span class="_ _11"></span>Z<span class="_ _0"></span>arządu <span class="_ _14"></span>i <span class="_ _11"></span>Rady<span class="_ _0"></span> <span class="_ _14"></span>Nadzorczej <span class="_ _14"></span>Spółki <span class="_ _14"></span>oraz </div><div class="t m0 x1 hc y83b ff5 fs6 fc0 sc0 ls0 ws0">Członków Zar<span class="_ _0"></span>ządu i Rady Nadzorczej jed<span class="_ _0"></span>nostki dominującej <span class="_ _0"></span>wyższego szcze<span class="_ _0"></span>bla cyber_Folks S.A<span class="ff4">.<span class="_ _0"></span>) </span></div><div class="t m0 x1 h3b y785 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y83c ff2 fs6 fc1 sc0 ls0 ws0">Transakcje <span class="lsc">z <span class="_ _0"></span></span>C<span class="ff3">złonkami </span>Z<span class="ff3">arządu</span> <span class="ff3">Spółk<span class="_ _0"></span>i<span class="ff4 fc0"> </span></span></div><div class="t m0 x1 hc y83d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y83e w11d h88"><div class="t m0 xd h11 y38b ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x144 y83e w11e h88"><div class="t m0 x21 h11 y38b ffd fs6 fc0 sc0 ls0 ws0">Wartość tra<span class="_ _0"></span>nsakcji <span class="ffb"> </span></div><div class="t m0 x16 h11 y13e ffb fs6 fc0 sc0 ls0 ws0">w roku obro<span class="_ _0"></span>towym  </div><div class="t m0 x18 h11 yff ffd fs6 fc0 sc0 ls0 ws0">kończącym<span class="_ _0"></span> się<span class="ffb"> </span></div></div><div class="c x107 y83e w11e h88"><div class="t m0 x64 h11 y13e ffd fs6 fc0 sc0 ls0 ws0">Saldo na dzień<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x1 y83f w11d h28"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x144 y83f w11f h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x145 y83f w120 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x107 y83f w11f h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x122 y83f w120 h28"><div class="t m0 xd h11 yff ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y840 w11d hba"><div class="t m0 xd hb y841 ffe fs6 fc0 sc0 ls0 ws0">Krótkoterm<span class="_ _0"></span>inowe świadczenia p<span class="_ _0"></span>racownicze <span class="ff9">- </span></div><div class="t m0 xd hb y135 ffe fs6 fc0 sc0 ls0 ws0">wynagrodzen<span class="_ _0"></span>ia z tytułu pełnienia funkcji w <span class="_ _0"></span>Vercom </div><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c x144 y840 w11f hba"><div class="t m0 xed hb y135 ff9 fs6 fc0 sc0 ls1 ws0">310<span class="ls0"> </span></div></div><div class="c x145 y840 w120 hba"><div class="t m0 xed hb y135 ff9 fs6 fc0 sc0 ls1 ws0">310<span class="ls0"> </span></div></div><div class="c x107 y840 w11f hba"><div class="t m0 x1d hb y135 ff9 fs6 fc0 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x122 y840 w120 hba"><div class="t m0 x1d hb y135 ff9 fs6 fc0 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x1 y842 w11d h2e"><div class="t m0 xd hb y13e ff5 fs6 fc0 sc0 ls0 ws0">Koszty innych<span class="_ _0"></span> świadczeń pracowniczy<span class="_ _0"></span>ch / </div><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia z tytułu świadczeń pracowniczy<span class="_ _0"></span>ch<span class="ff4"> </span></div></div><div class="c x144 y842 w11f h2e"><div class="t m0 xed hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">173<span class="ls0"> </span></div></div><div class="c x145 y842 w120 h2e"><div class="t m0 xed hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">147<span class="ls0"> </span></div></div><div class="c x107 y842 w11f h2e"><div class="t m0 x3a hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">7 </div></div><div class="c x122 y842 w120 h2e"><div class="t m0 x3a hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">6 </div></div><div class="c x1 y7c5 w11d h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Przychody <span class="_ _0"></span><span class="ffe">ze sprzedaży/Należności h<span class="_ _0"></span>andlowe</span> </div></div><div class="c x144 y7c5 w11f h28"><div class="t m0 x121 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x145 y7c5 w120 h28"><div class="t m0 x121 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x107 y7c5 w11f h28"><div class="t m0 x121 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x122 y7c5 w120 h28"><div class="t m0 x121 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y208 w11d h36"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">Wycena pro<span class="_ _0"></span>gramu motywacyjnego<span class="_ _0"></span> </div></div><div class="c x144 y208 w11f h36"><div class="t m0 x1d hb yff ff9 fs6 fc0 sc0 ls1 ws0">83<span class="ls0"> </span></div></div><div class="c x145 y208 w120 h36"><div class="t m0 xed hb yff ff9 fs6 fc0 sc0 ls1 ws0">224<span class="ls0"> </span></div></div><div class="c x107 y208 w11f h36"><div class="t m0 x121 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x122 y208 w120 h36"><div class="t m0 x121 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y843 w11d h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x144 y843 w11f h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x145 y843 w120 h28"><div class="t m0 xe1 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y843 w11f h28"><div class="t m0 x1b h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x122 y843 w120 h28"><div class="t m0 x1b h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h3b y844 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y7c7 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y845 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y846 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">70</span> </span></span></div><div class="t m0 x1 h3b y211 ff2 fs6 fc1 sc0 ls0 ws0">Transakcje <span class="ff3">z <span class="_ _0"></span>Członkami Rady Nadzo<span class="_ _0"></span>rczej</span> <span class="ff3">Spółk<span class="_ _0"></span>i<span class="ff4 fc0"> </span></span></div><div class="t m0 x1 hc y4e0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y847 w121 hab"><div class="t m0 xd h11 y430 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x146 y847 w122 hab"><div class="t m0 x16 h11 y430 ffd fs6 fc0 sc0 ls0 ws0">Wartość tra<span class="_ _0"></span>nsakcji <span class="ffb"> </span></div><div class="t m0 x55 h11 y13e ffb fs6 fc0 sc0 ls0 ws0">w roku obro<span class="_ _0"></span>towym  </div><div class="t m0 x32 h11 yff ffd fs6 fc0 sc0 ls0 ws0">kończącym<span class="_ _0"></span> się<span class="ffb"> </span></div></div><div class="c xdf y847 w123 hab"><div class="t m0 x137 h11 y13e ffd fs6 fc0 sc0 ls0 ws0">Saldo na dzień<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x1 y848 w121 h28"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x146 y848 w124 h28"><div class="t m0 x28 h41 y194 ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xde y848 w120 h28"><div class="t m0 x46 h41 y194 ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xdf y848 w124 h28"><div class="t m0 x28 h41 y194 ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xf6 y848 w125 h28"><div class="t m0 x12 h41 y194 ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y849 w121 hbb"><div class="t m0 xc6 h41 y0 ffb fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x146 y849 w124 hbb"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xde y849 w120 hbb"><div class="t m0 x39 hc y84a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xdf y849 w124 hbb"><div class="t m0 x1a hc y84a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y849 w125 hbb"><div class="t m0 xe1 hc y84a ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y84b w121 h90"><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">Krótkoterm<span class="_ _0"></span>inowe świadczenia prac<span class="_ _0"></span>ownicze / </div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia<span class="ff9"> </span></div></div><div class="c x146 y84b w124 h90"><div class="t m0 xd9 hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">229<span class="ls0"> </span></div></div><div class="c xde y84b w120 h90"><div class="t m0 xed hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">228<span class="ls0"> </span></div></div><div class="c xdf y84b w124 h90"><div class="t m0 x2f hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c xf6 y84b w125 h90"><div class="t m0 x4d hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">13<span class="ls0"> </span></div></div><div class="c x1 y84c w121 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x146 y84c w124 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xde y84c w120 h28"><div class="t m0 xe1 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y84c w124 h28"><div class="t m0 xb5 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y84c w125 h28"><div class="t m0 x4e h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h3b y61a ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y84d ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y84e ff2 fs6 fc1 sc0 ls0 ws0">Transakcje <span class="ff3">z <span class="_ _0"></span>Członkami Rady Nadzo<span class="_ _0"></span>rczej jednostki dominują<span class="_ _0"></span>cej wyższego szcze<span class="_ _0"></span>bla cyber_Folks S.A. <span class="_ _20"></span></span> </div><div class="t m0 x1 hc y84f ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _14"></span>okresach <span class="_ _15"> </span>sprawozdawczych <span class="_ _14"> </span>zak<span class="_ _0"></span>ończonych <span class="_ _14"> </span>w <span class="_ _14"> </span>dniach<span class="_ _0"></span> <span class="_ _14"></span>3<span class="_ _0"></span><span class="ff4">1 <span class="_ _14"></span>grudnia <span class="_ _15"></span></span>2024 <span class="_ _14"></span>r. <span class="_ _14"></span>oraz <span class="_ _14"> </span>31 <span class="_ _15"> </span>grudnia <span class="_ _14"></span>2023 <span class="_ _14"></span>r. <span class="_ _14"> </span>Spó<span class="_ _0"></span>łka </div><div class="t m0 x1 hb y850 ff5 fs6 fc0 sc0 ls0 ws0">Vercom <span class="_ _21"> </span>nie <span class="_ _21"> </span>przeprowadzała <span class="_ _21"> </span>żadnych <span class="_ _21"> </span>transakcji <span class="_ _21"> </span>z <span class="_ _21"> </span>Członkami <span class="_ _21"> </span>Rady <span class="_ _21"> </span>Nadzorcz<span class="_ _0"></span>ej <span class="_ _12"> </span>jednostki <span class="_ _21"> </span>dominu<span class="_ _0"></span>jącej </div><div class="t m0 x1 hc y851 ff4 fs6 fc0 sc0 ls0 ws0">cyber_Folk<span class="_ _0"></span>s S.A. </div><div class="t m0 x1 h3b y852 ff2 fs6 fc1 sc0 ls0 ws0">Transakcje <span class="ff3">z <span class="_ _0"></span>Członkami Zarządu jednostk<span class="_ _0"></span>i dominującej<span class="_ _0"></span></span> <span class="ff3">wyższego szcze<span class="_ _0"></span>bla cyber_Folks S.A.<span class="_ _0"></span><span class="ff4 fc0"> </span></span></div><div class="t m0 x1 h44 y8e ff4 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y853 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y830 w126 h88"><div class="t m0 xd h11 y430 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x147 y830 w127 h88"><div class="t m0 x16 h11 y430 ffd fs6 fc0 sc0 ls0 ws0">Wartość tra<span class="_ _0"></span>nsakcji <span class="ffb"> </span></div><div class="t m0 x16 h11 y13e ffb fs6 fc0 sc0 ls0 ws0">w roku obro<span class="_ _0"></span>towym  </div><div class="t m0 x18 h11 yff ffd fs6 fc0 sc0 ls0 ws0">kończącym<span class="_ _0"></span> się<span class="ffb"> </span></div></div><div class="c xd7 y830 w128 h88"><div class="t m0 x47 h11 y13e ffd fs6 fc0 sc0 ls0 ws0">Saldo na dzień<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x1 y854 w126 h78"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x147 y854 w129 h78"><div class="t m0 x20 h41 y380 ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x148 y854 w8e h78"><div class="t m0 x68 h41 y380 ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd7 y854 w12a h78"><div class="t m0 x20 h41 y380 ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x3e y854 w12b h78"><div class="t m0 x27 h41 y380 ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y855 w126 h35"><div class="t m0 xd hb y856 ffe fs6 fc0 sc0 ls0 ws0">Krótkoterm<span class="_ _0"></span>inowe świadczenia p<span class="_ _0"></span>racownicze <span class="ff9">- </span></div><div class="t m0 xd hb yba ffe fs6 fc0 sc0 ls0 ws0">wynagrodzen<span class="_ _0"></span>ia z tytułu pełnienia funkcji w <span class="_ _0"></span>Vercom S.A.