<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" lang="pl" xmlns="http://www.w3.org/1999/xhtml"><head><title>Raport</title><style type="text/css">/*<![CDATA[*/
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */span[class*='ff']{z-index:999}div[class*='ff']{z-index:999}#sidebar{position:absolute;top:0;left:0;bottom:0;width:250px;padding:0;margin:0;overflow:auto}#page-container{position:absolute;top:0;left:0;margin:0;padding:0;border:0}@media screen{#sidebar.opened+#page-container{left:250px}#page-container{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}#sidebar{display:none}#page-container{width:auto;height:auto;overflow:visible;background-color:transparent}.d{display:none}}.pf{position:relative;background-color:white;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.pc.opened{display:block}.bf{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{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(){.pf{overflow:visible;border:1px solid #fff}.pc{overflow:visible}}}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{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;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}::selection{background:rgba(127,255,255,0.4)}::-moz-selection{background:rgba(127,255,255,0.4)}.pi{display:none}.d{position:absolute;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%}.it{border:0;background-color:rgba(255,255,255,0.0)}.ir:hover{cursor:pointer}/*]]>*/</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);
  }
  #page-container {
    background-color:#9e9e9e;
    /* http://philbit.com/svgpatterns/#thinstripes */
    background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4=");
    -webkit-transition:left 500ms;
    transition:left 500ms;
  }
  .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 */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
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c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c8XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XH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')format("woff");}.ff3{font-family:ff3;line-height:1.364258;font-style:normal;font-weight:normal;visibility:visible;}
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')format("woff");}.ff9{font-family:ff9;line-height:1.432129;font-style:normal;font-weight:normal;visibility:visible;}
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class="c x1 y1 w2 h0"><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y4 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y5 w3 h5"><div class="t m0 x4 h6 y6 ff3 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE <span class="_ _0"></span>FINANSOWE </div><div class="t m0 x5 h6 y7 ff3 fs3 fc1 sc0 ls0 ws0">STALPROFIL S.A. <span class="_ _0"></span>za rok obro<span class="_ _0"></span>towy </div><div class="t m0 x6 h6 y8 ff3 fs3 fc1 sc0 ls0 ws0">2021 </div></div><div class="c x0 y9 w4 h7"><div class="t m0 x7 h8 ya ff3 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x1 yb w5 h9" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x9 ye w6 hc"><div class="t m0 xa hd yf ff2 fs5 fc3 sc0 ls0 ws0">2 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 he y10 ff4 fs4 fc3 sc0 ls0 ws0"> </div><div class="t m0 xb he y11 ff5 fs4 fc3 sc0 ls0 ws0">Spis treści<span class="ff4"> </span></div><div class="t m0 x8 h4 y12 ff4 fs6 fc3 sc0 ls2 ws0">I.<span class="ff2 fs2 ls0"> <span class="_ _2"> </span></span><span class="ls0">WYBRANE DANE FINANSO<span class="_ _1"></span>WE.<span class="_ _1"></span> <span class="_ _1"></span></span>..............................................................................................................<span class="ls0"> <span class="_ _3"></span>4<span class="ff2 fs2"> </span></span></div><div class="t m0 x8 h4 y13 ff4 fs6 fc3 sc0 ls2 ws0">II.<span class="ff2 fs2 ls0"> <span class="_ _4"> </span></span><span class="ls0">WPROWADZENIE DO SPR<span class="_ _1"></span>AWOZDANIA FIN<span class="_ _1"></span>ANSOWEGO.<span class="_ _1"></span> </span>.......................................................................<span class="ls0"> <span class="_ _3"></span>5<span class="ff2 fs2"> </span></span></div><div class="t m0 x8 h4 y14 ff2 fs6 fc3 sc0 ls3 ws0">1.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">I<span class="ff6 fs7">NFORMACJE OGÓLN<span class="_ _0"></span>E<span class="ff2 fs6">. <span class="_ _0"></span><span class="ls4">.......................................................................................................................................<span class="ls0"> <span class="_ _0"></span>5<span class="fs2"> </span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y15 ff2 fs6 fc3 sc0 ls3 ws0">2.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">O<span class="ff6 fs7">PIS WAŻNIEJSZYC<span class="_ _0"></span>H STOSOWANYCH<span class="_ _0"></span> ZASAD RACHUN<span class="_ _0"></span>KOWOŚCI<span class="ff2 fs6"> <span class="_ _6"></span><span class="ls4">...................................................................................<span class="ls0"> <span class="_ _0"></span>6<span class="fs2"> </span></span></span></span></span></span></span></div><div class="t m0 xc hf y16 ff7 fs5 fc3 sc0 ls1 ws0">1.<span class="fs2 ls0"> <span class="_ _7"> </span><span class="ff8 fs5">Podstawa sporządzenia sprawozdania finansowego<span class="ff7"> <span class="ls5">.....................................................................................................</span> <span class="_ _3"></span>6<span class="fs2"> </span></span></span></span></div><div class="t m0 xc hf y17 ff7 fs5 fc3 sc0 ls1 ws0">2.<span class="fs2 ls0"> <span class="_ _7"> </span><span class="fs5">Nowe standardy MSSF, interpretacje i ich zmiany <span class="_ _3"></span><span class="ls5">................................<span class="_ _1"></span>..........................................................................<span class="ls0"> <span class="_ _3"></span>7<span class="fs2"> </span></span></span></span></span></div><div class="t m0 xc hf y18 ff7 fs5 fc3 sc0 ls1 ws0">3.<span class="fs2 ls0"> <span class="_ _7"> </span><span class="fs5">Instrumenty finansowe <span class="_ _6"></span><span class="ls5">................................................................................................................................<span class="_ _1"></span>...................<span class="ls0"> <span class="_ _3"></span>8<span class="fs2"> </span></span></span></span></span></div><div class="t m0 xc hf y19 ff7 fs5 fc3 sc0 ls1 ws0">4.<span class="fs2 ls0"> <span class="_ _7"> </span><span class="ff8 fs5">Wycena pozycji wyrażonych w walutach obcych<span class="ff7"> <span class="_ _8"></span><span class="ls5">..........................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls1">10<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc hf y1a ff7 fs5 fc3 sc0 ls1 ws0">5.<span class="fs2 ls0"> <span class="_ _7"> </span><span class="ff8 fs5">Rzeczowe aktywa trwałe<span class="ff7"> <span class="ls5">..............................................................................................................................................</span> <span class="_ _3"></span><span class="ls1">11<span class="fs2 ls0"> </span></span></span></span></span></div><div class="t m0 xc hf y1b ff7 fs5 fc3 sc0 ls1 ws0">6.<span class="fs2 ls0"> <span class="_ _7"> </span><span class="ff8 fs5">Wartości niematerialne<span class="ff7"> <span class="ls5">................................................................................................................................................</span> <span class="_ _9"></span><span class="ls1">12<span class="fs2 ls0"> </span></span></span></span></span></div><div class="t m0 xc hf y1c ff7 fs5 fc3 sc0 ls1 ws0">7.<span class="fs2 ls0"> <span class="_ _7"> </span><span class="fs5">Inwestycje <span class="_ _6"></span><span class="ls5">.....................................................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls1">12<span class="fs2 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hf y1d ff7 fs5 fc3 sc0 ls1 ws0">8.<span class="fs2 ls0"> <span class="_ _7"> </span><span class="fs5">Zapasy <span class="_ _9"></span><span class="ls5">...........................................................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls1">12<span class="fs2 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hf y1e ff7 fs5 fc3 sc0 ls1 ws0">9.<span class="fs2 ls0"> <span class="_ _7"> </span><span class="ff8 fs5">Środki pieniężne i ekwiwalenty środków pieniężnych<span class="ff7"> <span class="_ _6"></span><span class="ls5">...................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls1">13<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc hf y1f ff7 fs5 fc3 sc0 ls1 ws0">10.<span class="fs2 ls0"> <span class="_ _1"></span><span class="fs5">Aktywa finansowe <span class="ls5">................................................................................................<span class="_ _1"></span>........................................................</span> <span class="_ _9"></span><span class="ls1">13<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 xc hf y20 ff7 fs5 fc3 sc0 ls1 ws0">11.<span class="fs2 ls0"> <span class="_ _1"></span><span class="ff8 fs5">Utrata wartości<span class="ff7"> <span class="_ _3"></span><span class="ls5">.............................................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls1">14<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc hf y21 ff7 fs5 fc3 sc0 ls1 ws0">12.<span class="fs2 ls0"> <span class="_ _1"></span><span class="fs5">Instrumenty pochodne <span class="_ _8"></span><span class="ls5">..................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls1">15<span class="fs2 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hf y22 ff7 fs5 fc3 sc0 ls1 ws0">13.<span class="fs2 ls0"> <span class="_ _1"></span><span class="ff8 fs5">Kapitał własny<span class="ff7"> <span class="ls5">..............................................................................................................................................................</span> <span class="_ _3"></span><span class="ls1">15<span class="fs2 ls0"> </span></span></span></span></span></div><div class="t m0 xc hf y23 ff7 fs5 fc3 sc0 ls1 ws0">14.<span class="fs2 ls0"> <span class="_ _1"></span><span class="ff8 fs5">Zobowiązania finansowe<span class="ff7"> <span class="_ _0"></span><span class="ls5">..............................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls1">15<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc hf y24 ff7 fs5 fc3 sc0 ls1 ws0">15.<span class="fs2 ls0"> <span class="_ _1"></span></span><span class="ls6">Zo<span class="ff8 ls0">bowiązan<span class="_ _1"></span>ia i rozliczenia międz<span class="_ _0"></span>yokresowe<span class="ff7"> <span class="_ _9"></span><span class="ls5">.................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls1">15<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc hf y25 ff7 fs5 fc3 sc0 ls1 ws0">16.<span class="fs2 ls0"> <span class="_ _1"></span><span class="fs5">Rezerwy <span class="ls5">........................................................................................................................................................................</span> <span class="_ _3"></span><span class="ls1">16<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 xc hf y26 ff7 fs5 fc3 sc0 ls1 ws0">17.<span class="fs2 ls0"> <span class="_ _1"></span><span class="ff8 fs5">Podatek dochodowy bieżący i odroczony<span class="ff7"> <span class="_ _9"></span><span class="ls5">......................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls1">16<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc hf y27 ff7 fs5 fc3 sc0 ls1 ws0">18.<span class="fs2 ls0"> <span class="_ _1"></span><span class="ff8 fs5">Zobowiązania warunkowe<span class="ff7"> <span class="_ _8"></span><span class="ls5">................................................................<span class="_ _1"></span>............................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls1">17<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc hf y28 ff7 fs5 fc3 sc0 ls1 ws0">19.<span class="fs2 ls0"> <span class="_ _1"></span><span class="fs5">Przychody <span class="_ _9"></span><span class="ls5">......................................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls1">17<span class="fs2 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hf y29 ff7 fs5 fc3 sc0 ls1 ws0">20.<span class="fs2 ls0"> <span class="_ _1"></span><span class="fs5">Koszty <span class="_ _9"></span><span class="ls5">............................................................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls1">19<span class="fs2 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hf y2a ff7 fs5 fc3 sc0 ls1 ws0">21.<span class="fs2 ls0"> <span class="_ _1"></span><span class="ff8 fs5">Koszty finansowania zewnętrznego<span class="ff7"> <span class="_ _8"></span><span class="ls5">..............................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls1">20<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc hf y2b ff7 fs5 fc3 sc0 ls1 ws0">22.<span class="fs2 ls0"> <span class="_ _1"></span><span class="fs5">Leasing <span class="_ _3"></span><span class="ls5">..........................................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls1">20<span class="fs2 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hf y2c ff7 fs5 fc3 sc0 ls1 ws0">23.<span class="fs2 ls0"> <span class="_ _1"></span><span class="fs5">Dywidendy <span class="_ _0"></span><span class="ls5">....................................................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls1">21<span class="fs2 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc hf y2d ff7 fs5 fc3 sc0 ls1 ws0">24.<span class="fs2 ls0"> <span class="_ _1"></span><span class="ff8 fs5">Sprawozdawczość dotycząca segmentów<span class="ff7"> <span class="_ _1"></span><span class="ls5">....................................................................................................................</span> <span class="_ _9"></span><span class="ls1">21<span class="fs2 ls0"> </span></span></span></span></span></div><div class="t m0 xc hf y2e ff7 fs5 fc3 sc0 ls1 ws0">25.<span class="fs2 ls0"> <span class="_ _1"></span><span class="ff8 fs5">Sprawozdanie z całkowitych dochodów</span></span><span class="ls5">........................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls1">21<span class="fs2 ls0"> </span></span></span></span></div><div class="t m0 xc hf y2f ff7 fs5 fc3 sc0 ls1 ws0">26.<span class="fs2 ls0"> <span class="_ _1"></span><span class="ff8 fs5">Szacunki i osądy księgowe<span class="ff7"> <span class="_ _0"></span><span class="ls5">............................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls1">21<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y30 ff2 fs6 fc3 sc0 ls3 ws0">3.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">W<span class="ff6 fs7">PŁYW PANDEMII </span>COVID-<span class="ls7">19<span class="_ _0"></span><span class="fs7 ls0"> NA SPRAWOZDAN<span class="_ _0"></span>IE FINANSOWE <span class="fs6">STALPROFIL</span> <span class="fs6 ls8">SA.<span class="ls0"> <span class="_ _8"></span><span class="ls4">.....................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">22<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></span></span></div><div class="t m0 xc hf y31 ff7 fs5 fc3 sc0 ls1 ws0">1.<span class="fs2 ls0"> <span class="_ _7"> </span><span class="ff8 fs5">Wpływ pandemii COVID<span class="ff7">-</span>19 na działalność gospodarczą STALPROFIL S.A.<span class="ff7"> <span class="_ _6"></span><span class="ls5">...................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls1">22<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc hf y32 ff7 fs5 fc3 sc0 ls1 ws0">2.<span class="fs2 ls0"> <span class="_ _7"> </span><span class="ff8 fs5">Analiza wpływu zmiany sytuacji gospodarczej w związku z pandemi<span class="_ _0"></span>ą COVID<span class="_ _1"></span><span class="ff7">-</span>19 na wycenę innych aktywów i </span></span></div><div class="t m0 xc hf y33 ff8 fs5 fc3 sc0 ls0 ws0">zobowiązań Spółki.<span class="ff7"> <span class="_ _9"></span><span class="ls5">..............................................................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls1">23<span class="fs2 ls0"> </span></span></span></span></span></div><div class="t m0 x8 h4 y34 ff2 fs6 fc3 sc0 ls3 ws0">4.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">W<span class="ff6 fs7">PŁYW WOJNY NA S<span class="_ _0"></span>PRAWOZDANIE <span class="_ _0"></span>FINANSOWE <span class="ff2 fs6">STALPROFIL<span class="fs7"> </span><span class="ls8">SA.</span> <span class="_ _a"></span><span class="ls4">.........................................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">25<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y35 ff4 fs6 fc3 sc0 ls2 ws0">III.<span class="ff2 fs2 ls0"> <span class="_ _b"> </span></span><span class="ls0">ROCZNE JE<span class="_ _1"></span>DNOSTKOWE SPRAWOZ<span class="_ _1"></span>DANIE FINANSOWE.<span class="_ _1"></span> <span class="_ _8"></span><span class="ls2">......................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls3">28<span class="ff2 fs2 ls0"> </span></span></span></span></span></div><div class="t m0 x8 h4 y36 ff2 fs6 fc3 sc0 ls3 ws0">1.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">S<span class="fs7">PRAWOZDANIE Z </span>S<span class="fs7">YTU<span class="_ _0"></span>ACJI <span class="fs6">F</span>INANSOWEJ<span class="_ _0"></span><span class="fs6"> <span class="_ _a"></span><span class="ls4">............................................................................................................<span class="ls0"> <span class="ls3">28</span><span class="fs2"> </span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y37 ff2 fs6 fc3 sc0 ls3 ws0">2.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">S<span class="ff6 fs7">PRAWOZDANIE Z Z<span class="_ _0"></span>YSKÓW LUB STRA<span class="_ _0"></span>T I INNYCH CAŁKOWI<span class="_ _0"></span>TYCH DOCHODÓ<span class="_ _a"></span>W<span class="_ _1"></span><span class="ff2 fs6 ls4">................................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">30<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y38 ff2 fs6 fc3 sc0 ls3 ws0">3.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">S<span class="ff6 fs7">PRAWOZDANIE Z PR<span class="_ _0"></span>ZEPŁYWÓW PI<span class="_ _0"></span>ENIĘŻNYCH<span class="ff2 fs6"> <span class="_ _6"></span><span class="ls4">................................................................................................<span class="_ _1"></span>......<span class="ls0"> <span class="_ _0"></span><span class="ls3">31<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y39 ff2 fs6 fc3 sc0 ls3 ws0">4.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">S<span class="ff6 fs7">PRAWOZDANIE ZE ZM<span class="_ _0"></span>IAN W KAPITA<span class="_ _0"></span>LE WŁASNYM<span class="ff2 fs6"> <span class="_ _0"></span><span class="ls4">................................................................................................<span class="ls0">. <span class="_ _0"></span><span class="ls3">32<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y3a ff2 fs6 fc3 sc0 ls3 ws0">5.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">R<span class="ff6 fs7">ZECZOWE AKTYWA TR<span class="_ _0"></span>WAŁE <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="_ _0"></span><span class="fs6">1 <span class="_ _9"></span><span class="ls4">................................................................................................<span class="_ _1"></span>...........<span class="ls0"> <span class="_ _0"></span><span class="ls3">33<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y3b ff2 fs6 fc3 sc0 ls3 ws0">6.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">W<span class="ff6 fs7">ARTOŚCI NIEMATERI<span class="_ _0"></span>ALNE <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6">2 <span class="_ _0"></span><span class="ls4">............................................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">35<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y3c ff2 fs6 fc3 sc0 ls3 ws0">7.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">A<span class="fs7">KTYWA FINANSOWE </span><span class="ff6">–</span><span class="fs7"> NO<span class="_ _0"></span>TA NR <span class="fs6">3 <span class="_ _c"></span><span class="ls4">.....................................................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">37<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y3d ff2 fs6 fc3 sc0 ls3 ws0">8.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">Z<span class="fs7">APASY </span><span class="ff6">–</span><span class="fs7"> NOTA NR </span>4<span class="_ _0"></span> <span class="_ _8"></span><span class="ls4">.......................................................................................................................................<span class="ls0"> <span class="ls3">38</span><span class="fs2"> </span></span></span></span></span></div><div class="t m0 x8 h4 y3e ff2 fs6 fc3 sc0 ls3 ws0">9.<span class="fs2 ls0"> <span class="_ _5"> </span><span class="fs6">N<span class="ff6 fs7">ALEŻNOŚCI I ROZLICZENI<span class="_ _0"></span>A MIĘDZYOKRESOW<span class="_ _0"></span>E <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6">5 <span class="ls4">...................................................................................</span> <span class="_ _a"></span><span class="ls3">39<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y3f ff2 fs6 fc3 sc0 ls3 ws0">10.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="ff6 fs6">Ś<span class="fs7">RODKI PIENIĘŻNE I I<span class="_ _0"></span>CH EKWIWALEN<span class="_ _0"></span>TY <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6">6 <span class="_ _3"></span><span class="ls4">..............................................................................................<span class="_ _1"></span><span class="ls0"> <span class="_ _0"></span><span class="ls3">40<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y40 ff2 fs6 fc3 sc0 ls3 ws0">11.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">K<span class="ff6 fs7">APITAŁ PODSTAWO<span class="_ _0"></span>WY <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6">7 <span class="ls4">.................................................................................................................</span> <span class="_ _0"></span><span class="ls3">40<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y41 ff2 fs6 fc3 sc0 ls3 ws0">12.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">K<span class="ff6 fs7">APITAŁY REZER<span class="_ _0"></span>WOWE<span class="ff2 fs6">,<span class="fs7"> </span></span>ZAPASOWE I KAPI<span class="_ _0"></span>TAŁY Z AKTUALIZA<span class="_ _0"></span>CJI WYCENY <span class="fs6">–</span><span class="ff2"> NOTA NR<span class="_ _0"></span> <span class="fs6">8 <span class="_ _3"></span><span class="ls4">...................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">40<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y42 ff2 fs6 fc3 sc0 ls3 ws0">13.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">R<span class="fs7">EZERWY </span><span class="ff6">–</span><span class="fs7"> NOTA N<span class="ls9">R </span></span>9 <span class="_ _a"></span><span class="ls4">....................................................................................................................................<span class="ls0"> <span class="ls3">41</span><span class="fs2"> </span></span></span></span></span></div><div class="t m0 x8 h4 y43 ff2 fs6 fc3 sc0 ls3 ws0">14.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">K<span class="ff6 fs7">REDYTY BANKOWE I POŻ<span class="_ _a"></span>Y<span class="_ _1"></span>CZKI <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6 ls3">10<span class="ls0"> <span class="_ _8"></span><span class="ls4">......................................................................................................<span class="ls0"> <span class="ls3">42</span><span class="fs2"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y44 ff2 fs6 fc3 sc0 ls3 ws0">15.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">Z<span class="ff6 fs7">OBOWIĄZANIA I R<span class="_ _0"></span>OZLICZENIA MIĘD<span class="_ _0"></span>ZYOKRESOWE <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6 ls3">11<span class="ls0"> <span class="_ _8"></span><span class="ls4">.............................................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">44<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y45 ff2 fs6 fc3 sc0 ls3 ws0">16.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">P<span class="ff6 fs7">OZOSTAŁE ZOBO<span class="_ _0"></span>WIĄZANIA FINANS<span class="_ _0"></span>OWE <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6 ls3">12<span class="ls0"> <span class="_ _6"></span><span class="ls4">.........................................................................................<span class="ls0"> <span class="ls3">45</span><span class="fs2"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y46 ff2 fs6 fc3 sc0 ls3 ws0">17.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">U<span class="ff6 fs7">ZGODNIENIE ZADŁUŻENI<span class="_ _0"></span>A FINANSO<span class="_ _0"></span>WEGO <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6 ls3">13<span class="ls0"> <span class="_ _6"></span><span class="ls4">......................................................................................<span class="ls0"> <span class="ls3">46</span><span class="fs2"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y47 ff2 fs6 fc3 sc0 ls3 ws0">18.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">P<span class="ff6 fs7">RZYCHODY ZE SPRZED<span class="_ _0"></span>AŻY PRODUKT<span class="_ _0"></span>ÓW<span class="ff2 fs6">,<span class="fs7"> </span></span>TOWARÓW I MATERIA<span class="_ _0"></span>ŁÓW <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6 ls3">14<span class="ls0"> <span class="_ _0"></span><span class="ls4">....................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">47<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y48 ff2 fs6 fc3 sc0 ls3 ws0">19.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">K<span class="fs7">OSZTY RODZAJOWE </span><span class="ff6">–</span><span class="fs7"> NO<span class="_ _0"></span>TA NR <span class="fs6 ls3">15<span class="ls0"> <span class="_ _c"></span><span class="ls4">....................................................................................................................<span class="ls0"> <span class="ls3">47</span><span class="fs2"> </span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y49 ff2 fs6 fc3 sc0 ls3 ws0">20.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">P<span class="ff6 fs7">OZOSTAŁE PRZYCHOD<span class="_ _0"></span>Y I KOSZTY <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6 ls3">16<span class="ls0"> <span class="_ _6"></span><span class="ls4">...................................................................................................<span class="ls0"> <span class="ls3">48</span><span class="fs2"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y4a ff2 fs6 fc3 sc0 ls3 ws0">21.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">P<span class="fs7">RZYCHODY I KOSZT<span class="_ _0"></span>Y FINANSOWE <span class="ff6 fs6">–</span> NOTA NR <span class="fs6 ls3">17<span class="ls0"> <span class="_ _6"></span><span class="ls4">..................................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">49<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y4b ff2 fs6 fc3 sc0 ls3 ws0">22.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">P<span class="fs7">ODATEK DOCHODO<span class="_ _0"></span>WY <span class="ff6 fs6">–</span> NOTA NR <span class="fs6 ls3">18<span class="ls0"> <span class="ls4">...............................................................................................................</span> <span class="_ _0"></span><span class="ls3">50<span class="fs2 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y4c ff2 fs6 fc3 sc0 ls3 ws0">23.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">I<span class="ff6 fs7">NFORMACJE DOTYCZĄ<span class="_ _0"></span>CE SEGMENT<span class="_ _0"></span>ÓW OPERACYJNYC<span class="_ _0"></span>H <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6 ls3">19<span class="ls0"> <span class="_ _a"></span><span class="ls4">......................................................................<span class="ls0"> <span class="ls3">52</span><span class="fs2"> </span></span></span></span></span></span></span></span></span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1467.900000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1443.480000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1419.080000px;width:450.500000px;height:12.200000px;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:165.700000px;bottom:1394.660000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:179.900000px;bottom:1372.680000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:1350.720000px;width:443.900000px;height:10.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:179.900000px;bottom:1328.740000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:1306.760000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:1284.800000px;width:443.900000px;height:10.980000px;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:179.900000px;bottom:1262.820000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:1240.860000px;width:443.900000px;height:10.980000px;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:179.900000px;bottom:1218.880000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:1196.900000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:1174.940000px;width:443.900000px;height:10.980000px;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:179.900000px;bottom:1152.960000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:1130.980000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:1109.020000px;width:443.900000px;height:10.980000px;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:179.900000px;bottom:1087.040000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:1065.060000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:1043.100000px;width:443.900000px;height:10.980000px;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:179.900000px;bottom:1021.120000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:999.160000px;width:443.900000px;height:10.980000px;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:179.900000px;bottom:977.180000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:955.200000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:933.240000px;width:443.900000px;height:10.980000px;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:179.900000px;bottom:911.260000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:889.280000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:867.320000px;width:443.900000px;height:10.980000px;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:179.900000px;bottom:845.340000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:823.360000px;width:443.900000px;height:10.990000px;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:165.700000px;bottom:798.960000px;width:450.500000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:179.900000px;bottom:776.980000px;width:443.900000px;height:10.990000px;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:179.900000px;bottom:755.020000px;width:443.900000px;height:10.980000px;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:165.700000px;bottom:733.040000px;width:451.000000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:708.620000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:684.200000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:659.800000px;width:450.500000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:635.380000px;width:450.500000px;height:12.210000px;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:165.700000px;bottom:610.960000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:586.560000px;width:450.500000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:562.140000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:537.720000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:513.320000px;width:450.500000px;height:12.200000px;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:165.700000px;bottom:488.900000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:464.480000px;width:450.500000px;height:12.210000px;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:165.700000px;bottom:440.060000px;width:450.500000px;height:12.210000px;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:165.700000px;bottom:415.660000px;width:450.500000px;height:12.200000px;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:165.700000px;bottom:391.240000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:366.820000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:342.420000px;width:450.500000px;height:12.200000px;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:165.700000px;bottom:318.000000px;width:450.500000px;height:12.210000px;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:165.700000px;bottom:293.580000px;width:450.500000px;height:12.210000px;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:165.700000px;bottom:269.180000px;width:450.500000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:244.760000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:220.340000px;width:450.500000px;height:12.210000px;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:165.700000px;bottom:195.928000px;width:450.500000px;height:12.206000px;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:165.700000px;bottom:171.514000px;width:450.500000px;height:12.207000px;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:165.700000px;bottom:147.100000px;width:450.500000px;height:12.207000px;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:165.700000px;bottom:122.686000px;width:450.500000px;height:12.207000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 xa hd yf ff2 fs5 fc3 sc0 ls0 ws0">3 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h4 y4f ff2 fs6 fc3 sc0 ls3 ws0">24.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">D<span class="fs7">YWIDENDY </span><span class="ff6">–</span><span class="fs7"> NOTA NR </span></span></span>20<span class="ls0"> <span class="ls4">..............................................................................................................................</span> <span class="_ _a"></span><span class="ls3">56<span class="fs2 ls0"> </span></span></span></div><div class="t m0 x8 h4 y50 ff2 fs6 fc3 sc0 ls3 ws0">25.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">U<span class="ff6 fs7">MOWY O BUDOWĘ <span class="fs6">–</span><span class="ff2"> NO<span class="_ _0"></span>TA NR <span class="fs6 ls3">21<span class="ls0"> <span class="_ _c"></span><span class="ls4">................................................................<span class="_ _1"></span>....................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">56<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y51 ff2 fs6 fc3 sc0 ls3 ws0">26.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">T<span class="ff6 fs7">RANSAKCJE Z POD<span class="_ _0"></span>MIOTAMI POWIĄ<span class="_ _0"></span>ZANYMI <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6 ls3">22<span class="ls0"> <span class="_ _3"></span><span class="ls4">.....................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">57<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y52 ff2 fs6 fc3 sc0 ls3 ws0">27.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">Z<span class="ff6 fs7">YSK NA AKCJĘ <span class="fs6">–</span><span class="ff2"> NOTA NR<span class="_ _0"></span> <span class="fs6 ls3">23<span class="ls4">............................................................................................................................<span class="ls0"> </span></span>59</span><span class="fs2"> </span></span></span></span></span></div><div class="t m0 x8 h4 y53 ff2 fs6 fc3 sc0 ls3 ws0">28.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">I<span class="fs7">NSTRUMENTY FINANSO<span class="_ _0"></span>WE <span class="ff6 fs6">–</span> ZABEZPIECZENIA <span class="ff6 fs6">–</span> N<span class="_ _0"></span>OTA NR <span class="fs6 ls3">24<span class="ls0"> <span class="_ _6"></span><span class="ls4">..................................................................................<span class="ls0"> <span class="ls3">59</span><span class="fs2"> </span></span></span></span></span></span></span></span></div><div class="t m0 x8 h4 y54 ff2 fs6 fc3 sc0 ls3 ws0">29.<span class="fs2 ls0"> <span class="_ _d"> </span><span class="fs6">Z<span class="ff6 fs7">OBOWIĄZANIA W<span class="_ _0"></span>ARUNKOWE <span class="fs6">–</span><span class="ff2"> NOTA NR <span class="fs6 ls3">25<span class="ls4">.......................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls3">63<span class="fs2 ls0"> </span></span></span></span></span></span></span></span></span></div><div class="t m0 x8 h11 y55 ff2 fs6 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1546.020000px;width:450.500000px;height:12.210000px;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:165.700000px;bottom:1521.620000px;width:450.500000px;height:12.200000px;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:165.700000px;bottom:1497.200000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1472.780000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1448.360000px;width:450.500000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:165.700000px;bottom:1423.960000px;width:450.500000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi xd y4d w7 h10" alt="" 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8Pvn40NAEsreEnjhdo853XZbGwAWFrBSxovVIzF4ffPxgaApRW8pPFCbZ7zOgAAgPDB2FgMAAAQzXld+FxeqwgAllbwksYL1VxHMF9gCmBpBS9pvFAx12U777zzRACY+dJaax0Oh7XWfr8/8XG0rzzlcfThSx/X6Unm7XomfuCpb0/8o+Vej5f0Bryk5+Gq0q/HX2vXyNfXhd8/3zgIwNIqKfpLqmrznNcBAACED8bGYgAAgGjO68Lnct84CMDSKin6S6qqgM7rAAAAojmvC5/LbWwAWFolRX9JVRXQeR0AAEA053Xhc7mNDQBLq6ToL6mqAjqvAwAAiOa8Lnwut7EBYGmVFP0lVVVA53UAAADRnNeFz+U2NgAsrZKiv6SqmuskiDYYDEQAsLRKiv6Sqtr6YOzzMLPvX3UHASytkqK/pKq2znldNhsbAJZWSdFfUlUxFoffPxsbAJZWSdFfUlWb57wum40NAEurpOgvqaoYi8Pvn40NAEurpOgvqarNc16XrdfriQBgaZUU/SVVtfXB2Ficff9sbABYWiVFf0lVbZ7zumw2NgAsrZKiv6SqYiwOv382NgAsrZKiv6SqNs95XTYbGwCWVknRX1JVMRaH3z8bGwCWVknRX1JVm+e8DgAAIHwwNhYDAABEc14XPpfXKgKApVVS9JdU1dYDOq8DAACI5rwufC63sQFgaZUU/SVVVUDndQAAANGc14XP5TY2ACytkqK/pKoK6LwOAAAgmvO68LncxgaApVVS9JdUVQGd1wEAAERzXhc+l9vYALC0Sor+kqoqoPM6AACAaM7rwudyGxsAllZJ0V9SVc11EkQbDAYiAFhaJUV/SVVtfTD2eZjZ96+6gwCWVknRX1JVW+e8LpuNDQBLq6ToL6mqGIvD75+NDQBLq6ToL6mqzXNel83GBoClVVL0l1RVjMXh98/GBoClVVL0l1TV5jmvy9br9UQAsLRKiv6Sqtr6YGwszr5/NjYALK2Sor+kqjbPeV02GxsAllZJ0V9SVTEWh98/GxsAllZJ0V9SVZvnvC6bjQ0AS6uk6C+pqhiLw++fjQ0AS6uk6C+pqs1zXnc2/D8wHA5rrf1+v/NYax29w/TH0YcvfVzFU83kSVyP63E9rmcermf60rqRV7WSJ5m365nhrZd6VtfjJb0BL2lr7Nqvx9/q1zoUGIttbABgaZVUfyRVNZrzumyDwUAEAEurpOgvqaqtD8bG4uz7Z2MDwNIqKfpLqmrznNdls7EBYGmVFP0lVRVjcfj9s7EBYGmVFP0lVbV5zuuy+UEfAJZWSdFfUlUxFoffPxsbAJZWSdFfUlWb57wum40NAEurpOgvqaoYi8Pvn40NAEurpOgvqarNc16XzcYGgKVVUvSXVFWMxeH3z8YGgKVVUvSXVNXmOa8DAAAIH4yNxQAAANGc14XP5bWKAGBplRT9JVW19YDO6wAAAKI5rwufy21sAFhaJUV/SVUV0HkdAABANOd14XO5jQ0AS6uk6C+pqgI6rwMAAIjmvC58LrexAWBplRT9JVVVQOd1AAAA0ZzXhc/lNjYALK2Sor+kqprrJIg2GAxEALC0Sor+kqra+mDs8zCz7191BwEsrZKiv6Sqts55XTYbGwCWVknRX1JVMRaH3z8bGwCWVknRX1JVm+e8LpuNDQBLq6ToL6mqGIvD75+NDQBLq6ToL6mqzXNel63X64kAYGmVFP0lVbX1wdhYnH3/bGwAWFolRX9JVW2e87psNjYALK2Sor+kqmIsDr9/NjYALK2Sor+kqjbPeV02GxsAllZJ0V9SVTEWh98/GxsAllZJ0V9SVZvnvA4AACB8MDYWAwAARHNeFz6X1yoCgKVVUvSXVNXWAzqvAwAAiOa8Lnwut7EBYGmVFP0lVVVA53UAAADRnNeFz+U2NgAsrZKiv6SqCui8DgAAIJrzuvC53MYGgKVVUvSXVFUBndcBAABEc14XPpfb2ACwtEqK/pKqKqDzOgAAgGjO68LnchsbAJZWSdFfUlXNdRKcBf8PDIfDWmu/3+88jv73WPZx9OFLH1fxVDN5EtfjelyP65mH65m+tG7kVa3kSebtemZ466We1fV4SW/AS9oau/br8bf6tQ4FPg8zfahzBwEsrZKiv6SqNs55XbZerycCgKVVUvSXVNXWB2Njcfb9s7EBYGmVFP0lVbV5zuuy2dgAsLRKiv6SqoqxOPz+2dgAsLRKiv6Sqto853UAAADhg7GxGAAAIJrzuvC53M/6ALC0Sor+kqoqoPM6AACAaM7rwudyGxsAllZJ0V9SVQV0XgcAABDNeV34XG5jA8DSKin6S6qqgM7rAAAAojmvC5/LbWwAWFolRX9JVRXQeR0AAEA053Xhc7mNDQBLq6ToL6mq5joJog0GAxEALK2Sor+kqrY+GPs8zOz7V91BAEurpOgvqaqtc16XzcYGgKVVUvSXVFWMxeH3z8YGgKVVUvSXVNXmOa/LZmMDwNIqKfpLqirG4vD7Z2MDwNIqKfpLqmrznNdl6/V6IgBYWiVFf0lVbX0wNhZn3z8bGwCWVknRX1JVm+e8LpuNDQBLq6ToL6mqGIvD75+NDQBLq6ToL6mqzXNel83GBoClVVL0l1RVjMXh98/GBoClVVL0l1TV5jmvAwAAMNdxRtVah8NhrbXf73cea62jd5j+OPrwpY+reKqZPInrcT2ux/XMw/VMX1o38qpW8iTzdj0zvPVSz+p6vKQ34CVtjV379fhb/VqHAsed6UOdOwhgaZUU/SVVtXHO67L5AlMAS6uk6C+pqhiLw++fjQ0AS6uk6C+pqs1zXpfNxgaApVVS9JdUVYzF4ffPxgaApVVS9JdU1eY5rwMAAAgfjI3FAAAA0ZzXhc/lftYHgKVVUvSXVFUBndcBAABEc14XPpfb2ACwtEqK/pKqKqDzOgAAgGjO68LnchsbAJZWSdFfUlUFdF4HAAAQzXld+FxuYwPA0iop+kuqqoDO6wAAAKI5rwufy21sAFhaJUV/SVU110kQbTAYiABgaZUU/SVVtfXB2OdhZt+/6g4CWFolRX9JVW2d87psNjYALK2Sor+kqmIsDr9/NjYALK2Sor+kqjbPeV02GxsAllZJ0V9SVTEWh98/GxsAllZJ0V9SVZvnvC5br9cTAcDSKin6S6pq64OxsTj7/tnYALC0Sor+kqraPOd12WxsAFhaJUV/SVXFWBx+/2xsAFhaJUV/SVVtnvO6bDY2ACytkqK/pKpiLA6/fzY2ACytkqK/pKo2z3kdAACAuY4zqtY6HA5rrf1+v/NYax29w/TH0YcvfVzFU83kSVyP63E9rmcermf60rqRV7WSJ5m365nhrZd6VtfjJb0BL2lr7Nqvx9/q1zoUOO5MH+rcQQBLq6ToL6mqjXNel80XmAJYWiVFf0lVxVgcfv9sbABYWiVFf0lVbZ7zumw2NgAsrZKiv6SqYiwOv382NgAsrZKiv6SqNs95HQAAQPhgbCwGAACI5rwufC73sz4ALK2Sor+kqgrovA4AACCa87rwudzGBoClVVL0l1RVAZ3XAQAARHNeFz6X29gAsLRKiv6Sqiqg8zoAAIBozuvC53IbGwCWVknRX1JVBXReBwAAEM15XfhcbmMDwNIqKfpLqqq5ToJog8FABABLq6ToL6mqrQ/GPg8z+/5VdxDA0iop+kuqauuc12WzsQFgaZUU/SVVFWNx+P2zsQFgaZUU/SVVtXnO67LZ2ACwtEqK/pKqirE4/P7Z2ACwtEqK/pKq2jznddl6vZ4IAJZWSdFfUlVbH4yNxdn3z8YGgKVVUvSXVNXmOa/LZmMDwNIqKfpLqirG4vD7Z2MDwNIqKfpLqmrznNdls7EBYGmVFP0lVRVjcfj9s7EBYGmVFP0lVbV5zusAAADMdZxRtdbhcFhr7ff7ncda6+gdpj+OPnzp4yqeaiZP4npcj+txPfNwPdOX1o28qpU8ybxdzwxvvdSzuh4v6Q14SVtj1349/la/1qHAcWf6UOcOAlhaJUV/SVVtnPO6bL7AFMDSKin6S6oqxuLw+2djA8DSKin6S6pq85zXZbOxAWBplRT9JVUVY3H4/bOxAWBplRT9JVW1ec7rAAAAwgdjYzEAAEA053Xhc7mf9QFgaZUU/SVVVUDndQAAANGc14XP5TY2ACytkqK/pKoK6LwOAAAgmvO68LncxgaApVVS9JdUVQGd1wEAAERzXhc+l9vYALC0Sor+kqoqoPM6AACAaM7rwudyGxsAllZJ0V9SVc11EkQbDAYiAFhaJUV/SVVtfTD2eZjZ96+6gwCWVknRX1JVW+e8LpuNDQBLq6ToL6mqGIvD75+NDQBLq6ToL6mqzXNel83GBoClVVL0l1RVjMXh98/GBoClVVL0l1TV5jmvy9br9UQAsLRKiv6Sqtr6YGwszr5/NjYALK2Sor+kqjbPeV02GxsAllZJ0V9SVTEWh98/GxsAllZJ0V9SVZvnvC6bjQ0AS6uk6C+pqhiLw++fjQ0AS6uk6C+pqs1zXgcAAGCu44yqtQ6Hw1prv9/vPNZaR+8w/XH04UsfV/FUM3kS1+N6XI/rmYfrmb60buRVreRJ5u16ZnjrpZ7V9XhJb8BL2hq79uvxt/q1DgWOO9OHOncQwNIqKfpLqmrjnNdl8wWmAJZWSdFfUlUxFoffPxsbAJZWSdFfUlWb57wum40NAEurpOgvqaoYi8Pvn40NAEurpOgvqarNc14HAAAQPhgbiwEAAKI5rwufy/2sDwBLq6ToL6mqAjqvAwAAiOa8Lnwut7EBYGmVFP0lVVVA53UAAADRnNeFz+U2NgAsrZKiv6SqCui8DgAAIJrzuvC53MYGgKVVUvSXVFUBndcBAABEc14XPpfb2ACwtEqK/pKqaq6TINpgMBABwNIqKfpLqmrrg7HPw8y+f9UdBLC0Sor+kqraOud12WxsAFhaJUV/SVXFWBx+/2xsAFhaJUV/SVVtnvO6bDY2ACytkqK/pKpiLA6/fzY2ACytkqK/pKo2z3ldtl6vJwKApVVS9JdU1dYHY2Nx9v2zsQFgaZUU/SVVtXnO67LZ2ACwtEqK/pKqirE4/P7Z2ACwtEqK/pKq2jznddlsbABYWiVFf0lVxVgcfv9sbABYWiVFf0lVbZ7zOgAAAHMdZ1StdTgc1lr7/X7nsdY6eofpj6MPX/q4iqeayZO4HtfjelzPPFzP9KV1I69qJU8yb9czw1sv9ayux0t6A17S1ti1X4+/1a91KHDcmT7UuYMAllZJ0V9SVRvnvC6bLzAFsLRKiv6SqoqxOPz+2dgAsLRKiv6Sqto853XZbGwAWFolRX9JVcVYHH7/bGwAWFolRX9JVW2e8zoAAIDwwdhYDAAAEM15Xfhc7md9AFhaJUV/SVUV0HkdAABANOd14XO5jQ0AS6uk6C+pqgI6rwMAAIjmvC58LrexAWBplRT9JVVVQOd1AAAA0ZzXhc/lNjYALK2Sor+kqgrovA4AACCa87rwudzGBoClVVL0l1RVc50E0QaDgQgAllZJ0V9SVVsfjH0eZvb9q+4ggKVVUvSXVNXWOa/LZmMDwNIqKfpLqirG4vD7Z2MDwNIqKfpLqmrznNdls7EBYGmVFP0lVRVjcfj9s7EBYGmVFP0lVbV5zuuy9Xo9EQAsrZKiv6Sqtj4YG4uz75+NDQBLq6ToL6mqzXNel83GBoClVVL0l1RVjMXh98/GBoClVVL0l1TV5jmvy2ZjA8DSKin6S6oqxuLw+2djA8DSKin6S6pq85zXAQAAmOs4o2qtw+Gw1trv9zuPtdbRO0x/HH340sdVPNVMnsT1uB7X43rm4XqmL60beVUreZJ5u54Z3nqpZ3U9XtIb8JK2xq79evytfq1DgePO9KHOHQSwtEqK/pKq2jjnddl8gSmApVVS9JdUVYzF4ffPxgaApVVS9JdU1eY5r8tmYwPA0iop+kuqKsbi8PtnYwPA0iop+kuqavOc1wEAAIQPxsZiAACAaM7rwudyP+sDwNIqKfpLqqqAzusAAACiOa8Ln8ttbABYWiVFf0lVFQJEOm4AACAASURBVNB5HQAAQDTndeFzuY0NAEurpOgvqaoCOq8DAACI5rwufC63sQFgaZUU/SVVVUDndQAAANGc14XP5TY2ACytkqK/pKqa6ySINhgMRACwtEqK/pKq2vpg7PMws+9fdQcBLK2Sor+kqrbOeV02GxsAllZJ0V9SVTEWh98/GxsAllZJ0V9SVZvnvC6bjQ0AS6uk6C+pqhiLw++fjQ0AS6uk6C+pqs1zXpet1+uJAGBplRT9JVW19cHYWJx9/2xsAFhaJUV/SVVtnvO6bDY2ACytkqK/pKpiLA6/fzY2ACytkqK/pKo2z3ldNhsbAJZWSdFfUlUxFoffPxsbAJZWSdFfUlWb57wOAADAXMcZVWsdDoe11n6/33mstY7eYfrj6MOXPq7iqWbyJK7H9bge1zMP1zN9ad3Iq1rJk8zb9czw1ks9q+vxkt6Al7Q1du3X42/1ax0KHHemD3XuIIClVVL0l1TVxjmvy+YLTAEsrZKiv6SqYiwOv382NgAsrZKiv6SqNs95XTYbGwCWVknRX1JVMRaH3z8bGwCWVknRX1JVm+e8DgAAIHwwNhYDAABEc14XPpf7WR8AllZJ0V9SVQV0XgcAABDNeV34XG5jA8DSKin6S6qqgM7rAAAAojmvC5/LbWwAWFolRX9JVRXQeR0AAEA053Xhc7mNDQBLq6ToL6mqAjqvAwAAiOa8Lnwut7EBYGmVFP0lVdVcJ0G0wWAgAoClVVL0l1TV1gdjn4eZff+qOwhgaZUU/SVVtXXO67LZ2ACwtEqK/pKqirE4/P7Z2ACwtEqK/pKq2jznddlsbABYWiVFf0lVxVgcfv9sbABYWiVFf0lVbZ7zumy9Xk8EAEurpOgvqaqtD8bG4uz7Z2MDwNIqKfpLqmrznNdls7EBYGmVFP0lVRVjcfj9s7EBYGmVFP0lVbV5zuuy2dgAsLRKiv6SqoqxOPz+2dgAsLRKiv6Sqto853UAAADhg7GxGAAAIJrzuvC5vFYRACytkqK/pKq2HtB5HQAAQDTndeFzuY0NAEurpOgvqaoCOq8DAACI5rwufC63sQFgaZUU/SVVVUDndQAAANGc14XP5TY2ACytkqK/pKoK6LwOAAAgmvO68LncxgaApVVS9JdUVQGd1wEAAERzXhc+l9daax0Oh7XWfr/feRxteyz7OPrwpY+reKqZPInrcT2ux/XMw/VMX1o38qpW8iTzdj0TP/DUtyf+0aKvR+f1fklbY9d+Pc7r1joXOK9Ln+vcQQBLq6ToL6mq5jr5AAAAgvk8zPC53IE1gKVVUvSXVFUBndcBAABEc14XPpfb2ACwtEqK/pKqKqDzOgAAgGjO68LnchsbAJZWSdFfUlXNdRJEGwwGIgBYWiVFf0lVbX0w9nmY2ffPD/oAsLRKiv6Sqto853XZbGwAWFolRX9JVcVYHH7/bGwAWFolRX9JVW2e87psNjYALK2Sor+kqmIsDr9/NjYALK2Sor+kqjbPeV22Xq8nAoClVVL0l1TV1gdjY3H2/bOxAWBplRT9JVW1ec7rstnYALC0Sor+kqqKsTj8/tnYALC0Sor+kqraPOd12WxsAFhaJUV/SVXFWBx+/2xsAFhaJUV/SVVtnvM6AACA8MHYWAwAABDNeV34XF6rCACWVknRX1JVWw/ovA4AACCa87rwudzGBoClVVL0l1RVAZ3XAQAARHNeFz6X29gAsLRKiv6Sqiqg8zoAAIBozuvC53IbGwCWVknRX1JVBXReBwAAEM15XfhcXmutdTgc1lr7/X7ncbTtsezj6MOXPq7iqWbyJK7H9bge1zMP1zN9ad3Iq1rJk8zb9Uz8wFPfnvhHi74endf7JW2NXfv1OK9b61zgvC59rnMHASytkqK/pKqa6+QDAAAI5vMww+dyB9YAllZJ0V9SVQV0XgcAABDNeV34XG5jA8DSKin6S6qqgM7rAAAAojmvC5/LbWwAWFolRX9JVTXXSRBtMBiIAGBplRT9JVW19cHY52Fm3z8/6APA0iop+kuqavOc12WzsQFgaZUU/SVVFWNx+P2zsQFgaZUU/SVVtXnO67LZ2ACwtEqK/pKqirE4/P7Z2ACwtEqK/pKq2jznddl6vZ4IAJZWSdFfUlVbH4yNxdn3z8YGgKVVUvSXVNXmOa/LZmMDwNIqKfpLqirG4vD7Z2MDwNIqKfpLqmrznNdls7EBYGmVFP0lVRVjcfj9s7EBYGmVFP0lVbV5zusAAADCB2NjMQAAQDTndeFzea0iAFhaJUV/SVVtPaDzOgAAgGjO68LnchsbAJZWSdFfUlUFdF4HAAAQzXld+FxuYwPA0iop+kuqqoDO6wAAAKI5rwufy21sAFhaJUV/SVUV0HkdAABANOd14XN5rbXW4XBYa+33+53H0bbHso+jD1/6uIqnmsmTuB7X43pczzxcz/SldSOvaiVPMm/XM/EDT3174h8t+np0Xu+XtDV27dfjvG6tc4HzuvS5zh0EsLRKiv6Sqmqukw8AACCYz8MMn8sdWANYWiVFf0lVFdB5HQAAQDTndeFzuY0NAEurpOgvqaoCOq8DAACI5rwufC63sQFgaZUU/SVV1VwnQbTBYCACgKVVUvSXVNXWB2Ofh5l9//ygDwBLq6ToL6mqzXNel83GBoClVVL0l1RVjMXh98/GBoClVVL0l1TV5jmvy2ZjA8DSKin6S6oqxuLw+2djA8DSKin6S6pq85zXZev1eiIAWFolRX9JVW19MDYWZ98/GxsAllZJ0V9SVZvnvC6bjQ0AS6uk6C+pqhiLw++fjQ0AS6uk6C+pqs1zXpfNxgaApVVS9JdUVYzF4ffPxgaApVVS9JdU1eY5rwMAAAgfjI3FAAAA0ZzXhc/ltYoAYGmVFP0lVbX1gM7rAAAAojmvC5/LbWwAWFolRX9JVRXQeR0AAEA053Xhc7mNDQBLq6ToL6mqAjqvAwAAiOa8Lnwut7EBYGmVFP0lVVVA53UAAADRnNeFz+W11lqHw2Gttd/vdx5H2x7LPo4+fOnjKp5qJk/ielyP63E983A905fWjbyqlTzJvF3PxA889e2Jf7To69F5vV/S1ti1X4/zurXOBc7r0uc6dxDA0iop+kuqqrlOPgAAgGA+DzN8LndgDWBplRT9JVVVQOd1AAAA0ZzXhc/lNjYALK2Sor+kqgrovA4AACCa87rwudzGBoClVVL0l1RVc50E0QaDgQgAllZJ0V9SVVsfjH0eZvb984M+ACytkqK/pKo2z3ldNhsbAJZWSdFfUlUxFoffPxsbAJZWSdFfUlWb57wum40NAEurpOgvqaoYi8Pvn40NAEurpOgvqarNc16XrdfriQBgaZUU/SVVtfXB2Ficff9sbABYWiVFf0lVbZ7zumw2NgAsrZKiv6SqYiwOv382NgAsrZKiv6SqNs95XTYbGwCWVknRX1JVMRaH3z8bGwCWVknRX1JVm+e8DgAAIHwwNhYDAABEc14XPpfXKgKApVVS9JdU1dYDOq8DAACI5rwufC63sQFgaZUU/SVVVUDndQAAANGc14XP5TY2ACytkqK/pKoK6LwOAAAgmvO68LncxgaApVVS9JdUVQGd1wEAAERzXhc+l9daax0Oh7XWfr/feRxteyz7OPrwpY+reKqZPInrcT2ux/XMw/VMX1o38qpW8iTzdj0TP/DUtyf+0aKvR+f1fklbY9d+Pc7r1joXOK9Ln+vcQQBLq6ToL6mq5jr5AAAAgvk8zPC53IE1gKVVUvSXVFUBndcBAABEc14XPpfb2ACwtEqK/pKqKqDzOgAAgGjO68LnchsbAJZWSdFfUlXNdRJEGwwGIgBYWiVFf0lVbX0w9nmY2ffPD/oAsLRKiv6Sqto853XZbGwAWFolRX9JVcVYHH7/bGwAWFolRX9JVW2e87psNjYALK2Sor+kqmIsDr9/NjYALK2Sor+kqjbPeV22Xq8nAoClVVL0l1TV1gdjY3H2/bOxAWBplRT9JVW1ec7rstnYALC0Sor+kqqKsTj8/tnYALC0Sor+kqraPOd12WxsAFhaJUV/SVXFWBx+/2xsAFhaJUV/SVVtnvM6AACA8MHYWAwAABDNeV34XF6rCACWVknRX1JVWw/ovA4AACCa87rwudzGBoClVVL0l1RVAZ3XAQAARHNeFz6X29gAsLRKiv6Sqiqg8zoAAIBozuvC53IbGwCWVknRX1JVBXReBwAAEM15XfhcXmutdTgc1lr7/X7ncbTtsezj6MOXPq7iqWbyJK7H9bge1zMP1zN9ad3Iq1rJk8zb9Uz8wFPfnvhHi74endf7JW2NXfv1OK9b61zgvC59rnMHASytkqK/pKqa6+QDAAAI5vMww+dyB9YAllZJ0V9SVQV0XgcAABDNeV34XG5jA8DSKin6S6qqgM7rAAAAojmvC5/LbWwAWFolRX9JVTXXSRBtMBiIAGBplRT9JVW19cHY52Fm3z8/6APA0iop+kuqavOc12WzsQFgaZUU/SVVFWNx+P2zsQFgaZUU/SVVtXnO67LZ2ACwtEqK/pKqirE4/P7Z2ACwtEqK/pKq2jznddl6vZ4IAJZWSdFfUlVbH4yNxdn3z8YGgKVVUvSXVNXmOa/LZmMDwNIqKfpLqirG4vD7Z2MDwNIqKfpLqmrznNdls7EBYGmVFP0lVRVjcfj9s7EBYGmVFP0lVbV5zusAAADCB2NjMQAAQDTndeFzea0iAFhaJUV/SVVtPaDzOgAAgGjO68LnchsbAJZWSdFfUlUFdF4HAAAQzXld+FxuYwPA0iop+kuqqoDO6wAAAKI5rwufy21sAFhaJUV/SVUV0HkdAABANOd14XN5rbXW4XBYa+33+53H0bbHso+jD1/6uIqnmsmTuB7X43pczzxcz/SldSOvaiVPMm/XM/EDT3174h8t+np0Xu+XtDV27dfjvG6tc4HzuvS5zh0EsLRKiv6Sqmqukw8AACCYz8MMn8sdWANYWiVFf0lVFdB5HQAAQDTndeFzuY0NAEurpOgvqaoCOq8DAACI5rwufC63sQFgaZUU/SVV1VwnQbTBYCACgKVVUvSXVNXWB2Ofh5l9//ygDwBLq6ToL6mqzXNel83GBoClVVL0l1RVjMXh98/GBoClVVL0l1TV5jmvy2ZjA8DSKin6S6oqxuLw+2djA8DSKin6S6pq85zXZev1eiIAWFolRX9JVW19MDYWZ98/GxsAllZJ0V9SVZvnvC6bjQ0AS6uk6C+pqhiLw++fjQ0AS6uk6C+pqs1zXpfNxgaApVVS9JdUVYzF4ffPxgaApVVS9JdU1eY5rwMAAAgfjI3FAAAA0ZzXhc/ltYoAYGmVFP0lVbX1gM7rAAAAojmvC5/LbWwAWFolRX9JVRXQeR0AAEA053Xhc7mNDQBLq6ToL6mqAjqvAwAAiOa8Lnwut7EBYGmVFP0lVVVA53UAAADRnNcFO3nyZK211jocDmut/X6/8zja9lj2cfThSx9X8VQzeRLX43pcj+uZh+uZvrRu5FWt5Enm7XomfuCpb0/8o4Vez7J/W9B5Ji9pa+zar8d53Ro5rwMAAMjmvA4AAMBcBwAAgLkOAAAAcx0AAIC5DgAAAHMdAAAA5joAAADMdQAAAOY6AAAAzHUAAACY6wAAADDXAQAAmOsAAAAw1wEAAGCuAwAAwFwHAABgrgMAAMBcBwAAgLkOAADAXAcAAIC5DgAAAHMdAAAA5joAAABzHQAAAOY6AAAAzHUAAACY6wAAAMx1AAAAmOsAAAAw1wEAAGCuAwAAMNcBAABgrgMAAMBcBwAAgLkOAADAXAcAAIC5DgAAAHMdAACAuQ4AAABzHQAAAOY6AAAAzHUAAADmOgAAAMx1AAAAmOsAAAAw1wEAAJjrAAAAMNcBAABgrgMAAMBcBwAAYK4DAADAXAcAAIC5DgAAAHMdAACAuQ4AAABzHQAAAOY6AAAAcx0AAADmOgAAAMx1AAAAmOsAAADMdQAAAJjrAAAAMNcBAABgrgMAADDXAQAAYK4DAADAXAcAAIC5DgAAwFwHAACAuQ4AAABzHQAAAOY6AAAAcx0AAADmOgAAAMx1AAAA5joAAADMdQAAAJjrAAAAMNcBAACY6wAAADDXAQAAYK4DAADAXAcAAGCuAwAAwFwHAACAuQ4AAABzHQAAgLkOAAAAcx0AAADmOgAAAMx1AAAA5joAAADMdQAAAJjrAAAAzHUAAACY6wAAADDXAQAAYK4DAAAw1wEAAGCuAwAAwFwHAACAuQ4AAMBcBwAAgLkOAAAAcx0AAADmOgAAAHMdAAAA5joAAADMdQAAAJjrAAAAzHUAAACY6wAAADDXAQAAmOsAAAAw1wEAAGCuAwAAwFwHAABgrgMAAMBcBwAAgLkOAAAAcx0AAIC5DgAAAHMdAAAA5joAAADMdQAAAOY6AAAAzHUAAACY6wAAADDXAQAAmOsAAAAw1wEAAGCuAwAAMNcBAABgrgMAAMBcBwAAgLkOAADAXAcAAIC5DgAAAHMdAAAA5joAAABzHQAAAOY6AAAAzHUAAACY6wAAAMx1AAAAmOsAAAAw1wEAAJjrAAAAMNcBAABgrgMAAMBcBwAAYK4DAADAXAcAAIC5DgAAAHMdAACAuQ4AAABzHQAAAOY6AAAAzHUAAADmOgAAAMx1AAAAmOsAAAAw1wEAAJjrAAAAMNcBAABgrgMAADDXAQAAYK4DAADAXAcAAIC5DgAAwFwHAACAuQ4AAABzHQAAAOY6AAAAcx0AAADmOgAAAMx1AAAAmOsAAADMdQAAAJjrAAAAMNcBAABgrgMAADDXAQAAYK4DAADAXAcAAGCuAwAAwFwHAACAuQ4AAABzHQAAgLkOAAAAcx0AAADmOgAAAMx1AAAA5joAAADMdQAAAJjrAAAAMNcBAACY6wAAADDXAQAAYK4DAADAXAcAAGCuAwAAwFwHAACAuQ4AAMBcBwAAgLkOAAAAcx0AAADmOgAAAHMdAAAA5joAAADMdQAAAJjrAAAAzHUAAACY6wAAADDXAQAAYK4DAAAw1wEAAGCuAwAAwFwHAACAuQ4AAMBcBwAAgLkOAAAAcx0AAIC5DgAAAHMdAAAA5joAAADMdQAAAOY6AAAAzHUAAACY6wAAADDXAQAAmOsAAAAw1wEAAGCuAwAAwFwHAABgrgMAAMBcBwAAgLkOAAAAcx0AAIC5DgAAAHMdAAAA5joAAABzHQAAAOY6AAAAzHUAAACY6wAAAMx1AAAAmOsAAAAw1wEAAGCuAwAAMNcBAABgrgMAAMBcBwAAgLkOAADAXAcAAIC5DgAAAHMdAAAA5joAAABzHQAAAOY6AAAAzHUAAADmOgAAAMx1AAAAmOsAAAAw1wEAAJjrAAAAMNcBAABgrgMAAMBcBwAAYK4DAADAXAcAAIC5DgAAAHMdAACAuQ4AAABzHQAAAOY6AAAAcx0AAADmOgAAAMx1AAAAmOsAAADMdQAAAJjrAAAAMNcBAABgrgMAADDXAQAAYK4DAADAXAcAAIC5DgAAwFwHAACAuQ4AAABzHQAAAOY6AAAAcx0AAADmOgAAAMx1AAAA5joAAADMdQAAAJjrAAAAMNfx/9uzQxsEgiCAopCcPH/Yw+NxhAR3LVABLSAu9EADFIG7GggVgMag8EsDLHo3814Fkxn1MwAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAtgd9WQAAAS5JREFUgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAIissQIAAIjseLndH297yOm79nxYFz6kfx0AAIQm6v57vj7lD+lfBwAAzK6nnSX8NIxT+UP61wEAANRN1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAQHTNME62AAAAkFN4NG1WC/86AACIbr9dWkJO37XlDzlPKTkVAABAvfzrAAAAdB0AAAC6DgAAAF0HAACg6wAAAKjNF27DgFdn085lAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 xa hd yf ff2 fs5 fc3 sc0 ls0 ws0">4 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf h12 y10 ff4 fs4 fc3 sc0 lsa ws0">I.<span class="ff9 ls0"> <span class="_ _2"> </span><span class="ff4">W<span class="fs8">YBRANE DA<span class="_ _1"></span>NE FINANSOWE</span>. </span></span></div><div class="t m0 x8 h11 y56 ff2 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y57 w8 h13"><div class="t m0 x11 ha y58 ff4 fs5 fc3 sc0 ls0 ws0">WYBRANE DANE FINANSOWE                                                                </div><div class="t m0 x3 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">STALPROFIL SA </div></div><div class="c x2 y5a w9 h14"><div class="t m0 x12 ha y5b ff5 fs5 fc3 sc0 ls0 ws0">w tys. zł<span class="ff4"> </span></div></div><div class="c x13 y5a wa h14"><div class="t m0 x5 ha y5b ff4 fs5 fc3 sc0 ls0 ws0">w tys. EUR </div></div><div class="c x2 y57 wb h15"><div class="t m0 x14 ha y5c ff4 fs5 fc3 sc0 ls0 ws0">rok 2021 </div></div><div class="c x15 y57 wc h15"><div class="t m0 x16 ha y5c ff4 fs5 fc3 sc0 ls0 ws0">rok 2020 </div></div><div class="c x13 y57 wd h15"><div class="t m0 x14 ha y5c ff4 fs5 fc3 sc0 ls0 ws0">rok 2021 </div></div><div class="c x17 y57 we h15"><div class="t m0 x14 ha y5c ff4 fs5 fc3 sc0 ls0 ws0">rok 2020 </div></div><div class="c x10 y5d w8 h16"><div class="t m0 x18 hd y5e ff6 fs5 fc3 sc0 ls0 ws0">Przychody netto ze sprzedaży produktów, usług, towarów i </div><div class="t m0 x18 hd y5f ff6 fs5 fc3 sc0 ls0 ws0">materiałów<span class="ff2"> </span></div></div><div class="c x2 y5d wb h16"><div class="t m0 x19 hd y60 ff2 fs5 fc3 sc0 ls1 ws0">1 040 219<span class="ls0"> </span></div></div><div class="c x15 y5d wc h16"><div class="t m0 x1a hd y60 ff2 fs5 fc3 sc0 ls1 ws0">759 379<span class="ls0"> </span></div></div><div class="c x13 y5d wd h16"><div class="t m0 x1b hd y60 ff2 fs5 fc3 sc0 ls1 ws0">227 246<span class="ls0"> </span></div></div><div class="c x17 y5d we h16"><div class="t m0 x1b hd y60 ff2 fs5 fc3 sc0 ls1 ws0">169 724<span class="ls0"> </span></div></div><div class="c x10 y61 w8 h17"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Zysk (strata) z działalności operacyjnej<span class="ff2"> </span></div></div><div class="c x2 y61 wb h17"><div class="t m0 x1b hd y62 ff2 fs5 fc3 sc0 ls1 ws0">128 662<span class="ls0"> </span></div></div><div class="c x15 y61 wc h17"><div class="t m0 x1c hd y62 ff2 fs5 fc3 sc0 ls1 ws0">14 189<span class="ls0"> </span></div></div><div class="c x13 y61 wd h17"><div class="t m0 x1d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">28 107<span class="ls0"> </span></div></div><div class="c x17 y61 we h17"><div class="t m0 x1e hd y62 ff2 fs5 fc3 sc0 ls1 ws0">3 171<span class="ls0"> </span></div></div><div class="c x10 y63 w8 h17"><div class="t m0 x18 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">Zysk (strata) brutto </div></div><div class="c x2 y63 wb h17"><div class="t m0 x1b hd y62 ff2 fs5 fc3 sc0 ls1 ws0">130 878<span class="ls0"> </span></div></div><div class="c x15 y63 wc h17"><div class="t m0 x1c hd y62 ff2 fs5 fc3 sc0 ls1 ws0">16 962<span class="ls0"> </span></div></div><div class="c x13 y63 wd h17"><div class="t m0 x1d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">28 592<span class="ls0"> </span></div></div><div class="c x17 y63 we h17"><div class="t m0 x1e hd y62 ff2 fs5 fc3 sc0 ls1 ws0">3 791<span class="ls0"> </span></div></div><div class="c x10 y64 w8 h17"><div class="t m0 x18 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">Zysk (strata) netto </div></div><div class="c x2 y64 wb h17"><div class="t m0 x1b hd y62 ff2 fs5 fc3 sc0 ls1 ws0">106 419<span class="ls0"> </span></div></div><div class="c x15 y64 wc h17"><div class="t m0 x1c hd y62 ff2 fs5 fc3 sc0 ls1 ws0">13 894<span class="ls0"> </span></div></div><div class="c x13 y64 wd h17"><div class="t m0 x1d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">23 248<span class="ls0"> </span></div></div><div class="c x17 y64 we h17"><div class="t m0 x1e hd y62 ff2 fs5 fc3 sc0 ls1 ws0">3 105<span class="ls0"> </span></div></div><div class="c x10 y65 w8 h17"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Przepływy pieniężne nett<span class="_ _0"></span>o z działalności operacyjnej<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x2 y65 wb h17"><div class="t m0 x1d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">21 744<span class="ls0"> </span></div></div><div class="c x15 y65 wc h17"><div class="t m0 x1c hd y62 ff2 fs5 fc3 sc0 ls1 ws0">84 506<span class="ls0"> </span></div></div><div class="c x13 y65 wd h17"><div class="t m0 x1e hd y62 ff2 fs5 fc3 sc0 ls1 ws0">4 750<span class="ls0"> </span></div></div><div class="c x17 y65 we h17"><div class="t m0 x1d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">18 887<span class="ls0"> </span></div></div><div class="c x10 y66 w8 h17"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Przepływy pieniężne nett<span class="_ _0"></span>o z działalności inwestycyjnej<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x2 y66 wb h17"><div class="t m0 x1f hd y62 ff2 fs5 fc3 sc0 ls0 ws0">(24 096) </div></div><div class="c x15 y66 wc h17"><div class="t m0 x20 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">(9 737) </div></div><div class="c x13 y66 wd h17"><div class="t m0 x21 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">(5 264) </div></div><div class="c x17 y66 we h17"><div class="t m0 x21 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">(2 176) </div></div><div class="c x10 y67 w8 h17"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Przepływy pieniężne nett<span class="_ _0"></span>o z działalności finansowej<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x2 y67 wb h17"><div class="t m0 x1f hd y62 ff2 fs5 fc3 sc0 ls0 ws0">(22 603) </div></div><div class="c x15 y67 wc h17"><div class="t m0 x22 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">(32 146) </div></div><div class="c x13 y67 wd h17"><div class="t m0 x21 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">(4 938) </div></div><div class="c x17 y67 we h17"><div class="t m0 x21 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">(7 185) </div></div><div class="c x10 y68 w8 h17"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Zmiana stanu środków pieniężnych i ekwiwalentów<span class="ff2"> </span></div></div><div class="c x2 y68 wb h17"><div class="t m0 x1f hd y62 ff2 fs5 fc3 sc0 ls0 ws0">(24 955) </div></div><div class="c x15 y68 wc h17"><div class="t m0 x1c hd y62 ff2 fs5 fc3 sc0 ls1 ws0">42 623<span class="ls0"> </span></div></div><div class="c x13 y68 wd h17"><div class="t m0 x21 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">(5 <span class="ls1">452)</span> </div></div><div class="c x17 y68 we h17"><div class="t m0 x1e hd y62 ff2 fs5 fc3 sc0 ls1 ws0">9 526<span class="ls0"> </span></div></div><div class="c x10 y69 w8 h18"><div class="t m0 x18 hd y6a ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x2 y69 wb h18"><div class="t m0 x23 ha y6a ff4 fs5 fc3 sc0 ls1 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x15 y69 wc h18"><div class="t m0 x24 ha y6a ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x13 y69 wd h18"><div class="t m0 x23 ha y6a ff4 fs5 fc3 sc0 ls1 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x17 y69 we h18"><div class="t m0 x23 ha y6a ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x10 y6b w8 h17"><div class="t m0 x18 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">Aktywa razem </div></div><div class="c x2 y6b wb h17"><div class="t m0 x1b hd y62 ff2 fs5 fc3 sc0 ls1 ws0">575 592<span class="ls0"> </span></div></div><div class="c x15 y6b wc h17"><div class="t m0 x1a hd y62 ff2 fs5 fc3 sc0 ls1 ws0">451 440<span class="ls0"> </span></div></div><div class="c x13 y6b wd h17"><div class="t m0 x1b hd y62 ff2 fs5 fc3 sc0 ls1 ws0">125 145<span class="ls0"> </span></div></div><div class="c x17 y6b we h17"><div class="t m0 x1d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">97 824<span class="ls0"> </span></div></div><div class="c x10 y6c w8 h17"><div class="t m0 x18 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">Zobowi<span class="ff6">ązania długoterminowe</span> </div></div><div class="c x2 y6c wb h17"><div class="t m0 x1d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">17 580<span class="ls0"> </span></div></div><div class="c x15 y6c wc h17"><div class="t m0 x1c hd y62 ff2 fs5 fc3 sc0 ls1 ws0">30 890<span class="ls0"> </span></div></div><div class="c x13 y6c wd h17"><div class="t m0 x1e hd y62 ff2 fs5 fc3 sc0 ls1 ws0">3 822<span class="ls0"> </span></div></div><div class="c x17 y6c we h17"><div class="t m0 x1e hd y62 ff2 fs5 fc3 sc0 ls1 ws0">6 694<span class="ls0"> </span></div></div><div class="c x10 y6d w8 h17"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Zobowiązania krótkoterminowe<span class="ff2"> </span></div></div><div class="c x2 y6d wb h17"><div class="t m0 x1b hd y62 ff2 fs5 fc3 sc0 ls1 ws0">203 803<span class="ls0"> </span></div></div><div class="c x15 y6d wc h17"><div class="t m0 x1a hd y62 ff2 fs5 fc3 sc0 ls1 ws0">171 544<span class="ls0"> </span></div></div><div class="c x13 y6d wd h17"><div class="t m0 x1d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">44 311<span class="ls0"> </span></div></div><div class="c x17 y6d we h17"><div class="t m0 x1d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">37 173<span class="ls0"> </span></div></div><div class="c x10 y6e w8 h17"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Kapitał własny<span class="ff2"> </span></div></div><div class="c x2 y6e wb h17"><div class="t m0 x1b hd y62 ff2 fs5 fc3 sc0 ls1 ws0">354 209<span class="ls0"> </span></div></div><div class="c x15 y6e wc h17"><div class="t m0 x1a hd y62 ff2 fs5 fc3 sc0 ls1 ws0">249 006<span class="ls0"> </span></div></div><div class="c x13 y6e wd h17"><div class="t m0 x1d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">77 012<span class="ls0"> </span></div></div><div class="c x17 y6e we h17"><div class="t m0 x1d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">53 958<span class="ls0"> </span></div></div><div class="c x10 y6f w8 h17"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Kapitał zakładowy<span class="ff2"> </span></div></div><div class="c x2 y6f wb h17"><div class="t m0 x1e hd y62 ff2 fs5 fc3 sc0 ls1 ws0">1 750<span class="ls0"> </span></div></div><div class="c x15 y6f wc h17"><div class="t m0 x25 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">1 750<span class="ls0"> </span></div></div><div class="c x13 y6f wd h17"><div class="t m0 x25 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">380<span class="ls0"> </span></div></div><div class="c x17 y6f we h17"><div class="t m0 x25 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">379<span class="ls0"> </span></div></div><div class="c x10 y70 w8 h17"><div class="t m0 x18 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x2 y70 wb h17"><div class="t m0 x26 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">17 500 000<span class="ls0"> </span></div></div><div class="c x15 y70 wc h17"><div class="t m0 x27 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">17 500 000<span class="ls0"> </span></div></div><div class="c x13 y70 wd h17"><div class="t m0 x26 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">17 500 000<span class="ls0"> </span></div></div><div class="c x17 y70 we h17"><div class="t m0 x26 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">17 500 000<span class="ls0"> </span></div></div><div class="c x10 y71 w8 h17"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Zysk (strata) na jedną akcję zwykłą (w zł / EUR)<span class="ff2"> </span></div></div><div class="c x2 y71 wb h17"><div class="t m0 x5 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">6,08 </div></div><div class="c x15 y71 wc h17"><div class="t m0 x28 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">0,79 </div></div><div class="c x13 y71 wd h17"><div class="t m0 x5 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">1,33 </div></div><div class="c x17 y71 we h17"><div class="t m0 x5 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">0,18 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y72 ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y73 ff2 fs6 fc3 sc0 ls0 ws0">Wybrane <span class="_ _7"> </span>dane <span class="_ _7"> </span>finans<span class="_ _1"></span>owe <span class="_ _7"> </span>prezentowane <span class="_ _7"> </span>w <span class="_ _7"> </span>spra<span class="_ _1"></span>wozdaniu <span class="_ _7"> </span>finansow<span class="_ _f"></span>ym <span class="_ _7"> </span><span class="ff6">przeliczono <span class="_ _7"> </span>na <span class="_ _10"> </span>walutę <span class="_ _7"> </span>Euro </span></div><div class="t m0 x8 h11 y74 ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">następujący s<span class="_ _1"></span>posób:</span> </div><div class="t m0 x8 h11 y75 ff6 fs6 fc3 sc0 ls0 ws0">Pozycje <span class="_ _7"> </span>dotyczące <span class="_ _11"> </span>jednostkowego <span class="_ _11"> </span>s<span class="_ _1"></span>prawozdania <span class="_ _7"> </span>z <span class="_ _11"> </span>zysków <span class="_ _11"> </span>lub<span class="_ _1"></span> <span class="_ _11"> </span>strat <span class="_ _7"> </span>i <span class="_ _11"> </span>innych <span class="_ _7"> </span>całkowitych <span class="_ _11"> </span>dochodów, </div><div class="t m0 x8 h11 y76 ff6 fs6 fc3 sc0 ls0 ws0">jednostkowego <span class="_ _12"></span>sprawozdania <span class="_ _12"> </span>z <span class="_ _12"></span>przepływów <span class="_ _12"></span>pieniężnych <span class="_ _12"></span>oraz <span class="_ _12"></span>jednostk<span class="_ _1"></span>owego <span class="_ _12"></span>zysku <span class="_ _12"></span>przypadającego <span class="_ _12"></span>na <span class="_ _12"></span>jedną </div><div class="t m0 x8 h11 y77 ff6 fs6 fc3 sc0 ls0 ws0">akcję <span class="_ _f"></span>za <span class="_ _f"></span>rok <span class="_ _13"></span>2021 <span class="_ _f"></span>r. <span class="_ _13"></span>(rok <span class="_ _f"></span>202<span class="_ _1"></span>0) <span class="_ _f"></span>przeliczono <span class="_ _13"></span>według <span class="_ _f"></span>kurs<span class="_ _1"></span>u <span class="_ _f"></span>stanowiącego <span class="_ _f"></span>śr<span class="_ _1"></span>ednią <span class="_ _f"></span>arytmet<span class="_ _1"></span>yczną <span class="_ _f"></span>średn<span class="_ _1"></span>ich <span class="_ _f"></span>kursów </div><div class="t m0 x8 h11 y78 ff6 fs6 fc3 sc0 ls0 ws0">ogłaszany<span class="_ _1"></span>ch <span class="_ _12"></span>przez <span class="_ _12"> </span>NBP <span class="_ _14"> </span>obowiązujących <span class="_ _14"> </span>na <span class="_ _12"> </span>os<span class="_ _1"></span>tatni <span class="_ _12"></span>dzień <span class="_ _12"> </span>każdego <span class="_ _14"> </span>miesiąca <span class="_ _12"></span>roku. <span class="_ _14"> </span>Kurs <span class="_ _12"> </span>ten <span class="_ _14"> </span>wyniósł <span class="_ _14"> </span>1 <span class="_ _12"></span>EURO <span class="_ _12"> </span>=<span class="_ _1"></span> </div><div class="t m0 x8 h11 y79 ff6 fs6 fc3 sc0 ls0 ws0">4,5775 zł (1 EURO = 4,4742 z<span class="_ _1"></span>ł).