<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x147 y855 w129 h35"><div class="t m0 x1d hb y27a ff9 fs6 fc0 sc0 ls1 ws0">48<span class="ls0"> </span></div></div><div class="c x148 y855 w8e h35"><div class="t m0 x22 hb y27a ff9 fs6 fc0 sc0 ls1 ws0">48<span class="ls0"> </span></div></div><div class="c xd7 y855 w12a h35"><div class="t m0 x34 hb y27a ff9 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x3e y855 w12b h35"><div class="t m0 xe2 hb y27a ff9 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x1 y191 w126 h88"><div class="t m0 xd hb y38b ffe fs6 fc0 sc0 ls0 ws0">Krótkoterm<span class="_ _0"></span>inowe świadczenia prac<span class="_ _0"></span>ownicze <span class="ff9">- </span></div><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">wynagrodzen<span class="_ _0"></span>ia z tytułu pełnienia funkcji w <span class="_ _0"></span>jednostkach </div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">zależnych<span class="ff9"> </span></div></div><div class="c x147 y191 w129 h88"><div class="t m0 x1d hb y13e ff9 fs6 fc0 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x148 y191 w8e h88"><div class="t m0 x34 hb y13e ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y191 w12a h88"><div class="t m0 x34 hb y13e ff9 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x3e y191 w12b h88"><div class="t m0 x63 hb y13e ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y857 w126 hbc"><div class="t m0 xd hb y858 ff5 fs6 fc0 sc0 ls0 ws0">Koszty innych<span class="_ _0"></span> świadczeń pracowniczy<span class="_ _0"></span>ch / Zobowiązania </div><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">z tytułu świadczeń<span class="_ _0"></span> pracowniczych<span class="ff4"> </span></div></div><div class="c x147 y857 w129 hbc"><div class="t m0 x1d hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">51<span class="ls0"> </span></div></div><div class="c x148 y857 w8e hbc"><div class="t m0 x34 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y857 w12a hbc"><div class="t m0 x34 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">3 </div></div><div class="c x3e y857 w12b hbc"><div class="t m0 x63 hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y859 w126 h2e"><div class="t m0 xd hb y13e ff5 fs6 fc0 sc0 ls0 ws0">Wynagrod<span class="_ _0"></span>zenia z tytułu świadczenia usług<span class="_ _0"></span> / </div><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">Zobowiązan<span class="_ _0"></span>ia<span class="ff4"> </span></div></div><div class="c x147 y859 w129 h2e"><div class="t m0 x1e hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">126<span class="ls0"> </span></div></div><div class="c x148 y859 w8e h2e"><div class="t m0 xed hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">188<span class="ls0"> </span></div></div><div class="c xd7 y859 w12a h2e"><div class="t m0 x1b hb y1ae ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y859 w12b h2e"><div class="t m0 x45 hb y1ae ff9 fs6 fc0 sc0 ls1 ws0">17<span class="ls0"> </span></div></div><div class="c x1 y3fd w126 h38"><div class="t m0 xd hb yce ff9 fs6 fc0 sc0 ls0 ws0">Wycena pro<span class="_ _0"></span>gramu motywacyjnego<span class="_ _0"></span> </div></div><div class="c x147 y3fd w129 h38"><div class="t m0 x1d hb ybf ff9 fs6 fc0 sc0 ls1 ws0">23<span class="ls0"> </span></div></div><div class="c x148 y3fd w8e h38"><div class="t m0 x22 hb ybf ff9 fs6 fc0 sc0 ls1 ws0">58<span class="ls0"> </span></div></div><div class="c xd7 y3fd w12a h38"><div class="t m0 x1b hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y3fd w12b h38"><div class="t m0 x63 hb ybf ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y85a ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3d y85b ff4 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y85c ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y4a7 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y22f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 ya2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y85d ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y67f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y6a6 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y85e ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y85f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y63 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y860 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y404 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y861 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y270 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y205 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y862 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y863 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y864 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y305 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y6b ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y865 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y33e ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y866 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y867 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y6f ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y868 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y869 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">71</span> </span></span></div><div class="t m0 x1 h7 y86a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3c y86b ff2 fsb fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y86c ff2 fs6 fc2 sc0 ls0 ws0">3<span class="_ _1"></span>8<span class="_ _b"></span>.<span class="_ _1"></span>2<span class="_ _1"></span>.<span class="_ _b"></span><span class="fff"> <span class="_ _26"> </span><span class="ff3 fc1">T<span class="_ _b"></span>r<span class="_ _1"></span>a<span class="_ _1"></span>n<span class="_ _1"></span>s<span class="_ _b"></span>a<span class="_ _1"></span>k<span class="_ _1"></span>c<span class="_ _b"></span>j<span class="_ _1"></span>e<span class="_ _1"></span> <span class="_ _b"></span>z <span class="_ _b"></span>p<span class="_ _1"></span>o<span class="_ _b"></span>z<span class="_ _1"></span>o<span class="_ _1"></span>s<span class="_ _b"></span>ta<span class="_ _b"></span>ł<span class="_ _1"></span>y<span class="_ _b"></span>mi<span class="_ _b"></span> <span class="_ _1"></span>p<span class="_ _1"></span>o<span class="_ _1"></span>d<span class="_ _b"></span>m<span class="_ _1"></span>i<span class="_ _b"></span>ot<span class="_ _b"></span>a<span class="_ _1"></span>m<span class="_ _1"></span>i<span class="_ _b"></span> <span class="_ _1"></span>p<span class="_ _b"></span>ow<span class="_ _b"></span>i<span class="_ _1"></span>ą<span class="_ _1"></span>z<span class="_ _b"></span>a<span class="_ _1"></span>n<span class="_ _1"></span>y<span class="_ _b"></span>m<span class="ff2">i<span class="_ _b"></span> </span></span></span></div><div class="t m0 x1 hc y86d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y68e w126 hab"><div class="t m0 xd h11 y430 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x147 y68e w127 hab"><div class="t m0 x16 h11 y430 ffd fs6 fc0 sc0 ls0 ws0">Wartość tra<span class="_ _0"></span>nsakcji <span class="ffb"> </span></div><div class="t m0 x16 h11 y13e ffb fs6 fc0 sc0 ls0 ws0">w roku obro<span class="_ _0"></span>towym  </div><div class="t m0 x18 h11 yff ffd fs6 fc0 sc0 ls0 ws0">kończącym<span class="_ _0"></span> się<span class="ffb"> </span></div></div><div class="c xd7 y68e w128 hab"><div class="t m0 x47 h11 y13e ffd fs6 fc0 sc0 ls0 ws0">Saldo na dzień<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x1 y86e w126 h1d"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x147 y86e w129 h1d"><div class="t m0 x28 h41 y426 ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x148 y86e w8e h1d"><div class="t m0 x46 h41 y426 ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd7 y86e w12a h1d"><div class="t m0 x28 h41 y426 ffb fs1 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x3e y86e w12b h1d"><div class="t m0 x12 h41 y426 ffb fs1 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y86f w126 h28"><div class="t m0 xd h3b yff ff3 fs6 fc0 sc0 ls0 ws0">Przychody  / Na<span class="_ _0"></span>leżności <span class="ff2"> </span></div></div><div class="c x147 y86f w129 h28"><div class="t m0 x18 h11 yff ffb fs6 fc0 sc0 ls0 ws0">52 422 </div></div><div class="c x148 y86f w8e h28"><div class="t m0 x64 h11 yff ffb fs6 fc0 sc0 ls0 ws0">44 630 </div></div><div class="c xd7 y86f w12a h28"><div class="t m0 x2c h11 yff ffb fs6 fc0 sc0 ls0 ws0">5 605 </div></div><div class="c x3e y86f w12b h28"><div class="t m0 x11 h11 yff ffb fs6 fc0 sc0 ls0 ws0">4 388 </div></div><div class="c x1 y870 w126 h28"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">jednostka d<span class="_ _0"></span>ominująca cyber_Folks S.A.<span class="_ _0"></span><span class="ff4"> </span></div></div><div class="c x147 y870 w129 h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls1 ws0">175<span class="ls0"> </span></div></div><div class="c x148 y870 w8e h28"><div class="t m0 x22 hb yff ff9 fs6 fc0 sc0 ls1 ws0">94<span class="ls0"> </span></div></div><div class="c xd7 y870 w12a h28"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls1 ws0">61<span class="ls0"> </span></div></div><div class="c x3e y870 w12b h28"><div class="t m0 x45 hb yff ff9 fs6 fc0 sc0 ls1 ws0">38<span class="ls0"> </span></div></div><div class="c x1 y871 w126 h34"><div class="t m0 xd hc y13c ff5 fs6 fc0 sc0 ls0 ws0">jednostki zależn<span class="_ _0"></span>e<span class="ff4"> </span></div></div><div class="c x147 y871 w129 h34"><div class="t m0 x18 hb yff ff9 fs6 fc0 sc0 ls0 ws0">52 205 </div></div><div class="c x148 y871 w8e h34"><div class="t m0 x64 hb yff ff9 fs6 fc0 sc0 ls0 ws0">44 216 </div></div><div class="c xd7 y871 w12a h34"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">5 544 </div></div><div class="c x3e y871 w12b h34"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">4 350 </div></div><div class="c x1 y872 w126 h34"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0">jednostki stowar<span class="_ _0"></span>zyszone </div></div><div class="c x147 y872 w129 h34"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x148 y872 w8e h34"><div class="t m0 xed hb yff ff9 fs6 fc0 sc0 ls1 ws0">318<span class="ls0"> </span></div></div><div class="c xd7 y872 w12a h34"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y872 w12b h34"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y873 w126 h34"><div class="t m0 xd hc y13c ff5 fs6 fc0 sc0 ls0 ws0">inne podmioty<span class="_ _0"></span> powiązane<span class="ff4"> </span></div></div><div class="c x147 y873 w129 h34"><div class="t m0 x1d hb yff ff9 fs6 fc0 sc0 ls1 ws0">42<span class="ls0"> </span></div></div><div class="c x148 y873 w8e h34"><div class="t m0 x4e hb yff ff9 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c xd7 y873 w12a h34"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y873 w12b h34"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y874 w126 h28"><div class="t m0 xd h3b yff ff3 fs6 fc0 sc0 ls0 ws0">Przychody / Na<span class="_ _0"></span>leżności finansowe<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x147 y874 w129 h28"><div class="t m0 x1d h11 yff ffb fs6 fc0 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x148 y874 w8e h28"><div class="t m0 x34 h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y874 w12a h28"><div class="t m0 x34 h11 yff ffb fs6 fc0 sc0 ls0 ws0">8 </div></div><div class="c x3e y874 w12b h28"><div class="t m0 x63 h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y875 w126 h36"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">jednostka d<span class="_ _0"></span>ominująca cyber_Folks S.A.<span class="_ _0"></span><span class="ff4"> </span></div></div><div class="c x147 y875 w129 h36"><div class="t m0 x1d hb yff ff9 fs6 fc0 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x148 y875 w8e h36"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y875 w12a h36"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">6 </div></div><div class="c x3e y875 w12b h36"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y876 w126 h37"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">jednostki zależn<span class="_ _0"></span>e<span class="ff4"> </span></div></div><div class="c x147 y876 w129 h37"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">4 </div></div><div class="c x148 y876 w8e h37"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y876 w12a h37"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">2 </div></div><div class="c x3e y876 w12b h37"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y877 w126 h28"><div class="t m0 xd h3b yff ff3 fs6 fc0 sc0 ls0 ws0">Odsetki otrz<span class="_ _0"></span>ymane od pożyczek / P<span class="_ _0"></span>ożyczki udzielone<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x147 y877 w129 h28"><div class="t m0 x1e h11 yff ffb fs6 fc0 sc0 ls1 ws0">435<span class="ls0"> </span></div></div><div class="c x148 y877 w8e h28"><div class="t m0 xed h11 yff ffb fs6 fc0 sc0 ls1 ws0">759<span class="ls0"> </span></div></div><div class="c xd7 y877 w12a h28"><div class="t m0 x2c h11 yff ffb fs6 fc0 sc0 ls0 ws0">6 919 </div></div><div class="c x3e y877 w12b h28"><div class="t m0 xb0 h11 yff ffb fs6 fc0 sc0 ls0 ws0">11 645 </div></div><div class="c x1 y878 w126 h28"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">jednostka d<span class="_ _0"></span>ominująca cyber_Folks S.A.<span class="_ _0"></span><span class="ff4"> </span></div></div><div class="c x147 y878 w129 h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls1 ws0">105<span class="ls0"> </span></div></div><div class="c x148 y878 w8e h28"><div class="t m0 xed hb yff ff9 fs6 fc0 sc0 ls1 ws0">187<span class="ls0"> </span></div></div><div class="c xd7 y878 w12a h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y878 w12b h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">3 305 </div></div><div class="c x1 y879 w126 h28"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">jednostki zależn<span class="_ _0"></span>e<span class="ff4"> </span></div></div><div class="c x147 y879 w129 h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls1 ws0">313<span class="ls0"> </span></div></div><div class="c x148 y879 w8e h28"><div class="t m0 xed hb yff ff9 fs6 fc0 sc0 ls1 ws0">572<span class="ls0"> </span></div></div><div class="c xd7 y879 w12a h28"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">6 832 </div></div><div class="c x3e y879 w12b h28"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">8 340 </div></div><div class="c x1 y87a w126 h28"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">jednostki stowar<span class="_ _0"></span>zyszone </div></div><div class="c x147 y87a w129 h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x148 y87a w8e h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y87a w12a h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y87a w12b h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y87b w126 h36"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">inne podmioty<span class="_ _0"></span> powiązane<span class="ff4"> </span></div></div><div class="c x147 y87b w129 h36"><div class="t m0 x1d hb yff ff9 fs6 fc0 sc0 ls1 ws0">17<span class="ls0"> </span></div></div><div class="c x148 y87b w8e h36"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y87b w12a h36"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls1 ws0">87<span class="ls0"> </span></div></div><div class="c x3e y87b w12b h36"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y87c w126 h28"><div class="t m0 xd h3b yff ff3 fs6 fc0 sc0 ls0 ws0">Kaucje zapłaco<span class="_ _0"></span>ne<span class="ff2"> </span></div></div><div class="c x147 y87c w129 h28"><div class="t m0 x1b h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x148 y87c w8e h28"><div class="t m0 x34 h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y87c w12a h28"><div class="t m0 x1b h11 yff ffb fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y87c w12b h28"><div class="t m0 x6f h11 yff ffb fs6 fc0 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x1 y673 w126 h28"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">jednostki zależn<span class="_ _0"></span>e<span class="ff4"> </span></div></div><div class="c x147 y673 w129 h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x148 y673 w8e h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y673 w12a h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y673 w12b h28"><div class="t m0 x6f hb yff ff9 fs6 fc0 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x1 y87d w126 h28"><div class="t m0 xd h3b yff ff2 fs6 fc0 sc0 ls0 ws0">Zakupy <span class="ff3">/ Zobowią<span class="_ _0"></span>zania handlowe</span> </div></div><div class="c x147 y87d w129 h28"><div class="t m0 x1a h11 yff ffb fs6 fc0 sc0 ls0 ws0">9 189 </div></div><div class="c x148 y87d w8e h28"><div class="t m0 x39 h11 yff ffb fs6 fc0 sc0 ls0 ws0">6 830 </div></div><div class="c xd7 y87d w12a h28"><div class="t m0 xd9 h11 yff ffb fs6 fc0 sc0 ls1 ws0">775<span class="ls0"> </span></div></div><div class="c x3e y87d w12b h28"><div class="t m0 x6f h11 yff ffb fs6 fc0 sc0 ls1 ws0">794<span class="ls0"> </span></div></div><div class="c x1 y87e w126 h28"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">jednostka d<span class="_ _0"></span>ominująca cyber_Folks S.A.<span class="_ _0"></span><span class="ff4"> </span></div></div><div class="c x147 y87e w129 h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls1 ws0">854<span class="ls0"> </span></div></div><div class="c x148 y87e w8e h28"><div class="t m0 xed hb yff ff9 fs6 fc0 sc0 ls1 ws0">601<span class="ls0"> </span></div></div><div class="c xd7 y87e w12a h28"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y87e w12b h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y87f w126 h28"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">jednostki zależn<span class="_ _0"></span>e<span class="ff4"> </span></div></div><div class="c x147 y87f w129 h28"><div class="t m0 x1a hb yff ff9 fs6 fc0 sc0 ls0 ws0">8 082 </div></div><div class="c x148 y87f w8e h28"><div class="t m0 x39 hb yff ff9 fs6 fc0 sc0 ls0 ws0">6 189 </div></div><div class="c xd7 y87f w12a h28"><div class="t m0 xd9 hb yff ff9 fs6 fc0 sc0 ls1 ws0">733<span class="ls0"> </span></div></div><div class="c x3e y87f w12b h28"><div class="t m0 x6f hb yff ff9 fs6 fc0 sc0 ls1 ws0">793<span class="ls0"> </span></div></div><div class="c x1 y880 w126 h36"><div class="t m0 xd hc yff ff4 fs6 fc0 sc0 ls0 ws0">jednostki stowar<span class="_ _0"></span>zyszone </div></div><div class="c x147 y880 w129 h36"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x148 y880 w8e h36"><div class="t m0 x22 hb yff ff9 fs6 fc0 sc0 ls1 ws0">40<span class="ls0"> </span></div></div><div class="c xd7 y880 w12a h36"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y880 w12b h36"><div class="t m0 xe2 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 </div></div><div class="c x1 y881 w126 h28"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">inne podmioty<span class="_ _0"></span> powiązane<span class="ff4"> </span></div></div><div class="c x147 y881 w129 h28"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls1 ws0">253<span class="ls0"> </span></div></div><div class="c x148 y881 w8e h28"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y881 w12a h28"><div class="t m0 x2f hb yff ff9 fs6 fc0 sc0 ls1 ws0">42<span class="ls0"> </span></div></div><div class="c x3e y881 w12b h28"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y3f7 w126 h28"><div class="t m0 xd h3b yff ff2 fs6 fc0 sc0 ls0 ws0">Zakupy <span class="ff3">/ Zobowią<span class="_ _0"></span>zania finansowe<span class="_ _0"></span></span> </div></div><div class="c x147 y3f7 w129 h28"><div class="t m0 x1a h11 yff ffb fs6 fc0 sc0 ls0 ws0">1 367 </div></div><div class="c x148 y3f7 w8e h28"><div class="t m0 xed h11 yff ffb fs6 fc0 sc0 ls1 ws0">689<span class="ls0"> </span></div></div><div class="c xd7 y3f7 w12a h28"><div class="t m0 x2c h11 yff ffb fs6 fc0 sc0 ls0 ws0">1 751 </div></div><div class="c x3e y3f7 w12b h28"><div class="t m0 x6f h11 yff ffb fs6 fc0 sc0 ls1 ws0">960<span class="ls0"> </span></div></div><div class="c x1 y3f8 w126 h34"><div class="t m0 xd hc y13c ff5 fs6 fc0 sc0 ls0 ws0">jednostka d<span class="_ _0"></span>ominująca cyber_Folks S.A.<span class="_ _0"></span><span class="ff4"> </span></div></div><div class="c x147 y3f8 w129 h34"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls1 ws0">956<span class="ls0"> </span></div></div><div class="c x148 y3f8 w8e h34"><div class="t m0 x34 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c xd7 y3f8 w12a h34"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 751 </div></div><div class="c x3e y3f8 w12b h34"><div class="t m0 x63 hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x1 y882 w126 h37"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">jednostki zależn<span class="_ _0"></span>e<span class="ff4"> </span></div></div><div class="c x147 y882 w129 h37"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls1 ws0">411<span class="ls0"> </span></div></div><div class="c x148 y882 w8e h37"><div class="t m0 xed hb yff ff9 fs6 fc0 sc0 ls1 ws0">689<span class="ls0"> </span></div></div><div class="c xd7 y882 w12a h37"><div class="t m0 x1b hb yff ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x3e y882 w12b h37"><div class="t m0 x6f hb yff ff9 fs6 fc0 sc0 ls1 ws0">960<span class="ls0"> </span></div></div><div class="c x1 y5bb w126 h34"><div class="t m0 xd h11 y1aa ffd fs6 fc0 sc0 ls0 ws0">Zakupy / Zobowiąza<span class="_ _0"></span>nia pozostałe<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x147 y5bb w129 h34"><div class="t m0 x1d h11 yff ffb fs6 fc0 sc0 ls1 ws0">68<span class="ls0"> </span></div></div><div class="c x148 y5bb w8e h34"><div class="t m0 xed h11 yff ffb fs6 fc0 sc0 ls1 ws0">129<span class="ls0"> </span></div></div><div class="c xd7 y5bb w12a h34"><div class="t m0 x2c h11 yff ffb fs6 fc0 sc0 ls0 ws0">1 082 </div></div><div class="c x3e y5bb w12b h34"><div class="t m0 x11 h11 yff ffb fs6 fc0 sc0 ls0 ws0">1 053 </div></div><div class="c x1 y3fb w126 h34"><div class="t m0 xd hc y13c ff5 fs6 fc0 sc0 ls0 ws0">jednostki zależn<span class="_ _0"></span>e<span class="ff4"> </span></div></div><div class="c x147 y3fb w129 h34"><div class="t m0 x1d hb yff ff9 fs6 fc0 sc0 ls1 ws0">68<span class="ls0"> </span></div></div><div class="c x148 y3fb w8e h34"><div class="t m0 xed hb yff ff9 fs6 fc0 sc0 ls1 ws0">129<span class="ls0"> </span></div></div><div class="c xd7 y3fb w12a h34"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 082 </div></div><div class="c x3e y3fb w12b h34"><div class="t m0 x11 hb yff ff9 fs6 fc0 sc0 ls0 ws0">1 053 </div></div><div class="c x1 y42f w126 h28"><div class="t m0 xd h3b yff ff3 fs6 fc0 sc0 ls0 ws0">Odsetki zapłaco<span class="_ _0"></span>ne od pożyczek / P<span class="_ _0"></span>ożyczki otrzymane<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x147 y42f w129 h28"><div class="t m0 x1e h11 yff ffb fs6 fc0 sc0 ls1 ws0">298<span class="ls0"> </span></div></div><div class="c x148 y42f w8e h28"><div class="t m0 xed h11 yff ffb fs6 fc0 sc0 ls1 ws0">171<span class="ls0"> </span></div></div><div class="c xd7 y42f w12a h28"><div class="t m0 x2c h11 yff ffb fs6 fc0 sc0 ls0 ws0">4 533 </div></div><div class="c x3e y42f w12b h28"><div class="t m0 xb0 h11 yff ffb fs6 fc0 sc0 ls0 ws0">10 019 </div></div><div class="c x1 y281 w126 h36"><div class="t m0 xd hc yff ff5 fs6 fc0 sc0 ls0 ws0">jednostki zależn<span class="_ _0"></span>e<span class="ff4"> </span></div></div><div class="c x147 y281 w129 h36"><div class="t m0 x1e hb yff ff9 fs6 fc0 sc0 ls1 ws0">298<span class="ls0"> </span></div></div><div class="c x148 y281 w8e h36"><div class="t m0 xed hb yff ff9 fs6 fc0 sc0 ls1 ws0">171<span class="ls0"> </span></div></div><div class="c xd7 y281 w12a h36"><div class="t m0 x2c hb yff ff9 fs6 fc0 sc0 ls0 ws0">4 533 </div></div><div class="c x3e y281 w12b h36"><div class="t m0 xb0 hb yff ff9 fs6 fc0 sc0 ls0 ws0">10 019 </div></div><div class="c x1 y64e w126 h28"><div class="t m0 xd hb yff ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x147 y64e w129 h28"><div class="t m0 x76 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x148 y64e w8e h28"><div class="t m0 xe1 h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y64e w12a h28"><div class="t m0 x4c h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x3e y64e w12b h28"><div class="t m0 x4e h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y883 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y884 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y885 ff5 fs6 fc0 sc0 ls0 ws0">Transakcje z jed<span class="_ _0"></span>nostkami powiązanymi d<span class="_ _0"></span>okonywane są warunkac<span class="_ _0"></span>h rynkowych.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hc y5bc ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y7dd ff5 fs6 fc0 sc0 ls0 ws0">Lista jednostek stowar<span class="_ _0"></span>zyszonych została <span class="_ _0"></span><span class="ff4">zaprezen<span class="_ _0"></span>towana w nocie 1<span class="_ _0"></span>.5. </span></div><div class="t m0 x1 h4b y1a0 ff4 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y886 ff4 fs6 fc0 sc0 ls0 ws0">Vercom <span class="_ _20"></span>S.A. <span class="_ _20"></span>udzi<span class="ff5">eliła <span class="_ _20"></span>poręczenia <span class="_ _20"></span>weksla <span class="_ _20"></span>in <span class="_ _20"></span>blanco <span class="_ _20"></span>wystawioneg<span class="_ _0"></span>o <span class="_ _0"></span>przez <span class="_ _20"></span>jednostkę <span class="_ _20"></span>stowarzyszon<span class="_ _0"></span>ą <span class="_ _0"></span>App<span class="_ _0"></span>chance </span></div><div class="t m0 x1 hb y887 ff5 fs6 fc0 sc0 ls0 ws0">Group <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o., <span class="_ _0"></span>który <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>deklaracją <span class="_ _0"></span>wekslową <span class="_ _0"></span>mo<span class="_ _0"></span>że zostać <span class="_ _0"></span>wyp<span class="_ _0"></span>ełniony <span class="_ _0"></span>w <span class="_ _0"></span>każdym <span class="_ _0"></span>czasie <span class="_ _0"></span>w wy<span class="_ _0"></span>padku </div><div class="t m0 x1 hc y5c2 ff5 fs6 fc0 sc0 ls0 ws0">niedokonan<span class="_ _0"></span>ia <span class="_ _11"></span>spłaty<span class="_ _0"></span> <span class="_ _11"></span>k<span class="_ _0"></span>redytu <span class="_ _14"></span>w <span class="_ _14"></span>rachunku <span class="_ _14"></span>bieżącym <span class="_ _14"></span>Appchance <span class="_ _14"></span>Group <span class="_ _11"></span>Sp<span class="_ _20"></span>. <span class="_ _14"></span>z <span class="_ _14"></span>o.o., <span class="_ _14"></span>z<span class="_ _1"></span> <span class="_ _14"></span>kwotą <span class="_ _14"></span>limitu <span class="_ _14"></span>wynoszącą <span class="ff4"> </span></div><div class="t m0 x1 hc y5c3 ff5 fs6 fc0 sc0 ls0 ws0">400 tys. zł.<span class="ff4"> </span></div><div class="t m0 x1 h27 y409 ff4 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y888 ff5 fs6 fc0 sc0 ls0 ws0">Spółka otrzymała następu<span class="_ _0"></span>jące poręczenia udzielone w związku<span class="_ _0"></span> z zawarciem umowy kredytu z dnia 14 stycznia </div><div class="t m0 x1 hc yb0 ff4 fs6 fc0 sc0 ls0 ws0">2020  r<span class="_ _1"></span>. <span class="_ _13"> </span>(nota<span class="_ _0"></span> <span class="_ _13"> </span><span class="ls7">29</span>) <span class="_ _13"> </span>prze<span class="_ _0"></span>z <span class="_ _13"> </span>jednostki <span class="_ _13"> </span><span class="ff5">zależn<span class="_ _0"></span>e <span class="_ _13"> </span>od <span class="_ _13"> </span>jedn<span class="_ _0"></span>ostki <span class="_ _13"> </span>dominującej <span class="_ _13"> </span>wyższeg<span class="_ _0"></span>o <span class="_ _13"> </span>szczebla <span class="_ _13"> </span>cyb<span class="_ _0"></span>er_Folks <span class="_ _13"> </span>S.A.