<span class="ff2"> </span></div><div class="t m0 x8 h11 y7a ff6 fs6 fc3 sc0 ls0 ws0">Pozycje  d<span class="_ _1"></span>otyczące  jedn<span class="_ _1"></span>ostkowego <span class="_ _15"> </span>sprawozdania <span class="_ _15"> </span>z <span class="_ _15"> </span>sytuacji <span class="_ _15"> </span>finansowej <span class="_ _15"> </span>przeliczono <span class="_ _15"> </span>według <span class="_ _15"> </span>średniego <span class="_ _15"> </span>kursu </div><div class="t m0 x8 h11 y7b ff6 fs6 fc3 sc0 ls0 ws0">ogłoszonego <span class="_ _1"></span>przez <span class="_ _1"></span>N<span class="_ _1"></span>BP, <span class="_ _1"></span>obowiązującego n<span class="_ _1"></span>a <span class="_ _1"></span>dzień <span class="_ _1"></span>bilansowy. <span class="_ _1"></span>Kurs <span class="_ _1"></span>ten <span class="_ _1"></span>wyniósł <span class="_ _1"></span>na <span class="_ _1"></span>31 <span class="_ _1"></span>grudnia <span class="_ _1"></span>2021 <span class="_ _1"></span>r. <span class="_ _f"></span><span class="ff2">- <span class="_ _1"></span>1 <span class="_ _1"></span>EURO <span class="_ _1"></span>= </span></div><div class="t m0 x8 h11 y7c ff6 fs6 fc3 sc0 ls0 ws0">4,5994 zł (na 31 grudn<span class="_ _1"></span>ia 2020 r. <span class="_ _1"></span><span class="ff2">- </span>1 EURO = 4,6148 zł). <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y7d ff2 fs6 fc3 sc0 ls0 ws0">Dane bilansowe <span class="ff6">d<span class="_ _1"></span>otyczące okresu po<span class="_ _1"></span>przedniego prezentowan<span class="_ _1"></span>e są na kon<span class="_ _1"></span>iec roku obrotowego 2020.<span class="_ _f"></span></span> <span class="_ _e"> </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 xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 xa hd yf ff2 fs5 fc3 sc0 ls0 ws0">5 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x29 h12 y10 ff4 fs4 fc3 sc0 lsa ws0">II.<span class="ff9 ls0"> <span class="_ _2"> </span><span class="ff4">W<span class="_ _1"></span><span class="fs8">PROWADZENIE DO SPRAWOZD<span class="_ _1"></span>ANIA FINANSOWEG<span class="_ _1"></span>O</span>.<span class="_ _1"></span> </span></span></div><div class="t m0 x8 h11 y56 ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x2a h19 y7e ff4 fs2 fc3 sc0 lsb ws0">1.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">I<span class="ff5 fs5">NFORMACJE OGÓLNE</span>. </span></span></div><div class="t m0 x8 h11 y7f ff6 fs6 fc3 sc0 ls0 ws0">„STALPROFIL” <span class="_ _1"></span>S.A. <span class="_ _1"></span>z <span class="_ _1"></span>s<span class="_ _1"></span>iedzibą <span class="_ _1"></span>w <span class="_ _1"></span>Dąbrowi<span class="_ _1"></span>e <span class="_ _1"></span>Górniczej <span class="_ _1"></span>przy <span class="_ _1"></span>ul.<span class="_ _1"></span> Roź<span class="_ _1"></span>dzieńskiego <span class="_ _1"></span>11 <span class="_ _1"></span>a, <span class="_ _1"></span>jest <span class="_ _1"></span>s<span class="_ _1"></span>półką <span class="_ _1"></span>akcyjn<span class="_ _1"></span>ą <span class="_ _1"></span>powstałą </div><div class="t m0 x8 h11 y80 ff2 fs6 fc3 sc0 ls0 ws0">w  wyn<span class="_ _1"></span><span class="ff6">iku <span class="_ _15"> </span>przekszt<span class="_ _1"></span>ałcenia <span class="_ _15"> </span>w  1998 <span class="_ _15"> </span>roku<span class="_ _1"></span> <span class="_ _15"> </span>z <span class="_ _15"> </span>PHU <span class="_ _15"> </span>STALPROFIL <span class="_ _15"> </span>sp. <span class="_ _15"> </span>z <span class="_ _15"> </span>o.o. <span class="_ _16"> </span>Spółka  no<span class="_ _1"></span>towana <span class="_ _15"> </span>jest <span class="_ _15"> </span>na <span class="_ _15"> </span>Giełdzie </span></div><div class="t m0 x8 h11 y81 ff6 fs6 fc3 sc0 ls0 ws0">Papierów Wartościowych w <span class="_ _1"></span>Warszawie S.A. od 26 kwi<span class="_ _1"></span>etnia 2000 roku<span class="_ _1"></span>. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y82 ff6 fs6 fc3 sc0 ls0 ws0">Spółka zos<span class="_ _1"></span>tała zarejestrowana w<span class="ff2"> </span>Sąd<span class="_ _1"></span>zie Rejonowym w Kato<span class="_ _1"></span>wicach pod numerem KRS <span class="_ _1"></span>0000113043. <span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y83 ff2 fs6 fc3 sc0 ls0 ws0">Podst<span class="ff6">awowym <span class="_ _12"></span>zakresem <span class="_ _13"></span>d<span class="_ _1"></span>ziałaln<span class="_ _1"></span>ości <span class="_ _13"></span>E<span class="_ _1"></span>mitenta, <span class="_ _12"></span>we<span class="_ _0"></span>dług <span class="_ _12"></span>Polskiej <span class="_ _12"></span>Klasyfikacji <span class="_ _13"></span>Działaln<span class="_ _1"></span>ości <span class="_ _12"></span>(PKD), <span class="_ _13"></span>jes<span class="_ _1"></span>t <span class="_ _13"></span>s<span class="_ _1"></span>przedaż </span></div><div class="t m0 x8 h11 y84 ff2 fs6 fc3 sc0 ls0 ws0">hurtowa metali  i <span class="ff6">ru<span class="_ _1"></span>d metali (4672Z) oraz bu<span class="_ _1"></span>dowa i remont s<span class="_ _1"></span>ieci gazociągowych (42.21Z<span class="_ _1"></span>), a w szczególności:<span class="_ _f"></span></span> </div><div class="t m0 x2b hb y85 ff2 fs6 fc3 sc0 ls3 ws0">1)<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff6">prowadzenie <span class="_ _13"></span>obrotu <span class="_ _13"></span>wszelkimi <span class="_ _13"></span>wyrobami <span class="_ _13"></span>przemysł<span class="_ _1"></span>o<span class="_ _1"></span>wymi, <span class="_ _13"></span>a <span class="_ _13"></span>w <span class="_ _f"></span>szcz<span class="_ _1"></span>ególności: <span class="_ _13"></span>wyrobami <span class="_ _13"></span>hutniczymi, </span></span></div><div class="t m0 x2c h11 y86 ff6 fs6 fc3 sc0 ls0 ws0">surowcami i <span class="_ _1"></span>przetworami, <span class="_ _1"></span>wyrob<span class="_ _1"></span>ami elektromas<span class="_ _1"></span>zynowymi, materiałami <span class="_ _1"></span>i urzą<span class="_ _1"></span>dzeniami bu<span class="_ _1"></span>dowlanymi </div><div class="t m0 x2c h11 y87 ff6 fs6 fc3 sc0 ls0 ws0">oraz energetycznymi, jak ró<span class="_ _1"></span>wnież wyrobami rolno <span class="_ _1"></span><span class="ff2">-<span class="lsc">  </span></span>sp<span class="_ _1"></span>ożywczymi,<span class="ff2"> </span></div><div class="t m0 x2b hb y88 ff2 fs6 fc3 sc0 ls3 ws0">2)<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff6">przetwarzanie  i uszla<span class="_ _1"></span>chetnianie wyrobów prze<span class="_ _1"></span>mysłowyc<span class="_ _1"></span><span class="ff2">h i rolno<span class="_ _1"></span> - </span>spożywczych,<span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y89 ff2 fs6 fc3 sc0 ls3 ws0">3)<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff6">świadczenie usłu<span class="_ _1"></span>g transportowych,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y8a ff2 fs6 fc3 sc0 ls3 ws0">4)<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff6">prowadzenie działaln<span class="_ _1"></span>ości produkcyjnej w zak<span class="_ _1"></span>resie wyrobów przemysłowych<span class="_ _1"></span> i rolno <span class="_ _1"></span>–<span class="ff2"> </span>s<span class="_ _1"></span>pożywczych,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y8b ff2 fs6 fc3 sc0 ls3 ws0">5)<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff6">prowadzenie <span class="_ _f"></span>działaln<span class="_ _1"></span>ości <span class="_ _f"></span>usługowej <span class="_ _f"></span>związan<span class="_ _1"></span>ej <span class="_ _f"></span>z <span class="_ _f"></span>obrotem <span class="_ _f"></span>oraz <span class="_ _13"></span>produkcją <span class="_ _13"></span>wyrobów, <span class="_ _f"></span>o <span class="_ _f"></span>których <span class="_ _f"></span>mowa<span class="_ _1"></span> </span></span></div><div class="t m0 x2c h11 y8c ff2 fs6 fc3 sc0 ls0 ws0">w pkt. 1, 2 i 4, </div><div class="t m0 x2b hb y8d ff2 fs6 fc3 sc0 ls3 ws0">6)<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff2">prowadzenie analiz ryn<span class="_ _1"></span>ku i prognozowanie potrz<span class="_ _1"></span>eb rynkowych w zakres<span class="_ _1"></span>ie prowadzonego o<span class="_ _1"></span>brotu,<span class="_ _1"></span> </span></span></div><div class="t m0 x2b hb y8e ff2 fs6 fc3 sc0 ls3 ws0">7)<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff6">świadczenie usłu<span class="_ _1"></span>g finansowych nie zas<span class="_ _1"></span>trzeżonych d<span class="_ _1"></span>la banków i nie wymagających k<span class="_ _1"></span>oncesji,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y8f ff2 fs6 fc3 sc0 ls3 ws0">8)<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff6">prowadzenie działaln<span class="_ _1"></span>ości finansowej i inwesty<span class="_ _1"></span>cyjnej nie <span class="_ _1"></span>wymagającej ko<span class="_ _1"></span>ncesji,<span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y90 ff2 fs6 fc3 sc0 ls3 ws0">9)<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff6">prowadzenie eksportu<span class="_ _1"></span> i importu w zakresie wyrob<span class="_ _1"></span>ów i usług, o k<span class="_ _1"></span>tórych mowa w pkt. <span class="_ _1"></span>1<span class="_ _1"></span><span class="ff2">,  </span></span></span></div><div class="t m0 x2b hb y91 ff2 fs6 fc3 sc0 ls3 ws0">10)<span class="ff3 ls0"> <span class="_ _18"> </span><span class="ff6">budowa i remont sieci gazo<span class="_ _1"></span>ciągowych,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y92 ff2 fs6 fc3 sc0 ls3 ws0">11)<span class="ff3 ls0"> <span class="_ _18"> </span><span class="ff6">wykonanie <span class="_ _16"> </span>robót <span class="_ _16"> </span>ogóln<span class="_ _1"></span>obudowlanych <span class="_ _16"> </span>w <span class="_ _16"> </span>zakresie <span class="_ _16"> </span>obiektów <span class="_ _16"> </span>liniowych: <span class="_ _16"> </span>rurociągów, <span class="_ _16"> </span>s<span class="_ _1"></span>ieci <span class="_ _15"> </span>wodno<span class="_ _f"></span><span class="ff2">-</span></span></span></div><div class="t m0 x2c h11 y93 ff2 fs6 fc3 sc0 ls0 ws0">kanalizacyjny<span class="_ _1"></span>ch, <span class="_ _19"> </span>naftoc<span class="ff6">iągów <span class="_ _19"> </span>i <span class="_ _19"> </span>ropociągó<span class="_ _1"></span>w, <span class="_ _19"> </span>linii <span class="_ _19"> </span>elektromagnetycznych<span class="_ _1"></span>, <span class="_ _19"> </span>elektrotrakcyjny<span class="_ _1"></span>ch </span></div><div class="t m0 x2c h11 y94 ff2 fs6 fc3 sc0 ls0 ws0">i telekomunikacyjnych <span class="_ _1"></span><span class="ff6">–</span> <span class="ff6">przesyło<span class="_ _1"></span>wych,</span> </div><div class="t m0 x2b hb y95 ff2 fs6 fc3 sc0 ls3 ws0">12)<span class="ff3 ls0"> <span class="_ _18"> </span><span class="ff6">wykonanie <span class="_ _f"></span>robót <span class="_ _13"></span>ogólnobudowlanych <span class="_ _13"></span>w <span class="_ _f"></span>zakresie <span class="_ _f"></span>rozdzielczy<span class="_ _1"></span>ch <span class="_ _f"></span>obiektów <span class="_ _f"></span>liniowych: <span class="_ _13"></span>rurociągów, <span class="_ _f"></span>linii<span class="_ _1"></span> </span></span></div><div class="t m0 x2c h11 y96 ff2 fs6 fc3 sc0 ls0 ws0">elektroenergetycznych i telek<span class="_ _1"></span>omunikacyjnych<span class="_ _1"></span> <span class="ff6">–</span> lokaln<span class="_ _1"></span>yc<span class="lsd">h,</span> </div><div class="t m0 x2b hb y97 ff2 fs6 fc3 sc0 ls3 ws0">13)<span class="ff3 ls0"> <span class="_ _18"> </span><span class="ff2">wykonanie insta<span class="_ _1"></span>lacji gazowych,<span class="_ _1"></span> </span></span></div><div class="t m0 x2b hb y98 ff2 fs6 fc3 sc0 ls3 ws0">14)<span class="ff3 ls0"> <span class="_ _18"> </span><span class="ff2">wykonanie insta<span class="_ _1"></span>lacji wodno-ka<span class="_ _1"></span>nalizacyjnych, </span></span></div><div class="t m0 x2b hb y99 ff2 fs6 fc3 sc0 ls3 ws0">15)<span class="ff3 ls0"> <span class="_ _18"> </span><span class="ff6">wykonanie insta<span class="_ _1"></span>lacji rurociągowych,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y9a ff2 fs6 fc3 sc0 ls3 ws0">16)<span class="ff3 ls0"> <span class="_ _18"> </span><span class="ff6">budowa przemysł<span class="_ _1"></span>owych obiektów kubat<span class="_ _1"></span>urowych.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2c h11 y9b ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h1a y9c ff5 fs6 fc3 sc0 ls0 ws0">Wskazanie czasu tr<span class="_ _1"></span>wania emitenta, jeżeli jest <span class="_ _1"></span>oznaczony<span class="_ _1"></span><span class="ff4"> </span></div><div class="t m0 x2c h11 y9d ff6 fs6 fc3 sc0 ls0 ws0">Czas trwania Spół<span class="_ _1"></span>ki jest <span class="ff2">n<span class="_ _1"></span>ieograniczony. </span></div><div class="t m0 x2c h11 y9e ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h1b y9f ffa fs6 fc3 sc0 ls0 ws0">Skład Zarządu S<span class="_ _1"></span>półki STALPROFIL S.A. na 31.<span class="_ _1"></span>12.20<span class="_ _1"></span><span class="ffb">21 </span>r. przeds<span class="_ _1"></span>tawia się następująco:<span class="_ _1"></span><span class="ffb"> </span></div><div class="t m0 x2b hb ya0 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">Henryk Orczykowski<span class="_ _1"></span> <span class="_ _1b"> </span> <span class="_ _1c"> </span>- <span class="ff6">Prezes Zarządu</span> </span></span></div><div class="t m0 x2b hb ya1 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">Sylwia Potocka-L<span class="_ _1"></span>ewicka <span class="_ _1d"> </span> <span class="_ _1c"> </span>- <span class="ff6">Wiceprezes Zarządu<span class="_ _1"></span></span> </span></span></div><div class="t m0 x2b hb ya2 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">Zenon Jędrocha <span class="ff2">   <span class="_ _1c"> </span> <span class="_ _1c"> </span>- </span>Wiceprezes Zarządu <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x8 h11 ya3 ff2 fs6 fc3 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 xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 xa hd yf ff2 fs5 fc3 sc0 ls0 ws0">6 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x25 h11 y4f ff2 fs6 fc3 sc0 ls0 ws0"> <span class="_ _1e"> </span> <span class="ffa">Skład Rady N<span class="_ _1"></span>adzorczej Spółki S<span class="_ _1"></span>TALPROFIL S.A. na dz<span class="_ _1"></span>ień 31.12.20<span class="_ _1"></span><span class="ffb">21 <span class="lse">r.:</span></span></span> </div><div class="t m0 x2b hb ya4 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">Stefan Dzienniak  <span class="_ _1"></span> <span class="_ _1f"> </span> <span class="_ _1c"> </span>- <span class="ff6">przewodniczący<span class="_ _1"></span></span> </span></span></div><div class="t m0 x2b hb ya5 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">Jacek Zub <span class="_ _20"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span>- <span class="ff6">wiceprzewodniczący<span class="_ _1"></span></span> </span></span></div><div class="t m0 x2b hb ya6 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">Jerzy Goi<span class="ff6">ń</span>ski <span class="_ _1"></span>  <span class="_ _5"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span>- <span class="ff6">członek<span class="_ _1"></span></span> </span></span></div><div class="t m0 x2b hb ya7 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">Krzysztof Lis <span class="_ _21"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span>- <span class="ff6">członek</span> </span></span></div><div class="t m0 x2b hb ya8 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">Andrzej Młynarczy<span class="_ _1"></span>k<span class="ff2"> <span class="_ _22"> </span> <span class="_ _1c"> </span>- </span>członek<span class="ff2"> </span></span></span></div><div class="t m0 x2b hb ya9 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">Henryk Szczepaniak<span class="_ _1"></span> <span class="_ _22"> </span> <span class="_ _1c"> </span>-<span class="_ _0"></span> <span class="ff6">członek</span> </span></span></div><div class="t m0 x2b hb yaa ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">Tomasz Ślęzak<span class="ff2"> <span class="_ _23"> </span>  <span class="_ _24"> </span> <span class="_ _1c"> </span>- </span>człone<span class="ff2">k </span></span></span></div><div class="t m0 x8 h1b yab ffa fs6 fc3 sc0 ls0 ws0">W ramach Rady Nadzo<span class="_ _1"></span>rczej działa Komitet Audytu<span class="_ _1"></span> w składzie:<span class="_ _f"></span><span class="ffb"> </span></div><div class="t m0 x2b hb yac ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">Andrzej Młynarczyk<span class="ff2"> <span class="_ _22"> </span> <span class="_ _1c"> </span>-</span>Przewodniczą<span class="_ _1"></span>cy <span class="ff2"> </span></span></span></div><div class="t m0 x2b hb yad ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">Henryk Szczepaniak <span class="_ _22"> </span> <span class="_ _1c"> </span>-<span class="ff6">Członek</span> </span></span></div><div class="t m0 x2b hb yae ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">Tomasz Ślęzak<span class="ff2"> <span class="_ _23"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span>-</span>Członek<span class="ff2"> </span></span></span></div><div class="t m0 x8 h11 yaf ff2 fs6 fc3 sc0 ls0 ws0">W <span class="_ _1"></span>tra<span class="_ _1"></span>kcie <span class="_ _1"></span>trwania <span class="_ _f"></span>roku<span class="_ _1"></span> <span class="_ _1"></span>ob<span class="_ _1"></span>rotowego <span class="_ _1"></span>2<span class="_ _1"></span>021 <span class="_ _f"></span><span class="ff6">nas<span class="_ _1"></span>tąpiła <span class="_ _f"></span>jedna <span class="_ _f"></span>zmiana</span> <span class="_ _f"></span><span class="ff6">w <span class="_ _f"></span>składzie <span class="_ _f"></span>Zarządu<span class="_ _1"></span>.</span> <span class="_ _f"></span>W <span class="_ _1"></span>d<span class="_ _1"></span>niu <span class="_ _f"></span>26 <span class="_ _1"></span>lutego <span class="_ _13"></span>2021 </div><div class="t m0 x8 h11 yb0 ff6 fs6 fc3 sc0 ls0 ws0">roku <span class="_ _25"> </span>zmarł <span class="_ _25"> </span>nagle <span class="_ _25"> </span>Jerzy <span class="_ _25"> </span>Bernhard, <span class="_ _25"> </span>pełniący <span class="_ _25"> </span>funkcję <span class="_ _25"> </span>Prezesa <span class="_ _25"> </span>Zarządu <span class="_ _25"> </span>Spółki <span class="_ _25"> </span>nieprzerwanie <span class="_ _25"> </span>od <span class="_ _25"> </span>dnia <span class="_ _25"> </span>30 </div><div class="t m0 x8 h11 yb1 ff6 fs6 fc3 sc0 ls0 ws0">października <span class="_ _12"></span>1998 <span class="_ _12"></span>roku. <span class="_ _12"></span>W <span class="_ _13"></span>związku<span class="_ _1"></span> <span class="_ _12"></span>z <span class="_ _13"></span>wygaś<span class="_ _1"></span>nięciem <span class="_ _12"></span>mandatu <span class="_ _12"></span>Prezesa <span class="_ _12"></span>Zarządu <span class="_ _12"></span>Spółki <span class="_ _13"></span>Jerzego <span class="_ _12"></span>Bernharda, <span class="_ _12"></span>w </div><div class="t m0 x8 h11 yb2 ff6 fs6 fc3 sc0 ls0 ws0">wyniku <span class="_ _12"> </span>jego <span class="_ _14"> </span>śmierci, <span class="_ _12"></span>Rada <span class="_ _14"> </span>Nadzorcza <span class="_ _12"> </span>Spół<span class="_ _1"></span>ki <span class="_ _12"></span>na <span class="_ _12"> </span>posied<span class="_ _1"></span>zeniu <span class="_ _14"> </span>odbytym <span class="_ _12"> </span>w <span class="_ _12"> </span>dn<span class="_ _1"></span>iu <span class="_ _12"> </span>1 <span class="_ _12"></span>marca <span class="_ _12"> </span>2021 <span class="_ _12"> </span>r. <span class="_ _14"> </span>postan<span class="_ _1"></span>owiła </div><div class="t m0 x8 h11 yb3 ff6 fs6 fc3 sc0 ls0 ws0">powołać <span class="_ _11"> </span><span class="ff2">- <span class="_ _26"> </span></span>spośród <span class="_ _11"> </span>obecnie <span class="_ _11"> </span>funkcjonującego, <span class="_ _26"> </span>trzy<span class="_ _1"></span>osobowego <span class="_ _26"> </span>skł<span class="_ _1"></span>adu <span class="_ _11"> </span>Zarządu <span class="_ _26"> </span>Spół<span class="_ _1"></span>ki <span class="_ _11"> </span><span class="ff2">- <span class="_ _11"> </span>Pana <span class="_ _26"> </span>Henryka<span class="_ _1"></span> </span></div><div class="t m0 x8 h11 yb4 ff6 fs6 fc3 sc0 ls0 ws0">Orczykowskiego, do p<span class="_ _1"></span>ełnienia funkcji Prezesa Za<span class="_ _1"></span>rządu STALPROFIL S.A.<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 yb5 ff6 fs6 fc3 sc0 ls0 ws0">Po <span class="_ _f"></span>zako<span class="_ _1"></span>ńczeniu <span class="_ _13"></span>okresu <span class="_ _f"></span>s<span class="_ _1"></span>prawozdawczego, <span class="_ _13"></span>w <span class="_ _f"></span>dni<span class="_ _1"></span><span class="ff2 lsd">u <span class="_ _13"></span><span class="ls0">1 <span class="_ _f"></span>sty<span class="_ _1"></span>cznia <span class="_ _13"></span><span class="ls3">202</span>2 <span class="_ _13"></span></span></span>roku <span class="_ _f"></span>zmarł<span class="_ _1"></span> <span class="_ _f"></span>J<span class="_ _1"></span>erzy <span class="_ _f"></span>Goiń<span class="_ _1"></span>ski, <span class="_ _13"></span>pełniący <span class="_ _13"></span>funkcję </div><div class="t m0 x8 h11 yb6 ff6 fs6 fc3 sc0 ls0 ws0">Członka <span class="_ _f"></span>Rad<span class="_ _1"></span>y <span class="_ _f"></span>Nadzorczej<span class="_ _1"></span>. <span class="_ _f"></span>W <span class="_ _f"></span>związku<span class="_ _1"></span> <span class="_ _f"></span>z <span class="_ _f"></span>wygaśnięci<span class="_ _1"></span>em <span class="_ _f"></span>mand<span class="_ _1"></span>atu <span class="_ _13"></span>Członka <span class="_ _f"></span>Rad<span class="_ _1"></span>y <span class="_ _f"></span>Nadzorczej <span class="_ _f"></span>Jerzego <span class="_ _f"></span>Go<span class="_ _1"></span>ińskiego<span class="_ _1"></span><span class="ff2 lsf">, </span></div><div class="t m0 x8 h11 yb7 ff6 fs6 fc3 sc0 ls0 ws0">w <span class="_ _1"></span>wyniku <span class="_ _f"></span>jego <span class="_ _1"></span>śmierci, <span class="_ _f"></span><span class="ff2">Nadzwyczajn<span class="_ _1"></span>e <span class="_ _1"></span>Walne <span class="_ _1"></span>Zgro<span class="_ _1"></span>madzenie<span class="_ _1"></span> <span class="_ _1"></span>na <span class="_ _f"></span>posiedzeniu <span class="_ _f"></span>odbytym <span class="_ _f"></span>w <span class="_ _1"></span>dniu <span class="_ _f"></span>3<span class="ls3">1 <span class="_ _f"></span></span>stycznia <span class="_ _f"></span><span class="ls3">202</span>2 </span></div><div class="t m0 x8 h11 yb8 ff6 fs6 fc3 sc0 ls0 ws0">r. <span class="_ _15"> </span>postano<span class="_ _1"></span>wił<span class="ff2">o <span class="_ _15"> </span></span>powołać <span class="_ _15"> </span>Pana <span class="_ _15"> </span>Lecha <span class="_ _15"> </span>Majch<span class="_ _1"></span>rzaka <span class="_ _15"> </span>do <span class="_ _15"> </span>pełnienia <span class="_ _15"> </span>funkcji <span class="_ _15"> </span>Człon<span class="_ _1"></span>ka <span class="_ _15"> </span>Rady  N<span class="_ _1"></span>adzorczej <span class="_ _16"> </span><span class="ff2">n<span class="_ _1"></span>a <span class="_ _15"> </span>okres </span></div><div class="t m0 x8 h11 yb9 ff6 fs6 fc3 sc0 ls0 ws0">trwania <span class="_ _16"> </span>kadencji <span class="_ _16"> </span>obecnej <span class="_ _16"> </span>Rad<span class="_ _1"></span>y <span class="_ _16"> </span>Nadzorczej <span class="_ _16"> </span>tj. <span class="_ _16"> </span>do <span class="_ _16"> </span>dnia <span class="_ _16"> </span>odbycia <span class="_ _16"> </span>walnego <span class="_ _16"> </span>zgromad<span class="_ _1"></span>zenia <span class="_ _16"> </span>zatwierdzają<span class="_ _1"></span>cego </div><div class="t m0 x8 h11 yba ff2 fs6 fc3 sc0 ls0 ws0">sprawozdan<span class="_ _1"></span><span class="ff6">ie finansowe Spółki za<span class="_ _1"></span> rok obrotowy 2024.<span class="_ _1"></span></span> </div><div class="t m0 x8 h1b ybb ffa fs6 fc3 sc0 ls0 ws0">Wskazanie, <span class="_ _12"> </span>czy <span class="_ _14"> </span>sprawozdanie <span class="_ _14"> </span>finansowe <span class="_ _12"> </span>zo<span class="_ _1"></span>stało <span class="_ _12"> </span>spo<span class="_ _1"></span>rządzone <span class="_ _12"> </span>przy <span class="_ _14"> </span>założeniu <span class="_ _12"> </span>kontynu<span class="_ _1"></span>owania <span class="_ _12"> </span>działalno<span class="_ _1"></span>ści </div><div class="t m0 x8 h1b y79 ffa fs6 fc3 sc0 ls0 ws0">gospodarczej <span class="_ _25"> </span>przez <span class="_ _25"> </span>emitenta <span class="_ _25"> </span>w <span class="_ _25"> </span>dającej <span class="_ _25"> </span>się <span class="_ _27"> </span>przewidzieć <span class="_ _27"> </span>przyszło<span class="_ _1"></span>ści <span class="_ _27"> </span>oraz <span class="_ _25"> </span>czy <span class="_ _25"> </span>nie <span class="_ _27"> </span>istnieją <span class="_ _25"> </span>okoliczności<span class="_ _1"></span> </div><div class="t m0 x8 h1a y7a ffa fs6 fc3 sc0 ls0 ws0">wskazujące na<span class="ffb"> </span>zag<span class="_ _1"></span>rożenie kontyn<span class="_ _1"></span>uowania działalności<span class="_ _1"></span><span class="ffb">.<span class="ff4"> </span></span></div><div class="t m0 x2d h11 ybc ff6 fs6 fc3 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _1"></span>owe zostało sp<span class="_ _1"></span>orządzone przy założeniu kon<span class="_ _1"></span>tynuowania działaln<span class="_ _1"></span>ości emitenta. <span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 ybd ff6 fs6 fc3 sc0 ls0 ws0">Nie występują oko<span class="_ _1"></span>liczności wskazu<span class="_ _1"></span>jące na zagrożenie kontynu<span class="_ _1"></span>owania działalności.<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2a h19 ybe ff4 fs2 fc3 sc0 lsb ws0">2.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">O<span class="ff5 fs5">PIS WAŻNIEJSZYCH STOSOWANYCH ZASAD RACHUNKOWOŚCI</span> </span></span></div><div class="t m0 x2d h11 ybf ff6 fs6 fc3 sc0 ls0 ws0">Najważniejsze <span class="_ _17"> </span>zasady <span class="_ _28"> </span>rachunkowości <span class="_ _28"> </span>zastosowane <span class="_ _28"> </span>przy <span class="_ _28"> </span>sp<span class="_ _1"></span>orządzeniu <span class="_ _28"> </span>niniejszego <span class="_ _28"> </span>sprawozd<span class="_ _1"></span>ania </div><div class="t m0 x2d h11 yc0 ff6 fs6 fc3 sc0 ls0 ws0">finansowego nie uległy zmiani<span class="_ _1"></span>e w stosun<span class="_ _1"></span>ku do stosowanych w analo<span class="_ _1"></span>gicznym okresie roku ub<span class="_ _1"></span>iegłego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2a hb yc1 ff2 fs6 fc3 sc0 ls3 ws0">1.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">Pod<span class="_ _1"></span>stawa sporzą<span class="_ _1"></span>dzenia sprawozdania <span class="_ _1"></span>finansowego<span class="_ _1"></span><span class="ff2">  </span></span></span></div><div class="t m0 x2d h11 yc2 ff2 fs6 fc3 sc0 ls0 ws0">Sprawozd<span class="ff6">anie <span class="_ _1"></span>finansowe STA<span class="_ _1"></span>LPROFIL S.A. <span class="_ _1"></span>sporządzo<span class="_ _1"></span>ne zostało <span class="_ _1"></span>zgodnie <span class="_ _1"></span>z Międzynarodowymi Stan<span class="_ _1"></span>dardami </span></div><div class="t m0 x2d h11 yc3 ff6 fs6 fc3 sc0 ls0 ws0">Sprawozdawczości <span class="_ _1"></span>Finans<span class="_ _1"></span>owej <span class="_ _1"></span>(MSSF) <span class="_ _1"></span>przyjętymi <span class="_ _1"></span>przez <span class="_ _f"></span>Unię <span class="_ _1"></span>Europejs<span class="_ _1"></span>ką <span class="_ _1"></span>i <span class="_ _1"></span>obejmuje <span class="_ _1"></span>okres <span class="_ _1"></span>od <span class="_ _1"></span>1 <span class="_ _1"></span>styczn<span class="_ _1"></span>ia <span class="_ _1"></span>do </div><div class="t m0 x2d h11 yc4 ff2 fs6 fc3 sc0 ls0 ws0">31 grudnia 2021 <span class="ff6">r. i o<span class="_ _1"></span>kres porównywalny o<span class="_ _1"></span>d 1 styczn<span class="_ _1"></span>ia do 31 grud<span class="_ _1"></span></span>nia 20<span class="ls3">20</span> <span class="ls10">r.<span class="_ _1"></span></span> </div><div class="t m0 x2d h11 yc5 ff6 fs6 fc3 sc0 ls0 ws0">Prezentowane jednos<span class="_ _1"></span>tkowe spra<span class="_ _1"></span>wozdanie finansowe odp<span class="_ _1"></span>owiada wszy<span class="_ _1"></span>stkim wymaganio<span class="_ _1"></span>m MSSF przy<span class="_ _1"></span>jętym </div><div class="t m0 x2d h11 yc6 ff6 fs6 fc3 sc0 ls0 ws0">przez <span class="_ _f"></span>Unię <span class="_ _f"></span>Europ<span class="_ _1"></span>ejską <span class="_ _f"></span>i <span class="_ _f"></span>przedstawia <span class="_ _13"></span>rzetelnie <span class="_ _1"></span>s<span class="_ _1"></span>ytuację <span class="_ _f"></span>fina<span class="_ _1"></span>nsową <span class="_ _f"></span>i <span class="_ _f"></span>majątko<span class="_ _1"></span>wą <span class="_ _f"></span>Spółki <span class="_ _f"></span>n<span class="_ _1"></span>a <span class="_ _1"></span>d<span class="_ _1"></span>zień <span class="_ _f"></span>31 <span class="_ _f"></span>grudnia </div><div class="t m0 x2d h11 yc7 ff2 fs6 fc3 sc0 ls3 ws0">202<span class="ls0">1 <span class="_ _18"> </span>r. <span class="_ _18"> </span>i  31 <span class="_ _14"> </span>grudnia  20</span>20<span class="ls0"> <span class="_ _14"> </span><span class="ff6">r.,  wyniki <span class="_ _14"> </span>jej <span class="_ _18"> </span>dział<span class="_ _1"></span>alności <span class="_ _18"> </span>oraz <span class="_ _18"> </span>przepływy  pie<span class="_ _0"></span>niężne  za <span class="_ _14"> </span>rok <span class="_ _18"> </span>zakończo<span class="_ _1"></span>ny <span class="_ _14"> </span>d<span class="_ _1"></span>nia </span></span></div><div class="t m0 x2d h11 yc8 ff2 fs6 fc3 sc0 ls3 ws0">31<span class="ls0"> grudnia 2021 r. i 31 gru<span class="_ _1"></span>dnia 20<span class="_ _1"></span></span>20<span class="ls0"> <span class="ls10">r. </span> </span></div><div class="t m0 x2d h11 yc9 ff6 fs6 fc3 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _1"></span>owe sporząd<span class="_ _1"></span>zone został<span class="_ _1"></span>o według zasady ko<span class="_ _1"></span>sztu histo<span class="_ _1"></span>rycznego, za wyjątkiem aktywó<span class="_ _1"></span>w </div><div class="t m0 x2d h11 yca ff6 fs6 fc3 sc0 ls0 ws0">i <span class="_ _18"> </span>zobowiązań  finansowych  (w<span class="_ _0"></span> <span class="_ _18"> </span>tym  instrumentów <span class="_ _14"> </span>poch<span class="_ _1"></span>odnych<span class="_ _1"></span>) <span class="_ _18"> </span>wy<span class="_ _1"></span>cenianych  według <span class="_ _14"> </span>wartoś<span class="_ _1"></span>ci <span class="_ _18"> </span>godziwej </div><div class="t m0 x2d h11 ycb ff6 fs6 fc3 sc0 ls0 ws0">zgodnie z określon<span class="_ _1"></span>ą poniżej polityką rach<span class="_ _1"></span>unkowości.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 xa hd yf ff2 fs5 fc3 sc0 ls0 ws0">7 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2d h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">Spółka pos<span class="_ _1"></span>iada walutę funkcjonalną <span class="_ _1"></span>taką samą jak waluta wyceny tj. <span class="_ _1"></span>złoty.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2a hb ycc ff2 fs6 fc3 sc0 ls3 ws0">2.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff2">No<span class="_ _1"></span>we standardy MSSF, in<span class="_ _1"></span>terpretacje i ich zmiany<span class="_ _1"></span> </span></span></div><div class="t m0 x8 hb ycd ff2 fs6 fc3 sc0 ls0 ws0">2.1.<span class="ff3"> <span class="_ _25"> </span></span>Standard<span class="_ _1"></span>y i interpretacje <span class="_ _1"></span>zastosowane po raz<span class="_ _1"></span> pierwszy w roku 2021.