<span class="_ _0"></span></span>  </div><div class="t m0 x1 hc y5ac ff4 fs6 fc0 sc0 ls0 ws0">i Vercom S.A.:<span class="_ _0"></span> </div><div class="t m0 x1 hc y5ad ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y5ae ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;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:682.360000px;bottom:537.940000px;width:17.000000px;height:17.250000px;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:271.160000px;bottom:293.020000px;width:14.500000px;height:17.250000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf48" class="pf w0 h0" ><div class="pc pc48 w0 h0"><img class="bi x8 y1b2 w56 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">72</span> </span></span></div><div class="t m0 x1 hc y211 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y889 w12c hbd"><div class="t m0 x149 h99 y3d2 ffb fsf fc0 sc0 ls0 ws0">rodzaj zabezpieczenia<span class="_ _0"></span> </div></div><div class="c x14a y889 w12d hbd"><div class="t m0 x16 h99 y6c3 ffd fsf fc0 sc0 ls0 ws0">spółka udzielająca </div><div class="t m0 x4a h99 y88a ffb fsf fc0 sc0 ls0 ws0">zabezpieczenia </div></div><div class="c xbe y889 w12e hbd"><div class="t m0 x68 h99 y6c3 ffb fsf fc0 sc0 ls0 ws0">zabezpieczenie </div><div class="t m0 x137 h99 y88a ffb fsf fc0 sc0 ls0 ws0">wobec </div></div><div class="c x122 y88b w12f hbe"><div class="t m0 x20 h2c y15e ffb fs0 fc0 sc0 ls0 ws0">zabezpieczenie d<span class="_ _1"></span>o </div><div class="t m0 x2d h2c y15f ffb fs0 fc0 sc0 ls0 ws0">kwoty  </div></div><div class="c x122 y889 w130 h6f"><div class="t m0 x12 h99 y433 ffb fsf fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x14b y889 wf5 h6f"><div class="t m0 xd h99 y433 ffb fsf fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y88c w12c hbf"><div class="t m0 x13 h29 y88d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za nal<span class="_ _1"></span>eżyte wykona<span class="_ _1"></span>nie przez kre<span class="_ _1"></span>dytobiorców wszys<span class="_ _1"></span>tkich </div><div class="t m0 x27 h29 y366 ffe fs0 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _1"></span>pieniężnych wyni<span class="_ _1"></span>kających lub zwią<span class="_ _1"></span>zanych z ww. <span class="_ _1"></span>umową </div><div class="t m0 x32 h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">kredytu w odniesi<span class="_ _1"></span>eniu do dowoln<span class="_ _1"></span>ego kredytu t<span class="_ _1"></span>erminowego  </div></div><div class="c x14a y88c w12d hbf"><div class="t m0 x13 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">H88 Hosting S.R<span class="_ _1"></span>.L. </div></div><div class="c xbe y88c w12e hbf"><div class="t m0 x68 h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">mBank S.A. i </div><div class="t m0 x16 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ING<span class="_ _1"></span> Banku </div><div class="t m0 x28 h29 yd1 ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y88c w130 hbf"><div class="t m0 x28 h29 y432 ff9 fs0 fc0 sc0 ls0 ws0">325 286 </div><div class="t m0 x2e h29 ye1 ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x14b y88c wf5 hbf"><div class="t m0 x28 h29 y432 ff9 fs0 fc0 sc0 ls0 ws0">325 286 </div><div class="t m0 x2e h29 ye1 ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x1 yc1 w12c hbf"><div class="t m0 x13 h29 y88d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców ws<span class="_ _1"></span>zystkich </div><div class="t m0 x27 h29 y366 ffe fs0 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _1"></span>pieniężnych wyni<span class="_ _1"></span>kających lub zwią<span class="_ _1"></span>zanych z ww. <span class="_ _1"></span>umową </div><div class="t m0 x11d h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">kredytu w odniesi<span class="_ _1"></span>eniu do dowoln<span class="_ _1"></span>ego kredytu t<span class="_ _1"></span>erminowego EU<span class="_ _1"></span>R </div></div><div class="c x14a yc1 w12d hbf"><div class="t m0 x13 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">H88 Hosting S.R<span class="_ _1"></span>.L.  </div></div><div class="c xbe yc1 w12e hbf"><div class="t m0 x68 h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">mBank S.A. i </div><div class="t m0 x16 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ING<span class="_ _1"></span> Banku </div><div class="t m0 x28 h29 yd1 ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 yc1 w130 hbf"><div class="t m0 x20 h29 y432 ff9 fs0 fc0 sc0 ls1 ws0">46<span class="ls0"> 125 </span></div><div class="t m0 x46 h29 ye1 ff9 fs0 fc0 sc0 ls0 ws0">tys. euro </div></div><div class="c x14b yc1 wf5 hbf"><div class="t m0 x20 h29 y432 ff9 fs0 fc0 sc0 ls1 ws0">46<span class="ls0"> 125 </span></div><div class="t m0 x46 h29 ye1 ff9 fs0 fc0 sc0 ls0 ws0">tys. euro </div></div><div class="c x1 y291 w12c h92"><div class="t m0 x28 h29 y471 ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców zob<span class="_ _1"></span>owiązań </div><div class="t m0 x68 h29 y15e ffe fs0 fc0 sc0 ls0 ws0">pieniężnych w<span class="_ _1"></span>ynikających lub <span class="_ _1"></span>związanych z ww<span class="_ _1"></span>. umową kredy<span class="_ _1"></span>tu w </div><div class="t m0 x2b h29 y15f ffe fs0 fc0 sc0 ls0 ws0">odniesieniu do kre<span class="_ _1"></span>dytów typu <span class="_ _1"></span>overdraft<span class="ff9"> </span></div></div><div class="c x14a y291 w12d h92"><div class="t m0 x13 h29 y15e ff9 fs0 fc0 sc0 ls0 ws0">H88 Hosting S.R<span class="_ _1"></span>.L.  </div></div><div class="c xbe y291 w12e h92"><div class="t m0 x16 h29 y15a ff9 fs0 fc0 sc0 ls0 ws0">ING<span class="_ _1"></span> Banku </div><div class="t m0 x28 h29 y1ac ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y291 w130 h92"><div class="t m0 x20 h29 y15a ff9 fs0 fc0 sc0 ls1 ws0">15<span class="ls0"> 000 </span></div><div class="t m0 x2e h29 y1ac ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x14b y291 wf5 h92"><div class="t m0 x20 h29 y15a ff9 fs0 fc0 sc0 ls1 ws0">15<span class="ls0"> 000 </span></div><div class="t m0 x2e h29 y1ac ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x1 y30a w12c hbf"><div class="t m0 x13 h29 y88d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców ws<span class="_ _1"></span>zystkich </div><div class="t m0 x27 h29 y366 ffe fs0 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _1"></span>pieniężnych wyni<span class="_ _1"></span>kających lub zwią<span class="_ _1"></span>zanych z ww. <span class="_ _1"></span>umową </div><div class="t m0 x11 h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">kredytu w odniesi<span class="_ _1"></span>eniu do dowoln<span class="_ _1"></span>ego kredytu t<span class="_ _1"></span>erminowego </div></div><div class="c x14a y30a w12d hbf"><div class="t m0 x2e h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">H88 Web Host<span class="_ _1"></span>ing </div><div class="t m0 x24 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">S.R.L. (obecni<span class="_ _1"></span>e </div><div class="t m0 x28 h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">cyber_Folks S.R<span class="_ _1"></span>.L.) </div></div><div class="c xbe y30a w12e hbf"><div class="t m0 x68 h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">mBank S.A. i </div><div class="t m0 x16 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ING<span class="_ _1"></span> Banku </div><div class="t m0 x28 h29 yd1 ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>.<span class="ff9"> </span></div></div><div class="c x122 y30a w130 hbf"><div class="t m0 x28 h29 y432 ff9 fs0 fc0 sc0 ls0 ws0">325 286 </div><div class="t m0 x2e h29 ye1 ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x14b y30a wf5 hbf"><div class="t m0 x28 h29 y432 ff9 fs0 fc0 sc0 ls0 ws0">325 286 </div><div class="t m0 x2e h29 ye1 ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x1 y88e w12c hc0"><div class="t m0 x13 h29 y88d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców ws<span class="_ _1"></span>zystkich </div><div class="t m0 x27 h29 y366 ffe fs0 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _1"></span>pieniężnych wyni<span class="_ _1"></span>kających lub zwią<span class="_ _1"></span>zanych z ww. <span class="_ _1"></span>umową </div><div class="t m0 x11d h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">kredytu w odniesi<span class="_ _1"></span>eniu do dowoln<span class="_ _1"></span>ego kredytu t<span class="_ _1"></span>erminowego EU<span class="_ _1"></span>R </div></div><div class="c x14a y88e w12d hc0"><div class="t m0 x2e h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">H88 Web Host<span class="_ _1"></span>ing </div><div class="t m0 x24 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">S.R.L. (obecni<span class="_ _1"></span>e </div><div class="t m0 x28 h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">cyber_Folks S.R<span class="_ _1"></span>.L.) </div></div><div class="c xbe y88e w12e hc0"><div class="t m0 x68 h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">mBank S.A. i </div><div class="t m0 x16 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ING<span class="_ _1"></span> Banku </div><div class="t m0 x28 h29 yd1 ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>.<span class="ff9"> </span></div></div><div class="c x122 y88e w130 hc0"><div class="t m0 x20 h29 y432 ff9 fs0 fc0 sc0 ls1 ws0">46<span class="ls0"> 125 </span></div><div class="t m0 x46 h29 ye1 ff9 fs0 fc0 sc0 ls0 ws0">tys. euro </div></div><div class="c x14b y88e wf5 hc0"><div class="t m0 x20 h29 y432 ff9 fs0 fc0 sc0 ls1 ws0">46<span class="ls0"> 125 </span></div><div class="t m0 x46 h29 ye1 ff9 fs0 fc0 sc0 ls0 ws0">tys. euro </div></div><div class="c x1 y88f w12c h92"><div class="t m0 x28 h29 y471 ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców zob<span class="_ _1"></span>owiązań </div><div class="t m0 x68 h29 y15e ffe fs0 fc0 sc0 ls0 ws0">pieniężnych w<span class="_ _1"></span>ynikających lub <span class="_ _1"></span>związanych z ww<span class="_ _1"></span>. umową kredy<span class="_ _1"></span>tu w </div><div class="t m0 x2b h29 y15f ffe fs0 fc0 sc0 ls0 ws0">odniesieniu do kre<span class="_ _1"></span>dytów typu <span class="_ _1"></span>overdraft <span class="ff9"> </span></div></div><div class="c x14a y88f w12d h92"><div class="t m0 x2e h29 y471 ff9 fs0 fc0 sc0 ls0 ws0">H88 Web Host<span class="_ _1"></span>ing </div><div class="t m0 x24 h29 y15e ff9 fs0 fc0 sc0 ls0 ws0">S.R.L. (obecni<span class="_ _1"></span>e </div><div class="t m0 x28 h29 y15f ff9 fs0 fc0 sc0 ls0 ws0">cyber_Folks S.R<span class="_ _1"></span>.L.) </div></div><div class="c xbe y88f w12e h92"><div class="t m0 x2e h29 y15a ff9 fs0 fc0 sc0 ls0 ws0"> ING Banku </div><div class="t m0 x28 h29 y1ac ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y88f w130 h92"><div class="t m0 x20 h29 y15a ff9 fs0 fc0 sc0 ls1 ws0">15<span class="ls0"> 000 </span></div><div class="t m0 x2e h29 y1ac ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x14b y88f wf5 h92"><div class="t m0 x20 h29 y15a ff9 fs0 fc0 sc0 ls1 ws0">15<span class="ls0"> 000 </span></div><div class="t m0 x2e h29 y1ac ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x1 y890 w12c hbf"><div class="t m0 x28 h29 y88d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców zob<span class="_ _1"></span>owiązań </div><div class="t m0 x68 h29 y366 ffe fs0 fc0 sc0 ls0 ws0">pieniężnych w<span class="_ _1"></span>ynikających lub <span class="_ _1"></span>związanych z ww<span class="_ _1"></span>. umową kredy<span class="_ _1"></span>tu w </div><div class="t m0 x2f h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">odniesieniu do d<span class="_ _1"></span>owolnego kred<span class="_ _1"></span>ytu terminoweg<span class="_ _1"></span>o </div></div><div class="c x14a y890 w12d hbf"><div class="t m0 x11e h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ProfiSMS s.r.o.  </div></div><div class="c xbe y890 w12e hbf"><div class="t m0 x68 h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">mBank S.A. i </div><div class="t m0 x16 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ING<span class="_ _1"></span> Banku </div><div class="t m0 x28 h29 yd1 ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y890 w130 hbf"><div class="t m0 x28 h29 y432 ff9 fs0 fc0 sc0 ls0 ws0">325 286 </div><div class="t m0 x2e h29 ye1 ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x14b y890 wf5 hbf"><div class="t m0 x28 h29 y432 ff9 fs0 fc0 sc0 ls0 ws0">325 286 </div><div class="t m0 x2e h29 ye1 ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x1 y891 w12c hbf"><div class="t m0 x13 h29 y88d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców ws<span class="_ _1"></span>zystkich </div><div class="t m0 x27 h29 y366 ffe fs0 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _1"></span>pieniężnych wyni<span class="_ _1"></span>kających lub zwią<span class="_ _1"></span>zanych z ww. <span class="_ _1"></span>umową </div><div class="t m0 x11d h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">kredytu w odniesi<span class="_ _1"></span>eniu do dowoln<span class="_ _1"></span>ego kredytu t<span class="_ _1"></span>erminowego EU<span class="_ _1"></span>R </div></div><div class="c x14a y891 w12d hbf"><div class="t m0 x11e h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ProfiSMS s.r.o.  </div></div><div class="c xbe y891 w12e hbf"><div class="t m0 x68 h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">mBank S.A. i </div><div class="t m0 x16 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ING<span class="_ _1"></span> Banku </div><div class="t m0 x28 h29 yd1 ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y891 w130 hbf"><div class="t m0 x20 h29 y432 ff9 fs0 fc0 sc0 ls1 ws0">46<span class="ls0"> 125 </span></div><div class="t m0 x46 h29 ye1 ff9 fs0 fc0 sc0 ls0 ws0">tys. euro </div></div><div class="c x14b y891 wf5 hbf"><div class="t m0 x20 h29 y432 ff9 fs0 fc0 sc0 ls1 ws0">46<span class="ls0"> 125 </span></div><div class="t m0 x46 h29 ye1 ff9 fs0 fc0 sc0 ls0 ws0">tys. euro </div></div><div class="c x1 y892 w12c h92"><div class="t m0 x28 h29 y471 ffe fs0 fc0 sc0 ls0 ws0">poręczenie za nal<span class="_ _1"></span>eżyte wykona<span class="_ _1"></span>nie przez kre<span class="_ _1"></span>dytobiorców zob<span class="_ _1"></span>owiązań </div><div class="t m0 x68 h29 y15e ffe fs0 fc0 sc0 ls0 ws0">pieniężnych w<span class="_ _1"></span>ynikających lub <span class="_ _1"></span>związanych z ww<span class="_ _1"></span>. umową kredy<span class="_ _1"></span>tu w </div><div class="t m0 x2b h29 y15f ffe fs0 fc0 sc0 ls0 ws0">odniesieniu do kre<span class="_ _1"></span>dytów typu <span class="_ _1"></span>overdraft <span class="ff9"> </span></div></div><div class="c x14a y892 w12d h92"><div class="t m0 x11e h29 y15e ff9 fs0 fc0 sc0 ls0 ws0">ProfiSMS s.r.o.  </div></div><div class="c xbe y892 w12e h92"><div class="t m0 x2e h29 y15a ff9 fs0 fc0 sc0 ls0 ws0"> ING Banku </div><div class="t m0 x28 h29 y1ac ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y892 w130 h92"><div class="t m0 x20 h29 y15a ff9 fs0 fc0 sc0 ls1 ws0">15<span class="ls0"> 000 </span></div><div class="t m0 x2e h29 y1ac ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x14b y892 wf5 h92"><div class="t m0 x20 h29 y15a ff9 fs0 fc0 sc0 ls1 ws0">15<span class="ls0"> 000 </span></div><div class="t m0 x2e h29 y1ac ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x1 y229 w12c hbf"><div class="t m0 x28 h29 y88d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców zob<span class="_ _1"></span>owiązań </div><div class="t m0 x68 h29 y366 ffe fs0 fc0 sc0 ls0 ws0">pieniężnych w<span class="_ _1"></span>ynikających lub <span class="_ _1"></span>związanych z ww<span class="_ _1"></span>. umową kredy<span class="_ _1"></span>tu w </div><div class="t m0 x2f h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">odniesieniu do d<span class="_ _1"></span>owolnego kred<span class="_ _1"></span>ytu terminoweg<span class="_ _1"></span>o </div></div><div class="c x14a y229 w12d hbf"><div class="t m0 x2a h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">MailerLite Inc. </div></div><div class="c xbe y229 w12e hbf"><div class="t m0 x68 h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">mBank S.A. i </div><div class="t m0 x16 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ING<span class="_ _1"></span> Banku </div><div class="t m0 x28 h29 yd1 ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y229 w130 hbf"><div class="t m0 x28 h29 y432 ff9 fs0 fc0 sc0 ls0 ws0">325 286 </div><div class="t m0 x2e h29 ye1 ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x14b y229 wf5 hbf"><div class="t m0 x28 h29 y432 ff9 fs0 fc0 sc0 ls0 ws0">325 286 </div><div class="t m0 x2e h29 ye1 ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x1 y893 w12c hc0"><div class="t m0 x13 h29 y88d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców ws<span class="_ _1"></span>zystkich </div><div class="t m0 x27 h29 y366 ffe fs0 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _1"></span>pieniężnych wyni<span class="_ _1"></span>kających lub zwią<span class="_ _1"></span>zanych z ww. <span class="_ _1"></span>umową </div><div class="t m0 x11d h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">kredytu w odniesi<span class="_ _1"></span>eniu do dowoln<span class="_ _1"></span>ego kredytu t<span class="_ _1"></span>erminowego EU<span class="_ _1"></span>R </div></div><div class="c x14a y893 w12d hc0"><div class="t m0 x2a h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">MailerLite Inc. </div></div><div class="c xbe y893 w12e hc0"><div class="t m0 x68 h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">mBank S.A. i </div><div class="t m0 x16 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ING<span class="_ _1"></span> Banku </div><div class="t m0 x28 h29 yd1 ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y893 w130 hc0"><div class="t m0 x20 h29 y432 ff9 fs0 fc0 sc0 ls1 ws0">46<span class="ls0"> 125 </span></div><div class="t m0 x46 h29 ye1 ff9 fs0 fc0 sc0 ls0 ws0">tys. euro </div></div><div class="c x14b y893 wf5 hc0"><div class="t m0 x20 h29 y432 ff9 fs0 fc0 sc0 ls1 ws0">46<span class="ls0"> 125 </span></div><div class="t m0 x46 h29 ye1 ff9 fs0 fc0 sc0 ls0 ws0">tys. euro </div></div><div class="c x1 y5c w12c h92"><div class="t m0 x28 h29 y15d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców zob<span class="_ _1"></span>owiązań </div><div class="t m0 x68 h29 y15e ffe fs0 fc0 sc0 ls0 ws0">pieniężnych w<span class="_ _1"></span>ynikających lub <span class="_ _1"></span>związanych z ww<span class="_ _1"></span>. umową kredy<span class="_ _1"></span>tu w </div><div class="t m0 x2b h29 y15f ffe fs0 fc0 sc0 ls0 ws0">odniesieniu do kre<span class="_ _1"></span>dytów typu <span class="_ _1"></span>overdraft <span class="ff9"> </span></div></div><div class="c x14a y5c w12d h92"><div class="t m0 x2a h29 y15e ff9 fs0 fc0 sc0 ls0 ws0">MailerLite Inc. </div></div><div class="c xbe y5c w12e h92"><div class="t m0 x2e h29 y15a ff9 fs0 fc0 sc0 ls0 ws0"> ING Banku </div><div class="t m0 x28 h29 yda ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y5c w130 h92"><div class="t m0 x20 h29 y15a ff9 fs0 fc0 sc0 ls1 ws0">15<span class="ls0"> 000 </span></div><div class="t m0 x2e h29 yda ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x14b y5c wf5 h92"><div class="t m0 x20 h29 y15a ff9 fs0 fc0 sc0 ls1 ws0">15<span class="ls0"> 000 </span></div><div class="t m0 x2e h29 yda ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x1 y362 w12c hbf"><div class="t m0 x28 h29 y88d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców zob<span class="_ _1"></span>owiązań </div><div class="t m0 x68 h29 y366 ffe fs0 fc0 sc0 ls0 ws0">pieniężnych w<span class="_ _1"></span>ynikających lub <span class="_ _1"></span>związanych z ww<span class="_ _1"></span>. umową kredy<span class="_ _1"></span>tu w </div><div class="t m0 x2f h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">odniesieniu do d<span class="_ _1"></span>owolnego kred<span class="_ _1"></span>ytu terminoweg<span class="_ _1"></span>o </div></div><div class="c x14a y362 w12d hbf"><div class="t m0 x11e h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">MailerLite Ltd.<span class="_ _1"></span> </div></div><div class="c xbe y362 w12e hbf"><div class="t m0 x68 h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">mBank S.A. i </div><div class="t m0 x16 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ING<span class="_ _1"></span> Banku </div><div class="t m0 x28 h29 yd1 ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y362 w130 hbf"><div class="t m0 x28 h29 y432 ff9 fs0 fc0 sc0 ls0 ws0">325 286 </div><div class="t m0 x2e h29 ye1 ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x14b y362 wf5 hbf"><div class="t m0 x28 h29 y432 ff9 fs0 fc0 sc0 ls0 ws0">325 286 </div><div class="t m0 x2e h29 ye1 ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x1 y3aa w12c hbf"><div class="t m0 x13 h29 y88d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców ws<span class="_ _1"></span>zystkich </div><div class="t m0 x27 h29 y366 ffe fs0 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _1"></span>pieniężnych wyni<span class="_ _1"></span>kających lub zwią<span class="_ _1"></span>zanych z ww. <span class="_ _1"></span>umową </div><div class="t m0 x11d h29 yd1 ff9 fs0 fc0 sc0 ls0 ws0">kredytu w odniesi<span class="_ _1"></span>eniu do dowoln<span class="_ _1"></span>ego kredytu t<span class="_ _1"></span>erminowego EU<span class="_ _1"></span>R </div></div><div class="c x14a y3aa w12d hbf"><div class="t m0 x11e h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">MailerLite Ltd.<span class="_ _1"></span> </div></div><div class="c xbe y3aa w12e hbf"><div class="t m0 x68 h29 y88d ff9 fs0 fc0 sc0 ls0 ws0">mBank S.A. i </div><div class="t m0 x16 h29 y366 ff9 fs0 fc0 sc0 ls0 ws0">ING<span class="_ _1"></span> Banku </div><div class="t m0 x28 h29 yd1 ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y3aa w130 hbf"><div class="t m0 x20 h29 y432 ff9 fs0 fc0 sc0 ls1 ws0">46<span class="ls0"> 125 </span></div><div class="t m0 x46 h29 ye1 ff9 fs0 fc0 sc0 ls0 ws0">tys. euro </div></div><div class="c x14b y3aa wf5 hbf"><div class="t m0 x20 h29 y432 ff9 fs0 fc0 sc0 ls1 ws0">46<span class="ls0"> 125 </span></div><div class="t m0 x46 h29 ye1 ff9 fs0 fc0 sc0 ls0 ws0">tys. euro </div></div><div class="c x1 y26f w12c h92"><div class="t m0 x28 h29 y15d ffe fs0 fc0 sc0 ls0 ws0">poręczenie za n<span class="_ _1"></span>ależyte wyko<span class="_ _1"></span>nanie przez kre<span class="_ _1"></span>dytobiorców zob<span class="_ _1"></span>owiązań </div><div class="t m0 x68 h29 y15e ffe fs0 fc0 sc0 ls0 ws0">pieniężnych w<span class="_ _1"></span>ynikających lub <span class="_ _1"></span>związanych z ww<span class="_ _1"></span>. umową kredy<span class="_ _1"></span>tu w </div><div class="t m0 x2b h29 y15f ffe fs0 fc0 sc0 ls0 ws0">odniesieniu do kre<span class="_ _1"></span>dytów typu <span class="_ _1"></span>overdraft <span class="ff9"> </span></div></div><div class="c x14a y26f w12d h92"><div class="t m0 x11e h29 y15e ff9 fs0 fc0 sc0 ls0 ws0">MailerLite Ltd.<span class="_ _1"></span> </div></div><div class="c xbe y26f w12e h92"><div class="t m0 x2e h29 y15a ff9 fs0 fc0 sc0 ls0 ws0"> ING Banku </div><div class="t m0 x28 h29 yda ffe fs0 fc0 sc0 ls0 ws0">Śląskiego S.A<span class="_ _1"></span>. <span class="ff9"> </span></div></div><div class="c x122 y26f w130 h92"><div class="t m0 x20 h29 y15a ff9 fs0 fc0 sc0 ls1 ws0">15<span class="ls0"> 000 </span></div><div class="t m0 x2e h29 yda ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x14b y26f wf5 h92"><div class="t m0 x20 h29 y15a ff9 fs0 fc0 sc0 ls1 ws0">15<span class="ls0"> 000 </span></div><div class="t m0 x2e h29 yda ffe fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff9"> </span></div></div><div class="c x1 y894 w12c hc1"><div class="t m0 x14c h29 y15f ff9 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x14a y894 w12d hc1"><div class="t m0 x4b h29 y15f ff9 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y894 w12e hc1"><div class="t m0 x2d h29 y15f ff9 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x122 y894 w130 hc1"><div class="t m0 x33 h29 y15f ff9 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x14b y894 wf5 hc1"><div class="t m0 x33 h29 y15f ff9 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h1 y2c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y895 ff2 fs6 fc2 sc0 ls0 ws0">39.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff2 fc1">Pro<span class="_ _1"></span>gr<span class="_ _1"></span>am <span class="_ _1"></span>mo<span class="_ _1"></span>tyw<span class="_ _1"></span>ac<span class="_ _1"></span>yjn<span class="_ _1"></span>y r<span class="_ _1"></span>oz<span class="_ _1"></span>li<span class="_ _1"></span>c<span class="_ _1"></span>zan<span class="_ _1"></span>y <span class="_ _1"></span>w <span class="_ _1"></span>for<span class="_ _1"></span>mi<span class="_ _1"></span>e <span class="_ _1"></span>akc<span class="_ _1"></span>ji<span class="_ _1"></span> </span></span></div><div class="t m0 x1 h4c y896 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y897 ff5 fs6 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>dniu <span class="_ _13"> </span>3  lutego <span class="_ _13"> </span>2021 <span class="_ _13"> </span>r. <span class="_ _13"> </span>Nadzwyczajne  Walne <span class="_ _13"> </span>Zgromadzenie <span class="_ _13"> </span>Verco<span class="_ _0"></span>m <span class="_ _13"> </span>S.A. <span class="_ _13"> </span>przyjęło<span class="_ _0"></span> <span class="_ _13"> </span>uchwałę <span class="_ _13"> </span>w <span class="_ _13"> </span>sprawie </div><div class="t m0 x1 hb y898 ff5 fs6 fc0 sc0 ls0 ws0">wprowadzen<span class="_ _0"></span>ia <span class="_ _0"></span>programu <span class="_ _0"></span>motywacyjnego <span class="_ _0"></span>dla <span class="_ _0"></span>pracown<span class="_ _0"></span>ików związa<span class="_ _0"></span>nych <span class="_ _0"></span>z <span class="_ _0"></span>Vercom <span class="_ _0"></span>S.A. <span class="_ _0"></span>(„Prog<span class="_ _0"></span>ram”). <span class="_ _0"></span>Program </div><div class="t m0 x1 hc y899 ff4 fs6 fc0 sc0 ls0 ws0">dotyczy<span class="_ _0"></span><span class="ff5">ł</span> 4 lat <span class="_ _0"></span>obrotowych, <span class="_ _0"></span>tj. od 202<span class="_ _0"></span>1 do 2024 <span class="_ _0"></span>roku, <span class="_ _0"></span>i <span class="_ _0"></span><span class="ff5 ls1">był</span> <span class="ff5">rozliczany <span class="_ _0"></span>poprzez <span class="_ _0"></span>sprzedaż uczestniko<span class="_ _0"></span>m Prog<span class="_ _0"></span>ramu </span></div><div class="t m0 x1 hb y89a ff5 fs6 fc0 sc0 ls0 ws0">akcji Spółki Vercom S.A. po ich cenie n<span class="_ _1"></span>ominalnej (0,02 PLN za akcję) po <span class="_ _1"></span>spełnieniu warunków określonych w </div><div class="t m0 x1 hc y2ee ff4 fs6 fc0 sc0 ls0 ws0">Programie. <span class="_ _0"></span>W trakcie trwania Progr<span class="_ _0"></span>amu jego uczestnikom zaofer<span class="_ _0"></span>owanych zosta<span class="_ _0"></span><span class="ff5">ło 11<span class="_ _0"></span>6</span> 472 akcji, w tym: </div><div class="t m0 x1 h1 y89b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y89c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf49" class="pf w0 h0" ><div class="pc pc49 w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,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class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">73</span> </span></span></div></div><div class="c x1 y89d w131 h92"><div class="t m0 xd hc2 y3d2 ffd fs4 fc0 sc0 ls0 ws0">Wolumen uprawn<span class="_ _1"></span>ień możliwych do przy<span class="_ _1"></span>znania z ty<span class="_ _1"></span>tułu realizacji ce<span class="_ _1"></span>lów w kol<span class="_ _1"></span>ejnych latach </div><div class="t m0 xd hc2 y194 ffb fs4 fc0 sc0 ls0 ws0">programu </div></div><div class="c x128 y89d w132 h18"><div class="t m0 xd hc2 y0 ffb fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1b6 w133 h93"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y1b6 w134 h93"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14e y1b6 w135 h93"><div class="t m0 xd hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14f y1b6 w136 h93"><div class="t m0 xb2 hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x150 y1b6 w137 h93"><div class="t m0 xb2 hc y13c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y1b6 w136 h93"><div class="t m0 xd hc y680 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y1b6 w11b h93"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y1b6 