<span class="_ _1"></span> </div><div class="t m0 x8 h11 yce ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _1"></span>ro<span class="_ _1"></span>ku <span class="_ _f"></span>2021 <span class="_ _1"></span>Spół<span class="_ _1"></span>ka <span class="_ _1"></span> <span class="_ _f"></span>przy<span class="_ _1"></span>jęła <span class="_ _f"></span>następujące <span class="_ _f"></span>nowe <span class="_ _f"></span>i <span class="_ _1"></span>za<span class="_ _1"></span>ktualizowane <span class="_ _f"></span>standard<span class="_ _1"></span>y <span class="_ _1"></span>ora<span class="_ _1"></span>z <span class="_ _1"></span>in<span class="_ _1"></span>terpretacje <span class="_ _1"></span>wydan<span class="_ _1"></span>e <span class="_ _1"></span>przez<span class="_ _1"></span> </div><div class="t m0 x8 h11 ycf ff6 fs6 fc3 sc0 ls0 ws0">Radę <span class="_ _7"> </span>Międzynarodowych <span class="_ _7"> </span>Stan<span class="_ _1"></span>dardów <span class="_ _7"> </span>Rachunkowoś<span class="_ _1"></span>ci <span class="_ _7"> </span>i <span class="_ _11"> </span>Komitet <span class="_ _7"> </span>ds. <span class="_ _7"> </span>In<span class="_ _1"></span>terpretacji <span class="_ _7"> </span>Międzynarodowych </div><div class="t m0 x8 h11 yd0 ff6 fs6 fc3 sc0 ls0 ws0">Standardów <span class="_ _13"></span>Rach<span class="_ _1"></span>unkowości <span class="_ _12"></span>oraz <span class="_ _13"></span>zatwierdzone <span class="_ _13"></span>do <span class="_ _12"></span>stosowania <span class="_ _13"></span>w <span class="_ _13"></span>Unii <span class="_ _12"></span>Europejskiej, <span class="_ _13"></span>mające <span class="_ _13"></span>zas<span class="_ _1"></span>tosowanie <span class="_ _13"></span>d<span class="_ _1"></span>o </div><div class="t m0 x8 h11 yd1 ff6 fs6 fc3 sc0 ls0 ws0">prowadzonej <span class="_ _f"></span>przez <span class="_ _1"></span>nią <span class="_ _1"></span>dział<span class="_ _1"></span>alności <span class="_ _1"></span>i <span class="_ _1"></span>obo<span class="_ _1"></span>wiązujące <span class="_ _1"></span>w <span class="_ _1"></span>rocznych <span class="_ _f"></span>okresach <span class="_ _1"></span>sprawozd<span class="_ _1"></span>awczych <span class="_ _1"></span>od <span class="_ _f"></span>1 <span class="_ _1"></span>stycznia <span class="_ _1"></span>2021 </div><div class="t m0 x8 h11 yd2 ff2 fs6 fc3 sc0 ls0 ws0">roku: </div><div class="t m0 x8 hb yd3 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">Zmiany do MSSF 9, MSR 3<span class="_ _1"></span>9, MSSF 7, MSSF 4 o<span class="_ _1"></span>raz MSS<span class="_ _1"></span>F 16 opu<span class="_ _1"></span>blikowane 28 sierpnia 2020 roku<span class="_ _1"></span>. </span></span></div><div class="t m0 x8 hb yd4 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">Zmiany <span class="_ _25"> </span>do <span class="_ _25"> </span>MSS<span class="_ _1"></span>F <span class="_ _25"> </span>4 <span class="_ _25"> </span>„Umow<span class="_ _1"></span>y <span class="_ _25"> </span>ubezpieczeniowe” <span class="_ _26"> </span>–<span class="ff2"> <span class="_ _25"> </span></span>odroczenie <span class="_ _25"> </span>za<span class="_ _1"></span>stosowania <span class="_ _2a"> </span>MSSF <span class="_ _25"> </span>9 <span class="_ _25"> </span>„<span class="_ _1"></span>Instrumenty </span></span></div><div class="t m0 x2b h11 yd5 ff6 fs6 fc3 sc0 ls0 ws0">finansowe” <span class="ff2"> </span></div><div class="t m0 x8 hb yd6 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">Zmiany d<span class="_ _1"></span>o MSSF <span class="_ _1"></span>16 do<span class="_ _1"></span>tyczące <span class="_ _1"></span>zmian w <span class="_ _1"></span>umowach<span class="_ _1"></span> leasingow<span class="_ _1"></span>ych w <span class="_ _1"></span>związku z <span class="_ _f"></span>Covid<span class="_ _1"></span><span class="ff2">-</span>19 <span class="_ _1"></span>w o<span class="_ _1"></span>kresie po <span class="_ _1"></span>końcu<span class="_ _1"></span> </span></span></div><div class="t m0 x2b h11 yd7 ff2 fs6 fc3 sc0 ls0 ws0">czerwca 2021 roku. <span class="ff6">Ob<span class="_ _1"></span>owiązujące od<span class="_ _1"></span> 1 kwietnia 2021 roku (o<span class="_ _1"></span>publikowane 31 marca 20<span class="_ _1"></span>21 r.).<span class="_ _1"></span></span> </div><div class="t m0 x8 h11 yd8 ff6 fs6 fc3 sc0 ls0 ws0">Zmiany nie miały wpł<span class="_ _1"></span>ywu na sprawozdan<span class="_ _1"></span>ie finansowe Spółki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 hb yd9 ff2 fs6 fc3 sc0 ls0 ws0">2.2.<span class="ff3"> <span class="_ _25"> </span><span class="ff6">Sta<span class="_ _1"></span>ndardy <span class="_ _18"> </span>i <span class="_ _14"> </span>in<span class="_ _1"></span>terpretacje <span class="_ _14"> </span>przy<span class="_ _1"></span>jęte <span class="_ _14"> </span>przez <span class="_ _18"> </span>RMSR  oraz <span class="_ _14"> </span>zatwierdzone <span class="_ _18"> </span>przez <span class="_ _18"> </span>UE, <span class="_ _18"> </span>lecz <span class="_ _14"> </span>ni<span class="_ _1"></span>eobowiązujące  na </span></span></div><div class="t m0 x2e h11 yda ff6 fs6 fc3 sc0 ls0 ws0">dzień sprawozd<span class="_ _1"></span>awczy.<span class="ff2">  </span></div><div class="t m0 x8 hb ydb ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">Usprawnienia <span class="_ _15"> </span>do <span class="_ _15"> </span>MSS<span class="_ _1"></span>F <span class="_ _15"> </span>2018-202<span class="_ _1"></span>0 <span class="_ _15"> </span>pomniejsze <span class="_ _15"> </span>z<span class="_ _1"></span>miany <span class="_ _15"> </span>do <span class="_ _16"> </span>MSSF <span class="_ _15"> </span>1, <span class="_ _15"> </span>MSSF <span class="_ _15"> </span>9, <span class="_ _16"> </span>MSSF <span class="_ _15"> </span>16 <span class="_ _15"> </span>oraz <span class="_ _15"> </span>MSR <span class="_ _16"> </span>41 </span></span></div><div class="t m0 x2b h11 ydc ff6 fs6 fc3 sc0 ls0 ws0">obowiązujące od 1 s<span class="_ _1"></span>tycznia 2022 roku (o<span class="_ _1"></span>publikowane 14 maja<span class="_ _1"></span> 2020 r.). <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 hb ydd ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">Zmiana <span class="_ _11"> </span>do <span class="_ _11"> </span>MSSF <span class="_ _11"> </span>3 <span class="_ _11"> </span><span class="ff6">dotycząca <span class="_ _11"> </span>zmiany <span class="_ _11"> </span>referencji <span class="_ _11"> </span>do <span class="_ _11"> </span>wydanych <span class="_ _11"> </span>w <span class="_ _11"> </span>2018 <span class="_ _11"> </span>Założeń <span class="_ _11"> </span>Koncepcy<span class="_ _1"></span>jnych </span></span></span></div><div class="t m0 x2b h11 yde ff6 fs6 fc3 sc0 ls0 ws0">obowiązująca od<span class="_ _1"></span><span class="ff2"> 1 styczn<span class="_ _1"></span>ia 2022 roku (opublikowana <span class="_ _1"></span>14 maja 2020 r.).<span class="_ _1"></span> </span></div><div class="t m0 x8 hb ydf ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">Zmiana <span class="_ _16"> </span>do <span class="_ _16"> </span>MSR <span class="_ _16"> </span>16 <span class="_ _27"> </span><span class="ff6">dotycząca <span class="_ _15"> </span>u<span class="_ _1"></span>jęcia <span class="_ _15"> </span>ks<span class="_ _1"></span>ięgowego <span class="_ _16"> </span>przych<span class="_ _1"></span>odów <span class="_ _16"> </span>i <span class="_ _16"> </span>odnośn<span class="_ _1"></span>ych <span class="_ _16"> </span>kosztów <span class="_ _16"> </span>zrealizowanych </span></span></span></div><div class="t m0 x2b h11 ye0 ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">trakcie procesu inw<span class="_ _1"></span>estycyjnego obowiązująca o<span class="_ _1"></span>d 1 stycznia 2022 roku (o<span class="_ _1"></span>publikowana 14 maja 2020 r.<span class="_ _1"></span>).<span class="_ _1"></span></span> </div><div class="t m0 x8 hb ye1 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">Zmiana <span class="_ _16"> </span>do<span class="_ _1"></span> <span class="_ _16"> </span>MSR <span class="_ _16"> </span>37 <span class="_ _27"> </span><span class="ff6">dotycząca <span class="_ _27"> </span>umów <span class="_ _15"> </span>rodzą<span class="_ _1"></span>cych <span class="_ _16"> </span>obciąże<span class="_ _1"></span>nie <span class="_ _16"> </span>obowiązują<span class="_ _1"></span>ca <span class="_ _16"> </span>od <span class="_ _27"> </span>1 <span class="_ _15"> </span>s<span class="_ _1"></span>tycznia <span class="_ _16"> </span>2022 <span class="_ _27"> </span>roku </span></span></span></div><div class="t m0 x2b h11 ye2 ff2 fs6 fc3 sc0 ls0 ws0">(opublikowana 14 maja<span class="_ _1"></span> 2020 r.). <span class="_ _1"></span> </div><div class="t m0 x8 hb ye3 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">MSSF 17 „Umowy u<span class="_ _1"></span>bezpieczeniowe” (z u<span class="_ _1"></span>względnieniem<span class="_ _1"></span> zmian do<span class="_ _1"></span> MSSF 17 wydany<span class="_ _1"></span>ch 25 czerwca 202<span class="_ _1"></span>0 r.) </span></span></div><div class="t m0 x2b h11 ye4 ff6 fs6 fc3 sc0 ls0 ws0">obowiązujący od<span class="_ _1"></span> 1 stycznia 2023 roku lu<span class="_ _1"></span>b po <span class="_ _1"></span><span class="ff2">tej dacie. </span></div><div class="t m0 x8 hb ye5 ff2 fs6 fc3 sc0 ls0 ws0">2.3.<span class="ff3"> <span class="_ _27"> </span><span class="ff6">Stan<span class="_ _1"></span>dardy i interpretacje p<span class="_ _1"></span>rzyjęte przez RMSR, które nie zos<span class="_ _1"></span>tały jeszcze zat<span class="_ _1"></span>wierdzone przez UE<span class="_ _f"></span></span></span> </div><div class="t m0 x8 h11 ye6 ff6 fs6 fc3 sc0 ls0 ws0">MSSF <span class="_ _13"></span>w <span class="_ _13"></span>kształ<span class="_ _1"></span>cie <span class="_ _13"></span>zatwierdzo<span class="_ _1"></span>nym <span class="_ _13"></span>przez <span class="_ _12"></span>UE <span class="_ _f"></span>n<span class="_ _1"></span>ie <span class="_ _13"></span>różnią <span class="_ _13"></span>się <span class="_ _13"></span>obecnie <span class="_ _13"></span>w <span class="_ _12"></span>znaczący <span class="_ _13"></span>sposób <span class="_ _12"></span>o<span class="_ _0"></span>d <span class="_ _13"></span>regulacji <span class="_ _13"></span>p<span class="_ _1"></span>rzyjętych </div><div class="t m0 x8 h11 ye7 ff6 fs6 fc3 sc0 ls0 ws0">przez  Radę <span class="_ _18"> </span>Międzynarodowy<span class="_ _1"></span>ch  Standard<span class="_ _1"></span>ów  Rachunkowości  (RMS<span class="_ _0"></span>R),  z  wyjątkiem <span class="_ _14"> </span>po<span class="_ _1"></span>niższy<span class="_ _1"></span>ch  standardów, </div><div class="t m0 x8 h11 ye8 ff6 fs6 fc3 sc0 ls0 ws0">zmian <span class="_ _12"></span>do <span class="_ _13"></span>standardów <span class="_ _12"></span>i <span class="_ _13"></span>interpretacji, <span class="_ _12"></span>które <span class="_ _13"></span>według <span class="_ _12"></span>stanu <span class="_ _13"></span>n<span class="_ _1"></span>a <span class="_ _13"></span>d<span class="_ _1"></span>zień <span class="_ _13"></span>31 <span class="_ _12"></span>grudnia <span class="_ _12"></span>2021 <span class="_ _13"></span>roku <span class="_ _12"></span>nie <span class="_ _13"></span>zostały <span class="_ _12"></span>jeszcze </div><div class="t m0 x8 h11 ye9 ff6 fs6 fc3 sc0 ls0 ws0">przyjęte do sto<span class="_ _1"></span>sowania:<span class="ff2"> </span></div><div class="t m0 x8 hb yea ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">Zmiana <span class="_ _14"> </span>do <span class="_ _14"> </span>MSR <span class="_ _14"> </span>1 <span class="_ _14"> </span><span class="ff6">w <span class="_ _14"> </span>zakresie <span class="_ _14"> </span>klasyfikacji <span class="_ _14"> </span>zob<span class="_ _1"></span>owiązań <span class="_ _14"> </span>jako <span class="_ _14"> </span>kr<span class="_ _1"></span><span class="ls11">ótko</span></span>- <span class="_ _14"> </span><span class="ff6">i <span class="_ _12"> </span>dł<span class="_ _1"></span>ugoterminowe <span class="_ _14"> </span>obowiązują<span class="_ _1"></span>ca <span class="_ _12"> </span>o<span class="_ _1"></span>d </span></span></span></div><div class="t m0 x2b h11 yeb ff2 fs6 fc3 sc0 ls0 ws0">1 <span class="ff6">stycznia <span class="_ _26"> </span>2022 <span class="_ _26"> </span>ro<span class="_ _1"></span>ku <span class="_ _26"> </span>(opubliko<span class="_ _1"></span>wana <span class="_ _26"> </span>23 <span class="_ _26"> </span>styczn<span class="_ _1"></span>ia <span class="_ _26"> </span>2020 <span class="_ _11"> </span>roku). <span class="_ _26"> </span>Możliwe <span class="_ _26"> </span>jest, <span class="_ _26"> </span>że<span class="_ _1"></span> <span class="_ _26"> </span>data <span class="_ _26"> </span>p<span class="_ _1"></span>ierwszego </span></div><div class="t m0 x2b h11 yec ff6 fs6 fc3 sc0 ls0 ws0">zastosowan<span class="_ _1"></span>ia zmiany zostanie przes<span class="_ _1"></span>unięta na 1 s<span class="_ _1"></span>tycznia 2023 roku.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 hb yed ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">Zmiany <span class="_ _1"></span>do <span class="_ _1"></span>MSR <span class="_ _1"></span>1 <span class="_ _1"></span><span class="ff6">dotyczące <span class="_ _1"></span>ujawnień <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _1"></span>polityk <span class="_ _1"></span>rachu<span class="_ _1"></span>nkowoś<span class="_ _1"></span>ci ob<span class="_ _1"></span>owiązujące <span class="_ _1"></span>od 1 <span class="_ _1"></span>sty<span class="_ _1"></span>cznia <span class="_ _1"></span>2023 </span></span></span></div><div class="t m0 x2b h11 yee ff2 fs6 fc3 sc0 ls0 ws0">roku (opubliko<span class="_ _1"></span>wane 12 lutego 2021 r.).<span class="_ _1"></span> </div><div class="t m0 x8 hb yef ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">Zmiany <span class="_ _f"></span>do <span class="_ _f"></span>MSR <span class="_ _13"></span>8 <span class="_ _f"></span><span class="ff6">w <span class="_ _f"></span>zakresie <span class="_ _f"></span>definicji <span class="_ _f"></span>szacun<span class="_ _1"></span>ku <span class="_ _f"></span>obowiązujące <span class="_ _f"></span>od <span class="_ _13"></span>1 <span class="_ _f"></span>stycznia <span class="_ _f"></span>2023 <span class="_ _f"></span>roku <span class="_ _13"></span>(opublikowane <span class="_ _f"></span>12 </span></span></span></div><div class="t m0 x2b h11 yf0 ff2 fs6 fc3 sc0 ls0 ws0">lutego 2021 r.).<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 xa hd yf ff2 fs5 fc3 sc0 ls0 ws0">8 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hb yf1 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">Zmiany <span class="_ _15"> </span>do <span class="_ _15"> </span>MSR <span class="_ _15"> </span>12 <span class="_ _16"> </span><span class="ff8">„Podatek. <span class="_ _16"> </span>Dochodowy”<span class="_ _1"></span></span> <span class="_ _15"> </span><span class="ff6">dotyczą<span class="_ _1"></span>cy <span class="_ _15"> </span>podatku <span class="_ _15"> </span>odr<span class="_ _1"></span>oczonego <span class="_ _15"> </span>po<span class="_ _1"></span>wiązanego <span class="_ _15"> </span>z <span class="_ _15"> </span>ujętymi </span></span></span></div><div class="t m0 x2b h11 yf2 ff6 fs6 fc3 sc0 ls0 ws0">aktywami <span class="_ _18"> </span>i  zobowiązaniami <span class="_ _18"> </span>w <span class="_ _18"> </span>ramach  pojedynczej <span class="_ _14"> </span>tra<span class="_ _1"></span>nsakcji. <span class="_ _18"> </span>Obowiązujące  od <span class="_ _14"> </span>1  stycznia <span class="_ _18"> </span>2023 <span class="_ _18"> </span>roku </div><div class="t m0 x2b h11 yf3 ff2 fs6 fc3 sc0 ls0 ws0">(opublikowane 14 lipca 202<span class="_ _1"></span>1 roku).<span class="_ _1"></span> </div><div class="t m0 x8 hb yf4 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">Zmiany d<span class="_ _1"></span>o MSSF 17 <span class="_ _1"></span><span class="ff7">Umowy <span class="_ _1"></span>ubezpiecze<span class="_ _1"></span>niowe</span> <span class="ff6">d<span class="_ _1"></span>otyczące początkowego <span class="_ _1"></span>zastoso<span class="_ _1"></span>wania MSSF <span class="_ _1"></span>17 i MSSF <span class="_ _1"></span>9 w<span class="_ _f"></span></span> </span></span></div><div class="t m0 x2b h11 yf5 ff6 fs6 fc3 sc0 ls0 ws0">zakresie <span class="_ _18"> </span>informacji  porównawczych. <span class="_ _18"> </span>Obowiązujące  od <span class="_ _14"> </span>1  stycznia  2023<span class="_ _0"></span> <span class="_ _18"> </span>roku  (opublikowane <span class="_ _14"> </span>9  grudnia </div><div class="t m0 x2b h11 yf6 ff2 fs6 fc3 sc0 ls0 ws0">2021 r.). </div><div class="t m0 x8 hb yf7 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">MSSF 1<span class="_ _1"></span>4 <span class="_ _1"></span>„Odroczone <span class="_ _1"></span>sald<span class="_ _1"></span>a <span class="_ _1"></span>z <span class="_ _1"></span>regulowanej <span class="_ _1"></span>działalności”<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>obo<span class="_ _1"></span>wiązujący <span class="_ _1"></span>w <span class="_ _1"></span>odniesieniu <span class="_ _1"></span>do <span class="_ _1"></span>o<span class="_ _1"></span>kresów <span class="_ _1"></span>rocznych </span></span></div><div class="t m0 x2b h11 yf8 ff6 fs6 fc3 sc0 ls0 ws0">rozpoczynający<span class="_ _1"></span>ch <span class="_ _27"> </span>się <span class="_ _27"> </span>1 <span class="_ _27"> </span>stycznia <span class="_ _25"> </span>2016 <span class="_ _27"> </span>roku <span class="_ _27"> </span>lub <span class="_ _25"> </span>po <span class="_ _25"> </span>tej <span class="_ _27"> </span>dacie; <span class="_ _27"> </span>Komisja <span class="_ _27"> </span>E<span class="_ _1"></span>uropejska <span class="_ _27"> </span>pos<span class="_ _1"></span>tanowiła <span class="_ _27"> </span>nie </div><div class="t m0 x2b h11 yf9 ff6 fs6 fc3 sc0 ls0 ws0">rozpoczynać <span class="_ _1"></span>pro<span class="_ _1"></span>cesu <span class="_ _1"></span>zatwierdzania <span class="_ _1"></span>tego <span class="_ _1"></span>tymczasowego <span class="_ _1"></span>sta<span class="_ _1"></span>ndardu <span class="_ _1"></span>do <span class="_ _1"></span>stosowania <span class="_ _1"></span>na <span class="_ _1"></span>terenie <span class="_ _1"></span>UE <span class="_ _1"></span>do <span class="_ _1"></span>czasu </div><div class="t m0 x2b h11 yfa ff2 fs6 fc3 sc0 ls0 ws0">wydania osta<span class="_ _1"></span>tecznej wersji MSSF 14.<span class="_ _1"></span> </div><div class="t m0 x8 hb yfb ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">Zmiany <span class="_ _f"></span>do <span class="_ _f"></span>MSSF <span class="_ _f"></span>10 <span class="_ _1"></span>„Sko<span class="_ _1"></span>nsolidowane <span class="_ _f"></span>sprawozd<span class="_ _1"></span>ania <span class="_ _f"></span>finansowe” <span class="_ _f"></span>oraz <span class="_ _f"></span>MSR <span class="_ _f"></span>28 <span class="_ _13"></span>„Inwesty<span class="_ _1"></span>cje <span class="_ _1"></span>w <span class="_ _f"></span>jedno<span class="_ _1"></span>stkach </span></span></div><div class="t m0 x2b h11 yfc ff6 fs6 fc3 sc0 ls0 ws0">stowarzyszon<span class="_ _1"></span>ych <span class="_ _11"> </span>i <span class="_ _7"> </span>wspólnych <span class="_ _11"> </span>p<span class="_ _1"></span>rzedsięwzięciach” <span class="_ _7"> </span>–<span class="ff2"> <span class="_ _7"> </span></span>Sprzedaż <span class="_ _7"> </span>lub <span class="_ _11"> </span>wniesienie <span class="_ _7"> </span>aktywów <span class="_ _11"> </span>pomiędzy<span class="_ _1"></span> </div><div class="t m0 x2b h11 yfd ff6 fs6 fc3 sc0 ls0 ws0">inwestorem a <span class="_ _1"></span>jego jed<span class="_ _1"></span>nostką <span class="_ _1"></span>stowarzyszo<span class="_ _1"></span>ną lub <span class="_ _1"></span>wspólnym przeds<span class="_ _1"></span>ięwzięciem<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span>zmiany op<span class="_ _1"></span>ublikowane p<span class="_ _1"></span>rzez </span></div><div class="t m0 x2b h11 y20 ff6 fs6 fc3 sc0 ls0 ws0">IASB, proces przyjęcia zo<span class="_ _1"></span>stał odroczony<span class="_ _1"></span> pr<span class="ff2">zez <span class="_ _1"></span>EU.  </span></div><div class="t m0 x8 h11 y88 ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 yfe ff6 fs6 fc3 sc0 ls0 ws0">Według <span class="_ _12"></span>szacunków <span class="_ _13"></span>Sp<span class="_ _1"></span>ółki, <span class="_ _12"></span>wymie<span class="_ _0"></span>nione <span class="_ _12"></span>wyżej <span class="_ _13"></span>s<span class="_ _1"></span>tandardy, <span class="_ _12"></span>interpretacje <span class="_ _13"></span>i <span class="_ _12"></span>zmiany <span class="_ _13"></span>d<span class="_ _1"></span>o <span class="_ _13"></span>s<span class="_ _1"></span>tandardów <span class="_ _12"></span>nie <span class="_ _13"></span>miałyby </div><div class="t m0 x8 h11 yff ff6 fs6 fc3 sc0 ls0 ws0">istotnego wpływu n<span class="_ _1"></span>a sprawozdanie finans<span class="_ _1"></span>owe, jeżeli zostałyby<span class="_ _1"></span> zastosowane przez Sp<span class="_ _1"></span>ółkę  na dzień b<span class="_ _1"></span>ilansowy.<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2a hb y100 ff2 fs6 fc3 sc0 ls3 ws0">3.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff2">Ins<span class="_ _1"></span>trumenty finans<span class="_ _1"></span>owe </span></span></div><div class="t m0 x8 hb y101 ff2 fs6 fc3 sc0 ls0 ws0">3.1.<span class="ff3"> <span class="_ _25"> </span><span class="ff6">Wy<span class="_ _1"></span>cena aktywów i zobowiąza<span class="_ _1"></span>ń finans<span class="_ _1"></span>owych </span></span> </div><div class="t m0 x8 h11 y102 ff6 fs6 fc3 sc0 ls0 ws0">Zgodnie <span class="_ _12"></span>z <span class="_ _12"></span>MSSF <span class="_ _13"></span>9, <span class="_ _12"> </span>klasy<span class="_ _1"></span>fikacja <span class="_ _12"></span>aktywów <span class="_ _13"></span>finan<span class="_ _1"></span>sowych <span class="_ _12"></span>uzależniona <span class="_ _12"></span>jest <span class="_ _12"></span>od <span class="_ _12"></span>modelu <span class="_ _13"></span>b<span class="_ _1"></span>iznesowego <span class="_ _12"></span>zarządzania </div><div class="t m0 x8 h11 y103 ff6 fs6 fc3 sc0 ls0 ws0">aktywami <span class="_ _7"> </span>finans<span class="_ _1"></span>owymi <span class="_ _7"> </span>oraz <span class="_ _10"> </span>charakterys<span class="_ _1"></span>tyki <span class="_ _7"> </span>umownych <span class="_ _10"> </span>przepływów <span class="_ _7"> </span>pieniężny<span class="_ _1"></span>ch <span class="_ _7"> </span>skł<span class="_ _1"></span>adnika <span class="_ _7"> </span>aktywów </div><div class="t m0 x8 h11 y104 ff6 fs6 fc3 sc0 ls0 ws0">finansowych. <span class="_ _13"></span>Klasy<span class="_ _1"></span>fikacja <span class="_ _13"></span>aktywów <span class="_ _13"></span>finansowych <span class="_ _13"></span>doko<span class="_ _1"></span>nywana <span class="_ _13"></span>jest <span class="_ _12"></span>w <span class="_ _13"></span>momencie <span class="_ _f"></span>p<span class="_ _1"></span>oczątkowego <span class="_ _13"></span>uję<span class="_ _1"></span>cia <span class="_ _13"></span>i <span class="_ _f"></span>moż<span class="_ _1"></span>e </div><div class="t m0 x8 h11 y105 ff6 fs6 fc3 sc0 ls0 ws0">być <span class="_ _1"></span>zmieniona <span class="_ _1"></span>jedynie <span class="_ _1"></span>wówcz<span class="_ _1"></span>as, <span class="_ _1"></span>gdy <span class="_ _1"></span>zmieni <span class="_ _1"></span>się <span class="_ _1"></span>biznesowy <span class="_ _1"></span>model <span class="_ _1"></span>zarządzan<span class="_ _1"></span>ia <span class="_ _1"></span>aktywami <span class="_ _1"></span>finansowymi. <span class="_ _1"></span>MSSF <span class="_ _1"></span>9 </div><div class="t m0 x8 h11 y106 ff6 fs6 fc3 sc0 ls0 ws0">nie dokonał z<span class="_ _1"></span>mian w klasyfikacji zobowiązań fin<span class="_ _1"></span>ansowych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y107 ff6 fs6 fc3 sc0 ls0 ws0">Zgodnie z tym sta<span class="_ _1"></span>ndardem, Spółka p<span class="_ _1"></span>osiada następujące kat<span class="_ _1"></span>e<span class="_ _1"></span>gorie instrumentów finan<span class="_ _1"></span>sowych: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b h1c y108 ff7 fs6 fc3 sc0 ls12 ws0">a.<span class="ffe ls0"> <span class="_ _19"> </span><span class="ff8">Aktywa i zobowiąza<span class="_ _1"></span>nia finansowe wyceniane<span class="_ _1"></span> w zamortyzowanym ko<span class="_ _1"></span>szcie <span class="_ _1"></span><span class="ff7"> </span></span></span></div><div class="t m0 x2c h11 y109 ff6 fs6 fc3 sc0 ls0 ws0">Składnik ak<span class="_ _1"></span>tywów zalicza się do tej kategorii, jeśli s<span class="_ _1"></span>ą spełnione oba <span class="_ _1"></span>poniższe warunki:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2f hb y10a ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">celem <span class="_ _2a"> </span>Jednos<span class="_ _1"></span>tki <span class="_ _2a"> </span>jest <span class="_ _26"> </span>utrzymywanie <span class="_ _2a"> </span>tych <span class="_ _26"> </span>aktywów <span class="_ _26"> </span>finans<span class="_ _1"></span>owych <span class="_ _2a"> </span>dla <span class="_ _26"> </span>uzys<span class="_ _1"></span><span class="ff2">kania <span class="_ _26"> </span>umownych </span></span></span></div><div class="t m0 x30 h11 y10b ff6 fs6 fc3 sc0 ls0 ws0">przepływów pieniężnych,<span class="_ _1"></span> oraz<span class="ff2"> </span></div><div class="t m0 x2f hb y10c ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">dla <span class="_ _12"></span>których <span class="_ _12"></span>postano<span class="_ _1"></span>wienia <span class="_ _12"></span>umowne <span class="_ _13"></span>p<span class="_ _1"></span>owodują <span class="_ _12"></span>w <span class="_ _12"></span>określon<span class="_ _1"></span>ych <span class="_ _12"></span>terminach <span class="_ _12"></span>przepływy <span class="_ _12"> </span>pieniężne, </span></span></div><div class="t m0 x30 h11 y10d ff6 fs6 fc3 sc0 ls0 ws0">które są wyłączn<span class="_ _1"></span>ie spłatami nierozliczonej kwoty gł<span class="_ _1"></span>ównej i ods<span class="_ _1"></span>etek od tej kwoty. <span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2c h11 y10e ff6 fs6 fc3 sc0 ls0 ws0">Spółka, <span class="_ _7"> </span>jako <span class="_ _7"> </span>aktywa <span class="_ _7"> </span>wyceniane <span class="_ _7"> </span>w <span class="_ _11"> </span>za<span class="_ _1"></span>mortyzowa<span class="_ _1"></span>nym <span class="_ _7"> </span>koszcie, <span class="_ _7"> </span>klasyfikuje <span class="_ _7"> </span>głównie <span class="_ _7"> </span>należności </div><div class="t m0 x2c h11 y10f ff6 fs6 fc3 sc0 ls0 ws0">handlowe, <span class="_ _1"></span>po<span class="_ _1"></span>życzki, <span class="_ _1"></span>lokaty <span class="_ _f"></span>bankowe o<span class="_ _1"></span>raz <span class="_ _1"></span>środ<span class="_ _1"></span>ki <span class="_ _1"></span>pieniężne <span class="_ _1"></span>i <span class="_ _1"></span>ich <span class="_ _f"></span>ekwiwalenty. <span class="_ _1"></span>Aktywa <span class="_ _1"></span>fina<span class="_ _1"></span>nsowe <span class="_ _1"></span>z <span class="_ _f"></span>tej </div><div class="t m0 x2c h11 y110 ff6 fs6 fc3 sc0 ls0 ws0">kategorii, <span class="_ _27"> </span>po <span class="_ _27"> </span>początkowym <span class="_ _27"> </span>ujęciu, <span class="_ _27"> </span>wycenia <span class="_ _27"> </span>s<span class="_ _1"></span>ię <span class="_ _27"> </span>wg <span class="_ _27"> </span>zamortyzowan<span class="_ _1"></span>ego <span class="_ _27"> </span>kosztu <span class="_ _27"> </span>z <span class="_ _27"> </span>zastosowaniem </div><div class="t m0 x2c h11 y111 ff2 fs6 fc3 sc0 ls0 ws0">efektywnej <span class="_ _13"></span>stopy <span class="_ _13"></span>pro<span class="_ _1"></span>cento<span class="ff6">wej, <span class="_ _13"></span>po <span class="_ _13"></span>pomniejszen<span class="_ _1"></span>iu <span class="_ _13"></span>o <span class="_ _13"></span>ewentualne <span class="_ _13"></span>odpisy <span class="_ _13"></span>aktualizujące <span class="_ _13"></span>z <span class="_ _13"></span>tytułu <span class="_ _13"></span>utraty </span></div><div class="t m0 x2c h11 y112 ff6 fs6 fc3 sc0 ls0 ws0">wartości. <span class="_ _1"></span>Przy <span class="_ _1"></span>czym, <span class="_ _1"></span>należności <span class="_ _1"></span>hand<span class="_ _1"></span>lowe z <span class="_ _1"></span>dat<span class="_ _1"></span>ą <span class="_ _1"></span>zapadalności <span class="_ _1"></span>poniżej <span class="_ _1"></span>12 <span class="_ _1"></span>miesięcy <span class="_ _1"></span>od <span class="_ _1"></span>dnia <span class="_ _1"></span>powstania </div><div class="t m0 x2c h11 y113 ff6 fs6 fc3 sc0 ls0 ws0">(tj. <span class="_ _1"></span>n<span class="_ _1"></span>iezawierające <span class="_ _f"></span>elementu <span class="_ _f"></span>finans<span class="_ _1"></span>owania), <span class="_ _f"></span>nie <span class="_ _1"></span>po<span class="_ _1"></span>dlegają <span class="_ _1"></span>d<span class="_ _1"></span>yskontowan<span class="_ _1"></span>iu <span class="_ _1"></span>i <span class="_ _f"></span>są <span class="_ _f"></span>wycenian<span class="_ _f"></span>e <span class="_ _f"></span>w <span class="_ _1"></span>wartoś<span class="_ _1"></span>ci </div><div class="t m0 x2c h11 y114 ff2 fs6 fc3 sc0 ls0 ws0">nominalnej.  </div><div class="t m0 x2c h11 y115 ff6 fs6 fc3 sc0 ls0 ws0">Spółka, <span class="_ _28"> </span>jako <span class="_ _28"> </span>zobowiązania <span class="_ _28"> </span>finansowe <span class="_ _28"> </span>wyceniane <span class="_ _28"> </span>w <span class="_ _28"> </span>zamortyzo<span class="_ _1"></span>wanym <span class="_ _28"> </span>koszcie, <span class="_ _28"> </span>klasyfikuje </div><div class="t m0 x2c h11 y116 ff6 fs6 fc3 sc0 ls0 ws0">zobowiązania <span class="_ _13"></span>handlowe <span class="_ _13"></span>oraz <span class="_ _f"></span>pozos<span class="_ _1"></span>tałe <span class="_ _f"></span>zobowiązan<span class="_ _1"></span>ia <span class="_ _f"></span>o <span class="_ _13"></span>charakterze <span class="_ _f"></span>finansowym, <span class="_ _13"></span>kredyty <span class="_ _13"></span>i <span class="_ _f"></span>poży<span class="_ _1"></span>czki, </div><div class="t m0 x2c h11 y117 ff6 fs6 fc3 sc0 ls0 ws0">zobowiązania z<span class="_ _1"></span><span class="ff2"> </span>tytułu leasingu finans<span class="_ _1"></span>owego.<span class="ff2">  </span></div><div class="t m0 x2b h1c y118 ff7 fs6 fc3 sc0 ls12 ws0">b.<span class="ffe ls0"> <span class="_ _19"> </span><span class="ff7">Aktyw<span class="ff8">a i zobowiąza<span class="_ _1"></span>nia finansowe wycenian<span class="_ _1"></span>e w wartości godziwej przez <span class="_ _1"></span>wynik finansowy <span class="_ _f"></span></span> </span></span></div><div class="t m0 x2c h11 y119 ff6 fs6 fc3 sc0 ls0 ws0">Spółka, <span class="_ _7"> </span>do <span class="_ _7"> </span>akty<span class="_ _1"></span>wów <span class="_ _7"> </span>wycenianych <span class="_ _7"> </span>w <span class="_ _7"> </span>wartości <span class="_ _7"> </span>godzi<span class="_ _1"></span>wej <span class="_ _7"> </span>przez <span class="_ _7"> </span>wynik <span class="_ _7"> </span>fin<span class="_ _1"></span>ansowy, <span class="_ _7"> </span>klasy<span class="_ _1"></span>fikuje </div><div class="t m0 x2c h11 y11a ff6 fs6 fc3 sc0 ls0 ws0">instrumenty <span class="_ _27"> </span>pocho<span class="_ _1"></span>dne <span class="_ _27"> </span>niewyznaczone <span class="_ _27"> </span>dla <span class="_ _27"> </span>celów <span class="_ _27"> </span>rachunkowości <span class="_ _27"> </span>zabezpieczeń. <span class="_ _27"> </span>Zyski <span class="_ _27"> </span>lub <span class="_ _27"> </span>straty </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABJ0AAAYpCAIAAABzFvpaAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdf2yU9R3A8U8Nam3dyBJLNVQL66JVQSXOWQWHm2XtmFGZoGFTUWRaxKnoWKbLAv6xLYvbqku2VaOChs1Ex+LMOsCApFGrENzYxE2MTYsZwYirYFJDYpPuj156fZ4+/WFtsS2vV+6PPs9977m757mg7zx336egq6srAACA0XPgQHR0JNaUlERxccbIzs74738Ta8rKYtKkUX+FbW1RXBwlJY7VOHWMXQAAwITS0RF33x0zZ0ZBQe7W1ha3355fHOD2pz8lEuvuu6O8PH/vBRdEQ0P66X74w8QWzjkn4yV985sxfXriduKJUVAQl16a3uCrr6ZHHntsFBTErFlx/fXx3nsDvfF//zuWLYsvfjH3SmbPjvvvj8OHB3rI1q25HTV9ekyZEgUFUVsbe/cmei+1i9racnfNm5dYP3v2pz1wa9cmttnzRL0P65e+lB9QW5s4XroOAAAmiMbGKCuL+vrYvXs4Dz/55Px2Skqivj7eeSd/786dsXx5VFbGm2/mV370UWIL06dnbPb447Ofrqkpli+PsrLEBjPt2hXr10dpaSxfnj3gvvvi7LPjsceitTW3prk51qyJU06Jv/89Y3xnZ8ycGdXV6R21eXNMm9bvs/RWVJRYPOmk4R+1/fujrCyWLo0tWwY5rC0tiZe6aFEsXBidnT74ug4AgIni0KG47ro4ePDTbmf//rj88n63s2dPVFcPch7sE9m3Ly65ZPC069bQkBFdy5bFz3+ePf7gwZg3Lxob01E3Y8ZA6dvQEDfeeISOWkdHVFbGvn39DmhpGehwbNgQ3/iGz76uAwBgorjyyhGIuohYvHjwEqurG8lX/v77sWjRUM87NTTEn/+cX9yxIx57bKDx7e1xww2Jb1fW1cWePYM8yxNPHKFvOd55Z3z44UAD5s4dZAvbtsUvf6nrAABg/OvoiKamEdhOS8uQttPYmJ4K5VPavTv++MehDv7Vr3J/dHZGTc3g49vb45578jtq4A7sUV8/6ketszPRqJn7eYBTeT3+8AddBwAA499rr6XXrFoVL74YmzZFSUncdlu8+GLuVlWVGLZyZf6uiopYsyZx75QpsXJlvP12LFmSWP/++/H008N8qStXxqZNGT22a1fG4Geeibq69K/Xmptz04o88kj6FOXpp8eqVRmnEzdsiK1bIyI2bkzfVV0dTzwRjz8eM2akn6X3Wb7RsHdvfPBBYs2iRbFiRaxYkZsv9IEHEvdWVsbjj8fbb8f8+eld1/und0efSf4FAABgInjllcTieefFz36Wv0LAWWclUq238vKYMye/+O676cz49a8jItati3/+M5Few26e8vKoqYmampg1K7HB7dvj299OD/7yl2PhwrjoonRYbtsWN90Uv/hFOnsefji++tWIiHPPTf8Sr7ExLrssduxIrCwtjZ/8JPeQxYvj4YeP6FHbvz+xWFUVa9cmrgDx+uuJATfeGDfdlMvUE05I3PXyy1FRoesAAGA8+9//EotFRcO87NsAp31OO21kuq7H7NnZ5+j6+s530l334Ydx4EBius6IuPbaXKFFRF1dPPtsbN6cv7d7YszUdCkVFfmHFBbGnXcm7k1dbGC0HT6cvqxfe3tisbAw/UePHTvihhuO2o+/72ECADAhfOUricXm5uz5/QfVc52AQaWSYxhefjmxeOaZ/Y7sO3flrFnx17+mV159dWLxllsSi01N0dYWxx47dg/irl2JqTsPHPC51nUAABxN5s1Lr1mwIA4dGosvde/e2Lw5amvTJ+tOPTVj8J49sXZtek7I00+PM8+M//wnsbKqKl2GV1yR3lrq/N5nLvVbx4j4/vfzX84c2ZlpdB0AAIx1kyenp/1455248sqx+FLr66O2NvENyW5f+1rG4NraWLo0fSWAiy6KkpL0JdGPOSb91dO+30T9xz/G1q6YNCkdn62tLjWu6wAAOIr1vYhZU1Pcf/+n2uarr8ZDD+Vub7wxii++ri4uvnhII0tLY+nSjPVTp47Lo7ZqVXpNc3P89KfZg3fujJdeyt3oHch2AQAAE0RNTcyfH3/7W2Llb34Td90VkycPc5uvvZZxBYURV1UVt9461IleioqyC/C999Jr+p71mjEjXnghsebNNxNnNa+++kjPPjJnTr9Hra/162P9ep/0vpyvAwBgAtmwIc44I7Gmvb3fkz9jRFVVPPRQnHfeUMe3tsajj0ZEnH9+Yn1TU3qikbfeSj+275UA2tvjuefyt9RVEBw1XQcAAEdaYWGueXobsz/Wqq6OBx6Ip55KT+Y5qN/+NiLi619Pr29qSiymdkV1dZSVjdGj9uyz6ZVH+BILug4AAMaQOXPSX1Pcvv3IPftzz8WTT+Z/A5Y5IeeSJdHaGq2tsXFj/OAHMW3aQBtsbIzW1vR8mLt3R1tblJfH9OmJ9fX1+b87OmLt2sS9U6cO85p+Q/HGG7F5c/6Nf9KWrqxMX6Thgw98lofO7+sAABj/Dh2K11/P/f2vf2Vc7W3YliyJNWtyf3/ve7FlS3rAWWdlPKTHpk1RU5MecOKJg7RcavvTpsW996bPxXW76qpEyzU3xzXXxNNPR0dHnH9+HDyYGNz3lUREaWlceGF+8bjjhvrCUldlaGmJ2tr8Ymvr4O/x8OHYuTNfoVu3Ju4tKsp4yMqVcccdub9TTavrAABgfFu3LnuajW4nnTT8LfdusMzS+O53Y8WKfh9eXDwybzD187MeP/pRousi4plnoqAgY2R1dcbl7CKioiL+8pfhvKRLL819HXTYdu6MSy7p997UVRy6lZd/giQ+mvgeJgAAE13f36GNoMmT018gPJKmTEmcHhzA5ZePWGR2W7gwTjttFN/a7Nk+uboOAAAiIuLmmwc6nzYifve7+MIXPrM32NCQviB7XytWjMpOeOSR0XpT8+dnXNcOXQcAwFFnypRYvToaGkZxspCeJ2puHt2TVwMoLIznn+/3i5rdjbR69ajshJqa+P3vR7hpS0tjyZJYt26Ezy5OdH5fBwDA+Dd1anoOzAULoro6+6JwFRWJwal5F1PbOXy43wf27pnKymhpifvui7a22Lcvv757PswFC+Kaa/IrP//5ft9IUVHMnBmf+1x6fXFx9vpup5wS27fHzTfHhg2J9SUlsWxZ/PjHiUY6++zEmIEnriwujrlzB7qqe11dLF4cDz4Y27bFxx9/sqNWVJT4yd9HH8WsWVFTE5dd1u+zH398/u/q6sQvHoc+48tEVNDV1eXfAQAAmAh27IiNG6OwMLe4cGHGhcjRdQAAAIw1fl8HAACg6wAAANB1AAAADM8w58P81uot9h0AAMBnbu7Mk52vAwAAGN/MhwkAADC+OV8HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAAjnaT7AJGVUFBgZ0AY1lXV5edAADj/v+6/RcdAABgXPM9TAAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEA/2/PDm0QBqIADJeksr7Y4vE4QoLrCp2gKyAadmABhsB1BsIEoDEo/LEAh8Hc5b5vgpf31J8HgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAOaJwXIAAAdiSURBVACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA+EdtBQAAULLD+Xq7v+whpmub07hJfEj/OgAAKJqo++3xfKc/pH8dAABQXY57S/iqn+b0h/SvAwAAyJuuAwAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AACA0tX9NNsCAABATOLRtF0v/esAAKB0w25lCTFd26Q/5CKE4FQAAAD58q8DAADQdQAAAOg6AAAAdB0AAICuAwAAIDcfC5LhWuD10C0AAAAASUVORK5CYII="/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 xa hd yf ff2 fs5 fc3 sc0 ls0 ws0">9 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2c h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">wynikające <span class="_ _f"></span>z <span class="_ _13"></span>wyceny <span class="_ _13"></span>składn<span class="_ _1"></span>ika <span class="_ _f"></span>aktywów <span class="_ _13"></span>finansowych, <span class="_ _13"></span>klasyfikowanego <span class="_ _f"></span>ja<span class="_ _1"></span>ko <span class="_ _f"></span>wycenian<span class="_ _1"></span>y <span class="_ _f"></span>wg <span class="_ _13"></span>wartości </div><div class="t m0 x2c h11 y50 ff6 fs6 fc3 sc0 ls0 ws0">godziwej przez wynik finans<span class="_ _1"></span>owy, ujmuje się w wyniku<span class="_ _1"></span> finansowym w okresie, w któ<span class="_ _1"></span>rym powstał<span class="_ _1"></span>y. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2c h11 y11b ff6 fs6 fc3 sc0 ls0 ws0">Zobowiązania <span class="_ _26"> </span>z <span class="_ _11"> </span>tytułu <span class="_ _26"> </span>instrumentów <span class="_ _26"> </span>pochodny<span class="_ _1"></span>ch <span class="_ _26"> </span>niewyznacz<span class="_ _1"></span>onych <span class="_ _26"> </span>dla <span class="_ _26"> </span>ce<span class="_ _f"></span>lów <span class="_ _26"> </span>rachunkowoś<span class="_ _1"></span>ci </div><div class="t m0 x2c h11 y11c ff6 fs6 fc3 sc0 ls0 ws0">zabezpieczeń, Spółka<span class="_ _1"></span> klasyfikuje jako wyceniane w wartoś<span class="_ _1"></span>ci godziwej przez wyn<span class="_ _1"></span>ik finansowy. <span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2b h1c y11d ff7 fs6 fc3 sc0 ls13 ws0">c.<span class="ffe ls0"> <span class="_ _b"> </span><span class="ff8">Aktywa finan<span class="_ _1"></span>sowe wyceniane<span class="_ _1"></span> w wartości godziwej<span class="_ _1"></span> przez inne c<span class="_ _1"></span>ałkowite dochody <span class="_ _1"></span><span class="ff7"> </span></span></span></div><div class="t m0 x2c h11 y11e ff6 fs6 fc3 sc0 ls0 ws0">Spółka, <span class="_ _1"></span>jako <span class="_ _1"></span>wycenian<span class="_ _1"></span>e w<span class="_ _1"></span> war<span class="_ _1"></span>tości <span class="_ _1"></span>godziwej <span class="_ _1"></span>prz<span class="_ _1"></span>ez in<span class="_ _1"></span>ne <span class="_ _1"></span>całkowite <span class="_ _1"></span>docho<span class="_ _f"></span>dy, <span class="_ _1"></span>klasyfiku<span class="_ _1"></span>je ak<span class="_ _1"></span>cje <span class="_ _1"></span>i <span class="_ _1"></span>udziały </div><div class="t m0 x2c h11 y11f ff6 fs6 fc3 sc0 ls0 ws0">w spółkach z<span class="_ _1"></span>ależnych.<span class="ff2"> </span></div><div class="t m0 x2c h11 y120 ff6 fs6 fc3 sc0 ls0 ws0">Zyski <span class="_ _1"></span>lu<span class="_ _1"></span>b <span class="_ _1"></span>straty <span class="_ _f"></span>na <span class="_ _1"></span>składn<span class="_ _1"></span>iku <span class="_ _1"></span>aktywów <span class="_ _1"></span>finans<span class="_ _1"></span>owych <span class="_ _1"></span>sta<span class="_ _1"></span>nowiącym <span class="_ _1"></span>ins<span class="_ _1"></span>trument <span class="_ _1"></span>kap<span class="_ _1"></span>itałowy, <span class="_ _1"></span>dla <span class="_ _f"></span>którego </div><div class="t m0 x2c h11 y121 ff6 fs6 fc3 sc0 ls0 ws0">zastosowan<span class="_ _1"></span>o <span class="_ _1"></span>opcję <span class="_ _f"></span>wyceny <span class="_ _f"></span>do <span class="_ _1"></span>wartoś<span class="_ _1"></span>ci <span class="_ _1"></span>godziwej <span class="_ _f"></span>przez <span class="_ _f"></span>inne <span class="_ _f"></span>całkowite <span class="_ _1"></span>d<span class="_ _1"></span>ochody, <span class="_ _f"></span>ujmuje <span class="_ _1"></span>się <span class="_ _f"></span>w <span class="_ _1"></span>in<span class="_ _1"></span>nych </div><div class="t m0 x2c h11 y122 ff6 fs6 fc3 sc0 ls0 ws0">całkowity<span class="ff2">ch do<span class="_ _1"></span>chodach. </span></div><div class="t m0 x8 hb y123 ff2 fs6 fc3 sc0 ls0 ws0">3.2.<span class="ff3"> <span class="_ _25"> </span><span class="ff6">Utra<span class="_ _1"></span>ta wartości aktywów fina<span class="_ _1"></span>nsowych<span class="_ _1"></span></span></span> </div><div class="t m0 x8 h11 y124 ff6 fs6 fc3 sc0 ls0 ws0">MSSF <span class="_ _15"> </span>9 <span class="_ _16"> </span>wpro<span class="_ _1"></span>wadza <span class="_ _15"> </span>no<span class="_ _1"></span>we <span class="_ _15"> </span>pod<span class="_ _1"></span>ejście <span class="_ _15"> </span>do <span class="_ _16"> </span>szacowania <span class="_ _16"> </span>utraty <span class="_ _16"> </span>wartości <span class="_ _16"> </span>aktywów <span class="_ _16"> </span>finanso<span class="_ _1"></span>wych <span class="_ _15"> </span>wycenianych<span class="_ _1"></span> </div><div class="t m0 x8 h11 y125 ff6 fs6 fc3 sc0 ls0 ws0">według <span class="_ _12"> </span>za<span class="_ _1"></span>mortyzowanego <span class="_ _14"> </span>kos<span class="_ _1"></span>ztu. <span class="_ _14"> </span>Model <span class="_ _14"> </span>utraty <span class="_ _12"> </span>warto<span class="_ _1"></span>ści <span class="_ _12"> </span>bazuje <span class="_ _14"> </span>na <span class="_ _14"> </span>kalkulacji <span class="_ _14"> </span>tzw. <span class="_ _14"> </span>„strat <span class="_ _14"> </span>oczekiwanych” <span class="_ _14"> </span>w </div><div class="t m0 x8 h11 y126 ff6 fs6 fc3 sc0 ls0 ws0">odróżnieniu <span class="_ _14"> </span>od <span class="_ _12"> </span>wcześniej <span class="_ _12"> </span>s<span class="_ _1"></span>tosowanego <span class="_ _12"> </span>mod<span class="_ _1"></span>elu <span class="_ _12"> </span>wynika<span class="_ _1"></span>jącego <span class="_ _12"> </span>z<span class="_ _1"></span><span class="ff2"> </span>MSR <span class="_ _14"> </span>39, <span class="_ _12"> </span>kt<span class="_ _1"></span>óry <span class="_ _12"> </span>bazo<span class="_ _1"></span>wał <span class="_ _12"> </span>na <span class="_ _14"> </span>koncepcji <span class="_ _12"> </span>„s<span class="_ _1"></span>trat </div><div class="t m0 x8 h11 y127 ff6 fs6 fc3 sc0 ls0 ws0">poniesionych”<span class="_ _1"></span>. <span class="_ _14"> </span>Stand<span class="_ _1"></span>ard <span class="_ _14"> </span>przewiduje <span class="_ _14"> </span>3  stopniową <span class="_ _14"> </span>klasy<span class="_ _1"></span>fikację <span class="_ _14"> </span>aktywów <span class="_ _18"> </span>finansowych<span class="_ _1"></span> <span class="_ _14"> </span>pod<span class="_ _1"></span> <span class="_ _14"> </span>kątem <span class="_ _18"> </span>ich <span class="_ _18"> </span>utraty </div><div class="t m0 x8 h11 y128 ff6 fs6 fc3 sc0 ls0 ws0">wartości:<span class="ff2"> </span></div><div class="t m0 x2b hb y129 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">Stopień <span class="_ _13"></span>1 <span class="_ _12"></span>–<span class="ff2"> <span class="_ _f"></span></span>s<span class="_ _1"></span>alda <span class="_ _13"></span>dla <span class="_ _13"></span>których <span class="_ _13"></span>n<span class="_ _1"></span>ie <span class="_ _13"></span>nastąpiło <span class="_ _12"></span>znaczące <span class="_ _13"></span>zwiększenie <span class="_ _13"></span>ryzyka <span class="_ _12"></span>kredytowego <span class="_ _f"></span>o<span class="_ _1"></span>d <span class="_ _13"></span>momentu </span></span></div><div class="t m0 x2f h11 y12a ff6 fs6 fc3 sc0 ls0 ws0">początkowego <span class="_ _12"></span>ujęcia <span class="_ _12"></span>i <span class="_ _12"></span>dla <span class="_ _12"></span>któ<span class="_ _1"></span>rych <span class="_ _12"></span>ustala <span class="_ _12"></span>się <span class="_ _12"></span>oczekiwaną <span class="_ _12"> </span>s<span class="_ _1"></span>tratę <span class="_ _12"></span>w <span class="_ _12"></span>oparciu <span class="_ _12"></span>o <span class="_ _12"></span>prawdopodob<span class="_ _1"></span>ieństwo </div><div class="t m0 x2f h11 y12b ff6 fs6 fc3 sc0 ls0 ws0">niewypłacalności w ciągu 12 <span class="_ _1"></span>miesięcy;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y12c ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">Stopień  2  –<span class="ff2">  </span>salda  dla  których  nastą<span class="_ _1"></span>piło  znaczące  zwiększenie  ryzyka  kredy<span class="_ _1"></span><span class="ff2">towego  o<span class="_ _1"></span>d  momentu </span></span></span></div><div class="t m0 x2f h11 y12d ff6 fs6 fc3 sc0 ls0 ws0">początkowego <span class="_ _12"></span>ujęcia <span class="_ _12"></span>i <span class="_ _12"></span>dla <span class="_ _12"></span>któ<span class="_ _1"></span>rych <span class="_ _12"></span>ustala <span class="_ _12"></span>się <span class="_ _12"></span>oczekiwaną <span class="_ _12"> </span>s<span class="_ _1"></span>tratę <span class="_ _12"></span>w <span class="_ _12"></span>oparciu <span class="_ _12"></span>o <span class="_ _12"></span>prawdopodob<span class="_ _1"></span>ieństwo </div><div class="t m0 x2f h11 y12e ff6 fs6 fc3 sc0 ls0 ws0">niewypłacalności w ciągu ca<span class="_ _1"></span>łego okresu k<span class="_ _1"></span>redytowania;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y12f ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">Stopień 3 –<span class="ff2"> </span>sald<span class="_ _1"></span>a ze stwierdzoną u<span class="_ _1"></span>tratą wartości.<span class="ff2"> </span></span></span></div><div class="t m0 x8 h11 y130 ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _14"> </span>odniesieniu <span class="_ _14"> </span>d<span class="_ _1"></span>o <span class="_ _14"> </span>należności <span class="_ _14"> </span>han<span class="_ _1"></span>dlowych, <span class="_ _14"> </span>k<span class="_ _1"></span>tóre <span class="_ _14"> </span>nie <span class="_ _14"> </span>za<span class="_ _1"></span>wierają <span class="_ _12"> </span>isto<span class="_ _1"></span>tnego <span class="_ _14"> </span>elementu <span class="_ _14"> </span>finans<span class="_ _1"></span>owania, <span class="_ _14"> </span>standard </div><div class="t m0 x8 h11 y131 ff6 fs6 fc3 sc0 ls0 ws0">wymaga <span class="_ _1"></span>zastosowania <span class="_ _1"></span>u<span class="_ _1"></span>proszczonego <span class="_ _1"></span>pod<span class="_ _1"></span>ejścia <span class="_ _1"></span>i <span class="_ _1"></span>wyceny <span class="_ _1"></span>od<span class="_ _1"></span>pisu <span class="_ _1"></span>na <span class="_ _1"></span>baz<span class="_ _1"></span>ie oczekiwany<span class="_ _1"></span>ch <span class="_ _1"></span>strat <span class="_ _1"></span>kredytowych <span class="_ _1"></span>za </div><div class="t m0 x8 h11 y132 ff6 fs6 fc3 sc0 ls0 ws0">cały <span class="_ _27"> </span>okres <span class="_ _16"> </span>życia <span class="_ _27"> </span>instrumentu. <span class="_ _27"> </span>Spółka <span class="_ _16"> </span>zaklasyfikował<span class="_ _1"></span>a <span class="_ _16"> </span>n<span class="_ _1"></span>ależności <span class="_ _27"> </span>handlowe <span class="_ _16"> </span>do <span class="_ _27"> </span>Stopnia <span class="_ _27"> </span>2, <span class="_ _16"> </span>za <span class="_ _27"> </span>wy<span class="_ _1"></span>jątkiem </div><div class="t m0 x8 h11 y133 ff6 fs6 fc3 sc0 ls0 ws0">należności, dla <span class="_ _1"></span>których stwierdzono u<span class="_ _1"></span>tratę wartości <span class="_ _1"></span>–<span class="ff2"> </span>te należności zaliczo<span class="_ _1"></span>no do Stopn<span class="_ _1"></span>ia 3. <span class="ff2"> </span></div><div class="t m0 x8 h11 y134 ff6 fs6 fc3 sc0 ls0 ws0">Środki pieniężne i ich ek<span class="_ _1"></span>wiwalenty oraz lok<span class="_ _1"></span>aty bankowe Spółka z<span class="_ _1"></span>aklasyfikowała do Sto<span class="_ _1"></span>pnia 1.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y135 ff6 fs6 fc3 sc0 ls0 ws0">Najistotniejs<span class="_ _1"></span>zą  pozycją  aktywów  finansowych  w  sprawozdan<span class="_ _1"></span>iu  fina<span class="_ _1"></span>nsowym  Spółki,  która  podlega  nowym </div><div class="t m0 x8 h11 y136 ff6 fs6 fc3 sc0 ls0 ws0">zasadom kalku<span class="_ _1"></span>lacji „<span class="ff2">sza<span class="_ _1"></span>cowanych </span>strat kredy<span class="_ _1"></span>towych”, są należności han<span class="_ _1"></span>dlowe.<span class="ff2"> </span></div><div class="t m0 x8 h11 y137 ff6 fs6 fc3 sc0 ls0 ws0">Dla  ustalenia <span class="_ _15"> </span>odpisów  aktualizujących<span class="_ _1"></span><span class="ff2">  </span>„z  tytułu  <span class="ff2">szacowa<span class="_ _1"></span></span>nych  strat  kredy<span class="_ _1"></span>towych”,  Jednostka  wyodrębniła </div><div class="t m0 x8 h11 y138 ff6 fs6 fc3 sc0 ls0 ws0">następujące grup<span class="_ _1"></span>y należności hand<span class="_ _1"></span>lowych:<span class="ff2"> </span></div><div class="t m0 x2b hb y139 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2 lsd">na</span><span class="ff6">leżności handlowe p<span class="_ _1"></span>odlegające ubezpieczeniu,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y13a ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">pozostał<span class="_ _1"></span>e należności handlowe (tj. nie ob<span class="_ _1"></span>jęte ubezpieczeniem).<span class="_ _f"></span><span class="ff2"> </span></span></span></div><div class="t m0 x8 h11 y13b ff6 fs6 fc3 sc0 ls0 ws0">Przed <span class="_ _14"> </span>ustaleniem <span class="_ _14"> </span>odp<span class="_ _1"></span>isów <span class="_ _14"> </span>akt<span class="_ _1"></span>ualizu<span class="_ _1"></span>jących<span class="ff2"> <span class="_ _14"> </span></span>„z <span class="_ _18"> </span>tytułu <span class="_ _14"> </span><span class="ff2">szacowa<span class="_ _1"></span></span>nych <span class="_ _14"> </span>stra<span class="_ _1"></span>t <span class="_ _14"> </span>kredytowych”, <span class="_ _14"> </span>Jedn<span class="_ _1"></span>ostka <span class="_ _14"> </span>dokonuje </div><div class="t m0 x8 h11 y13c ff6 fs6 fc3 sc0 ls0 ws0">indywidualnej  analizy  poszczególnych  należnośc<span class="_ _1"></span>i  handlowych,  które  są  nie<span class="_ _0"></span>obsłu<span class="_ _1"></span>giwane.  Na <span class="_ _14"> </span>tej<span class="_ _1"></span>  podstawie </div><div class="t m0 x8 h11 y13d ff6 fs6 fc3 sc0 ls0 ws0">dokonywane s<span class="_ _1"></span>ą odpisy aktualiz<span class="_ _1"></span>ujące<span class="ff2"> </span>wartość każ<span class="_ _1"></span>dej należności.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y13e ff6 fs6 fc3 sc0 ls0 ws0">Następnie doko<span class="_ _1"></span>nuje się analizy pozo<span class="_ _1"></span>stałych należności netto,<span class="_ _1"></span> pod kątem „<span class="_ _f"></span><span class="ff2">szacowa</span>nych strat <span class="_ _1"></span>kredytowych”.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y13f ff6 fs6 fc3 sc0 ls0 ws0">Analizę <span class="_ _16"> </span>„należno<span class="_ _1"></span>ści <span class="_ _16"> </span>han<span class="_ _1"></span>dlowych <span class="_ _16"> </span>po<span class="_ _1"></span>dlegających<span class="_ _1"></span> <span class="_ _16"> </span>ubezpieczeniu”,<span class="_ _1"></span> <span class="_ _16"> </span>przeprowadza<span class="_ _1"></span> <span class="_ _16"> </span>się <span class="_ _27"> </span>w<span class="_ _0"></span> <span class="_ _27"> </span>oparciu <span class="_ _16"> </span>o <span class="_ _16"> </span>ostro<span class="_ _1"></span>żne </div><div class="t m0 x8 h11 y140 ff6 fs6 fc3 sc0 ls0 ws0">założenia <span class="_ _f"></span>i <span class="_ _13"></span>zasady <span class="_ _f"></span>an<span class="_ _1"></span>alizy. <span class="_ _f"></span>Ustala <span class="_ _f"></span>się <span class="_ _f"></span>ud<span class="_ _1"></span>ział <span class="_ _f"></span>strat <span class="_ _13"></span>poniesionych <span class="_ _f"></span>na <span class="_ _13"></span>należnościach <span class="_ _f"></span>p<span class="_ _1"></span>owstałych <span class="_ _f"></span>w <span class="_ _f"></span>okresie<span class="_ _1"></span> <span class="_ _f"></span>trzech<span class="_ _1"></span> </div><div class="t m0 x8 h11 y141 ff6 fs6 fc3 sc0 ls0 ws0">ostatnich <span class="_ _12"></span>pełnych <span class="_ _13"></span>latach <span class="_ _13"></span>obrotowych, <span class="_ _12"></span>do <span class="_ _13"></span>wartości <span class="_ _13"></span>należnoś<span class="_ _1"></span>ci <span class="_ _13"></span>znajdu<span class="_ _1"></span>jących <span class="_ _13"></span>się <span class="_ _13"></span>w <span class="_ _13"></span>p<span class="_ _1"></span>o<span class="_ _1"></span><span class="ff2">rtf<span class="_ _1"></span>elu <span class="_ _13"></span>na <span class="_ _12"></span>koniec <span class="_ _13"></span>tych <span class="_ _13"></span>lat </span></div><div class="t m0 x8 h11 y142 ff6 fs6 fc3 sc0 ls0 ws0">obrotowych. <span class="_ _f"></span>Średni <span class="_ _13"></span>arytmetyczny <span class="_ _f"></span>wska<span class="_ _1"></span>źnik <span class="_ _f"></span>z <span class="_ _f"></span>tych <span class="_ _f"></span>trz<span class="_ _1"></span>ech <span class="_ _f"></span>okresów <span class="_ _f"></span>przyjmuje <span class="_ _f"></span>się <span class="_ _f"></span>ja<span class="_ _1"></span>ko <span class="_ _f"></span>„wskaźnik <span class="_ _12"></span><span class="ff2">szacowanych </span></div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">10<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">strat <span class="_ _12"></span>kredytowych” <span class="_ _12"></span>na <span class="_ _13"></span>portfelu <span class="_ _12"></span>należności <span class="_ _12"></span>wg <span class="_ _13"></span>stanu <span class="_ _12"></span>na <span class="_ _13"></span>ko<span class="_ _1"></span>niec <span class="_ _12"></span>okresu <span class="_ _13"></span>spra<span class="_ _1"></span>wozdawczego. <span class="_ _12"></span>Wskaźnik <span class="_ _12"></span>ten <span class="_ _13"></span>jest </div><div class="t m0 x8 h11 y50 ff6 fs6 fc3 sc0 ls0 ws0">korygowany,  jeżeli  sytu<span class="_ _1"></span>acja  gospodarcza  odbiega  istotn<span class="_ _1"></span>ie <span class="_ _18"> </span>od  sytuacj<span class="_ _1"></span>i  panującej  w  okresie  analizowanych<span class="_ _1"></span> </div><div class="t m0 x8 h11 y51 ff6 fs6 fc3 sc0 ls0 ws0">trzech <span class="_ _1"></span>lat <span class="_ _f"></span>obrotowych. <span class="_ _1"></span>J<span class="_ _1"></span>eżeli <span class="_ _1"></span>wartość, <span class="_ _f"></span>wyliczona <span class="_ _1"></span>ja<span class="_ _1"></span>ko <span class="_ _1"></span>iloczy<span class="_ _1"></span>n <span class="_ _1"></span>ww. <span class="_ _1"></span>„<span class="_ _1"></span>wskaźnik <span class="_ _13"></span><span class="ff2">szacowa</span>n<span class="_ _1"></span>ych <span class="_ _1"></span>stra<span class="_ _1"></span>t <span class="_ _1"></span>kredytowych” </div><div class="t m0 x8 h11 y52 ff2 fs6 fc3 sc0 ls0 ws0">i <span class="ff6">należności  han<span class="_ _1"></span>dlowych  netto  (tj. <span class="_ _15"> </span>pomniejszonych <span class="_ _15"> </span>o  odpisy  ak<span class="_ _1"></span>tualizuj<span class="_ _1"></span>ące)  p<span class="_ _1"></span>osiadanym  na  koniec  o<span class="_ _1"></span>kresu </span></div><div class="t m0 x8 h11 y53 ff6 fs6 fc3 sc0 ls0 ws0">sprawozdawczego, <span class="_ _1"></span>przekracza<span class="_ _1"></span> <span class="_ _1"></span>przyjęty <span class="_ _1"></span>pró<span class="_ _1"></span>g is<span class="_ _1"></span>totności, <span class="_ _1"></span>wówczas <span class="_ _1"></span>doko<span class="_ _1"></span>nuje <span class="_ _1"></span>się <span class="_ _1"></span>odpisu <span class="_ _1"></span>aktualizu<span class="_ _1"></span>jącego warto<span class="_ _1"></span>ść </div><div class="t m0 x8 h11 y54 ff6 fs6 fc3 sc0 ls0 ws0">należności han<span class="_ _1"></span>dlowych z tytułu <span class="_ _1"></span><span class="ff2">szacowanych<span class="_ _1"></span> strat kredytowych.  </span></div><div class="t m0 x8 h1d y143 ff8 fs6 fc3 sc0 ls0 ws0">Aktualnie, <span class="_ _14"> </span>zd<span class="_ _1"></span>ecydowana <span class="_ _14"> </span>większość <span class="_ _18"> </span>należności  handlowych <span class="_ _14"> </span>segmentu <span class="_ _14"> </span>staloweg<span class="_ _1"></span>o, <span class="_ _14"> </span>to <span class="_ _14"> </span>należności <span class="_ _14"> </span>podlegając<span class="_ _1"></span>e </div><div class="t m0 x8 h1d y144 ff8 fs6 fc3 sc0 ls0 ws0">ubezpieczeniu. <span class="_ _13"></span>Na <span class="_ _f"></span>koniec <span class="_ _13"></span>okresu <span class="_ _13"></span>sprawozdawczego, <span class="_ _13"></span>bardzo <span class="_ _f"></span>niska <span class="_ _13"></span>wartość <span class="_ _f"></span>„<span class="_ _f"></span><span class="ff7">szaco<span class="_ _1"></span>wa</span>nych <span class="_ _f"></span>strat <span class="_ _13"></span>kredytowych”, </div><div class="t m0 x8 h1d y145 ff8 fs6 fc3 sc0 ls0 ws0">znacznie <span class="_ _16"> </span>p<span class="_ _1"></span>oniżej <span class="_ _16"> </span>progu <span class="_ _16"> </span>istotności, <span class="_ _16"> </span>nie <span class="_ _27"> </span>dawała <span class="_ _15"> </span>podsta<span class="_ _1"></span>w <span class="_ _15"> </span>do<span class="_ _1"></span> <span class="_ _16"> </span>utworzenia <span class="_ _16"> </span>odpisów <span class="_ _16"> </span>aktu<span class="_ _1"></span>alizujących <span class="_ _16"> </span>z <span class="_ _16"> </span>ty<span class="_ _13"></span>tułu </div><div class="t m0 x8 h1d y146 ff8 fs6 fc3 sc0 ls0 ws0">„<span class="ff7">szacowa</span>nych<span class="_ _1"></span> strat kredytowych”<span class="_ _1"></span> w portfelu „należno<span class="_ _1"></span>ści podlegających ub<span class="_ _1"></span>ezpieczeniu”.<span class="_ _1"></span><span class="ff7"> </span></div><div class="t m0 x8 h11 y147 ff6 fs6 fc3 sc0 ls0 ws0">Analizę <span class="_ _1"></span>„pozos<span class="_ _1"></span>tałych <span class="_ _1"></span>należn<span class="_ _1"></span>ości han<span class="_ _1"></span>dlowych” <span class="_ _1"></span>tj<span class="_ _1"></span>. <span class="_ _1"></span>niepodlegających <span class="_ _1"></span>u<span class="_ _1"></span>bezpieczeniu <span class="_ _1"></span>(za <span class="_ _f"></span>wyjątkiem <span class="_ _1"></span>tych, <span class="_ _1"></span>które <span class="_ _f"></span>są </div><div class="t m0 x8 h11 y148 ff6 fs6 fc3 sc0 ls0 ws0">analizowane <span class="_ _19"> </span>indywidualnie <span class="_ _19"> </span>jako <span class="_ _19"> </span>nieobsługiwane), <span class="_ _19"> </span>o<span class="_ _0"></span>d <span class="_ _19"> </span>głównyc<span class="_ _1"></span>h <span class="_ _19"> </span>kontrahentów <span class="_ _19"> </span>przeprowadza <span class="_ _19"> </span>się </div><div class="t m0 x8 h11 y149 ff6 fs6 fc3 sc0 ls0 ws0">indywidualnie  dla <span class="_ _14"> </span>każd<span class="_ _1"></span>ego <span class="_ _18"> </span>kontrahenta,  w <span class="_ _14"> </span>oparciu  o <span class="_ _14"> </span>prawdopodobieńs<span class="_ _1"></span>two <span class="_ _18"> </span>niewypłacalnoś<span class="_ _1"></span>ci, <span class="_ _18"> </span>ustalone  na<span class="_ _0"></span> </div><div class="t m0 x8 h11 y14a ff6 fs6 fc3 sc0 ls0 ws0">podstawie <span class="_ _12"></span>dotychczasowego <span class="_ _12"></span>doświadczenia <span class="_ _12"></span>współpracy <span class="_ _12"></span>z <span class="_ _13"></span>kontra<span class="_ _1"></span>hentem, <span class="_ _12"></span>publicznie <span class="_ _12"></span>dostępnych <span class="_ _12"></span>danych <span class="_ _13"></span>np. </div><div class="t m0 x8 h11 y14b ff6 fs6 fc3 sc0 ls0 ws0">sprawozdań <span class="_ _14"> </span>finansowych <span class="_ _12"> </span>i<span class="_ _1"></span><span class="ff2"> <span class="_ _12"> </span></span>raportów <span class="_ _14"> </span>z <span class="_ _12"></span>wywiadowni <span class="_ _12"> </span>gos<span class="_ _1"></span>podarczych), <span class="_ _14"> </span>a <span class="_ _12"> </span>następnie <span class="_ _14"> </span>obliczana <span class="_ _12"> </span>jes<span class="_ _1"></span>t <span class="_ _12"> </span>oczekiwana </div><div class="t m0 x8 h11 y14c ff6 fs6 fc3 sc0 ls0 ws0">strata w oparciu <span class="_ _1"></span>o te prawdopodobieństwa <span class="_ _1"></span>oraz w oparciu o oczekiwaną s<span class="_ _1"></span>topę odzys<span class="_ _1"></span>ku. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h1d y6b ff8 fs6 fc3 sc0 ls0 ws0">Należności <span class="_ _f"></span>handlowe <span class="_ _f"></span>segmentu <span class="_ _f"></span>infrastruktury, <span class="_ _f"></span>to <span class="_ _f"></span>należności <span class="_ _1"></span>za<span class="_ _1"></span>wierające <span class="_ _f"></span>się <span class="_ _f"></span>w <span class="_ _1"></span>grupie <span class="_ _f"></span>pozostałyc<span class="_ _f"></span>h <span class="_ _f"></span>należności. </div><div class="t m0 x8 h1d y14d ff8 fs6 fc3 sc0 ls0 ws0">Na <span class="_ _27"> </span>koniec <span class="_ _16"> </span>okresu <span class="_ _27"> </span>sprawozdawczego <span class="_ _27"> </span>nie <span class="_ _16"> </span>było <span class="_ _27"> </span>podstaw <span class="_ _16"> </span>do <span class="_ _27"> </span>utworzenia <span class="_ _27"> </span>odpisów <span class="_ _16"> </span>aktualizujących<span class="_ _1"></span> <span class="_ _16"> </span>z <span class="_ _27"> </span>tytułu </div><div class="t m0 x8 h1d y14e ff8 fs6 fc3 sc0 ls0 ws0">„<span class="ff7">szacowa</span>nych<span class="_ _1"></span> strat kredytowych”<span class="_ _1"></span> w portfelu „pozosta<span class="_ _1"></span>łych należności”.<span class="_ _1"></span><span class="ff7"> </span></div><div class="t m0 x8 h11 y14f ff2 fs6 fc3 sc0 ls0 ws0">Szacowa<span class="lsd">na</span> <span class="_ _25"> </span><span class="ff6">stra<span class="_ _1"></span>ta <span class="_ _25"> </span>kredyto<span class="_ _1"></span>wa <span class="_ _25"> </span>jest <span class="_ _2a"> </span>szacowana <span class="_ _2a"> </span>i <span class="_ _2a"> </span>aktualizowana <span class="_ _2a"> </span>na <span class="_ _25"> </span>ka<span class="_ _1"></span>żdy <span class="_ _25"> </span>ko<span class="_ _1"></span>lejny <span class="_ _25"> </span>d<span class="_ _1"></span>zień <span class="_ _2a"> </span>kończą<span class="_ _1"></span>cy <span class="_ _25"> </span>okres </span></div><div class="t m0 x8 h11 y150 ff2 fs6 fc3 sc0 ls0 ws0">sprawozdawczy. <span class="_ _1"></span> </div><div class="t m0 x8 h11 y151 ff6 fs6 fc3 sc0 ls0 ws0">Nowym <span class="_ _13"></span>za<span class="_ _1"></span>sadom <span class="_ _12"></span>kalkulacji <span class="_ _13"></span>„<span class="_ _1"></span><span class="ff2">szacowanych <span class="_ _12"></span></span>strat <span class="_ _13"></span>kredy<span class="_ _1"></span>towych” <span class="_ _12"></span>podlegają <span class="_ _13"></span>również: <span class="_ _12"></span>pożyczki, <span class="_ _12"></span>środki <span class="_ _13"></span>pieniężne </div><div class="t m0 x8 h11 y152 ff2 fs6 fc3 sc0 ls0 ws0">i ich ekwiwalenty oraz <span class="_ _1"></span>lokaty bankowe. <span class="_ _1"></span> </div><div class="t m0 x8 h11 y153 ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _15"> </span>przy<span class="_ _1"></span>padku <span class="_ _16"> </span>pojawienia <span class="_ _15"> </span>się<span class="_ _1"></span> <span class="_ _15"> </span>ryzyka<span class="_ _1"></span> <span class="_ _15"> </span>niewypłaca<span class="_ _1"></span>lności, <span class="_ _15"> </span>Spółka<span class="_ _1"></span> <span class="_ _15"> </span>przeprowad<span class="_ _1"></span>zi <span class="_ _15"> </span>szacu<span class="_ _f"></span>nek <span class="_ _15"> </span>odp<span class="_ _1"></span>isów <span class="_ _15"> </span>na <span class="_ _16"> </span>środki </div><div class="t m0 x8 h11 y154 ff6 fs6 fc3 sc0 ls0 ws0">pieniężne <span class="_ _16"> </span>i <span class="_ _27"> </span>ich <span class="_ _27"> </span>ekwiwalenty <span class="_ _27"> </span>oraz <span class="_ _16"> </span>lokaty <span class="_ _27"> </span>bankowe, <span class="_ _27"> </span>w <span class="_ _16"> </span>oparciu <span class="_ _27"> </span>o <span class="_ _16"> </span>prawdopo<span class="_ _1"></span>dobieństwo <span class="_ _16"> </span>n<span class="_ _1"></span>iewypłacalnoś<span class="_ _1"></span>ci </div><div class="t m0 x8 h11 y155 ff6 fs6 fc3 sc0 ls0 ws0">ustalone <span class="_ _18"> </span>na <span class="_ _14"> </span>po<span class="_ _1"></span>dstawie <span class="_ _14"> </span>zewnętrzny<span class="_ _1"></span>ch <span class="_ _14"> </span>ratin<span class="_ _1"></span>gów <span class="_ _14"> </span>bankó<span class="_ _1"></span>w, <span class="_ _14"> </span>w <span class="_ _14"> </span>który<span class="_ _1"></span>ch <span class="_ _14"> </span>utrz<span class="_ _1"></span>ymywane <span class="_ _14"> </span>są <span class="_ _18"> </span>środki <span class="_ _18"> </span>pieniężne <span class="_ _14"> </span>oraz </div><div class="t m0 x8 h11 y156 ff6 fs6 fc3 sc0 ls0 ws0">publicznie <span class="_ _27"> </span>dostępne <span class="_ _27"> </span>informacje <span class="_ _27"> </span>agencji<span class="ff2"> <span class="_ _27"> </span></span>ratingowych <span class="_ _27"> </span>dot<span class="_ _1"></span>yczące <span class="_ _27"> </span>prawdopodobieństwa <span class="_ _27"> </span>niewypłacalnoś<span class="_ _1"></span>ci <span class="_ _27"> </span>i </div><div class="t m0 x8 h11 y157 ff6 fs6 fc3 sc0 ls0 ws0">obliczy oczekiwaną s<span class="_ _1"></span>tratę w oparciu o te p<span class="_ _1"></span>rawdopodobieństwa, hory<span class="_ _1"></span>zont ekspozycji na <span class="_ _1"></span>ryzyko kredytowe oraz </div><div class="t m0 x8 h11 y158 ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">oparciu o oczekiwaną <span class="_ _1"></span>stopę odzys<span class="_ _1"></span>ku. </span> </div><div class="t m0 x8 h11 y159 ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _1"></span>przyp<span class="_ _1"></span>adku <span class="_ _1"></span>p<span class="_ _1"></span>ojawienia <span class="_ _1"></span>się <span class="_ _f"></span>pożyczek <span class="_ _f"></span>udzielonych <span class="_ _1"></span>p<span class="_ _1"></span>o<span class="_ _1"></span>dmiotom <span class="_ _1"></span>nie <span class="_ _1"></span>p<span class="_ _1"></span>owiązanym <span class="_ _f"></span>kapitałowo <span class="_ _f"></span>ze <span class="_ _1"></span>Spół<span class="_ _1"></span>ką, <span class="_ _1"></span>Spółka<span class="_ _1"></span> </div><div class="t m0 x8 h11 y15a ff6 fs6 fc3 sc0 ls0 ws0">przeprowadzi <span class="_ _14"> </span>s<span class="_ _1"></span>zacunek <span class="_ _14"> </span>odpisów <span class="_ _14"> </span>z <span class="_ _14"> </span>tytułu <span class="_ _14"> </span>„<span class="_ _1"></span><span class="ff2">szacowa<span class="_ _1"></span>nych <span class="_ _14"> </span></span>strat <span class="_ _14"> </span>kredytowych”<span class="_ _1"></span> <span class="_ _14"> </span>z <span class="_ _14"> </span>tytułu <span class="_ _14"> </span>udzielonych <span class="_ _14"> </span>poży<span class="_ _1"></span>czek, </div><div class="t m0 x8 h11 y15b ff6 fs6 fc3 sc0 ls0 ws0">indywidualnie <span class="_ _f"></span>dla <span class="_ _f"></span>każdego <span class="_ _f"></span>pożyczkobiorcy<span class="_ _1"></span>, <span class="_ _1"></span>w <span class="_ _f"></span>oparciu <span class="_ _f"></span>o: <span class="_ _1"></span>p<span class="_ _1"></span>rawdopodobieństwo <span class="_ _f"></span>niewypłacalnoś<span class="_ _1"></span>ci, <span class="_ _1"></span>u<span class="_ _1"></span>stalone <span class="_ _1"></span>n<span class="_ _13"></span><span class="ff2 ls14">a </span></div><div class="t m0 x8 h11 y15c ff6 fs6 fc3 sc0 ls0 ws0">podstawie <span class="_ _12"></span>dotychczasowego <span class="_ _12"></span>doświadczenia <span class="_ _12"></span>współpracy <span class="_ _12"></span>z <span class="_ _13"></span>kontra<span class="_ _1"></span>hentem, <span class="_ _12"></span>publicznie <span class="_ _12"></span>dostępnych <span class="_ _12"></span>danych <span class="_ _13"></span>np. </div><div class="t m0 x8 h11 y15d ff6 fs6 fc3 sc0 ls0 ws0">sprawozdań <span class="_ _14"> </span>finansowych <span class="_ _14"> </span>i <span class="_ _14"> </span>raportów <span class="_ _14"> </span>z <span class="_ _12"> </span>wywiad<span class="_ _1"></span>owni <span class="_ _12"> </span>gos<span class="_ _1"></span>podarczych), <span class="_ _14"> </span>a <span class="_ _12"> </span>nas<span class="_ _1"></span>tępnie <span class="_ _14"> </span>obliczy <span class="_ _12"> </span>oczekiwaną <span class="_ _14"> </span>stra<span class="_ _1"></span>tę </div><div class="t m0 x8 h11 y15e ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">oparciu <span class="_ _27"> </span>o <span class="_ _25"> </span>te <span class="_ _27"> </span>prawdopodobieństwa <span class="_ _25"> </span>oraz <span class="_ _27"> </span>w <span class="_ _27"> </span>opar<span class="_ _1"></span>ciu <span class="_ _27"> </span>o <span class="_ _27"> </span>oc<span class="_ _1"></span>zekiwaną <span class="_ _27"> </span>s<span class="_ _1"></span>topę <span class="_ _27"> </span>odzysku <span class="_ _27"> </span>(z <span class="_ _25"> </span>uwzględnieniem </span></div><div class="t m0 x8 h11 y15f ff6 fs6 fc3 sc0 ls0 ws0">zaspokojenia <span class="_ _1"></span>się z posiadanych zab<span class="_ _1"></span>ezpieczeń spłaty<span class="_ _1"></span>). <span class="ff2"> </span></div><div class="t m0 x8 h11 y160 ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _12"></span>przypadku<span class="_ _1"></span> <span class="_ _12"></span>pożyczek <span class="_ _12"></span>udzielanych <span class="_ _12"> </span>podmiotom <span class="_ _12"> </span>zależn<span class="_ _1"></span>ym, <span class="_ _12"></span>prawdopod<span class="_ _1"></span>obieństwo <span class="_ _12"></span>niewyp<span class="_ _1"></span>łacalności <span class="_ _12"> </span>usta<span class="_ _1"></span>lane </div><div class="t m0 x8 h11 y161 ff2 fs6 fc3 sc0 ls0 ws0">jest <span class="_ _14"> </span>na <span class="_ _12"> </span>pod<span class="_ _1"></span>stawie <span class="_ _12"> </span>sytu<span class="_ _1"></span>acji <span class="_ _12"> </span>ekonomiczno<span class="_ _1"></span>-<span class="ff6">finansowej <span class="_ _14"> </span>pożyczko<span class="_ _1"></span>biorcy, <span class="_ _14"> </span>a <span class="_ _14"> </span>następnie <span class="_ _14"> </span>obliczana <span class="_ _14"> </span>jest <span class="_ _12"> </span>oczekiwana </span></div><div class="t m0 x8 h11 y162 ff6 fs6 fc3 sc0 ls0 ws0">strata <span class="_ _13"></span>w <span class="_ _12"></span>oparciu <span class="_ _13"></span>o <span class="_ _13"></span>te <span class="_ _13"></span>p<span class="_ _1"></span>rawdopodobieństwa <span class="_ _12"></span>oraz <span class="_ _13"></span>w <span class="_ _13"></span>oparciu <span class="_ _12"></span>o <span class="_ _f"></span>o<span class="_ _1"></span>czekiwaną <span class="_ _13"></span>stop<span class="_ _1"></span>ę <span class="_ _13"></span>odzysku <span class="_ _12"></span>(z <span class="_ _f"></span>u<span class="_ _1"></span>względnieniem </div><div class="t m0 x8 h11 y163 ff6 fs6 fc3 sc0 ls0 ws0">zaspokojenia <span class="_ _1"></span>się z posiadanych zab<span class="_ _1"></span>ezpieczeń spłaty<span class="_ _1"></span>). <span class="ff2"> </span></div><div class="t m0 x8 h11 y164 ff6 fs6 fc3 sc0 ls0 ws0">Na  dzień  b<span class="_ _1"></span>ilansowy  STALPROFIL  S.A.  w <span class="_ _15"> </span>sprawozd<span class="_ _1"></span>aniu  z  s<span class="_ _1"></span>ytuacji  finansowej  ujmu<span class="_ _1"></span>je  tylko  jedną <span class="_ _15"> </span>pożyczkę </div><div class="t m0 x8 hb y165 ff6 fs6 fc3 sc0 ls0 ws0">udzieloną spó<span class="_ _1"></span>łce zależnej. Jej spłata nie jest za<span class="_ _1"></span>grożona.