w132 h93"><div class="t m0 xd hc y680 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y89e w133 h1b"><div class="t m0 xd h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x14d y89e w134 h1b"><div class="t m0 xd h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x14e y89e w138 h1b"><div class="t m0 xcb h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">Rok obrotowy<span class="_ _0"></span> </div></div><div class="c x67 y89e w11b h1b"><div class="t m0 xd hb ye0 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x128 y89e w132 h1b"><div class="t m0 xd hc ye1 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y89f w133 h1e"><div class="t m0 xd h13 yf1 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x14d y89f w134 h1e"><div class="t m0 xd h13 yf1 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x14e y89f w135 h1e"><div class="t m0 x64 h11 yf1 ffb fs6 fc0 sc0 ls1 ws0">2021<span class="ls0"> </span></div></div><div class="c x14f y89f w136 h1e"><div class="t m0 x22 h11 yf1 ffb fs6 fc0 sc0 ls1 ws0">2022<span class="ls0"> </span></div></div><div class="c x150 y89f w137 h1e"><div class="t m0 x22 h11 yf1 ffb fs6 fc0 sc0 ls1 ws0">2023<span class="ls0"> </span></div></div><div class="c x151 y89f w136 h1e"><div class="t m0 x1d h11 yf1 ffb fs6 fc0 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x67 y89f w11b h1e"><div class="t m0 x2c h11 yf1 ffb fs6 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x128 y89f w132 h1e"><div class="t m0 xd hc y81c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y8a0 w133 h93"><div class="t m0 x152 h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14d y8a0 w134 h93"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14e y8a0 w135 h93"><div class="t m0 x32 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14f y8a0 w136 h93"><div class="t m0 xb2 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x150 y8a0 w137 h93"><div class="t m0 xb2 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y8a0 w136 h93"><div class="t m0 xb2 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y8a0 w11b h93"><div class="t m0 x15 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y8a0 w132 h93"><div class="t m0 xd hc y680 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y8a1 w133 h18"><div class="t m0 xd hb y569 ff9 fs6 fc0 sc0 ls0 ws0">Pula <span class="ffe">lojalnościowa<span class="_ _0"></span></span> </div></div><div class="c x14d y8a1 w134 h18"><div class="t m0 xd hb y411 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14e y8a1 w135 h18"><div class="t m0 x11d hb y569 ff9 fs6 fc0 sc0 ls0 ws0">19 750 </div></div><div class="c x14f y8a1 w136 h18"><div class="t m0 x90 hb y569 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x150 y8a1 w137 h18"><div class="t m0 x90 hb y569 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x151 y8a1 w136 h18"><div class="t m0 x90 hb y569 ff9 fs6 fc0 sc0 ls0 ws0">- </div></div><div class="c x67 y8a1 w11b h18"><div class="t m0 x2d hb y569 ff9 fs6 fc0 sc0 ls0 ws0">19 750 </div></div><div class="c x128 y8a1 w132 h18"><div class="t m0 xd hc y55d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y8a2 w133 h18"><div class="t m0 xd hb y569 ff9 fs6 fc0 sc0 ls0 ws0">Pula celu indy<span class="_ _0"></span>widualnego </div></div><div class="c x14d y8a2 w134 h18"><div class="t m0 xd hb y411 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14e y8a2 w135 h18"><div class="t m0 xb0 hb y569 ff9 fs6 fc0 sc0 ls0 ws0">7 328 </div></div><div class="c x14f y8a2 w136 h18"><div class="t m0 xb2 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">10 179 </div></div><div class="c x150 y8a2 w137 h18"><div class="t m0 x4d hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">9 579 </div></div><div class="c x151 y8a2 w136 h18"><div class="t m0 xb2 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">11 579 </div></div><div class="c x67 y8a2 w11b h18"><div class="t m0 x2d hb yff ff9 fs6 fc0 sc0 ls0 ws0">38 665 </div></div><div class="c x128 y8a2 w132 h18"><div class="t m0 xd hc y55d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y8a3 w133 h18"><div class="t m0 xd hb y569 ff9 fs6 fc0 sc0 ls0 ws0">Pula celu wyn<span class="_ _0"></span>ikowego </div></div><div class="c x14d y8a3 w134 h18"><div class="t m0 xd hb y411 ff9 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x14e y8a3 w135 h18"><div class="t m0 xb0 hb y569 ff9 fs6 fc0 sc0 ls0 ws0">7 328 </div></div><div class="c x14f y8a3 w136 h18"><div class="t m0 xb2 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">10 179 </div></div><div class="c x150 y8a3 w137 h18"><div class="t m0 x4d hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">9 579 </div></div><div class="c x151 y8a3 w136 h18"><div class="t m0 xb2 hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">11 579 </div></div><div class="c x67 y8a3 w11b h18"><div class="t m0 x2d hb yff ff9 fs6 fc0 sc0 ls0 ws0">38 665 </div></div><div class="c x128 y8a3 w132 h18"><div class="t m0 xd hc y55d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y6e8 w133 h18"><div class="t m0 xd hb y569 ff9 fs6 fc0 sc0 ls0 ws0">Pula celu rynko<span class="_ _0"></span>wego </div></div><div class="c x14d y6e8 w134 h18"><div class="t m0 xd hb y569 ff9 fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x14e y6e8 w135 h18"><div class="t m0 xb0 hb y569 ff9 fs6 fc0 sc0 ls0 ws0">3 674 </div></div><div class="c x14f y6e8 w136 h18"><div class="t m0 x4d hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">5 106 </div></div><div class="c x150 y6e8 w137 h18"><div class="t m0 x4d hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">4 806 </div></div><div class="c x151 y6e8 w136 h18"><div class="t m0 x4d hb yd1 ff9 fs6 fc0 sc0 ls0 ws0">5 806 </div></div><div class="c x67 y6e8 w11b h18"><div class="t m0 x2d hb yff ff9 fs6 fc0 sc0 ls0 ws0">19 392 </div></div><div class="c x128 y6e8 w132 h18"><div class="t m0 xd hc y55d ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y8a4 w133 h1a"><div class="t m0 xd h11 y380 ffb fs6 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x14d y8a4 w134 h1a"><div class="t m0 xd h11 y509 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x14e y8a4 w135 h1a"><div class="t m0 x11d h11 y509 ffb fs6 fc0 sc0 ls0 ws0">38 080 </div></div><div class="c x14f y8a4 w136 h1a"><div class="t m0 xb2 h11 y509 ffb fs6 fc0 sc0 ls0 ws0">25 464 </div></div><div class="c x150 y8a4 w137 h1a"><div class="t m0 xb2 h11 y509 ffb fs6 fc0 sc0 ls0 ws0">23 964 </div></div><div class="c x151 y8a4 w136 h1a"><div class="t m0 xb2 h11 y509 ffb fs6 fc0 sc0 ls0 ws0">28 964 </div></div><div class="c x67 y8a4 w11b h1a"><div class="t m0 x31 h11 y509 ffb fs6 fc0 sc0 ls0 ws0">116 472 </div></div><div class="c x128 y8a4 w132 h1a"><div class="t m0 xd hc y8a5 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y6ea ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8a6 ff4 fs6 fc0 sc0 ls13 ws0">W <span class="_ _14"></span><span class="ls0">roku <span class="_ _11"></span>obro<span class="_ _0"></span>towym <span class="_ _14"></span><span class="ff5">zakończonym</span> <span class="_ _11"></span>3<span class="_ _0"></span>1 <span class="_ _11"></span>g<span class="_ _0"></span>rudnia <span class="_ _11"></span>202<span class="_ _0"></span>4 <span class="_ _11"></span>r. <span class="_ _14"></span>w <span class="_ _11"></span>ramach <span class="_ _14"></span><span class="ff5">Programu <span class="_ _14"></span>przyznanych <span class="_ _11"></span>zostało<span class="_ _0"></span> <span class="_ _11"></span>6<span class="_ _0"></span></span> 000 <span class="_ _14"></span>sztuk </span></div><div class="t m0 x1 hc yc5 ff4 fs6 fc0 sc0 ls0 ws0">nowych opcji <span class="_ _1"></span>na <span class="_ _1"></span>akcje. <span class="_ _1"></span>W <span class="_ _b"></span>o<span class="_ _0"></span>kresie <span class="_ _1"></span>tym <span class="ff5">rozpoznano <span class="_ _1"></span>koszt <span class="_ _1"></span>wynagrodzeń powiązany <span class="_ _1"></span>z <span class="_ _1"></span>programem <span class="_ _1"></span>motywacyjnym </span></div><div class="t m0 x1 hc y8a7 ff5 fs6 fc0 sc0 ls0 ws0">w łącznej kwocie <span class="_ _0"></span><span class="ff4">602 </span>tys. zł<span class="_ _0"></span>, a w 2023 r. 676 tys. zł.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 h3d y244 ff4 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8a8 ff5 fs6 fc0 sc0 ls0 ws0">Uprawnienia <span class="_ _f"> </span>wynikając<span class="_ _0"></span>e <span class="_ _f"> </span>z <span class="_ _18"> </span>p<span class="_ _0"></span>oszczególnych <span class="_ _f"> </span>pul <span class="_ _f"> </span>uprawnień <span class="_ _f"> </span>rozpatrywane <span class="_ _f"> </span>są <span class="_ _f"> </span>niezależnie.<span class="_ _0"></span><span class="ff4"> <span class="_ _f"> </span>Kryterium </span></div><div class="t m0 x1 hc y8a9 ff5 fs6 fc0 sc0 ls0 ws0">lojalnościowe <span class="_ _0"></span>i <span class="_ _0"></span>cele <span class="_ _0"></span>indywidualne <span class="_ _20"></span><span class="ls1e">są</span><span class="ff4"> <span class="_ _0"></span></span>rozp<span class="_ _0"></span>atrywane <span class="_ _0"></span>oddzielnie <span class="_ _0"></span>dla <span class="_ _0"></span>każdego<span class="_ _0"></span> u<span class="_ _0"></span>czestnika p<span class="_ _0"></span>rogramu <span class="_ _0"></span>i <span class="_ _0"></span>odnosi<span class="_ _0"></span><span class="ls15">ły</span><span class="ff4"> <span class="_ _0"></span></span>się<span class="ff4"> </span></div><div class="t m0 x1 hc y8aa ff5 fs6 fc0 sc0 ls0 ws0">do każdego<span class="_ _0"></span> roku obowiązywania programu od<span class="_ _0"></span>rębnie.<span class="ff4"> </span></div><div class="t m0 x1 h4c y8ab ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8ac ff4 fs6 fc0 sc0 ls0 ws0">Wymagany <span class="_ _27"> </span>pozio<span class="_ _0"></span>m <span class="_ _c"> </span>skorygowanej <span class="_ _27"> </span>EBITDA <span class="_ _27"> </span>w <span class="_ _12"> </span><span class="ff5">p<span class="_ _0"></span>oszczególnych <span class="_ _27"> </span>latach <span class="_ _27"> </span>objętych <span class="_ _27"> </span>programem, <span class="_ _27"> </span>stano<span class="_ _0"></span>wiący </span></div><div class="t m0 x1 hb y8ad ff5 fs6 fc0 sc0 ls0 ws0">warunek <span class="_ _15"> </span>realizacji <span class="_ _15"> </span>celu <span class="_ _15"> </span>wynikowego<span class="_ _0"></span> <span class="_ _14"> </span>oraz <span class="_ _15"> </span>wymagany <span class="_ _15"> </span>procentowy <span class="_ _15"> </span>wzrost <span class="_ _15"> </span>średniego<span class="_ _0"></span> <span class="_ _14"> </span>kursu <span class="_ _15"> </span>akcji <span class="_ _14"> </span>w <span class="_ _15"> </span>ostatnim<span class="_ _0"></span> </div><div class="t m0 x1 hb y8ae ff5 fs6 fc0 sc0 ls0 ws0">kwartale <span class="_ _f"> </span>poszczeg<span class="_ _0"></span>ólnych <span class="_ _f"> </span>lat <span class="_ _f"> </span>objętych <span class="_ _f"> </span>program<span class="_ _0"></span>em, <span class="_ _f"> </span>stanowiący <span class="_ _f"> </span>warunek<span class="_ _0"></span> <span class="_ _f"> </span>realizacji <span class="_ _f"> </span>celu <span class="_ _f"> </span>rynkowego, </div><div class="t m0 x1 hc y8af ff4 fs6 fc0 sc0 ls0 ws0">przedstaw<span class="ff5">ion<span class="_ _0"></span>o <span class="_ _13"> </span>w <span class="_ _15"> </span>tabeli <span class="_ _15"> </span>p<span class="_ _0"></span>oniżej. <span class="_ _15"> </span>W <span class="_ _13"> </span>przypadku <span class="_ _13"> </span>nieosiągnięcia <span class="_ _13"> </span>celów <span class="_ _15"> </span>program<span class="_ _0"></span>u <span class="_ _13"> </span>w<span class="_ _1"></span> <span class="_ _15"> </span>d<span class="_ _0"></span>anym <span class="_ _15"> </span>roku <span class="_ _13"> </span>obrotowym,<span class="_ _20"></span><span class="ff4"> </span></span></div><div class="t m0 x1 hc y3a2 ff5 fs6 fc0 sc0 ls0 ws0">uprawnien<span class="_ _0"></span>ia  z <span class="_ _13"> </span>puli  powiązanej  z  tym  celem  mog<span class="ls15">ły<span class="_ _0"></span></span><span class="ff4">  </span>zostać  przyznane  w <span class="_ _13"> </span>ko<span class="_ _0"></span>lejnych  latach  obrotowych  w </div><div class="t m0 x1 hc y857 ff5 fs6 fc0 sc0 ls0 ws0">przypadku osiągn<span class="_ _0"></span>ięcia celu skumulowan<span class="_ _0"></span>ego.<span class="ff4"> </span></div><div class="t m0 x1 h3b y8b0 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h11 y605 ff3 fs6 fc0 sc0 ls0 ws0">Pozi<span class="_ _b"></span>om kr<span class="_ _1"></span>yt<span class="_ _1"></span>er<span class="_ _1"></span>ió<span class="_ _1"></span>w c<span class="_ _1"></span>el<span class="_ _1"></span>u w<span class="_ _1"></span>yn<span class="_ _1"></span>ik<span class="_ _1"></span>owe<span class="_ _1"></span>go <span class="_ _1"></span>i<span class="_ _1"></span> c<span class="_ _1"></span>elu<span class="_ _1"></span> r<span class="_ _1"></span>yn<span class="_ _1"></span>kowe<span class="_ _1"></span>g<span class="_ _1"></span>o p<span class="_ _1"></span>ro<span class="_ _1"></span>gr<span class="_ _1"></span>amu<span class="_ _1"></span> mo<span class="_ _1"></span>ty<span class="_ _1"></span>wac<span class="_ _1"></span>yj<span class="_ _1"></span>ne<span class="_ _1"></span>go<span class="_ _1"></span> w<span class="_ _1"></span> po<span class="_ _1"></span>sz<span class="_ _1"></span>cz<span class="_ _1"></span>egó<span class="_ _1"></span>ln<span class="_ _1"></span>ych<span class="_ _1"></span> l<span class="_ _1"></span>at<span class="_ _1"></span>ach<span class="_ _1"></span> </div><div class="t m0 x1 h3b y8b1 ff3 fs6 fc0 sc0 ls0 ws0">obr<span class="_ _1"></span>ot<span class="_ _1"></span>owy<span class="_ _1"></span>ch<span class="_ _1"></span> ob<span class="_ _1"></span>ję<span class="_ _1"></span>ty<span class="_ _1"></span>ch <span class="_ _1"></span>p<span class="_ _1"></span>rog<span class="_ _1"></span>ra<span class="_ _1"></span>me<span class="_ _1"></span>m w<span class="_ _1"></span> s<span class="_ _1"></span>to<span class="_ _1"></span>su<span class="_ _1"></span>nku<span class="_ _1"></span> d<span class="_ _1"></span>o <span class="_ _1"></span>cen<span class="_ _1"></span>y <span class="_ _1"></span>emi<span class="_ _1"></span>s<span class="_ _1"></span>yjn<span class="_ _1"></span>ej<span class="_ _1"></span>.<span class="ff4"> <span class="ff2"> </span></span></div><div class="t m0 x1 hc y8b2 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y8b3 w139 h1b"><div class="t m0 xd h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb3 y8b3 w13a h1b"><div class="t m0 xd h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x38 y8b3 w13b h1b"><div class="t m0 x113 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">Rok obrotowy<span class="_ _0"></span> </div></div><div class="c x1 y4a9 w139 h1e"><div class="t m0 xd h13 y569 ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xb3 y4a9 w13a h1e"><div class="t m0 xd h13 y569 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x38 y4a9 w13c h1e"><div class="t m0 x37 h11 y569 ffb fs6 fc0 sc0 ls1 ws0">2021<span class="ls0"> </span></div></div><div class="c x109 y4a9 w12 h1e"><div class="t m0 x37 h11 y569 ffb fs6 fc0 sc0 ls1 ws0">2022<span class="ls0"> </span></div></div><div class="c x10 y4a9 w13d h1e"><div class="t m0 x37 h11 y569 ffb fs6 fc0 sc0 ls1 ws0">2023<span class="ls0"> </span></div></div><div class="c x12b y4a9 w13e h1e"><div class="t m0 x142 h11 y569 ffb fs6 fc0 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x1 y8b4 w13f h93"><div class="t m0 xca h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y8b4 w140 h93"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y8b4 w13a h93"><div class="t m0 x137 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y8b4 w13c h93"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x109 y8b4 w12 h93"><div class="t m0 x19 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x10 y8b4 w13d h93"><div class="t m0 x19 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x12b y8b4 w13e h93"><div class="t m0 x2c hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y8b5 w7b hc3"><div class="t m0 xd hb y430 ff9 fs6 fc0 sc0 ls0 ws0">Poziom skon<span class="_ _0"></span>solidowanej EBITDA Verco<span class="_ _0"></span>m </div><div class="t m0 xd hb y13e ffe fs6 fc0 sc0 ls0 ws0">wymagany<span class="_ _0"></span> do osiągnięcia <span class="ff9">celu<span class="_ _0"></span> wynikowego (przed<span class="_ _0"></span> </span></div><div class="t m0 xd hb yff ffe fs6 fc0 sc0 ls0 ws0">korektą o wpły<span class="_ _0"></span>w nabycia jednostek zależny<span class="_ _0"></span>ch)<span class="ff9"> </span></div></div><div class="c x38 y8b5 w13c hc3"><div class="t m0 x76 hb y8b6 ff9 fs6 fc0 sc0 ls0 ws0">37 000 </div></div><div class="c x109 y8b5 w12 hc3"><div class="t m0 x76 hb y8b6 ff9 fs6 fc0 sc0 ls0 ws0">45 000 </div></div><div class="c x10 y8b5 w13d hc3"><div class="t m0 x76 hb y8b6 ff9 fs6 fc0 sc0 ls0 ws0">60 000 </div></div><div class="c x12b y8b5 w13e hc3"><div class="t m0 x31 hb y8b6 ff9 fs6 fc0 sc0 ls0 ws0">75 000 </div></div><div class="c x1 y33a w7b hc4"><div class="t m0 xd hb y8b7 ff9 fs6 fc0 sc0 ls0 ws0">Procentowy<span class="_ _0"></span> wzrost kursu akcji w stosunk<span class="_ _0"></span>u do ceny </div><div class="t m0 xd hb y749 ff9 fs6 fc0 sc0 ls0 ws0">emisyjnej ustalon<span class="_ _0"></span>y jako cel rynkowy<span class="_ _0"></span>  </div></div><div class="c x38 y33a w13c hc4"><div class="t m0 x18 hb y8b8 ff9 fs6 fc0 sc0 ls0 ws0">15,00% </div></div><div class="c x109 y33a w12 hc4"><div class="t m0 x18 hb y8b8 ff9 fs6 fc0 sc0 ls0 ws0">20,00% </div></div><div class="c x10 y33a w13d hc4"><div class="t m0 x18 hb y8b8 ff9 fs6 fc0 sc0 ls0 ws0">20,00% </div></div><div class="c x12b y33a w13e hc4"><div class="t m0 x137 hb y8b8 ff9 fs6 fc0 sc0 ls0 ws0">20,00% </div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y8b9 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8ba ff5 fs6 fc0 sc0 ls0 ws0">Szacuje  się,  że <span class="_ _1e"> </span>w<span class="ff4">arunki  programu  motywacyjnego  zo<span class="_ _0"></span>sta</span><span class="ls1">ną</span><span class="ff4">  </span>spełnione  d<span class="_ _0"></span>la<span class="ff4">  celu  indywidualnego  oraz  ce<span class="_ _0"></span>lu </span></div><div class="t m0 x1 hc y8bb ff4 fs6 fc0 sc0 ls0 ws0">wynikoweg<span class="_ _0"></span>o <span class="_ _20"></span>dla <span class="_ _20"></span>20<span class="_ _0"></span>24 <span class="_ _20"></span>r., <span class="_ _20"></span>tj. <span class="_ _14"></span>liczba <span class="_ _20"></span>akcji <span class="_ _11"></span>23 158<span class="ff5">. <span class="_ _11"></span>Dzień</span> <span class="_ _20"></span><span class="ff5">sp<span class="_ _0"></span>rzedaży <span class="_ _20"></span>ak<span class="_ _0"></span>cji <span class="_ _20"></span>w <span class="_ _20"></span>ram<span class="_ _0"></span>ach <span class="_ _20"></span>puli <span class="_ _11"></span>celu <span class="_ _20"></span>ind<span class="_ _0"></span>ywidualnego <span class="_ _20"></span>i </span></div><div class="t m0 x1 hb y8bc ff5 fs6 fc0 sc0 ls0 ws0">wynikoweg<span class="_ _0"></span>o, przypada w <span class="_ _1"></span>pierwszej połowie roku <span class="_ _1"></span>następującego po roku, dla <span class="_ _1"></span>którego miała miejsce pozytywna </div><div class="t m0 x1 hc y73f ff4 fs6 fc0 sc0 ls0 ws0">weryfikacja d<span class="_ _0"></span>anego celu. </div><div class="t m0 x1 h4c y8bd ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8be ff4 fs6 fc0 sc0 ls13 ws0">W <span class="_ _0"></span><span class="ff5 ls0">roku <span class="_ _0"></span>obrotowy<span class="_ _0"></span>m zakończ<span class="_ _0"></span>onym <span class="_ _0"></span>31<span class="ff4"> <span class="_ _0"></span>grudn<span class="_ _0"></span>ia <span class="_ _0"></span></span>2024 r. <span class="_ _0"></span>Spó<span class="_ _0"></span>łka sprzedała<span class="_ _0"></span><span class="ff4"> <span class="_ _0"></span>uczestnikom <span class="_ _0"></span>Programu<span class="_ _0"></span> <span class="_ _0"></span>19 6<span class="_ _0"></span>01 ak<span class="_ _0"></span>cji w<span class="_ _0"></span> </span></span></div><div class="t m0 x1 hc y8bf ff4 fs6 fc0 sc0 ls0 ws0">ramach <span class="ff5">r<span class="_ _0"></span>ealizacji celów indywidualneg<span class="_ _0"></span>o oraz wynikowego za rok 2023.<span class="_ _20"></span></span>  </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4a" class="pf w0 h0" ><div class="pc pc4a w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA38AAAWjCAIAAADn+R+2AAAACXBIWXMAABYlAAAWJQFJUiTwAAAXAUlEQVR42u3ZsYrEIBiF0bmL7//Kd4sBy8UYRjLLOU0stPmL8KGvFwAAnJK2pgAAwBk/RgAAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAAAfNOYqiXEAALCu7dUj7j4BADgnG8UKAAB73H0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BACATxhGADAlMQSAdW0v/2k3zgAAwB4v7wAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgDw3cZcJTEOAADWtb16xN0nAADnZKNYAQBgj7tPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAAA823h/kpgFAACXtL16JBtnAABgj5d3AADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAPDdxlwlMQ4AADa0XdyZ9a0AAHCTl3cAANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAgP9izFUS4wAAYEPbxZ3uPgEAOCfroQoAADe5+wQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAAnmzMVRLjAABgQ9vFnVnfCgAAN3l5BwBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAJ8w3p8kZgEAwJ62izvdfQIAcE7WQxUAAG7y8g4AwF1e3gEAeCIv7wAAnOPuEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAAAAAAAAAPC3X0YIRCuDrQWVAAAAAElFTkSuQmCC"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">74</span> </span></span></div><div class="t m0 x1 h4c y8c0 ff4 fse fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8c1 ff5 fs6 fc0 sc0 ls0 ws0">Łączny koszt pr<span class="_ _0"></span>ogramu motywacyjnego <span class="_ _0"></span>w latach obrotowych 2021<span class="_ _20"></span><span class="ff4">-2024 </span>oszacowan<span class="_ _0"></span>y został <span class="ff4">na 4 004<span class="_ _0"></span> </span>tys. zł.<span class="ff4"> </span></div><div class="t m0 x1 hc y8c2 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y801 w139 h1b"><div class="t m0 xd h11 y1ac ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c xb3 y801 w13a h1b"><div class="t m0 xd h11 y1ac ffb fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x38 y801 w13b h1b"><div class="t m0 x113 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">Rok obrotowy<span class="_ _0"></span> </div></div><div class="c x1 y5ce w139 h1e"><div class="t m0 xd h13 y569 ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c xb3 y5ce w13a h1e"><div class="t m0 xd h13 y569 ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x38 y5ce w141 h1e"><div class="t m0 x11d h11 y569 ffb fs6 fc0 sc0 ls1 ws0">2021<span class="ls0"> </span></div></div><div class="c x154 y5ce w142 h1e"><div class="t m0 x1d h11 y569 ffb fs6 fc0 sc0 ls1 ws0">2022<span class="ls0"> </span></div></div><div class="c xe6 y5ce w143 h1e"><div class="t m0 x1d h11 y569 ffb fs6 fc0 sc0 ls1 ws0">2023<span class="ls0"> </span></div></div><div class="c x67 y5ce wc2 h1e"><div class="t m0 xc0 h11 y569 ffb fs6 fc0 sc0 ls1 ws0">2024<span class="ls0"> </span></div></div><div class="c x1 y8c3 w13f h93"><div class="t m0 xca h11 y0 ffb fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y8c3 w140 h93"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y8c3 w13a h93"><div class="t m0 x137 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y8c3 w141 h93"><div class="t m0 xd hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y8c3 w142 h93"><div class="t m0 x142 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y8c3 w143 h93"><div class="t m0 x142 hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y8c3 wc2 h93"><div class="t m0 x6f hc y0 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y8c4 w139 hc5"><div class="t m0 xd hb y8c5 ff9 fs6 fc0 sc0 ls0 ws0">Koszt progr<span class="_ _0"></span>amu motywacyjnego  </div></div><div class="c xb3 y8c4 w13a hc5"><div class="t m0 xd hc6 y194 ff9 fs4 fc0 sc0 ls0 ws0">  </div></div><div class="c x38 y8c4 w141 hc5"><div class="t m0 x21 hb y8c5 ff9 fs6 fc0 sc0 ls0 ws0">1 796 </div></div><div class="c x154 y8c4 w142 hc5"><div class="t m0 x3a hb y8c5 ff9 fs6 fc0 sc0 ls1 ws0">930<span class="ls0"> </span></div></div><div class="c xe6 y8c4 w143 hc5"><div class="t m0 x3a hb y8c5 ff9 fs6 fc0 sc0 ls1 ws0">676<span class="ls0"> </span></div></div><div class="c x67 y8c4 wc2 hc5"><div class="t m0 x63 hb y8c5 ff9 fs6 fc0 sc0 ls1 ws0">602<span class="ls0"> </span></div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 hc y63b ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y8c6 ff5 fs6 fc0 sc0 ls0 ws0">Całkowity koszt p<span class="_ _0"></span>rogramu został rozpo<span class="_ _0"></span>znany w okresie jego trwania<span class="_ _20"></span><span class="ff4">. </span></div><div class="t m0 x1 hc y8c7 ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y8c8 ff2 fs6 fc2 sc0 ls0 ws0">40.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff3 fc1">Wyna<span class="_ _1"></span>gr<span class="_ _1"></span>od<span class="_ _1"></span>zen<span class="_ _1"></span>ie <span class="_ _1"></span>p<span class="_ _1"></span>od<span class="_ _1"></span>mio<span class="_ _1"></span>tu <span class="_ _1"></span>up<span class="_ _1"></span>ra<span class="_ _1"></span>wni<span class="_ _1"></span>on<span class="_ _1"></span>eg<span class="_ _1"></span>o d<span class="_ _1"></span>o <span class="_ _1"></span>b<span class="_ _1"></span>adan<span class="_ _1"></span>i<span class="_ _1"></span>a s<span class="_ _1"></span>pr<span class="_ _1"></span>aw<span class="_ _1"></span>ozd<span class="_ _1"></span>ań<span class="_ _1"></span> fi<span class="_ _1"></span>n<span class="_ _1"></span>ans<span class="_ _1"></span>ow<span class="_ _1"></span>ych<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x1 hc y8c9 ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y8ca w144 h5a"><div class="t m0 xd h13 yff ff13 fs6 fc0 sc0 ls0 ws0">w tys. zł<span class="ffc"> </span></div></div><div class="c x148 y8ca w145 h5a"><div class="t m0 x47 h11 y4da ffb fs6 fc0 sc0 ls0 ws0">01.01.2024 <span class="_ _0"></span>- </div><div class="t m0 x76 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xaa y8ca w114 h5a"><div class="t m0 x47 h11 y4da ffb fs6 fc0 sc0 ls0 ws0">01.01.2023 <span class="_ _0"></span>- </div><div class="t m0 x76 h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 y8cb w144 h28"><div class="t m0 xd h13 yff ffc fs6 fc0 sc0 ls0 ws0">  </div></div><div class="c x148 y8cb w145 h28"><div class="t m0 xd h13 y17c ffc fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c xaa y8cb w114 h28"><div class="t m0 x155 hc y17c ff4 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y8cc w144 hc7"><div class="t m0 xd hb y471 ffe fs6 fc0 sc0 ls0 ws0">Obowiązkowe <span class="_ _0"></span><span class="ff9">badanie jednostkowy<span class="_ _0"></span>ch i skonsolidowanych<span class="_ _0"></span> </span></div><div class="t m0 xd hb y8cd ffe fs6 fc0 sc0 ls0 ws0">sprawozdań<span class="_ _0"></span> finansowych <span class="ff9"> </span></div></div><div class="c x148 y8cc w145 hc7"><div class="t m0 x90 hb y471 ff9 fs6 fc0 sc0 ls1 ws0">219<span class="ls0"> </span></div></div><div class="c xaa y8cc w114 hc7"><div class="t m0 x90 hb y471 ff9 fs6 fc0 sc0 ls1 ws0">219<span class="ls0"> </span></div></div><div class="c x1 ycc w144 h1d"><div class="t m0 xd hb y19b ffe fs6 fc0 sc0 ls0 ws0">Usługi atestacyjne, w <span class="_ _0"></span>tym przeglądy sp<span class="_ _0"></span>rawozdań śródrocznych*<span class="_ _0"></span><span class="ff9"> </span></div></div><div class="c x148 ycc w145 h1d"><div class="t m0 x90 hb y19b ff9 fs6 fc0 sc0 ls1 ws0">151<span class="ls0"> </span></div></div><div class="c xaa ycc w114 h1d"><div class="t m0 x90 hb y19b ff9 fs6 fc0 sc0 ls1 ws0">151<span class="ls0"> </span></div></div><div class="c x1 y8ce w144 h1b"><div class="t m0 xd h11 ye0 ffb fs6 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x148 y8ce w145 h1b"><div class="t m0 x90 h11 ye0 ffb fs6 fc0 sc0 ls1 ws0">370<span class="ls0"> </span></div></div><div class="c xaa y8ce w114 h1b"><div class="t m0 x90 h11 ye0 ffb fs6 fc0 sc0 ls1 ws0">370<span class="ls0"> </span></div></div><div class="c x0 y0 w1 h0"><div class="t m0 x1 h3b y8cf ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hc8 y8d0 ff6 fs6 fc0 sc0 ls0 ws0">* usługi atesta<span class="_ _0"></span>cyjne obejmują wynagrod<span class="_ _0"></span>zenie za przegląd śród<span class="_ _0"></span>rocznych skróconyc<span class="_ _0"></span>h sprawozdań finansowych i </div><div class="t m0 x1 hd y190 ff6 fs6 fc0 sc0 ls0 ws0">badanie sprawozda<span class="_ _0"></span>nia Rady Nadzorczej o wynag<span class="_ _0"></span>rodzeń Członkó<span class="_ _0"></span>w Zarzadu i Rad<span class="_ _0"></span>y Nadzorczej<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x1 h3b y835 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y836 ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y8d1 ff2 fs6 fc2 sc0 ls0 ws0">41.