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x2a hb y166 ff2 fs6 fc3 sc0 ls3 ws0">4.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">Wycena <span class="_ _1"></span>pozycji wyrażon<span class="_ _1"></span>ych w walutach obcych<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b h1c y167 ff7 fs6 fc3 sc0 ls12 ws0">a.<span class="ffe ls0"> <span class="_ _19"> </span><span class="ff7">Waluta funkc<span class="_ _1"></span>jonalna i waluta prezentac<span class="_ _1"></span>ji </span></span></div><div class="t m0 x2f h11 y168 ff2 fs6 fc3 sc0 ls0 ws0">Pozycje zawarte w sprawozd<span class="_ _1"></span>aniach finan<span class="_ _1"></span>sowych wycen<span class="_ _1"></span><span class="ff6">ia się w waluci<span class="_ _1"></span>e funkcjonalnej.<span class="_ _1"></span></span> </div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">11<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2f h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">Sprawozdanie <span class="_ _16"> </span>finansowe <span class="_ _15"> </span>pre<span class="_ _1"></span>zentowane <span class="_ _15"> </span>jes<span class="_ _1"></span>t <span class="_ _15"> </span>w <span class="_ _16"> </span>złotych, <span class="_ _16"> </span>który <span class="_ _15"> </span>jes<span class="_ _1"></span>t <span class="_ _15"> </span>walutą <span class="_ _16"> </span>funkcjonalną <span class="_ _16"> </span>i <span class="_ _15"> </span>walutą </div><div class="t m0 x2f h11 y50 ff6 fs6 fc3 sc0 ls0 ws0">prezentacji <span class="_ _12"></span>Spółki. <span class="_ _13"></span>Wszy<span class="_ _1"></span>stkie <span class="_ _13"></span>dane <span class="_ _12"></span>liczbowe <span class="_ _13"></span>zawarte <span class="_ _12"></span>w <span class="_ _13"></span>sprawozdaniu <span class="_ _12"></span>prezentowane <span class="_ _12"></span>są<span class="_ _1"></span><span class="ff2"> w </span>tysiącach </div><div class="t m0 x2f h11 y51 ff6 fs6 fc3 sc0 ls0 ws0">złotych, <span class="_ _f"></span>o <span class="_ _1"></span>ile <span class="_ _1"></span>nie <span class="_ _f"></span>zaznaczono <span class="_ _f"></span>inaczej<span class="_ _1"></span>. <span class="_ _1"></span>W <span class="_ _1"></span>związk<span class="_ _1"></span>u <span class="_ _1"></span>z <span class="_ _1"></span>za<span class="_ _1"></span>okrąglaniem <span class="_ _f"></span>do <span class="_ _1"></span>pełnych<span class="_ _1"></span> <span class="_ _1"></span>tysięcy <span class="_ _f"></span>złotych <span class="_ _f"></span>możliwe </div><div class="t m0 x2f h11 y52 ff6 fs6 fc3 sc0 ls0 ws0">są różnice prezentowan<span class="_ _1"></span>ia tych samych<span class="_ _1"></span> danych w poszcz<span class="_ _1"></span>ególnych notach w o<span class="_ _1"></span>dchyleniu +/<span class="_ _1"></span><span class="ff2">- <span class="ls3">1.</span> </span></div><div class="t m0 x8 h1d y53 ff7 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x2b hb y169 ff2 fs6 fc3 sc0 lsd ws0">b.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff7">Transakcje i salda<span class="ff2"> </span></span></span></div><div class="t m0 x2f h11 y16a ff6 fs6 fc3 sc0 ls0 ws0">Transakcje <span class="_ _12"></span>wyrażone <span class="_ _12"> </span>w <span class="_ _12"> </span>walutach<span class="_ _1"></span> <span class="_ _12"></span>obcych <span class="_ _12"></span>przelicza <span class="_ _12"></span>się <span class="_ _12"></span>na <span class="_ _12"></span>moment <span class="_ _12"></span>początkowego <span class="_ _12"> </span>ujęcia <span class="_ _14"> </span>na <span class="_ _14"> </span>walu<span class="_ _1"></span>tę </div><div class="t m0 x2f h11 y16b ff6 fs6 fc3 sc0 ls0 ws0">funkcjonalną <span class="_ _12"> </span>według <span class="_ _12"> </span>ku<span class="_ _1"></span>rsu <span class="_ _12"></span>obowiązującego <span class="_ _12"></span>w <span class="_ _12"></span>dniu <span class="_ _12"></span>transakcji, <span class="_ _12"></span>kursu <span class="_ _12"></span>z <span class="_ _12"></span>dnia <span class="_ _12"></span>poprzedzającego <span class="_ _12"></span>dzień<span class="_ _1"></span> </div><div class="t m0 x2f h11 y16c ff6 fs6 fc3 sc0 ls0 ws0">transakcji <span class="_ _15"> </span>lub  ku<span class="_ _1"></span>rsu  faktycznie <span class="_ _15"> </span>zastoso<span class="_ _1"></span>wanego  przez <span class="_ _15"> </span>bank, <span class="_ _15"> </span>w  zależn<span class="_ _1"></span>ości  od<span class="_ _1"></span>  charakteru <span class="_ _15"> </span>zawartej </div><div class="t m0 x2f h11 y16d ff2 fs6 fc3 sc0 ls0 ws0">transakcji. </div><div class="t m0 x2f h11 y16e ff6 fs6 fc3 sc0 ls0 ws0">Na <span class="_ _f"></span>koniec <span class="_ _1"></span>ka<span class="_ _1"></span>żdego <span class="_ _f"></span>okresu <span class="_ _1"></span>s<span class="_ _1"></span>prawozdawczego, <span class="_ _f"></span>salda <span class="_ _13"></span>rozrachunków <span class="_ _f"></span>i <span class="_ _f"></span>środków <span class="_ _f"></span>pieniężnych <span class="_ _f"></span>wyceniane </div><div class="t m0 x2f h11 y16f ff6 fs6 fc3 sc0 ls0 ws0">są według kurs<span class="_ _1"></span>u średniego NBP obowiązują<span class="_ _1"></span>cego w danym dniu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2f h11 y170 ff2 fs6 fc3 sc0 ls0 ws0">Zyski <span class="_ _1"></span>i stra<span class="_ _1"></span><span class="ff6">ty z tytu<span class="_ _1"></span>łu rozliczenia <span class="_ _1"></span>transakcji <span class="_ _1"></span>oraz <span class="_ _1"></span>wyceny księgowej akty<span class="_ _1"></span>wów i <span class="_ _1"></span>zobowiązań <span class="_ _1"></span>wyrażonych </span></div><div class="t m0 x2f h11 y171 ff6 fs6 fc3 sc0 ls0 ws0">w  walutach <span class="_ _15"> </span>obcych <span class="_ _15"> </span>ujmuje  s<span class="_ _1"></span>ię  w <span class="_ _15"> </span>wyniku <span class="_ _15"> </span>okresu, <span class="_ _15"> </span>w  któ<span class="_ _1"></span>rym <span class="_ _15"> </span>powstają, <span class="_ _15"> </span>o <span class="_ _15"> </span>ile  nie <span class="_ _15"> </span>odracza  s<span class="_ _1"></span>ię  ich </div><div class="t m0 x2f h11 y172 ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">pozostały<span class="_ _1"></span>ch <span class="_ _1"></span>całkowity<span class="_ _1"></span>ch <span class="_ _1"></span>d<span class="_ _1"></span>ochodach, <span class="_ _f"></span>gdy <span class="_ _1"></span>kwalifikują <span class="_ _f"></span>się <span class="_ _f"></span>do <span class="_ _f"></span>uznania <span class="_ _f"></span>za <span class="_ _f"></span>zabezpieczenia <span class="_ _1"></span>przepł<span class="_ _1"></span>ywów </span></div><div class="t m0 x2f h11 y173 ff6 fs6 fc3 sc0 ls0 ws0">pieniężnych.<span class="ff2"> </span></div><div class="t m0 x2a hb y6d ff2 fs6 fc3 sc0 ls3 ws0">5.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">Rzeczow<span class="_ _1"></span>e aktywa trwałe<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2d h11 y174 ff6 fs6 fc3 sc0 ls0 ws0">Rzeczowe aktywa trwałe, t<span class="_ _1"></span>o środki trwał<span class="_ _1"></span>e:<span class="ff2"> </span></div><div class="t m0 x2b hb y151 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">kt<span class="_ _1"></span>óre <span class="_ _26"> </span>są <span class="_ _26"> </span>utrzy<span class="_ _1"></span>mywane <span class="_ _26"> </span>przez <span class="_ _26"> </span>J<span class="_ _1"></span>ednostkę <span class="_ _26"> </span>w <span class="_ _26"> </span>ce<span class="_ _1"></span>lu <span class="_ _26"> </span>wykor<span class="_ _1"></span>zystania <span class="_ _11"> </span>ich <span class="_ _2a"> </span>p<span class="_ _1"></span>rzy <span class="_ _26"> </span>dostawach <span class="_ _26"> </span>to<span class="_ _1"></span>warów </span></span></div><div class="t m0 x2f h11 y152 ff2 fs6 fc3 sc0 ls0 ws0">i <span class="ff6">świadczeniu us<span class="_ _1"></span>ług lub w celach ad<span class="_ _1"></span>ministracyjnych,<span class="_ _1"></span></span> </div><div class="t m0 x2b hb y175 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">kt<span class="_ _1"></span>órym towarzyszy o<span class="_ _1"></span>czekiwanie, iż będą wykorzy<span class="_ _1"></span>stywane przez czas dł<span class="_ _1"></span>uższy niż jeden rok,<span class="_ _f"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y176 ffc fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">w  stosunku, <span class="_ _14"> </span>do  których <span class="_ _14"> </span>istnieje <span class="_ _14"> </span>prawdopodo<span class="_ _1"></span>bieństwo, <span class="_ _18"> </span>iż <span class="_ _14"> </span>Jedn<span class="_ _1"></span>ostka <span class="_ _18"> </span>uzyska  w  przyszłości <span class="_ _14"> </span>korzyści </span></span></div><div class="t m0 x2f h11 y177 ff6 fs6 fc3 sc0 ls0 ws0">ekonomiczne <span class="_ _1"></span>z<span class="_ _1"></span>wiązane <span class="_ _1"></span>ze <span class="_ _f"></span>składn<span class="_ _1"></span>ikiem <span class="_ _1"></span>majątkowym, <span class="_ _f"></span>oraz <span class="_ _1"></span>k<span class="_ _1"></span>tórych <span class="_ _1"></span>wartoś<span class="_ _1"></span>ć <span class="_ _1"></span>można <span class="_ _f"></span>określić <span class="_ _1"></span> <span class="_ _f"></span>w <span class="_ _1"></span>s<span class="_ _1"></span>posób </div><div class="t m0 x2f h11 y178 ff2 fs6 fc3 sc0 ls0 ws0">wiarygodny.  </div><div class="t m0 x2d h11 y179 ff6 fs6 fc3 sc0 ls0 ws0">Na <span class="_ _1"></span>dzień <span class="_ _f"></span>początkowego <span class="_ _1"></span>u<span class="_ _1"></span>jęcia <span class="_ _1"></span>rzeczowe <span class="_ _1"></span>aktywa <span class="_ _f"></span>trwałe <span class="_ _1"></span>wy<span class="_ _1"></span>cenia <span class="_ _1"></span>się <span class="_ _1"></span>w <span class="_ _f"></span>cenie <span class="_ _1"></span>nabycia/kos<span class="_ _1"></span>zcie <span class="_ _1"></span>wytworzenia. </div><div class="t m0 x2d h11 y133 ff6 fs6 fc3 sc0 ls0 ws0">Cenę <span class="_ _26"> </span>nabycia/koszt<span class="_ _1"></span> <span class="_ _26"> </span>wytworzenia <span class="_ _11"> </span>powiększają <span class="_ _26"> </span>koszty <span class="_ _26"> </span>finanso<span class="_ _1"></span>wania <span class="_ _26"> </span>zewnętrznego <span class="_ _26"> </span>zaciągniętego <span class="_ _26"> </span>n<span class="_ _1"></span>a </div><div class="t m0 x2d h11 y17a ff6 fs6 fc3 sc0 ls0 ws0">sfinansowanie  n<span class="_ _1"></span>abycia  lub  wytworzeni<span class="_ _1"></span>e  środka  trwał<span class="_ _1"></span>ego.  Późniejsze  nak<span class="_ _1"></span>łady  ponoszon<span class="_ _1"></span>e  na  rzeczowe<span class="_ _1"></span> </div><div class="t m0 x2d h11 y17b ff6 fs6 fc3 sc0 ls0 ws0">aktywa <span class="_ _15"> </span>trwałe <span class="_ _15"> </span>(np.: <span class="_ _15"> </span>w <span class="_ _15"> </span>c<span class="_ _1"></span>elu <span class="_ _15"> </span>zwiększenia <span class="_ _15"> </span>przyd<span class="_ _1"></span>atności <span class="_ _15"> </span>skład<span class="_ _1"></span>nika, <span class="_ _15"> </span>zamiany <span class="_ _15"> </span>częś<span class="_ _1"></span>ci)  u<span class="_ _1"></span>względniania<span class="_ _1"></span><span class="ff2"> <span class="_ _16"> </span></span>się <span class="_ _15"> </span>w </div><div class="t m0 x2d h11 y17c ff6 fs6 fc3 sc0 ls0 ws0">wartości bilanso<span class="_ _1"></span>wej danego środka t<span class="_ _1"></span>rwałego. <span class="ff2"> </span></div><div class="t m0 x2d h11 y136 ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _25"> </span>wartości <span class="_ _2a"> </span>rzeczowych <span class="_ _2a"> </span>aktywów <span class="_ _25"> </span>trwałych <span class="_ _2a"> </span>ujmuje <span class="_ _2a"> </span>się <span class="_ _25"> </span>koszty <span class="_ _2a"> </span>regularnych, <span class="_ _2a"> </span>znaczących <span class="_ _2a"> </span>przeglądów, </div><div class="t m0 x2d h11 y17d ff6 fs6 fc3 sc0 ls0 ws0">remontów, <span class="_ _1"></span>kt<span class="_ _1"></span>órych <span class="_ _f"></span>przeprowadzen<span class="_ _1"></span>ie <span class="_ _1"></span>jest <span class="_ _f"></span>niezbędne. <span class="_ _f"></span>Koszt<span class="_ _1"></span>y <span class="_ _1"></span>b<span class="_ _1"></span>ieżącego <span class="_ _1"></span>utrz<span class="_ _1"></span>ymania <span class="_ _f"></span>środków <span class="_ _1"></span>trwał<span class="_ _1"></span>ych <span class="_ _f"></span>i <span class="_ _1"></span>ich<span class="_ _1"></span> </div><div class="t m0 x2d h11 y17e ff2 fs6 fc3 sc0 ls0 ws0">konserwacj<span class="ff6">i wpływają <span class="_ _1"></span>na wynik finans<span class="_ _1"></span>owy okresu, w któ<span class="_ _1"></span>rym zostały poniesione.<span class="_ _1"></span></span> </div><div class="t m0 x2d h11 y17f ff6 fs6 fc3 sc0 ls0 ws0">Na  dzień  b<span class="_ _1"></span>ilansowy  rzeczowe  akty<span class="_ _1"></span>wa  trwałe  wyceniane <span class="_ _15"> </span>są  w  cenie  nab<span class="_ _1"></span>ycia  lub  koszcie  wytworzenia<span class="_ _1"></span> </div><div class="t m0 x2d h11 y180 ff6 fs6 fc3 sc0 ls0 ws0">pomniejszonych <span class="_ _15"> </span>o  skumulowane  odp<span class="_ _1"></span>isy  amortyzacyjn<span class="_ _1"></span>e  i  wszelkie  odpisy  aktu<span class="_ _1"></span>alizujące  z <span class="_ _15"> </span>ty<span class="_ _1"></span>tułu  utraty </div><div class="t m0 x2d h11 y181 ff6 fs6 fc3 sc0 ls0 ws0">wartości.<span class="ff2"> </span></div><div class="t m0 x2d h11 y182 ff6 fs6 fc3 sc0 ls0 ws0">Odpisy <span class="_ _16"> </span>amorty<span class="_ _1"></span>zacyjne <span class="_ _16"> </span>środków <span class="_ _16"> </span>trwałych <span class="_ _16"> </span>d<span class="_ _1"></span>okonywane <span class="_ _16"> </span>są <span class="_ _16"> </span>metodą <span class="_ _16"> </span>linio<span class="_ _1"></span>wą <span class="_ _16"> </span>przez <span class="_ _16"> </span>przewidywan<span class="_ _1"></span>y <span class="_ _16"> </span>okres </div><div class="t m0 x2d h11 y183 ff6 fs6 fc3 sc0 ls0 ws0">użytkowania w Spó<span class="_ _1"></span>łce danego środka<span class="_ _1"></span> trwałego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y184 ff6 fs6 fc3 sc0 ls0 ws0">Amortyzację <span class="_ _12"></span>rozpoczyna <span class="_ _12"></span>się, <span class="_ _12"></span>gdy <span class="_ _13"></span>s<span class="_ _1"></span>kładnik <span class="_ _12"></span>aktywów <span class="_ _13"></span>trwałych <span class="_ _12"></span>jest <span class="_ _12"></span>dostępny <span class="_ _12"></span>do <span class="_ _13"></span>użytk<span class="_ _1"></span>owania. <span class="_ _12"></span>Amortyz<span class="_ _1"></span><span class="ff2">acji </span></div><div class="t m0 x2d h11 y185 ff6 fs6 fc3 sc0 ls0 ws0">zaprzestaje <span class="_ _12"></span>się, <span class="_ _12"></span>gdy <span class="_ _12"></span>składnik <span class="_ _13"></span>rzeczowych <span class="_ _12"></span>aktywów <span class="_ _12"></span>trwałych<span class="_ _1"></span> <span class="_ _12"></span>zostanie <span class="_ _12"></span>zaklasyfikowany <span class="_ _12"></span>jako <span class="_ _12"></span>przeznaczony </div><div class="t m0 x2d h11 y186 ff6 fs6 fc3 sc0 ls0 ws0">do <span class="_ _13"></span>sprzedaży <span class="_ _13"></span>zgodnie <span class="_ _13"></span>z <span class="_ _13"></span>MSSF <span class="_ _13"></span>5 <span class="_ _13"></span>„Aktywa <span class="_ _13"></span>trwałe <span class="_ _f"></span>p<span class="_ _1"></span>rzeznaczone <span class="_ _13"></span>do <span class="_ _13"></span>sprzedaży <span class="_ _13"></span>i <span class="_ _13"></span>działalność <span class="_ _13"></span>zaniechana” <span class="_ _13"></span>lub </div><div class="t m0 x2d h11 y187 ff6 fs6 fc3 sc0 ls0 ws0">zostaje us<span class="_ _1"></span>unięty z ewidencji księgowej na s<span class="_ _1"></span>kutek <span class="_ _1"></span>likwidacji, s<span class="_ _1"></span>przedaży bądź wycofan<span class="_ _1"></span>ia z użytkowania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y188 ff6 fs6 fc3 sc0 ls0 ws0">Stawki amortyzacyjne d<span class="_ _1"></span>la środków trwały<span class="_ _1"></span>ch są następują<span class="_ _1"></span>ce:<span class="ff2"> </span></div><div class="t m0 x2c h11 y189 ff2 fs6 fc3 sc0 ls0 ws0">Budynki i bu<span class="_ _1"></span>dowle <span class="_ _20"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span>2,5% - 14% </div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2c h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">Maszyny i <span class="_ _1"></span>urządzenia<span class="ff2"> <span class="_ _2b"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span>7% - 33% </span></div><div class="t m0 x2c h11 y18a ff6 fs6 fc3 sc0 ls0 ws0">Środki transp<span class="_ _1"></span>ortu<span class="ff2"> <span class="_ _2c"> </span> <span class="_ _1c"> </span><span class="lsc">               </span>14% - <span class="ls3">50%</span> </span></div><div class="t m0 x2c h11 y11b ff6 fs6 fc3 sc0 ls0 ws0">Pozostałe ś<span class="_ _1"></span>rodki trwałe<span class="ff2"> <span class="_ _1a"> </span> <span class="_ _2c"> </span><span class="lsc">              </span> 10% - <span class="ls3">50%</span> </span></div><div class="t m0 x2d h11 ycd ff6 fs6 fc3 sc0 ls0 ws0">Rzeczowe akty<span class="_ _1"></span>wa trwałe, <span class="_ _1"></span>użytkowane <span class="_ _1"></span>przez Sp<span class="_ _1"></span>ółkę na <span class="_ _1"></span>pods<span class="_ _1"></span>tawie zawartych <span class="_ _1"></span>umów <span class="_ _1"></span>leasingu <span class="_ _1"></span>ze wzgl<span class="_ _1"></span>ędu na </div><div class="t m0 x2d h11 y11d ff6 fs6 fc3 sc0 ls0 ws0">ich <span class="_ _27"> </span>charakter, <span class="_ _27"> </span>wykazywane <span class="_ _16"> </span>s<span class="_ _1"></span>ą <span class="_ _27"> </span>w <span class="_ _16"> </span>bilansie <span class="_ _27"> </span>w <span class="_ _27"> </span>pozycji <span class="_ _27"> </span>rze<span class="_ _0"></span>czowy <span class="_ _27"> </span>majątek <span class="_ _27"> </span>trwały, <span class="_ _27"> </span>we<span class="_ _0"></span> <span class="_ _27"> </span>właściwej <span class="_ _16"> </span>gru<span class="_ _1"></span>pie </div><div class="t m0 x2d h11 y18b ff6 fs6 fc3 sc0 ls0 ws0">rodzajowej <span class="_ _14"> </span>i <span class="_ _14"> </span>po<span class="_ _1"></span>dlegają <span class="_ _14"> </span>tym <span class="_ _14"> </span>samym <span class="_ _14"> </span>zasad<span class="_ _1"></span>om, <span class="_ _14"> </span>co <span class="_ _14"> </span>inne <span class="_ _14"> </span>ś<span class="_ _1"></span>rodki <span class="_ _14"> </span>trwałe <span class="_ _14"> </span>b<span class="_ _1"></span>ędące <span class="_ _14"> </span>własnością <span class="_ _14"> </span>Spół<span class="_ _1"></span>ki <span class="_ _14"> </span>(zgodnie </div><div class="t m0 x2d h11 y16a ff2 fs6 fc3 sc0 ls0 ws0">z MSSF 16).<span class="_ _1"></span> </div><div class="t m0 x2d h11 y18c ff6 fs6 fc3 sc0 ls0 ws0">Środki  trwałe <span class="_ _18"> </span>o  wartości  jed<span class="_ _0"></span>nostkowej  nie <span class="_ _18"> </span>przekraczającej  3.500,00  zł <span class="_ _18"> </span>amortyzowane  są  jednorazowo </div><div class="t m0 x2d h11 y18d ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">miesiącu ich przeka<span class="_ _1"></span>zania do użytko<span class="_ _1"></span>wania. </span> </div><div class="t m0 x2d h11 y122 ff6 fs6 fc3 sc0 ls0 ws0">Środki <span class="_ _16"> </span>trwał<span class="_ _1"></span>e <span class="_ _16"> </span>są <span class="_ _16"> </span>corocznie <span class="_ _16"> </span>pod<span class="_ _1"></span>dawane <span class="_ _16"> </span>weryfikacji <span class="_ _27"> </span>pod <span class="_ _15"> </span>ką<span class="_ _1"></span>tem <span class="_ _16"> </span>ew<span class="_ _1"></span>entualnej <span class="_ _16"> </span>u<span class="_ _1"></span>traty <span class="_ _15"> </span>warto<span class="_ _1"></span>ści, <span class="_ _16"> </span>a <span class="_ _27"> </span>także </div><div class="t m0 x2d h11 y18e ff6 fs6 fc3 sc0 ls0 ws0">poprawności  stosowanych  okresów <span class="_ _18"> </span>i  stawek <span class="_ _18"> </span>amortyzacyjnych  w  celu <span class="_ _14"> </span>dokonan<span class="_ _1"></span>ia <span class="_ _18"> </span>odpowiednich  korekt </div><div class="t m0 x2d h11 y18f ff6 fs6 fc3 sc0 ls0 ws0">odpisów amortyza<span class="_ _1"></span>cyjnych w następn<span class="_ _1"></span>ych latach obrotowych. <span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y190 ff6 fs6 fc3 sc0 ls0 ws0">Nabyte prawa wieczystego <span class="_ _1"></span>użytkowania grun<span class="_ _1"></span>tu wykazane są w grun<span class="_ _1"></span>ta<span class="_ _1"></span><span class="ff2">ch.  </span></div><div class="t m0 x2d h11 y22 ff6 fs6 fc3 sc0 ls0 ws0">Inwestycje <span class="_ _1"></span>rozpoczęte <span class="_ _1"></span>dotyczą <span class="_ _1"></span>ś<span class="_ _1"></span>rodków <span class="_ _1"></span>trwałych <span class="_ _1"></span>w <span class="_ _1"></span>budowie lub<span class="_ _1"></span> wymagają<span class="_ _1"></span>cych <span class="_ _1"></span>montażu <span class="_ _1"></span>i <span class="_ _1"></span>są wyka<span class="_ _1"></span>zywane </div><div class="t m0 x2d h11 y191 ff6 fs6 fc3 sc0 ls0 ws0">według <span class="_ _1"></span>ceny <span class="_ _1"></span>nabycia <span class="_ _1"></span>lub ko<span class="_ _1"></span>sztu <span class="_ _1"></span>wytworzenia, <span class="_ _1"></span>pomniejszone <span class="_ _1"></span>o <span class="_ _1"></span>ewentualne <span class="_ _1"></span>odpisy <span class="_ _1"></span>z <span class="_ _1"></span>tytułu <span class="_ _1"></span>utraty <span class="_ _1"></span>wartości. </div><div class="t m0 x2d h11 y192 ff6 fs6 fc3 sc0 ls0 ws0">Środki <span class="_ _12"> </span>trwałe <span class="_ _14"> </span>w <span class="_ _12"></span>budowie <span class="_ _12"> </span>n<span class="_ _1"></span>ie <span class="_ _12"> </span>podlegają <span class="_ _14"> </span>amortyzacji <span class="_ _14"> </span>d<span class="_ _1"></span>o <span class="_ _12"> </span>czasu <span class="_ _12"> </span>za<span class="_ _1"></span>kończenia <span class="_ _12"> </span>budo<span class="_ _1"></span>wy <span class="_ _12"></span>i<span class="_ _1"></span><span class="ff2"> </span>przekazania <span class="_ _12"> </span>śro<span class="_ _1"></span>dka </div><div class="t m0 x2d h1a y193 ff6 fs6 fc3 sc0 ls0 ws0">trwałego do używan<span class="_ _1"></span>ia.<span class="ff4"> </span></div><div class="t m0 x2a hb y194 ff2 fs6 fc3 sc0 ls3 ws0">6.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">Warto<span class="_ _1"></span>ści niematerialne <span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2d h11 y195 ff6 fs6 fc3 sc0 ls0 ws0">Wartości  niematerialne <span class="_ _18"> </span>naby<span class="_ _1"></span>te  są <span class="_ _18"> </span>aktywowane  według  ceny <span class="_ _18"> </span>ich  nabycia.  Okres <span class="_ _18"> </span>użytkowania  wartości </div><div class="t m0 x2d h11 y196 ff2 fs6 fc3 sc0 ls0 ws0">niematerialnych <span class="_ _14"> </span>zosta<span class="_ _1"></span>je <span class="_ _14"> </span>oceniony <span class="_ _18"> </span>i <span class="_ _14"> </span>uznan<span class="_ _1"></span>y <span class="_ _14"> </span>za  ograniczony <span class="_ _12"> </span>lu<span class="_ _1"></span>b <span class="_ _14"> </span>nieograniczony. <span class="_ _18"> </span>W <span class="_ _14"> </span>przyp<span class="_ _1"></span>adku <span class="_ _14"> </span>naliczan<span class="_ _1"></span>ia </div><div class="t m0 x2d h11 y197 ff6 fs6 fc3 sc0 ls0 ws0">amortyzacji <span class="_ _1"></span>od akty<span class="_ _1"></span>wów o <span class="_ _1"></span>ograniczonym <span class="_ _1"></span>okresie użytk<span class="_ _1"></span>owania (licencje n<span class="_ _1"></span>a opro<span class="_ _1"></span>gramowan<span class="_ _1"></span>ie komputerowe </div><div class="t m0 x2d h11 y198 ff2 fs6 fc3 sc0 ls0 ws0">i <span class="ff6">programy <span class="_ _f"></span>komputerowe<span class="_ _1"></span>), <span class="_ _f"></span>koszty<span class="_ _1"></span> <span class="_ _f"></span>te <span class="_ _f"></span>są <span class="_ _f"></span>wykazywane <span class="_ _f"></span> <span class="_ _13"></span>w <span class="_ _f"></span>sprawozdaniu <span class="_ _f"></span>z <span class="_ _13"></span>całkowitych <span class="_ _f"></span>dochodów <span class="_ _f"></span>w <span class="_ _f"></span>p<span class="_ _1"></span>ozycji </span></div><div class="t m0 x2d h11 y199 ff6 fs6 fc3 sc0 ls0 ws0">„koszty o<span class="_ _1"></span>gólnego zarządu”. Aktywowane kos<span class="_ _1"></span>zty odpisy<span class="_ _1"></span>wane są przez okres 2 lat.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y19a ff6 fs6 fc3 sc0 ls0 ws0">Spółka nie pos<span class="_ _1"></span>iada wartości niematerialny<span class="_ _1"></span>ch o nieokreślonym o<span class="_ _1"></span>kresie użytkowania.<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y19b ff6 fs6 fc3 sc0 ls0 ws0">Składniki <span class="_ _15"> </span>wartoś<span class="_ _1"></span>ci <span class="_ _15"> </span>niematerialnych <span class="_ _15"> </span>us<span class="_ _1"></span>uwa <span class="_ _15"> </span>się <span class="_ _15"> </span>z <span class="_ _15"> </span>ewidencji <span class="_ _16"> </span>bilansowej, <span class="_ _15"> </span>gdy <span class="_ _15"> </span>zo<span class="_ _1"></span>staje <span class="_ _15"> </span>zbyty<span class="_ _1"></span> <span class="_ _15"> </span>lub, <span class="_ _15"> </span>gdy <span class="_ _15"> </span>n<span class="_ _1"></span>ie </div><div class="t m0 x2d h11 y19c ff2 fs6 fc3 sc0 ls11 ws0">oc<span class="ff6 ls0">zekuje <span class="_ _27"> </span>się <span class="_ _27"> </span>dalszych <span class="_ _27"> </span>korzyści <span class="_ _27"> </span>ekonomiczny<span class="_ _1"></span>ch <span class="_ _27"> </span>z <span class="_ _27"> </span>jego <span class="_ _27"> </span>użytkowania. <span class="_ _27"> </span>Zys<span class="_ _1"></span>ki <span class="_ _27"> </span>lub <span class="_ _27"> </span>straty <span class="_ _27"> </span>na <span class="_ _27"> </span>wykreśleniu </span></div><div class="t m0 x2d h11 y19d ff6 fs6 fc3 sc0 ls0 ws0">składnika <span class="_ _13"></span>wartości <span class="_ _13"></span>niemateria<span class="_ _1"></span>lnych <span class="_ _13"></span>z <span class="_ _13"></span>ewidencji <span class="_ _13"></span>bilansowej <span class="_ _13"></span>ustala <span class="_ _13"></span>s<span class="_ _1"></span>ię <span class="_ _f"></span>ja<span class="_ _1"></span>ko <span class="_ _f"></span>różn<span class="_ _1"></span>ice <span class="_ _13"></span>pomiędzy <span class="_ _13"></span>przychodami </div><div class="t m0 x2d h11 y19e ff2 fs6 fc3 sc0 ls0 ws0">netto <span class="_ _27"> </span>ze <span class="_ _16"> </span>zbycia, <span class="_ _27"> </span>a <span class="ff6">wartością <span class="_ _27"> </span>bilansową <span class="_ _27"> </span>tych <span class="_ _16"> </span>wartości <span class="_ _27"> </span>niem<span class="_ _0"></span>a<span class="_ _1"></span>terialnych <span class="_ _27"> </span>i <span class="_ _16"> </span>ujmu<span class="_ _1"></span>je <span class="_ _16"> </span>s<span class="_ _1"></span>ię <span class="_ _16"> </span>w <span class="_ _27"> </span>sprawozdaniu </span></div><div class="t m0 x2d h1a y19f ff2 fs6 fc3 sc0 ls0 ws0">z <span class="ff6">całkowitych d<span class="_ _1"></span>ochodów.<span class="ff4"> </span></span></div><div class="t m0 x2a hb y1a0 ff2 fs6 fc3 sc0 ls3 ws0">7.