<span class="_ _1"></span><span class="fff"> <span class="_ _13"> </span><span class="ff2 fc1">Zda<span class="_ _1"></span>rze<span class="_ _1"></span>nia<span class="_ _1"></span> p<span class="_ _1"></span>o <span class="_ _1"></span>dn<span class="_ _1"></span>iu <span class="_ _1"></span>sp<span class="_ _1"></span>ra<span class="_ _1"></span>woz<span class="_ _1"></span>da<span class="_ _1"></span>wcz<span class="_ _1"></span>y<span class="_ _1"></span>m </span></span></div><div class="t m0 x1 h27 y604 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3b y52d ff2 fs6 fc0 sc0 ls0 ws0">Podpisanie aneksu do <span class="_ _0"></span>umowy k<span class="_ _0"></span>redytowej </div><div class="t m0 x1 hc y8d2 ff4 fs6 fc0 sc0 ls13 ws0">W <span class="_ _14"></span><span class="ff5 ls0">dniu <span class="_ _14"></span>10 <span class="_ _14"> </span>stycznia <span class="_ _14"> </span>20<span class="_ _0"></span>25 <span class="_ _14"></span>r. <span class="_ _14"></span>Spółka <span class="_ _14"></span>wraz <span class="_ _14"></span>z <span class="_ _14"></span>jednostką <span class="_ _14"> </span>dominującą <span class="_ _14"> </span>najwy<span class="_ _0"></span>ższego <span class="_ _14"></span>szczebla <span class="_ _14"> </span>cyber<span class="_ _0"></span>_Folks <span class="_ _14"></span>S.A. <span class="_ _14"></span>i </span></div><div class="t m0 x1 hb ydb ff5 fs6 fc0 sc0 ls0 ws0">jednostką zależną Oxylion Sp. z o.o. <span class="_ _1"></span>(„Kredytobiorcy”) zawarły umowę kredytu z Konsorcjum banków mBank </div><div class="t m0 x1 hc y8d3 ff5 fs6 fc0 sc0 ls0 ws0">S.A. i Bankiem Po<span class="_ _0"></span>lska Kasa Opieki S.A., w <span class="_ _0"></span>ramach któr<span class="_ _0"></span><span class="ff4">ej udzielono<span class="_ _0"></span>: </span></div><div class="t m0 x87 hc y1fe ff10 fs6 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="ff5">cy<span class="_ _0"></span>ber_Folks S.A. kredytu<span class="_ _0"></span> terminowego w maksym<span class="_ _0"></span>alnej wysokości 95 400 tys. zł oraz 2 330 tys. E<span class="_ _0"></span>UR </span></span></div><div class="t m0 x88 hb y250 ff5 fs6 fc0 sc0 ls0 ws0">na <span class="_ _27"> </span>spłatę <span class="_ _12"> </span>istniejącego <span class="_ _12"> </span>zadłużenia <span class="_ _27"> </span>(term<span class="_ _0"></span>in <span class="_ _c"> </span>sp<span class="_ _0"></span>łaty <span class="_ _27"> </span>25 <span class="_ _27"> </span>marca <span class="_ _12"> </span>2030 <span class="_ _27"> </span>r.); <span class="_ _27"> </span>kredytu<span class="_ _0"></span> <span class="_ _c"> </span>o<span class="_ _0"></span>dnawialnego <span class="_ _27"> </span>w </div><div class="t m0 x88 hc y8d4 ff5 fs6 fc0 sc0 ls0 ws0">maksymalnej <span class="_ _20"></span>wysokości <span class="_ _20"></span>10 <span class="_ _20"></span>000 <span class="_ _20"></span>tys. <span class="_ _0"></span>zł <span class="_ _20"></span>(termin <span class="_ _20"></span>spłaty <span class="_ _0"></span>31 <span class="_ _20"></span>marca <span class="_ _20"></span>2027 <span class="_ _0"></span>r.)<span class="_ _0"></span><span class="ff4"> <span class="_ _20"></span>oraz <span class="_ _20"></span>kredytu <span class="_ _20"></span>akwizycyjnego </span></div><div class="t m0 x88 hb y739 ff5 fs6 fc0 sc0 ls0 ws0">w <span class="_ _0"></span>mak<span class="_ _0"></span>symalnej <span class="_ _20"></span>wysokości <span class="_ _20"></span>500 <span class="_ _0"></span>0<span class="_ _0"></span>00 <span class="_ _0"></span>tys. <span class="_ _20"></span>zł <span class="_ _0"></span>na <span class="_ _20"></span>zakup <span class="_ _20"></span>akcji <span class="_ _20"></span>Shoper <span class="_ _20"></span>S.A. <span class="_ _20"></span>(termin <span class="_ _0"></span>spłaty<span class="_ _0"></span> <span class="_ _0"></span>25 <span class="_ _0"></span>m<span class="_ _0"></span>arca <span class="_ _0"></span>2030 </div><div class="t m0 x88 hc y8d5 ff4 fs6 fc0 sc0 ls0 ws0">r.) </div><div class="t m0 x87 hc y8d6 ff10 fs6 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="ff5">Ox<span class="_ _0"></span>ylion Sp. z <span class="_ _1"></span>o.o. kredytu terminowego w <span class="_ _1"></span>maksymalnej wysokości 1 568 <span class="_ _1"></span>tys. zł na<span class="_ _1"></span> spłatę is<span class="_ _1"></span>tniejącego </span></span></div><div class="t m0 x88 hc y8d7 ff5 fs6 fc0 sc0 ls0 ws0">zadłużenia (<span class="_ _0"></span>termin spłaty 31 grudnia 2026 r.<span class="_ _0"></span>)<span class="ff4"> </span></div><div class="t m0 x87 hc y409 ff10 fs6 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="ff4">Ver<span class="_ _0"></span>com <span class="_ _0"></span><span class="ff5">S.A. kredytu <span class="_ _0"></span>terminowego <span class="_ _0"></span>w maksy<span class="_ _0"></span>malnej wyso<span class="_ _0"></span>kości 3 967<span class="_ _0"></span> tys. <span class="_ _0"></span>zł (termin<span class="_ _0"></span> spłaty 31<span class="_ _0"></span> grudnia </span></span></span></div><div class="t m0 x88 hb y8d8 ff5 fs6 fc0 sc0 ls0 ws0">2026 <span class="_ _11"></span>r.) <span class="_ _11"></span>o<span class="_ _0"></span>raz <span class="_ _20"></span>19<span class="_ _0"></span> <span class="_ _20"></span>448<span class="_ _0"></span> <span class="_ _20"></span>ty<span class="_ _0"></span>s. <span class="_ _20"></span>E<span class="_ _0"></span>UR <span class="_ _20"></span>na <span class="_ _11"></span>spłatę <span class="_ _11"></span>is<span class="_ _0"></span>tniejącego <span class="_ _11"></span>zad<span class="_ _0"></span>łużenia <span class="_ _11"></span>(termin <span class="_ _11"></span>spłaty <span class="_ _14"></span>28 <span class="_ _20"></span>grudnia <span class="_ _11"></span>202<span class="_ _0"></span>8 <span class="_ _11"></span>r.), </div><div class="t m0 x88 hc y660 ff5 fs6 fc0 sc0 ls0 ws0">kredytu odnawialn<span class="_ _0"></span>ego w maksymalnej <span class="_ _0"></span>wysokości 5 000 tys. zł (termin<span class="_ _20"></span><span class="ff4"> </span>spłaty<span class="ff4"> 31 m<span class="_ _0"></span>arca 2027 r.). </span></div><div class="t m0 x1 hc y8d9 ff5 fs6 fc0 sc0 ls0 ws0">Oprocento<span class="_ _0"></span>wanie kredytów jest zmienn<span class="_ _0"></span>e, ustalane jako suma marży<span class="_ _0"></span> oraz stawki bazowej.<span class="_ _0"></span><span class="ff4"> </span></div><div class="t m0 x1 hb y610 ff5 fs6 fc0 sc0 ls0 ws0">Zabezpieczen<span class="_ _0"></span>iem kredytów są zastaw finan<span class="_ _0"></span>sowy i rejestrowy na wszy<span class="_ _0"></span>stkich akcjach Vercom S.A. p<span class="_ _0"></span>osiadanych </div><div class="t m0 x1 hb y8da ff5 fs6 fc0 sc0 ls0 ws0">przez cyber_Folks S.A.; <span class="_ _1"></span>zastaw <span class="_ _1"></span>finansowy i <span class="_ _1"></span>rejestrowy na <span class="_ _1"></span>wszystkich <span class="_ _1"></span>udziałach<span class="_ _0"></span> <span class="_ _1"></span>Oxylion Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o. posiadanych </div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4b" class="pf w0 h0" ><div class="pc pc4b w0 h0"><img class="bi x8 y1b2 w34 h39" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA38AAAWjCAIAAADn+R+2AAAACXBIWXMAABYlAAAWJQFJUiTwAAAWkklEQVR42u3WMQEAAAjDMMC/5/EhgSuR0KtVAADwpZOoAADAj5EAAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcpAQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuUwIAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3KcEAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPCQAAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnxIAAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4lAADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9SgAAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+5QAAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAID7BAAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAcJ8AAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcpAQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA9wkAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAOA+AQDAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuUwIAANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIAgPsEAMB9AgDgPgEAwH0CAOA+AQDAfQIA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAABwnwAAuE8AANwnAAC4TwAA3CcAALhPAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAA9wkAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AAOA+AQBwnwAAuE8AAHCfAAC4TwAAcJ8AALhPAADcJwAAuE8AANwnAAC4TwAA3CcAAO4TAADcJwAA7hMAANwnAADuEwAA3CcAAO4TAAD3CQAA7hMAAPcJAADuEwAA9wkAgPsEAAD3CQCA+wQAAPcJAID7BADAfQIAgPsEAMB9AgCA+wQAwH0CAID7BADAfQIA4D4BAMB9AgDgPgEAwH0CAOA+AQBwnwAA4D4BAHCfAADgPgEAcJ8AALhPAABwnwAAuE8AAHCfAAC4TwAA3KcEAAC4TwAA3CcAALhPAADcJwAAuE8AANwnAADuEwAA3CcAAO4TAADcJwAA7hMAAPcJAADuEwAA9wkAAO4TAAD3CQCA+wQAAPcJAID7BAAAAAAAAADOAprlDj3rsaWvAAAAAElFTkSuQmCC"/><div class="c x0 y0 w1 h0"><div class="t m0 x1 h7 y16e ff2 fs0 fc0 sc0 ls0 ws0">Vercom S.A. </div><div class="t m0 x1 h1 y16f ff4 fs0 fc0 sc0 ls0 ws0">Jednostkowe spraw<span class="_ _1"></span>ozdanie finansow<span class="_ _1"></span>e <span class="ls4">za </span>rok obr<span class="_ _1"></span>otowy <span class="ff5">zakończony 3<span class="_ _1"></span><span class="ff4">1 grudnia 2024 <span class="ls5">r.</span> </span></span></div><div class="t m0 x1 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">(w tysiącach złoty<span class="_ _1"></span>ch)<span class="ff7"> </span></div><div class="t m0 x1 h1 y48b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1 y48c ff4 fs0 fc0 sc0 ls0 ws0">Noty przedstawi<span class="_ _1"></span>one na stronac<span class="_ _1"></span>h <span class="ls1">10</span>-<span class="ls7">75</span> <span class="ff5">stanowią integra<span class="_ _1"></span>lną część skróconeg<span class="_ _1"></span>o śródroczneg<span class="_ _1"></span>o <span class="ff4">jednostkowego spraw<span class="_ _1"></span>ozdania finans<span class="_ _1"></span>owego <span class="_ _12"> </span><span class="ls1">75</span> </span></span></div><div class="t m0 x1 hb y211 ff5 fs6 fc0 sc0 ls0 ws0">przez <span class="_ _15"> </span>Vercom <span class="_ _15"> </span>S.A.; <span class="_ _14"></span>zastawy <span class="_ _14"> </span>rejestro<span class="_ _0"></span>we <span class="_ _14"> </span>i <span class="_ _15"> </span>finansowe <span class="_ _14"> </span>n<span class="_ _0"></span>a <span class="_ _14"> </span>wierzytelno<span class="_ _0"></span>ściach <span class="_ _14"> </span>o <span class="_ _15"> </span>wypłatę <span class="_ _14"> </span>środk<span class="_ _0"></span>ów <span class="_ _14"> </span>z <span class="_ _15"> </span>rachunków </div><div class="t m0 x1 hb y4e0 ff5 fs6 fc0 sc0 ls0 ws0">bankowy<span class="_ _0"></span>ch <span class="_ _13"> </span>Kredytobiorców <span class="_ _15"> </span>wraz <span class="_ _13"> </span>z <span class="_ _13"> </span>pełnomocnictwami <span class="_ _13"> </span>do <span class="_ _13"> </span>dysponowania; <span class="_ _13"> </span>zastawy <span class="_ _13"> </span>rejestrowe <span class="_ _13"> </span>na <span class="_ _13"> </span>z<span class="_ _1"></span>biorach </div><div class="t m0 x1 hb y4e1 ff5 fs6 fc0 sc0 ls0 ws0">rzeczy <span class="_ _0"></span>i <span class="_ _0"></span>praw <span class="_ _0"></span>majątkowych <span class="_ _0"></span>wchodzących <span class="_ _0"></span>w <span class="_ _0"></span>skład <span class="_ _0"></span>Oxylion sp.<span class="_ _0"></span> <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>i <span class="_ _0"></span>Vercom <span class="_ _0"></span>S.A.; o<span class="_ _0"></span>świadczenie <span class="_ _0"></span>o <span class="_ _0"></span>poddaniu </div><div class="t m0 x1 hc y215 ff5 fs6 fc0 sc0 ls0 ws0">się egzekucji zło<span class="_ _0"></span>żone przez każdego z Kr<span class="_ _0"></span>edytobiorców do kwoty 15<span class="_ _0"></span>0% całkowitego zaangażo<span class="_ _0"></span>wania<span class="_ _0"></span><span class="ff4">. </span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:360.620000px;bottom:95.380000px;width:12.500000px;height:11.199000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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