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff2">Inwesty<span class="_ _1"></span>cje </span></span></div><div class="t m0 x2d h11 y1a1 ff6 fs6 fc3 sc0 ls0 ws0">Udziały w jednos<span class="_ _1"></span>tkach są p<span class="_ _1"></span>oczątkowo ujmowane<span class="_ _1"></span> w wartości<span class="_ _1"></span> godziwej powiększo<span class="_ _1"></span>nej o kos<span class="_ _1"></span>zty transak<span class="_ _1"></span>cyjne. </div><div class="t m0 x2d h11 y1a2 ff2 fs6 fc3 sc0 ls0 ws0">W <span class="ff6">późniejszy<span class="_ _1"></span>ch <span class="_ _f"></span>okresach <span class="_ _f"></span>s<span class="_ _1"></span>ą <span class="_ _f"></span>one <span class="_ _f"></span>ujmowane <span class="_ _13"></span>w <span class="_ _f"></span>wartości <span class="_ _f"></span>godziwej. <span class="_ _13"></span>Po <span class="_ _f"></span>początkowy<span class="_ _1"></span>m <span class="_ _f"></span>ujęci<span class="_ _f"></span>u <span class="_ _f"></span>Spółka <span class="_ _13"></span>wycenia </span></div><div class="t m0 x2d h11 y1a3 ff6 fs6 fc3 sc0 ls0 ws0">wszystkie <span class="_ _2a"> </span>inwestycje <span class="_ _26"> </span>w <span class="_ _25"> </span>ins<span class="_ _1"></span>trumenty <span class="_ _2a"> </span>ka<span class="_ _1"></span>pitałowe <span class="_ _2a"> </span>w <span class="_ _26"> </span>wartości <span class="_ _2a"> </span>godziwej. <span class="_ _2a"> </span>Dla <span class="_ _26"> </span>wszystkich <span class="_ _2a"> </span>pos<span class="_ _1"></span>iadanych </div><div class="t m0 x2d h11 y1a4 ff6 fs6 fc3 sc0 ls0 ws0">inwestycji <span class="_ _26"> </span>Spółka <span class="_ _26"> </span>wybrała <span class="_ _26"> </span>opcję <span class="_ _26"> </span>prezentowania <span class="_ _26"> </span>zysków <span class="_ _26"> </span>i <span class="_ _26"> </span>strat <span class="_ _26"> </span>z <span class="_ _26"> </span>tytułu <span class="_ _26"> </span>zmian <span class="_ _2a"> </span>wartości <span class="_ _26"> </span>godziwej<span class="_ _1"></span> </div><div class="t m0 x2d h11 y1a5 ff6 fs6 fc3 sc0 ls0 ws0">instrumentów <span class="_ _16"> </span>ka<span class="_ _1"></span>pitałowych <span class="_ _16"> </span>w <span class="_ _16"> </span>p<span class="_ _1"></span>ozostały<span class="_ _1"></span>ch <span class="_ _16"> </span>całkowitych<span class="_ _1"></span><span class="ff2"> <span class="_ _16"> </span>do<span class="_ _1"></span>chodach. <span class="_ _27"> </span>W <span class="_ _15"> </span>przypad<span class="_ _1"></span>ku <span class="_ _16"> </span>dokonania <span class="_ _27"> </span>takiego </span></div><div class="t m0 x2d h11 y1a6 ff6 fs6 fc3 sc0 ls0 ws0">wyboru, <span class="_ _13"></span>zyski <span class="_ _13"></span>i <span class="_ _f"></span>stra<span class="_ _1"></span>ty <span class="_ _f"></span>z <span class="_ _13"></span>tytułu <span class="_ _f"></span>zmian<span class="_ _1"></span> <span class="_ _f"></span>wartoś<span class="_ _1"></span>ci <span class="_ _f"></span>god<span class="_ _1"></span>ziwej <span class="_ _f"></span>n<span class="_ _1"></span>ie <span class="_ _f"></span>p<span class="_ _1"></span>odlegają <span class="_ _f"></span>p<span class="_ _1"></span>óźniejszej <span class="_ _13"></span>reklasyfikacji <span class="_ _13"></span>do <span class="_ _13"></span>wyniku </div><div class="t m0 x2d h11 y1a7 ff2 fs6 fc3 sc0 ls0 ws0">finansowego <span class="_ _11"> </span>w <span class="ff6">mom<span class="_ _1"></span>encie <span class="_ _11"> </span>zaprzes<span class="_ _1"></span>tania <span class="_ _11"> </span>ujmowania <span class="_ _11"> </span>inwesty<span class="_ _1"></span>cji. <span class="_ _11"> </span>Odpisy <span class="_ _11"> </span>z <span class="_ _11"> </span>tytułu <span class="_ _11"> </span>u<span class="_ _1"></span>traty <span class="_ _11"> </span>wartości <span class="_ _11"> </span>(i </span></div><div class="t m0 x2d h11 y1a8 ff6 fs6 fc3 sc0 ls0 ws0">odwrócenie <span class="_ _12"></span>tych <span class="_ _14"> </span>odpisów) <span class="_ _14"> </span>w <span class="_ _12"></span>odniesieniu <span class="_ _12"> </span>d<span class="_ _1"></span>o <span class="_ _12"></span>inwestycji <span class="_ _12"> </span>kapitało<span class="_ _1"></span>wych <span class="_ _12"></span>wycenianych <span class="_ _14"> </span>w <span class="_ _12"></span>wartości <span class="_ _12"> </span>god<span class="_ _1"></span>ziwej </div><div class="t m0 x2d h11 y1a9 ff6 fs6 fc3 sc0 ls0 ws0">przez pozosta<span class="_ _1"></span>łe całkowite dochody nie s<span class="_ _1"></span>ą prezentowane osobno o<span class="_ _1"></span>d innych zmian wartości godziwej.<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y45 ff6 fs6 fc3 sc0 ls0 ws0">Dywidendy <span class="_ _13"></span>z <span class="_ _f"></span>takich <span class="_ _13"></span>inwestycji <span class="_ _f"></span>u<span class="_ _1"></span>jmuje <span class="_ _f"></span>się <span class="_ _13"></span>w <span class="_ _f"></span>wyniku <span class="_ _13"></span>finansowym <span class="_ _13"></span>w <span class="_ _f"></span>momencie <span class="_ _13"></span>usta<span class="_ _f"></span>nowienia <span class="_ _13"></span>prawa <span class="_ _f"></span>Sp<span class="_ _1"></span>ółki </div><div class="t m0 x2d h11 y1aa ff6 fs6 fc3 sc0 ls0 ws0">do otrzymania <span class="_ _1"></span>płatności.<span class="ff2"> </span></div><div class="t m0 x2a hb y1ab ff2 fs6 fc3 sc0 ls3 ws0">8.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff2">Zap<span class="_ _1"></span>asy </span></span></div><div class="t m0 x2d h11 y1ac ff6 fs6 fc3 sc0 ls0 ws0">Zapasy wycenian<span class="_ _1"></span>e są <span class="_ _1"></span>wg kosztu <span class="_ _1"></span>nabycia lub <span class="_ _1"></span>po koszcie <span class="_ _1"></span>wytworzenia, nie <span class="_ _1"></span>wyższym <span class="_ _1"></span>jednak od cen <span class="_ _1"></span>sprzedaży </div><div class="t m0 x2d h11 y1ad ff6 fs6 fc3 sc0 ls0 ws0">netto na dzień <span class="_ _1"></span> bilansowy. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">13<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2d h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">Przecenie <span class="_ _14"> </span>do <span class="_ _14"> </span>po<span class="_ _1"></span>ziomu <span class="_ _14"> </span>cen <span class="_ _14"> </span>s<span class="_ _1"></span>przedaży <span class="_ _14"> </span>n<span class="_ _1"></span>etto <span class="_ _14"> </span>możliwych <span class="_ _14"> </span>d<span class="_ _1"></span>o <span class="_ _14"> </span>uzyska<span class="_ _1"></span>nia, <span class="_ _14"> </span>podlegają <span class="_ _14"> </span>takż<span class="_ _1"></span>e <span class="_ _14"> </span>zapasy <span class="_ _18"> </span>towarów, </div><div class="t m0 x2d h11 y50 ff6 fs6 fc3 sc0 ls0 ws0">które utraciły s<span class="_ _1"></span>woje cechy uż<span class="ff2">ytkowe.<span class="_ _1"></span> </span></div><div class="t m0 x2d h11 y11b ff6 fs6 fc3 sc0 ls0 ws0">Kwota <span class="_ _1"></span>wszelkich <span class="_ _1"></span>odpis<span class="_ _1"></span>ów <span class="_ _1"></span>wartości <span class="_ _1"></span>zapas<span class="_ _1"></span>ów d<span class="_ _1"></span>o <span class="_ _1"></span>poziomu <span class="_ _1"></span>ceny <span class="_ _1"></span>sp<span class="_ _1"></span>rzedaży <span class="_ _1"></span>netto <span class="_ _1"></span>możliwej <span class="_ _1"></span>do <span class="_ _1"></span>uzy<span class="_ _1"></span>skania <span class="_ _1"></span>oraz </div><div class="t m0 x2d h11 y11c ff6 fs6 fc3 sc0 ls0 ws0">wszelkie <span class="_ _f"></span>straty<span class="_ _1"></span> <span class="_ _f"></span>w <span class="_ _13"></span>zapasach<span class="_ _1"></span> <span class="_ _f"></span>są <span class="_ _f"></span>ujmowane <span class="_ _13"></span>w <span class="_ _f"></span>dzia<span class="_ _1"></span>łalności <span class="_ _13"></span>podstawowej, <span class="_ _f"></span>jako<span class="_ _1"></span> <span class="_ _f"></span>kos<span class="_ _1"></span>zt <span class="_ _f"></span>okresu, <span class="_ _13"></span>w <span class="_ _f"></span>którym <span class="_ _13"></span>odpis </div><div class="t m0 x2d h11 y1ae ff6 fs6 fc3 sc0 ls0 ws0">lub straty<span class="_ _1"></span> miały miejsce.<span class="ff2"> </span></div><div class="t m0 x2d h11 y18b ff6 fs6 fc3 sc0 ls0 ws0">Wartość rozchod<span class="_ _1"></span>u ustala s<span class="_ _1"></span>ię z zastosowaniem metody „p<span class="_ _1"></span>ierwsze przys<span class="_ _1"></span>zło<span class="_ _1"></span><span class="ff2">-</span>pierwsze wyszło” (FIFO).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y11f ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _14"> </span>związku <span class="_ _14"> </span>z <span class="_ _18"> </span>dużymi <span class="_ _14"> </span>wahaniami <span class="_ _14"> </span>cen <span class="_ _14"> </span>wyrobów <span class="_ _14"> </span>hu<span class="_ _1"></span>tniczych <span class="_ _14"> </span>oferowanych<span class="_ _1"></span> <span class="_ _14"> </span>na <span class="_ _14"> </span>rynku, <span class="_ _14"> </span>Spółka<span class="_ _1"></span> <span class="_ _14"> </span>w <span class="_ _14"> </span>ciągu <span class="_ _14"> </span>roku </div><div class="t m0 x2d h11 y18c ff6 fs6 fc3 sc0 ls0 ws0">obrotowego <span class="_ _25"> </span>2021 <span class="_ _25"> </span>oraz <span class="_ _25"> </span>na <span class="_ _25"> </span>d<span class="_ _1"></span>zień <span class="_ _25"> </span> <span class="_ _25"> </span>31.12.2021 <span class="_ _25"> </span>r. <span class="_ _25"> </span>dokonał<span class="_ _1"></span>a <span class="_ _25"> </span>przeceny <span class="_ _25"> </span>zapasów <span class="_ _25"> </span>wyrob<span class="_ _1"></span>ów <span class="_ _25"> </span>hutniczyc<span class="_ _f"></span><span class="ff2 ls15">h </span></div><div class="t m0 x2d h11 y18d ff6 fs6 fc3 sc0 ls0 ws0">(towarów) do poziomu c<span class="_ _1"></span>en tych wyrobó<span class="_ _1"></span>w oferowanych na <span class="_ _1"></span>rynku. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y122 ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _f"></span>STALPROFIL<span class="_ _1"></span> <span class="_ _13"></span>S.A. <span class="_ _f"></span>Od<span class="_ _1"></span>dział <span class="_ _13"></span>Zabrze <span class="_ _f"></span>materiały<span class="_ _1"></span> <span class="_ _f"></span>pozo<span class="_ _1"></span>stałe <span class="_ _13"></span>po <span class="_ _f"></span>zako<span class="_ _1"></span>ńczeniu <span class="_ _13"></span>budowy, <span class="_ _13"></span>wycenia <span class="_ _f"></span>s<span class="_ _1"></span>ię <span class="_ _f"></span>do <span class="_ _13"></span>wartości </div><div class="t m0 x2d h11 y18e ff6 fs6 fc3 sc0 ls0 ws0">godziwej. <span class="_ _f"></span>Utrata <span class="_ _f"></span>wartoś<span class="_ _1"></span>ci <span class="_ _f"></span>jest <span class="_ _f"></span>ujmowana <span class="_ _13"></span>w <span class="_ _f"></span>ciężar <span class="_ _f"></span>wyniku <span class="_ _f"></span>na <span class="_ _f"></span>kon<span class="_ _1"></span>trakcie, <span class="_ _f"></span>na <span class="_ _f"></span>którym <span class="_ _f"></span>nastąpiła <span class="_ _13"></span>ut<span class="_ _1"></span><span class="ff2">rata, <span class="_ _f"></span>czy<span class="_ _1"></span>li </span></div><div class="t m0 x2d h1a y18f ff6 fs6 fc3 sc0 ls0 ws0">na poziome wyniku „<span class="_ _1"></span>z działalności p<span class="_ _1"></span>odstawowej” (a nie wyniku<span class="_ _1"></span> „z pozostałej d<span class="_ _1"></span>ziałalności operacyjnej”).<span class="_ _f"></span><span class="ff4"> </span></div><div class="t m0 x2a hb y1af ff2 fs6 fc3 sc0 ls3 ws0">9.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">Środ<span class="_ _1"></span>ki pieniężne i ekwiwalent<span class="_ _1"></span>y środ<span class="_ _1"></span>ków pieniężnych<span class="ff2"> </span></span></span></div><div class="t m0 x2d h11 y127 ff6 fs6 fc3 sc0 ls0 ws0">Środki <span class="_ _12"></span>pieniężne <span class="_ _13"></span>i <span class="_ _13"></span>lok<span class="_ _1"></span>aty <span class="_ _12"></span>krótkoterminowe <span class="_ _12"></span>wykazane <span class="_ _12"></span>w<span class="_ _0"></span> <span class="_ _12"></span>bilansie <span class="_ _13"></span>ob<span class="_ _1"></span>ejmują <span class="_ _13"></span>ś<span class="_ _1"></span>rodki <span class="_ _12"></span>pieniężne <span class="_ _13"></span>w <span class="_ _14"> </span><span class="ff2">banku<span class="_ _1"></span> <span class="_ _13"></span>i <span class="_ _12"></span>w </span></div><div class="t m0 x2d h11 y1b0 ff6 fs6 fc3 sc0 ls0 ws0">kasie <span class="_ _27"> </span>oraz <span class="_ _25"> </span>lokaty <span class="_ _27"> </span>kró<span class="_ _1"></span>tkoterminowe <span class="_ _27"> </span>o <span class="_ _25"> </span>pierwotnym <span class="_ _27"> </span>okr<span class="_ _1"></span>esie <span class="_ _27"> </span>zap<span class="_ _1"></span>adalności <span class="_ _25"> </span>nie <span class="_ _27"> </span>przekracza<span class="_ _1"></span>jącym <span class="_ _27"> </span>trzech<span class="_ _1"></span> </div><div class="t m0 x2d h11 y1b1 ff6 fs6 fc3 sc0 ls0 ws0">miesięcy.<span class="ff2"> </span></div><div class="t m0 x2d h11 y1b2 ff6 fs6 fc3 sc0 ls0 ws0">Spółka <span class="_ _12"></span>w <span class="_ _13"></span>rachunku <span class="_ _13"></span>p<span class="_ _1"></span>rzepływów <span class="_ _13"></span>pieniężnych<span class="_ _1"></span> <span class="_ _13"></span>i <span class="_ _12"></span>w <span class="_ _13"></span>sprawozdaniu<span class="_ _1"></span> <span class="_ _13"></span>z <span class="_ _12"></span>sytuacji <span class="_ _13"></span>finanso<span class="_ _1"></span>wej <span class="_ _13"></span>prezentuje <span class="_ _12"></span> <span class="_ _13"></span>kredyty </div><div class="t m0 x2d h11 y1b3 ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">rachunkach  bieżących <span class="_ _14"> </span>jako <span class="_ _14"> </span>skł<span class="_ _1"></span>adniki <span class="_ _14"> </span>kró<span class="_ _1"></span>tkoterminowych<span class="_ _1"></span> <span class="_ _14"> </span>kredytó<span class="_ _1"></span>w <span class="_ _14"> </span>i <span class="_ _18"> </span>pożyczek <span class="_ _18"> </span>w <span class="_ _14"> </span>ramach <span class="_ _18"> </span>zobowiązań<span class="_ _1"></span> </span></div><div class="t m0 x2d h11 y195 ff6 fs6 fc3 sc0 ls0 ws0">krótkoterminowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y1b4 ff6 fs6 fc3 sc0 ls0 ws0">Do <span class="_ _1"></span>środ<span class="_ _1"></span>ków <span class="_ _1"></span>pieniężnych <span class="_ _f"></span>wykazywanych <span class="_ _f"></span>zarówno <span class="_ _1"></span>w <span class="_ _f"></span>bilansie <span class="_ _1"></span>jak <span class="_ _1"></span>i <span class="_ _f"></span>w <span class="_ _1"></span>rachunku<span class="_ _1"></span> <span class="_ _1"></span>przepły<span class="_ _1"></span>wów pieniężny<span class="_ _1"></span>ch <span class="_ _1"></span>ni<span class="_ _1"></span>e </div><div class="t m0 x2d h11 y1b5 ff6 fs6 fc3 sc0 ls0 ws0">zalicza <span class="_ _27"> </span>się <span class="_ _25"> </span>środków <span class="_ _27"> </span>gromadzony<span class="_ _1"></span>ch <span class="_ _27"> </span>na <span class="_ _27"> </span>wyodrębn<span class="_ _1"></span>ionym <span class="_ _27"> </span>rachunku <span class="_ _25"> </span>Zakładowego <span class="_ _27"> </span>Funduszu <span class="_ _25"> </span>Świ<span class="_ _1"></span>adczeń<span class="_ _1"></span> </div><div class="t m0 x2d h11 y1b6 ff2 fs6 fc3 sc0 ls0 ws0">Socjalnych. </div><div class="t m0 x2d h11 y1b7 ff6 fs6 fc3 sc0 ls0 ws0">Środki <span class="_ _13"></span>pieniężne <span class="_ _13"></span>i <span class="_ _13"></span>ich <span class="_ _13"></span>ek<span class="_ _1"></span>wiwalenty <span class="_ _13"></span>oraz <span class="_ _13"></span>lokaty<span class="_ _1"></span> <span class="_ _13"></span>bankowe <span class="_ _13"></span>zgodn<span class="_ _1"></span>ie <span class="_ _f"></span>z <span class="_ _13"></span>MS<span class="_ _1"></span>SF <span class="_ _13"></span>9 <span class="_ _13"></span>klasyfikowan<span class="_ _1"></span>e <span class="_ _13"></span>są <span class="_ _13"></span>jako <span class="_ _13"></span>aktywa<span class="_ _1"></span> </div><div class="t m0 x2d h11 y1b8 ff2 fs6 fc3 sc0 ls0 ws0">wyceniane w zamortyzo<span class="_ _1"></span>wanym koszcie <span class="_ _1"></span><span class="ff6">–</span> <span class="ff6">więcej informacji w p<span class="_ _1"></span>unkcie 3.<span class="_ _1"></span></span> </div><div class="t m0 x2a hb y1b9 ff2 fs6 fc3 sc0 ls3 ws0">10.<span class="ff3 ls0">  <span class="ff2">Aktywa finansowe </span></span></div><div class="t m0 x8 h1d y1ba ff7 fs6 fc3 sc0 ls0 ws0">Klasyfikacja <span class="ff8">–</span> instrum<span class="_ _1"></span>enty finan<span class="_ _1"></span>sowe </div><div class="t m0 x2b h11 y135 ff6 fs6 fc3 sc0 ls0 ws0">Spółka określa <span class="_ _1"></span>klasyfikację swoich ak<span class="_ _1"></span>tywów finansowych p<span class="_ _1"></span>rzy ich początk<span class="_ _1"></span>owym ujęciu. Klasy<span class="_ _1"></span>fikacja opiera </div><div class="t m0 x2b h11 y136 ff6 fs6 fc3 sc0 ls0 ws0">się na <span class="_ _1"></span>kryterium <span class="_ _1"></span>celu naby<span class="_ _1"></span>cia aktywów finans<span class="_ _1"></span>owych. Klas<span class="_ _1"></span>yfikacja ins<span class="_ _1"></span>trumentów poch<span class="_ _1"></span>odnych zależy<span class="_ _1"></span> od ich </div><div class="t m0 x2b h11 y17d ff6 fs6 fc3 sc0 ls0 ws0">przeznaczenia oraz <span class="_ _1"></span>wymogów okr<span class="_ _1"></span>eślonych w MSSF 9 –<span class="ff2"> </span>s<span class="_ _1"></span>zczegółowe informacj<span class="_ _1"></span>e w pkt 3.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2c h1d y138 ff8 fs6 fc3 sc0 ls0 ws0">Pożyczki i należ<span class="_ _1"></span>ności<span class="ff7"> </span></div><div class="t m0 x2c h11 y1bb ff6 fs6 fc3 sc0 ls0 ws0">Pożyczki <span class="_ _11"> </span>i <span class="_ _26"> </span>inne <span class="_ _26"> </span>należn<span class="_ _1"></span>ości, <span class="_ _26"> </span>to <span class="_ _11"> </span>niezaliczane <span class="_ _26"> </span>do <span class="_ _11"> </span>instrumentów <span class="_ _26"> </span>pochod<span class="_ _1"></span>nych <span class="_ _11"> </span>aktywa <span class="_ _26"> </span>finansowe </div><div class="t m0 x2c h11 y1bc ff2 fs6 fc3 sc0 ls0 ws0">o <span class="ff6">ustalon<span class="_ _1"></span>ych <span class="_ _f"></span>lub <span class="_ _13"></span>możliwych <span class="_ _f"></span>d<span class="_ _1"></span>o <span class="_ _f"></span>us<span class="_ _1"></span>talenia <span class="_ _f"></span>pł<span class="_ _1"></span>atnościach, <span class="_ _13"></span>nienotowane <span class="_ _f"></span>na <span class="_ _13"></span>aktywnym <span class="_ _13"></span>rynku. <span class="_ _f"></span>Zalicz<span class="_ _f"></span>a <span class="_ _13"></span>się </span></div><div class="t m0 x2c h11 y1bd ff6 fs6 fc3 sc0 ls0 ws0">je <span class="_ _15"> </span>do <span class="_ _15"> </span>aktywów <span class="_ _15"> </span>obro<span class="_ _1"></span>towych, <span class="_ _15"> </span>o <span class="_ _15"> </span>ile <span class="_ _15"> </span>termin <span class="_ _15"> </span>ich <span class="_ _15"> </span>wymagaln<span class="_ _1"></span>ości <span class="_ _15"> </span>nie <span class="_ _15"> </span>przekracza <span class="_ _15"> </span>12<span class="_ _f"></span><span class="ff2"> </span>miesięcy <span class="_ _15"> </span>od <span class="_ _15"> </span>d<span class="_ _1"></span>nia </div><div class="t m0 x2c h11 y1be ff6 fs6 fc3 sc0 ls0 ws0">bilansowego. <span class="_ _12"> </span>Poży<span class="_ _1"></span>czki <span class="_ _12"> </span>i <span class="_ _12"> </span>n<span class="_ _1"></span>ależności <span class="_ _14"> </span>o <span class="_ _12"> </span>terminie <span class="_ _14"> </span>wymagalności <span class="_ _14"> </span>przekraczającym <span class="_ _12"> </span>12<span class="_ _1"></span> <span class="_ _12"> </span>miesię<span class="_ _1"></span>cy <span class="_ _12"> </span>od <span class="_ _14"> </span>dnia </div><div class="t m0 x2c h11 y1bf ff6 fs6 fc3 sc0 ls0 ws0">bilansowego zalicza s<span class="_ _1"></span>ię do aktywów trwałych<span class="_ _1"></span>. <span class="ff2"> </span></div><div class="t m0 x2c h11 y184 ff6 fs6 fc3 sc0 ls0 ws0">Pożyczki  i<span class="ff2"> </span>należnoś<span class="_ _1"></span>ci  są  ujmowane  w<span class="ff2"> </span>bilansie  jako  „należn<span class="_ _1"></span>ości  handlowe”,  tj.  należności  z  tytułu </div><div class="t m0 x2c h11 y1c0 ff6 fs6 fc3 sc0 ls0 ws0">dostaw  i  usług  (należności  powstałe  w  wyniku  podstawowej  działalnoś<span class="_ _1"></span>ci  Spółki)  oraz  „pozostałe </div><div class="t m0 x2c h11 y1c1 ff6 fs6 fc3 sc0 ls0 ws0">należności”, w ty<span class="_ _1"></span>m:<span class="ff2"> </span></div><div class="t m0 x2c hb y1c2 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">pożyczki udzielone,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2c hb y1c3 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">inne należności finan<span class="_ _1"></span>sowe –<span class="ff2"> </span>tj. należn<span class="_ _1"></span>ości spełn<span class="_ _1"></span>iające definicję aktywów finansowych,<span class="_ _f"></span><span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2c hb y4f ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">inne  należności  n<span class="_ _1"></span>iefinansowe  w  tym <span class="_ _15"> </span>m.in.  zaliczki  na <span class="_ _15"> </span>dostawy,  n<span class="_ _1"></span>ależności  od <span class="_ _15"> </span>pracowników, </span></span></div><div class="t m0 x31 h11 y50 ff6 fs6 fc3 sc0 ls0 ws0">należności bu<span class="_ _1"></span>dżetowe,<span class="ff2"> </span></div><div class="t m0 x2c hb y1c4 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">rozliczenia międzyokreso<span class="_ _1"></span>we czynne.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2c h11 y1c5 ff6 fs6 fc3 sc0 ls0 ws0">Należności <span class="_ _12"></span><span class="ff2">- <span class="_ _13"></span>w <span class="_ _12"></span>momencie <span class="_ _13"></span>p<span class="_ _1"></span>owstania <span class="_ _12"></span></span>–<span class="ff2"> <span class="_ _13"></span></span>u<span class="_ _1"></span>jmuje <span class="_ _13"></span>s<span class="_ _1"></span>ię <span class="_ _12"></span>w<span class="_ _0"></span> <span class="_ _12"></span>wartości <span class="_ _12"></span>nominalnej, <span class="_ _12"></span>tj. <span class="_ _13"></span>w <span class="_ _12"></span>wartości <span class="_ _13"></span>fakty<span class="_ _1"></span>cznie </div><div class="t m0 x2c h11 y1c6 ff6 fs6 fc3 sc0 ls0 ws0">należnej <span class="_ _1"></span>od <span class="_ _f"></span>dłużnika<span class="_ _1"></span>. <span class="_ _1"></span>Na <span class="_ _1"></span>dzień <span class="_ _f"></span>bilansowy <span class="_ _f"></span>stan <span class="_ _1"></span>należnoś<span class="_ _1"></span>ci <span class="_ _1"></span>wynikający <span class="_ _1"></span>z <span class="_ _f"></span>zapisów <span class="_ _f"></span>księgowych <span class="_ _1"></span>wykazu<span class="_ _1"></span>je </div><div class="t m0 x2c h11 y1c7 ff6 fs6 fc3 sc0 ls0 ws0">się w wielkości pomniejszo<span class="_ _1"></span>nej o od<span class="_ _1"></span>pisy aktualizujące wartość n<span class="_ _1"></span>ależności.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2c h11 y1c8 ff6 fs6 fc3 sc0 ls0 ws0">Informacje <span class="_ _14"> </span>o  zasadach <span class="_ _14"> </span>sza<span class="_ _1"></span>cowania <span class="_ _14"> </span>odpis<span class="_ _1"></span>ów <span class="_ _14"> </span>aktualiz<span class="_ _1"></span>ujących<span class="_ _1"></span><span class="ff2"> <span class="_ _14"> </span></span>wartoś<span class="_ _1"></span>ć <span class="_ _14"> </span>należnoś<span class="_ _1"></span>ci <span class="_ _14"> </span>zgodn<span class="_ _1"></span>ie <span class="_ _14"> </span>z <span class="_ _14"> </span>MSSF  9 </div><div class="t m0 x2c h11 y1c9 ff2 fs6 fc3 sc0 ls0 ws0">przedstawiono w p<span class="_ _1"></span>unkcie 3. </div><div class="t m0 x8 h1d y1ca ff7 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h1d y1cb ff7 fs6 fc3 sc0 ls0 ws0">Ujmowanie i wycena<span class="_ _1"></span> </div><div class="t m0 x2c h11 y1cc ff6 fs6 fc3 sc0 ls0 ws0">Transakcje <span class="_ _25"> </span>za<span class="_ _1"></span>kupu <span class="_ _2a"> </span>i <span class="_ _25"> </span>sp<span class="_ _1"></span>rzedaży <span class="_ _25"> </span>aktywów <span class="_ _2a"> </span>finansowych <span class="_ _2a"> </span>ujmuje <span class="_ _2a"> </span>się <span class="_ _25"> </span>na <span class="_ _2a"> </span>dzień <span class="_ _2a"> </span>przepr<span class="_ _1"></span>owadzonych </div><div class="t m0 x2c h11 y1cd ff6 fs6 fc3 sc0 ls0 ws0">transakcji <span class="_ _15"> </span>tj.  na <span class="_ _15"> </span>dzień,  w  który<span class="_ _1"></span>m  jednostka <span class="_ _15"> </span>zobowiązuje <span class="_ _15"> </span>się  zakupić <span class="_ _15"> </span>lub <span class="_ _16"> </span>sprzedać  d<span class="_ _1"></span>any  s<span class="_ _1"></span>kładnik </div><div class="t m0 x2c h11 y1ce ff6 fs6 fc3 sc0 ls0 ws0">aktywów <span class="_ _12"></span>i <span class="_ _12"> </span>wycenia <span class="_ _12"> </span>się <span class="_ _12"></span>je <span class="_ _12"> </span>we<span class="_ _1"></span>dług <span class="_ _12"> </span>wartości <span class="_ _12"> </span>godziwej, <span class="_ _12"> </span>powi<span class="_ _1"></span>ększonej <span class="_ _12"></span>o <span class="_ _12"></span>koszty<span class="_ _1"></span> <span class="_ _12"></span>transakcyjne, <span class="_ _12"></span>które <span class="_ _12"></span>są </div><div class="t m0 x2c h11 y1cf ff6 fs6 fc3 sc0 ls0 ws0">bezpośrednio <span class="_ _2d"> </span>przypisywane <span class="_ _10"> </span>do<span class="_ _1"></span> <span class="_ _10"> </span>nabycia <span class="_ _10"> </span>lub <span class="_ _10"> </span>sprzed<span class="_ _1"></span>aży <span class="_ _10"> </span>składnika <span class="_ _10"> </span>akty<span class="_ _1"></span>wów <span class="_ _10"> </span>finansowych <span class="_ _10"> </span>lub </div><div class="t m0 x2c h11 y1d0 ff6 fs6 fc3 sc0 ls0 ws0">zobowiązania finan<span class="_ _1"></span>sowego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2c h11 y1d1 ff6 fs6 fc3 sc0 ls0 ws0">Pożyczki <span class="_ _12"></span>i <span class="_ _13"></span>należności <span class="_ _12"></span>wykazuje <span class="_ _13"></span>się <span class="_ _12"></span>według <span class="_ _13"></span>zamorty<span class="_ _1"></span>zowanego <span class="_ _12"></span>kosztu, <span class="_ _13"></span>przy <span class="_ _12"></span>zastosowaniu <span class="_ _13"></span>efektywnej </div><div class="t m0 x2c h11 y1d2 ff2 fs6 fc3 sc0 ls0 ws0">stopy pro<span class="_ _1"></span>centowej lub w <span class="ff6">p<span class="_ _1"></span>rzypadku braków is<span class="_ _1"></span>totnych różnic w kwocie wymagającej z<span class="_ _1"></span>apłaty. <span class="_ _1"></span></span> </div><div class="t m0 x2c h11 y1d3 ff6 fs6 fc3 sc0 ls0 ws0">Udziały <span class="_ _1"></span>i akcje <span class="_ _1"></span>w jedn<span class="_ _1"></span>ostkach <span class="_ _1"></span>zależnych, <span class="_ _1"></span>o ile <span class="_ _1"></span>nie są <span class="_ _1"></span>zakwalif<span class="_ _1"></span>ikowane jako<span class="_ _1"></span> przeznaczo<span class="_ _1"></span>ne d<span class="_ _1"></span>o sp<span class="_ _1"></span>rzeda<span class="_ _f"></span>ży </div><div class="t m0 x2c h11 y1d4 ff6 fs6 fc3 sc0 ls0 ws0">zgodnie z MSSF 5 są u<span class="_ _1"></span>jmowane i wykazy<span class="_ _1"></span>wane w wartości god<span class="_ _1"></span>ziwej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2c h11 y1d5 ff6 fs6 fc3 sc0 ls0 ws0">Udziały <span class="_ _f"></span>i <span class="_ _f"></span>akcje <span class="_ _1"></span>w <span class="_ _f"></span>pozostałych <span class="_ _1"></span>jednos<span class="_ _1"></span>tkach <span class="_ _f"></span>zalicza <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>do <span class="_ _f"></span>aktywów <span class="_ _1"></span>trwał<span class="_ _1"></span>ych, <span class="_ _f"></span>o <span class="_ _1"></span>ile <span class="_ _f"></span>Spółka <span class="_ _f"></span>nie <span class="_ _1"></span>zamierza<span class="_ _1"></span> </div><div class="t m0 x2c h11 y1d6 ff6 fs6 fc3 sc0 ls0 ws0">zbyć ich w ciągu 12 mi<span class="_ _1"></span>esięcy od dnia b<span class="_ _1"></span>ilansowego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2c h11 y1d7 ff6 fs6 fc3 sc0 ls0 ws0">Spółka <span class="_ _13"></span>wycenia <span class="_ _12"></span>akcje <span class="_ _13"></span>i <span class="_ _13"></span>udziały <span class="_ _13"></span>w <span class="_ _13"></span>jedno<span class="_ _1"></span>s<span class="_ _1"></span>tkach <span class="_ _13"></span>zależnych <span class="_ _13"></span>w <span class="_ _13"></span>warto<span class="_ _1"></span>ści <span class="_ _13"></span>godziwej <span class="_ _13"></span>p<span class="_ _1"></span>rzez <span class="_ _13"></span>kapitały <span class="_ _12"></span>wła<span class="_ _0"></span>sne. </div><div class="t m0 x2c h11 y1d8 ff6 fs6 fc3 sc0 ls0 ws0">Wartość <span class="_ _7"> </span>godziwa <span class="_ _7"> </span>długoterminowych <span class="_ _7"> </span>aktywów <span class="_ _11"> </span>finan<span class="_ _1"></span>sowych <span class="_ _7"> </span>takich <span class="_ _7"> </span>jak <span class="_ _11"> </span>akcje <span class="_ _7"> </span>oparta <span class="_ _7"> </span>jest <span class="_ _11"> </span>n<span class="_ _1"></span>a </div><div class="t m0 x2c h11 y1d9 ff6 fs6 fc3 sc0 ls0 ws0">notowaniach <span class="_ _2e"> </span>rynkowych <span class="_ _19"> </span>na <span class="_ _19"> </span>dzień <span class="_ _2e"> </span>bilansowy. <span class="_ _19"> </span>Notowaniem <span class="_ _19"> </span>rynko<span class="_ _1"></span>wym <span class="_ _19"> </span>wykorzy<span class="_ _1"></span>stywanym </div><div class="t m0 x2c h11 y1da ff2 fs6 fc3 sc0 ls0 ws0">w odniesieniu do a<span class="_ _1"></span>kcji posiadanych<span class="_ _1"></span> <span class="ff6">przez jedn<span class="_ _1"></span>ostkę jest bieżąca cena zaku<span class="_ _1"></span>pu. </span> </div><div class="t m0 x2c h11 y1db ff6 fs6 fc3 sc0 ls0 ws0">Składnik <span class="_ _27"> </span>aktywów <span class="_ _15"> </span>finan<span class="_ _1"></span>sowych <span class="_ _27"> </span>zostaje <span class="_ _16"> </span>usunięty <span class="_ _27"> </span>z <span class="_ _15"> </span>ks<span class="_ _1"></span>iąg, <span class="_ _16"> </span>gdy <span class="_ _27"> </span>Spółka <span class="_ _16"> </span>traci <span class="_ _16"> </span>kon<span class="_ _1"></span>trolę <span class="_ _16"> </span>n<span class="_ _1"></span>ad <span class="_ _16"> </span>dan<span class="_ _1"></span>ym </div><div class="t m0 x2c h11 y1dc ff6 fs6 fc3 sc0 ls0 ws0">aktywem, <span class="_ _14"> </span>tj.  gdy <span class="_ _14"> </span>prawa <span class="_ _18"> </span>do <span class="_ _14"> </span>u<span class="_ _1"></span>zyskiwania <span class="_ _18"> </span>przepływów  pie<span class="_ _0"></span>niężnych  z <span class="_ _12"> </span>ich  tytułu <span class="_ _14"> </span>wygasły <span class="_ _18"> </span>lub <span class="_ _18"> </span>zostały </div><div class="t m0 x2c h11 y1dd ff2 fs6 fc3 sc0 ls0 ws0">przeniesione.<span class="_ _1"></span> </div><div class="t m0 x2c h11 y1de ff2 fs6 fc3 sc0 ls0 ws0">Aktywa <span class="_ _f"></span>finans<span class="_ _1"></span><span class="ff6">owe <span class="_ _f"></span>testuje <span class="_ _f"></span>się <span class="_ _13"></span>na <span class="_ _f"></span>utratę <span class="_ _f"></span>wartoś<span class="_ _1"></span>ci <span class="_ _f"></span>zgodnie <span class="_ _f"></span>z <span class="_ _13"></span>zasadami <span class="_ _f"></span>określon<span class="_ _1"></span>ymi <span class="_ _f"></span>w <span class="_ _f"></span>punkcie <span class="_ _f"></span>„Utrata<span class="_ _1"></span> </span></div><div class="t m0 x2c h11 y1df ff6 fs6 fc3 sc0 ls0 ws0">wartości”.<span class="ff2"> </span></div><div class="t m0 x2d h11 y1e0 ff6 fs6 fc3 sc0 ls0 ws0">Na <span class="_ _13"></span>dzień <span class="_ _12"></span>31 <span class="_ _f"></span>gru<span class="_ _1"></span>dnia <span class="_ _13"></span>202<span class="_ _1"></span><span class="ff2">1 <span class="_ _13"></span></span>r. <span class="_ _12"></span>Spółka <span class="_ _13"></span>dokonała <span class="_ _12"></span>wyceny <span class="_ _13"></span>do <span class="_ _13"></span>wartości <span class="_ _13"></span>godziwej <span class="_ _12"></span>długoterminowych <span class="_ _12"></span>aktywów </div><div class="t m0 x2d h11 y1e1 ff6 fs6 fc3 sc0 ls0 ws0">finansowych <span class="_ _13"></span>tj. <span class="_ _f"></span> <span class="_ _13"></span>posiad<span class="_ _1"></span>anych <span class="_ _f"></span>akcji, <span class="_ _13"></span>z <span class="_ _13"></span>wyjątkiem <span class="_ _f"></span>udzia<span class="_ _1"></span>łów <span class="_ _13"></span>w <span class="_ _f"></span>Sp<span class="_ _1"></span>ółc<span class="_ _1"></span><span class="ff2">e <span class="_ _13"></span>STF <span class="_ _f"></span>Dys<span class="_ _1"></span>trybucja <span class="_ _13"></span>Sp. <span class="_ _f"></span>z<span class="_ _1"></span> o.o., <span class="_ _13"></span>z <span class="_ _13"></span>uwagi <span class="_ _f"></span>na<span class="_ _1"></span> </span></div><div class="t m0 x2d h11 y1e2 ff6 fs6 fc3 sc0 ls0 ws0">niski poziom is<span class="_ _1"></span>totności.<span class="ff2"> </span></div><div class="t m0 x2a hb y1e3 ff2 fs6 fc3 sc0 ls3 ws0">11.<span class="ff3 ls0">  <span class="ff6">Utrata wartości<span class="ff2"> </span></span></span></div><div class="t m0 x2d h11 y1e4 ff6 fs6 fc3 sc0 ls0 ws0">Na <span class="_ _14"> </span>każdy <span class="_ _14"> </span>dzień <span class="_ _14"> </span>bilansowy <span class="_ _14"> </span>Spółka <span class="_ _14"> </span>doko<span class="_ _1"></span>nuje <span class="_ _12"> </span>p<span class="_ _1"></span>rzeglądu <span class="_ _14"> </span>wartości <span class="_ _14"> </span>bilansowej <span class="_ _14"> </span>składn<span class="_ _1"></span>ików <span class="_ _12"></span>aktywów <span class="_ _14"> </span>w <span class="_ _14"> </span>celu </div><div class="t m0 x2d h11 y1e5 ff6 fs6 fc3 sc0 ls0 ws0">stwierdzenia, czy<span class="_ _1"></span> nie <span class="_ _1"></span>występują przes<span class="_ _1"></span>łanki wskazujące <span class="_ _1"></span>na możliwość <span class="_ _1"></span>utraty <span class="_ _1"></span>ich<span class="ff2"> <span class="_ _1"></span></span>wartości. W <span class="_ _1"></span>przypadku, <span class="_ _1"></span>gdy </div><div class="t m0 x2d h11 y1e6 ff6 fs6 fc3 sc0 ls0 ws0">stwierdzono <span class="_ _1"></span>istnienie <span class="_ _1"></span>takich <span class="_ _1"></span>przesłan<span class="_ _1"></span>ek, <span class="_ _1"></span>szacowana <span class="_ _1"></span>jest <span class="_ _1"></span>wartość <span class="_ _1"></span>odzyskiwalna <span class="_ _1"></span>danego <span class="_ _1"></span>sk<span class="_ _f"></span>ładnika <span class="_ _1"></span>aktywów, </div><div class="t m0 x2d h11 y1e7 ff6 fs6 fc3 sc0 ls0 ws0">w  celu  ustalenia  potencjalnego  odpisu  z  tego  tytułu.  Wartość  odzyskiwalna  ustalon<span class="_ _1"></span>a  jest  jako  kwota </div><div class="t m0 x2d h11 y1e8 ff6 fs6 fc3 sc0 ls0 ws0">wyższa <span class="_ _1"></span>z <span class="_ _f"></span>dwóch <span class="_ _1"></span>wartoś<span class="_ _1"></span>ci, <span class="_ _1"></span>a<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>mianowicie: <span class="_ _1"></span>wartoś<span class="_ _1"></span>ci <span class="_ _1"></span>godziwej <span class="_ _f"></span>pomniejszonej <span class="_ _f"></span>o <span class="_ _1"></span>koszt<span class="_ _1"></span>y <span class="_ _1"></span>sprzedaży <span class="_ _f"></span>lub <span class="_ _1"></span>wartoś<span class="_ _1"></span>ci </div><div class="t m0 x2d h11 y1e9 ff6 fs6 fc3 sc0 ls0 ws0">użytkowej, <span class="_ _19"> </span>która <span class="_ _19"> </span>odpo<span class="_ _1"></span>wiada <span class="_ _19"> </span>wartości <span class="_ _19"> </span>bieżącej <span class="_ _19"> </span>szacunku<span class="_ _1"></span> <span class="_ _19"> </span>przyszłych <span class="_ _19"> </span>przepływów <span class="_ _19"> </span>pieniężnych<span class="_ _1"></span> </div><div class="t m0 x2d h11 y1ea ff6 fs6 fc3 sc0 ls0 ws0">zdyskon<span class="_ _1"></span>towanych <span class="_ _27"> </span>p<span class="_ _1"></span>rzy <span class="_ _25"> </span>użyciu <span class="_ _27"> </span>sto<span class="_ _1"></span>py <span class="_ _25"> </span>dyskonta <span class="_ _27"> </span>u<span class="_ _1"></span>względniającej <span class="_ _27"> </span>ak<span class="_ _1"></span>tualną <span class="_ _25"> </span>rynkową <span class="_ _25"> </span>wartoś<span class="_ _1"></span>ć <span class="_ _27"> </span>pieniąd<span class="_ _13"></span><span class="ff2 ls16">za </span></div><div class="t m0 x2d h11 y1eb ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">czasie oraz ryzyko<span class="_ _1"></span> specyficzne, jeśli występ<span class="_ _1"></span>uje, dla danego ak<span class="_ _1"></span>tywa.<span class="_ _1"></span></span> </div><div class="t m0 x2d h11 y1ec ff6 fs6 fc3 sc0 ls0 ws0">Jeżeli <span class="_ _1"></span>wartość <span class="_ _1"></span>o<span class="_ _1"></span>dzyskiwalna <span class="_ _f"></span>jest <span class="_ _1"></span>niższa <span class="_ _f"></span>od <span class="_ _1"></span>wartości <span class="_ _1"></span>ks<span class="_ _1"></span>ięgowej netto<span class="_ _1"></span> <span class="_ _1"></span>skład<span class="_ _1"></span>nika <span class="_ _1"></span>aktywów, <span class="_ _1"></span>wartoś<span class="_ _1"></span>ć <span class="_ _1"></span>księgowa </div><div class="t m0 x2d h11 y141 ff6 fs6 fc3 sc0 ls0 ws0">jest <span class="_ _12"> </span>pomniejs<span class="_ _1"></span>zona <span class="_ _12"> </span>do <span class="_ _12"> </span>warto<span class="_ _1"></span>ści <span class="_ _12"></span>odzyskiwalnej. <span class="_ _14"> </span>Strata <span class="_ _12"> </span>z <span class="_ _14"> </span>tego <span class="_ _12"></span>tytułu <span class="_ _12"> </span>jest <span class="_ _12"> </span>u<span class="_ _1"></span>jmowana<span class="_ _1"></span><span class="ff2"> <span class="_ _14"> </span>jako <span class="_ _12"></span>koszt <span class="_ _14"> </span>w <span class="_ _12"> </span>okresie,  </span></div><div class="t m0 x2d h11 y1ed ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">którym nastąp<span class="_ _1"></span>iła utrata wartości.<span class="_ _1"></span></span> </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2d h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _16"> </span>sytuacji <span class="_ _16"> </span>od<span class="_ _1"></span>wrócenia <span class="_ _15"> </span>u<span class="_ _1"></span>traty <span class="_ _16"> </span>wartość <span class="_ _16"> </span>netto <span class="_ _16"> </span>s<span class="_ _1"></span>kładnika <span class="_ _16"> </span>aktywów <span class="_ _16"> </span>zwi<span class="_ _1"></span>ększana <span class="_ _16"> </span>jest <span class="_ _16"> </span>do <span class="_ _27"> </span>nowe<span class="_ _0"></span>j <span class="_ _16"> </span>wartości </div><div class="t m0 x2d h11 y50 ff6 fs6 fc3 sc0 ls0 ws0">odzyskiwalnej, <span class="_ _1"></span>nie <span class="_ _1"></span>wyższej <span class="_ _1"></span>jednak <span class="_ _1"></span>od <span class="_ _1"></span>wartości <span class="_ _1"></span>tego <span class="_ _1"></span>skł<span class="_ _1"></span>adnika akty<span class="_ _1"></span>wów, ja<span class="_ _1"></span>ka by<span class="_ _1"></span>łaby <span class="_ _1"></span>ustalona, <span class="_ _1"></span>gdyby <span class="_ _1"></span>utr<span class="_ _f"></span><span class="ff2">ata </span></div><div class="t m0 x2d h11 y51 ff6 fs6 fc3 sc0 ls0 ws0">wartości <span class="_ _1"></span>nie <span class="_ _1"></span>została <span class="_ _1"></span>rozpoznana <span class="_ _1"></span>w <span class="_ _1"></span>poprzednich <span class="_ _1"></span>okresach. <span class="_ _1"></span>Odwrócenie <span class="_ _1"></span>utra<span class="_ _1"></span>ty <span class="_ _1"></span>wartości ujmowane <span class="_ _1"></span>jest <span class="_ _1"></span>jako<span class="_ _1"></span> </div><div class="t m0 x2d h11 y52 ff6 fs6 fc3 sc0 ls0 ws0">korekta kosztó<span class="_ _1"></span>w okresu, w którym ustał<span class="_ _1"></span>y przesłanki powodujące utra<span class="_ _1"></span>tę wartości.<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2a hb y1c6 ff2 fs6 fc3 sc0 ls3 ws0">12.<span class="ff3 ls0">  <span class="ff2">Instrumenty pochod<span class="_ _1"></span>ne </span></span></div><div class="t m0 x2d h11 y1ee ff6 fs6 fc3 sc0 ls0 ws0">Instrumenty <span class="_ _f"></span>pochodne, <span class="_ _f"></span>z <span class="_ _1"></span>kt<span class="_ _1"></span>órych <span class="_ _1"></span>korzys<span class="_ _1"></span>ta <span class="_ _1"></span>Sp<span class="_ _1"></span>ółka <span class="_ _1"></span>w <span class="_ _13"></span>celu <span class="_ _1"></span>zabezpieczenia <span class="_ _f"></span>się <span class="_ _f"></span>przed <span class="_ _f"></span>ryzykiem <span class="_ _1"></span>związany<span class="_ _1"></span>m <span class="_ _1"></span>ze<span class="_ _1"></span> </div><div class="t m0 x2d h11 y11f ff6 fs6 fc3 sc0 ls0 ws0">zmianami <span class="_ _14"> </span>s<span class="_ _1"></span>tóp <span class="_ _14"> </span>p<span class="_ _1"></span>rocentowych <span class="_ _18"> </span>i <span class="_ _14"> </span>kursów <span class="_ _18"> </span>wymiany <span class="_ _18"> </span>walut, <span class="_ _14"> </span>to <span class="_ _18"> </span>przede <span class="_ _14"> </span>wszy<span class="_ _1"></span>stkim <span class="_ _14"> </span>kontra<span class="_ _1"></span>kty <span class="_ _14"> </span>walutowe <span class="_ _18"> </span>oraz </div><div class="t m0 x2d h11 y1ef ff6 fs6 fc3 sc0 ls0 ws0">kontrakty <span class="_ _16"> </span>na <span class="_ _15"> </span>zamian<span class="_ _1"></span>ę <span class="_ _15"> </span>stóp <span class="_ _15"> </span>p<span class="_ _1"></span>rocentowych <span class="_ _15"> </span>(s<span class="_ _1"></span>wapy <span class="_ _15"> </span>p<span class="_ _1"></span>rocentowe). <span class="_ _15"> </span>Tego <span class="_ _16"> </span>rodzaju <span class="_ _16"> </span>pochodn<span class="_ _1"></span>e <span class="_ _15"> </span>instrumenty<span class="_ _1"></span> </div><div class="t m0 x2d h11 y1f0 ff6 fs6 fc3 sc0 ls0 ws0">finansowe <span class="_ _7"> </span>są <span class="_ _11"> </span>wyc<span class="_ _1"></span>eniane <span class="_ _11"> </span>w<span class="_ _1"></span>edług <span class="_ _7"> </span>wartości <span class="_ _11"> </span>god<span class="_ _1"></span>ziwej, <span class="_ _11"> </span>a <span class="_ _7"> </span>wszelkie <span class="_ _7"> </span>zmiany <span class="_ _11"> </span>w <span class="_ _7"> </span>wycenie <span class="_ _7"> </span>pochodnych </div><div class="t m0 x2d h11 y147 ff2 fs6 fc3 sc0 ls0 ws0">i <span class="ff6">instrumentów finans<span class="_ _1"></span>owych ujmowane są <span class="_ _1"></span>w rachunku zy<span class="_ _1"></span>sków i strat w okresie, w który<span class="_ _1"></span>m powstają.<span class="_ _f"></span></span> </div><div class="t m0 x2d h11 y1f1 ff6 fs6 fc3 sc0 ls0 ws0">Spółka <span class="_ _2a"> </span>na <span class="_ _25"> </span>b<span class="_ _1"></span>ieżąco <span class="_ _25"> </span>pod<span class="_ _1"></span>ejmuje <span class="_ _25"> </span>działanie <span class="_ _2a"> </span>mające <span class="_ _2a"> </span>na <span class="_ _2a"> </span>celu <span class="_ _25"> </span>o<span class="_ _1"></span>graniczenie <span class="_ _25"> </span>negat<span class="_ _1"></span>ywnego <span class="_ _25"> </span>wpł<span class="_ _1"></span>ywu <span class="_ _25"> </span>zmia<span class="_ _13"></span><span class="ff2 ls17">n </span></div><div class="t m0 x2d h11 y1f2 ff6 fs6 fc3 sc0 ls0 ws0">kursowych na <span class="_ _1"></span>wyniki Spółki. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y1f3 ff6 fs6 fc3 sc0 ls0 ws0">Instrumenty <span class="_ _13"></span>poch<span class="_ _1"></span>odne <span class="_ _13"></span>wykazuje <span class="_ _13"></span>się <span class="_ _13"></span>jako <span class="_ _13"></span>aktywa, <span class="_ _13"></span>gdy <span class="_ _13"></span>ich <span class="_ _13"></span>wartość <span class="_ _13"></span>jest <span class="_ _13"></span>dodat<span class="_ _1"></span>nia <span class="_ _13"></span>i <span class="_ _13"></span>jako <span class="_ _13"></span>zobowiązania, <span class="_ _13"></span>gdy </div><div class="t m0 x2d h11 y1f4 ff6 fs6 fc3 sc0 ls0 ws0">ich wartość jest u<span class="_ _1"></span>jemna.<span class="ff2"> </span></div><div class="t m0 x2a hb y1f5 ff2 fs6 fc3 sc0 ls3 ws0">13.<span class="ff3 ls0">  <span class="ff6">Kapitał własny<span class="ff2"> </span></span></span></div><div class="t m0 x8 h1a y1f6 ff4 fs6 fc3 sc0 ls0 ws0"> <span class="_ _1c"> </span><span class="ff6">Kapitał własn<span class="_ _1"></span>y Spółki stanowią:<span class="ff2"> </span></span></div><div class="t m0 x31 hb y194 ff2 fs6 fc3 sc0 ls18 ws0">a.<span class="ff3 ls0"> <span class="_ _2e"> </span><span class="ff6">kapita<span class="_ _1"></span>ł podstawowy,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x31 hb y1f7 ff2 fs6 fc3 sc0 lsd ws0">b.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">pozostałe kapitały,<span class="_ _1"></span> na które skład<span class="_ _1"></span>ają się kapitały zapas<span class="_ _1"></span>owe i kapitał z aktualizacj<span class="_ _1"></span>i wyceny,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x31 hb y1f8 ff2 fs6 fc3 sc0 ls19 ws0">c.<span class="ff3 ls0"> <span class="_ _b"> </span><span class="ff2">zy<span class="_ _1"></span>ski zatrzyman<span class="_ _1"></span>e, w tym: </span></span></div><div class="t m0 x32 hb y1f9 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">niepodzielony z<span class="_ _1"></span>ysk lub niepokryta s<span class="_ _1"></span>trata z lat ubiegłych,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x32 hb y1fa ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">wynik finans<span class="_ _1"></span>owy bieżącego okresu ob<span class="_ _1"></span>rotowego.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2a hb y1fb ff2 fs6 fc3 sc0 ls3 ws0">14.<span class="ff3 ls0">  <span class="ff6">Zobowiązania finansowe<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2e h11 y1fc ff6 fs6 fc3 sc0 ls0 ws0">Zobowiązania <span class="_ _15"> </span>finan<span class="_ _1"></span>sowe <span class="_ _15"> </span>obejmują <span class="_ _15"> </span>lea<span class="_ _1"></span>singi, <span class="_ _15"> </span>kredyty <span class="_ _16"> </span>bankowe  i <span class="_ _15"> </span>poży<span class="_ _1"></span>czki. <span class="_ _15"> </span>Ujmuje <span class="_ _15"> </span>się <span class="_ _15"> </span>je <span class="_ _15"> </span>początkowo </div><div class="t m0 x2e h11 y1fd ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">wartości <span class="_ _12"></span>godziwej <span class="_ _13"></span>otrzyman<span class="_ _1"></span>ych <span class="_ _12"></span>w<span class="_ _0"></span>pływów, <span class="_ _12"></span>pomniejszonych <span class="_ _13"></span>o <span class="_ _12"></span>koszty <span class="_ _13"></span>tran<span class="_ _1"></span>sakcyjne. <span class="_ _13"></span>Różnica <span class="_ _12"></span>pomiędzy </span></div><div class="t m0 x2e h11 y1fe ff6 fs6 fc3 sc0 ls0 ws0">wpływami  netto, <span class="_ _18"> </span>a  wartością  wykupu  jest  w<span class="_ _0"></span>ykazywana  w <span class="_ _18"> </span>kosztach<span class="_ _1"></span>  lub <span class="_ _18"> </span>przychodach  finansowych  w </div><div class="t m0 x2e h11 y1ff ff2 fs6 fc3 sc0 ls0 ws0">okresie <span class="_ _14"> </span><span class="ff6">wyko<span class="_ _1"></span>rzystywania  kredytu <span class="_ _14"> </span>lub <span class="_ _14"> </span>po<span class="_ _1"></span>życzki, <span class="_ _14"> </span>a  na <span class="_ _12"> </span>dzień  bilansowy <span class="_ _14"> </span>są <span class="_ _18"> </span>one <span class="_ _14"> </span>u<span class="_ _1"></span>jmowane <span class="_ _14"> </span>w <span class="_ _18"> </span>wysokości </span></div><div class="t m0 x2e h11 y200 ff2 fs6 fc3 sc0 ls0 ws0">zamortyzowanego  kosztu<span class="_ _1"></span>,  przy  zastosowaniu<span class="_ _1"></span>  efektywnej  stopy  procentowej  lub  w  przypadku<span class="_ _1"></span>  braku<span class="_ _0"></span> </div><div class="t m0 x2e h11 y201 ff6 fs6 fc3 sc0 ls0 ws0">istotnych ró<span class="_ _1"></span>żnic, w kwocie wymagającej zapłaty<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 x2a hb y202 ff2 fs6 fc3 sc0 ls3 ws0">15.<span class="ff3 ls0">  <span class="ff6">Zobowiązania i rozliczenia m<span class="_ _1"></span>iędzyokresowe<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2e h11 y203 ff6 fs6 fc3 sc0 ls0 ws0">Zobowiązania <span class="_ _2f"> </span>stanowią <span class="_ _2f"> </span>obecny, <span class="_ _2d"> </span>wyn<span class="_ _1"></span>ikający <span class="_ _2d"> </span>ze <span class="_ _2f"> </span>zdarzeń <span class="_ _2f"> </span>przeszłych <span class="_ _2f"> </span>obowiązek <span class="_ _2d"> </span>Sp<span class="_ _1"></span>ółki, <span class="_ _2d"> </span>kt<span class="_ _1"></span>órego </div><div class="t m0 x2e h11 y204 ff6 fs6 fc3 sc0 ls0 ws0">wypełnienie, <span class="_ _1"></span>według <span class="_ _f"></span>oczekiwań,<span class="_ _1"></span> <span class="_ _1"></span>spowodu<span class="_ _1"></span>je <span class="_ _1"></span>wypływ <span class="_ _1"></span>z <span class="_ _1"></span>jed<span class="_ _1"></span>nostki <span class="_ _1"></span>środków <span class="_ _1"></span>za<span class="_ _1"></span>wierających <span class="_ _1"></span>w <span class="_ _1"></span>s<span class="_ _1"></span>obie <span class="_ _1"></span>korzyś<span class="_ _1"></span>ci </div><div class="t m0 x2e h11 y205 ff2 fs6 fc3 sc0 ls0 ws0">ekonomiczne. </div><div class="t m0 x2e h11 y206 ff6 fs6 fc3 sc0 ls0 ws0">Do zobowiązań Sp<span class="_ _1"></span>ółka zalicza:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y207 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">zobowiązania z <span class="_ _1"></span>tytułu dostaw i us<span class="_ _1"></span>ług,<span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y208 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">zobowiązania z ty<span class="_ _1"></span>tułu ceł, podatków, ub<span class="_ _1"></span>ezpieczeń i innych ty<span class="_ _1"></span>tułów publiczn<span class="_ _1"></span>ych,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y209 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">zobowiązania z ty<span class="_ _1"></span>tułu wynagrodzeń,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y20a ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">zobowiązan<span class="_ _1"></span>ia z tytułu otrzy<span class="_ _1"></span>manych zaliczek od kontra<span class="_ _1"></span>hentów,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y20b ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">pozos<span class="_ _1"></span>tałe zobowiązania.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2e h11 y20c ff6 fs6 fc3 sc0 ls0 ws0">Krótkoterminowe <span class="_ _12"></span>zobowiązania <span class="_ _12"> </span>z <span class="_ _12"> </span>ty<span class="_ _1"></span>t. <span class="_ _13"></span>d<span class="_ _1"></span>ostaw <span class="_ _12"></span>i <span class="_ _13"></span>usług <span class="_ _12"></span>ujmuje <span class="_ _12"></span>się <span class="_ _13"></span>w <span class="_ _12"></span>sprawozdaniu<span class="_ _1"></span> <span class="_ _12"></span>z <span class="_ _13"></span>sytuacji <span class="_ _12"></span>finansowej </div><div class="t m0 x2e h11 y20d ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">wartości <span class="_ _11"> </span>nominalnej. <span class="_ _11"> </span>Wartość <span class="_ _11"> </span>księgowa <span class="_ _26"> </span>ty<span class="_ _1"></span>ch <span class="_ _11"> </span>zobowiązań <span class="_ _11"> </span>odpowiada <span class="_ _11"> </span>w <span class="_ _26"> </span>przy<span class="_ _1"></span>bliżeniu <span class="_ _11"> </span>wartości </span></div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2e h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">określającej <span class="_ _27"> </span>wartość <span class="_ _27"> </span>zamort<span class="_ _1"></span>yzowanego <span class="_ _27"> </span>kosztu<span class="_ _1"></span>, <span class="_ _27"> </span>przy <span class="_ _27"> </span>wykorzystaniu<span class="_ _1"></span> <span class="_ _27"> </span>efektywnej <span class="_ _27"> </span>stopy <span class="_ _27"> </span>procentowej. </div><div class="t m0 x2e h11 y50 ff2 fs6 fc3 sc0 ls0 ws0">Zobo<span class="ff6">wiązań z t<span class="_ _1"></span>ytułu dostaw  i us<span class="_ _1"></span>ług nie dyskontuje się.<span class="_ _1"></span></span> </div><div class="t m0 x2e h11 y11b ff6 fs6 fc3 sc0 ls0 ws0">Pozostałe zob<span class="_ _1"></span>owiązania wycenia się w kwocie <span class="_ _1"></span>wymagającej z<span class="_ _1"></span>apłaty.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2e h11 y11c ff6 fs6 fc3 sc0 ls0 ws0">Rozliczenia <span class="_ _f"></span>mi<span class="_ _1"></span>ędzyokresowe <span class="_ _13"></span>bierne <span class="_ _f"></span>ko<span class="_ _1"></span>sztów <span class="_ _f"></span>s<span class="_ _1"></span>tanowią <span class="_ _13"></span>zobowiązania <span class="_ _f"></span>przy<span class="_ _1"></span>padające <span class="_ _13"></span>do <span class="_ _f"></span>zapłaty <span class="_ _13"></span>za <span class="_ _f"></span>towary </div><div class="t m0 x2e h11 y1ae ff6 fs6 fc3 sc0 ls0 ws0">lub <span class="_ _f"></span>u<span class="_ _1"></span>sługi, <span class="_ _13"></span>które <span class="_ _f"></span>zos<span class="_ _1"></span>tały <span class="_ _13"></span>otrzymane <span class="_ _f"></span>(<span class="_ _1"></span>wykonane), <span class="_ _13"></span>ale <span class="_ _13"></span>nie <span class="_ _f"></span>zo<span class="_ _1"></span>stały <span class="_ _13"></span>opłacone, <span class="_ _13"></span>zafakturowane <span class="_ _13"></span>lub <span class="_ _f"></span>for<span class="_ _1"></span>malnie </div><div class="t m0 x2e h11 y169 ff6 fs6 fc3 sc0 ls0 ws0">uzgodnione z d<span class="_ _1"></span>ostawcą, łącznie z kwotami n<span class="_ _1"></span>ależnymi pracowniko<span class="_ _1"></span>m.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2a hb y1c8 ff2 fs6 fc3 sc0 ls3 ws0">16.<span class="ff3 ls0">  <span class="ff2">Rezerwy </span></span></div><div class="t m0 x2e h11 y20e ff6 fs6 fc3 sc0 ls0 ws0">Rezerwy <span class="_ _1"></span>tworzone <span class="_ _f"></span>są <span class="_ _1"></span>wówcza<span class="_ _1"></span>s, <span class="_ _1"></span>gdy <span class="_ _1"></span>n<span class="_ _1"></span>a <span class="_ _1"></span>Jednostce <span class="_ _1"></span>ciąż<span class="_ _1"></span>y <span class="_ _1"></span>obowiązek <span class="_ _1"></span>(prawny <span class="_ _1"></span>lu<span class="_ _1"></span>b <span class="_ _1"></span>zwyczajowo <span class="_ _f"></span>oczekiwany) </div><div class="t m0 x2e h11 y20f ff6 fs6 fc3 sc0 ls0 ws0">wynikający <span class="_ _f"></span>ze <span class="_ _1"></span>zdarzeń <span class="_ _f"></span>przeszłych <span class="_ _1"></span>i <span class="_ _f"></span>gdy <span class="_ _1"></span>p<span class="_ _1"></span>rawdopodobne <span class="_ _1"></span>jest, <span class="_ _1"></span>że <span class="_ _f"></span>wypełnienie <span class="_ _1"></span>tego <span class="_ _1"></span>o<span class="_ _1"></span>bowiązku <span class="_ _f"></span>spowoduje </div><div class="t m0 x2e h11 y16e ff6 fs6 fc3 sc0 ls0 ws0">konieczność <span class="_ _1"></span>wypły<span class="_ _1"></span>wu środków <span class="_ _1"></span>uosab<span class="_ _1"></span>iających <span class="_ _1"></span>korzyści <span class="_ _1"></span>ekonomiczne, o<span class="_ _1"></span>raz <span class="_ _1"></span>można <span class="_ _1"></span>dokonać <span class="_ _1"></span>wiarygodnego </div><div class="t m0 x2e h11 y1f1 ff6 fs6 fc3 sc0 ls0 ws0">oszacowania kwoty<span class="_ _1"></span> tego zobowiązania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2e h11 y210 ff6 fs6 fc3 sc0 ls0 ws0">Zgodnie <span class="_ _14"> </span>z <span class="_ _12"> </span>wymoga<span class="_ _1"></span>mi <span class="_ _12"> </span>MSR<span class="_ _1"></span>1 <span class="_ _14"> </span>„Prezentacj<span class="_ _1"></span>a <span class="_ _14"> </span>sprawozdań <span class="_ _14"> </span>finans<span class="_ _1"></span>owych” <span class="_ _14"> </span>rezerwy <span class="_ _12"> </span>w <span class="_ _14"> </span>bilans<span class="_ _1"></span>ie <span class="_ _12"> </span>ujmowane <span class="_ _14"> </span>są </div><div class="t m0 x2e h11 y211 ff6 fs6 fc3 sc0 ls0 ws0">odpowiednio jako k<span class="_ _1"></span>rótko lub długot<span class="_ _1"></span>erminowe.<span class="ff2"> </span></div><div class="t m0 x2e h11 y191 ff6 fs6 fc3 sc0 ls0 ws0">Rezerwy tworzy się w szcz<span class="_ _1"></span>ególności z n<span class="_ _1"></span>astępujących tytułów:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y212 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">przyszłe świadczenia p<span class="_ _1"></span>racownicze –<span class="ff2"> odprawy e<span class="_ _1"></span>merytalno-</span>r<span class="_ _1"></span>entowe,  inne ś<span class="_ _1"></span>wiadczenia,<span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y1b1 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">przewidywane <span class="ff6">skutki toczących<span class="_ _1"></span> się spraw sąd<span class="_ _1"></span>owych oraz spraw sporny<span class="_ _1"></span>ch<span class="_ _1"></span></span>, </span></span></div><div class="t m0 x2b hb y213 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">potencjalne koszty usun<span class="_ _1"></span>ięcia wad lub usterek, w okr<span class="_ _1"></span>esie objętym gwarancją<span class="_ _1"></span><span class="ff2">,<span class="_ _1"></span> </span></span></span></div><div class="t m0 x2b hb y1b3 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">odroczony podatek dochod<span class="_ _1"></span>owy. </span></span></div><div class="t m0 x2e h11 y214 ff6 fs6 fc3 sc0 ls0 ws0">Zgodnie <span class="_ _13"></span>z <span class="_ _13"></span>obowiązującym <span class="_ _13"></span>systemem <span class="_ _13"></span>wynagradzan<span class="_ _1"></span>ia <span class="_ _13"></span>pracownicy <span class="_ _13"></span>mają <span class="_ _13"></span>prawo <span class="_ _13"></span>do, <span class="_ _13"></span>odpraw <span class="_ _13"></span>emerytalnych </div><div class="t m0 x2e h11 y1b4 ff2 fs6 fc3 sc0 ls0 ws0">i <span class="ff6">rentowych. <span class="_ _16"> </span>Odprawy <span class="_ _16"> </span>emeryta<span class="_ _1"></span>lne <span class="_ _16"> </span>(rentowe) <span class="_ _15"> </span>są <span class="_ _27"> </span>w<span class="_ _0"></span>ypłacane <span class="_ _16"> </span>jednorazowo <span class="_ _16"> </span>w <span class="_ _16"> </span>momencie <span class="_ _16"> </span>przejś<span class="_ _1"></span>cia <span class="_ _16"> </span>na </span></div><div class="t m0 x2e h11 y1b5 ff6 fs6 fc3 sc0 ls0 ws0">emeryturę <span class="_ _18"> </span>(rentę).  Wysokość <span class="_ _18"> </span>odpraw  e<span class="_ _0"></span>merytalnych,  rentowych <span class="_ _14"> </span>wyn<span class="_ _1"></span>ika <span class="_ _18"> </span>z  uregulowań <span class="_ _14"> </span>w  re<span class="_ _0"></span>gulaminie<span class="_ _1"></span> </div><div class="t m0 x2e h11 y1b6 ff6 fs6 fc3 sc0 ls0 ws0">wynagradzania <span class="_ _2a"> </span>lub <span class="_ _2a"> </span>zapisów <span class="_ _25"> </span>ko<span class="_ _1"></span>deksowych. <span class="_ _2a"> </span>Wysokość <span class="_ _2a"> </span>zobowiązań <span class="_ _25"> </span>z <span class="_ _2a"> </span>tytułu <span class="_ _2a"> </span>określ<span class="_ _f"></span>onych <span class="_ _25"> </span>ś<span class="_ _1"></span>wiadczeń </div><div class="t m0 x2e h11 y215 ff6 fs6 fc3 sc0 ls0 ws0">szacowana <span class="_ _25"> </span>jest <span class="_ _25"> </span>na <span class="_ _25"> </span>koniec <span class="_ _27"> </span>roku<span class="_ _1"></span> <span class="_ _27"> </span>okres<span class="_ _1"></span>u <span class="_ _27"> </span>sprawozd<span class="_ _1"></span>awczego <span class="_ _25"> </span>przez <span class="_ _25"> </span>niezależnego <span class="_ _27"> </span>ak<span class="_ _1"></span>tuariusza <span class="_ _25"> </span>metodą </div><div class="t m0 x2e h11 y19a ff6 fs6 fc3 sc0 ls0 ws0">prognozowanych<span class="_ _1"></span> świadczeń jednos<span class="_ _1"></span>tkowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2e h11 y216 ff6 fs6 fc3 sc0 ls0 ws0">Rezerwy <span class="_ _14"> </span>na <span class="_ _14"> </span>toczące <span class="_ _12"> </span>s<span class="_ _1"></span>ię <span class="_ _12"> </span>pos<span class="_ _1"></span>tępowanie <span class="_ _14"> </span>sądowe<span class="_ _1"></span> <span class="_ _12"> </span>s<span class="_ _1"></span>ą <span class="_ _12"> </span>tworz<span class="_ _1"></span>one <span class="_ _12"> </span>p<span class="_ _1"></span>o <span class="_ _12"> </span>u<span class="_ _1"></span>względnieniu <span class="_ _14"> </span>wszystkich <span class="_ _14"> </span>dostępn<span class="_ _1"></span>ych </div><div class="t m0 x2e h11 y217 ff6 fs6 fc3 sc0 ls0 ws0">dowodów, <span class="_ _1"></span>w <span class="_ _f"></span>tym <span class="_ _f"></span>opinii <span class="_ _1"></span>pra<span class="_ _1"></span>wników <span class="_ _f"></span>jeżeli <span class="_ _f"></span>występowanie <span class="_ _1"></span>o<span class="_ _1"></span>bowiązku <span class="_ _1"></span>n<span class="_ _1"></span>a <span class="_ _1"></span>koniec <span class="_ _1"></span>o<span class="_ _1"></span>kresu <span class="_ _1"></span>sp<span class="_ _1"></span>rawozdawczego </div><div class="t m0 x2e h11 y218 ff6 fs6 fc3 sc0 ls0 ws0">jest bardziej pra<span class="_ _1"></span>wdopodobne niż jego brak.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2e h11 y219 ff6 fs6 fc3 sc0 ls0 ws0">Rezerwy <span class="_ _12"></span>na <span class="_ _12"></span>naprawy <span class="_ _12"> </span>gwarancy<span class="_ _1"></span>jne <span class="_ _12"></span>tworzy <span class="_ _12"></span>się <span class="_ _12"></span>w <span class="_ _12"></span>związku <span class="_ _12"></span>z: <span class="_ _12"> </span>(a) <span class="_ _12"> </span>ryzykiem <span class="_ _12"> </span>pojawi<span class="_ _1"></span>enia <span class="_ _12"></span>się <span class="_ _12"></span>ewentualnych, </div><div class="t m0 x2e h11 y21a ff2 fs6 fc3 sc0 ls0 ws0">potencjalnych <span class="_ _13"></span>usterek <span class="_ _13"></span>w <span class="_ _f"></span>okres<span class="_ _1"></span>ie <span class="_ _f"></span>gwar<span class="_ _1"></span><span class="ff6">ancji <span class="_ _13"></span>i <span class="_ _f"></span>rękojm<span class="_ _1"></span>i, <span class="_ _f"></span>ja<span class="_ _1"></span>k <span class="_ _f"></span>również <span class="_ _13"></span>na <span class="_ _13"></span>(b) <span class="_ _f"></span>kos<span class="_ _1"></span>zty <span class="_ _f"></span>u<span class="_ _1"></span>sunięcia <span class="_ _13"></span>usterek, <span class="_ _f"></span>kt<span class="_ _1"></span>óre </span></div><div class="t m0 x2e h11 y21b ff6 fs6 fc3 sc0 ls0 ws0">zostały <span class="_ _18"> </span>stwierdzone <span class="_ _18"> </span>w <span class="_ _14"> </span>wyniku <span class="_ _18"> </span>przeglądów <span class="_ _18"> </span>w <span class="_ _14"> </span>okres<span class="_ _1"></span>ie <span class="_ _14"> </span>obowiązywania <span class="_ _18"> </span>gwarancji. <span class="_ _18"> </span>Wysokoś<span class="_ _1"></span>ć <span class="_ _14"> </span>rezerw <span class="_ _14"> </span>na </div><div class="t m0 x2e h11 y21c ff6 fs6 fc3 sc0 ls0 ws0">potencjalne  naprawy  gwarancyjne  zależy <span class="_ _14"> </span>od<span class="_ _1"></span>  stopnia <span class="_ _18"> </span>skomplikowania  zakończonego  zadania  oraz  od<span class="_ _0"></span> </div><div class="t m0 x2e h11 y21d ff6 fs6 fc3 sc0 ls0 ws0">wcześniejszych <span class="_ _12"></span>doświadczeń <span class="_ _12"></span>Spółki <span class="_ _13"></span>z <span class="_ _12"></span>realizacji <span class="_ _13"></span>p<span class="_ _1"></span>odobnych <span class="_ _12"></span>kontraktów. <span class="_ _12"></span>Natomiast <span class="_ _13"></span>wys<span class="_ _1"></span>okość <span class="_ _12"></span>rezerw <span class="_ _13"></span>na </div><div class="t m0 x2e h11 y21e ff6 fs6 fc3 sc0 ls0 ws0">naprawy <span class="_ _12"></span>usterek <span class="_ _13"></span>stwierdzo<span class="_ _1"></span>nych <span class="_ _12"></span>w <span class="_ _13"></span>okresie <span class="_ _12"></span>gwarancji, <span class="_ _13"></span>pokr<span class="_ _1"></span>ywa <span class="_ _12"></span>koszt <span class="_ _13"></span>ich <span class="_ _12"></span>usunięcia, <span class="_ _12"></span>jeżeli <span class="_ _13"></span>jest <span class="_ _12"></span>on <span class="_ _13"></span>zn<span class="_ _1"></span>any </div><div class="t m0 x2e h11 y21f ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">momencie <span class="_ _12"></span>tworzenia <span class="_ _13"></span>rezerw. <span class="_ _12"></span>W <span class="_ _13"></span>przyp<span class="_ _1"></span>adkach, <span class="_ _13"></span>w <span class="_ _12"></span>których <span class="_ _13"></span>okr<span class="_ _1"></span>eślenie <span class="_ _12"></span>takiego <span class="_ _13"></span>kosztu <span class="_ _12"></span>nie <span class="_ _13"></span>jest <span class="_ _12"></span>możliwe<span class="_ _0"></span>, </span></div><div class="t m0 x2e h11 y220 ff6 fs6 fc3 sc0 ls0 ws0">szacunek rezerw jest uza<span class="_ _1"></span>leżniony o<span class="_ _1"></span>d zdiagnozowanych ry<span class="_ _1"></span>zyk i prawdopodob<span class="_ _1"></span>ieństwa ich wystąpienia.<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2e h11 y221 ff6 fs6 fc3 sc0 ls0 ws0">Rezerwa  z  tytu<span class="_ _1"></span>łu  odroczon<span class="_ _1"></span>ego  podatku  tworzon<span class="_ _1"></span>a  jest  od  dod<span class="_ _1"></span>atnich  różnic <span class="_ _15"> </span>przejściowych  pomiędzy </div><div class="t m0 x2e h11 y222 ff6 fs6 fc3 sc0 ls0 ws0">wartością podatko<span class="_ _1"></span>wą aktywó<span class="_ _1"></span>w i pasywów, a ich warto<span class="_ _1"></span>ścią bilansową w s<span class="_ _1"></span>prawozdaniu finans<span class="_ _1"></span>owym.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2e h11 y43 ff6 fs6 fc3 sc0 ls0 ws0">Rezerwę zmn<span class="_ _1"></span>iejsza <span class="_ _1"></span>powsta<span class="_ _1"></span>nie s<span class="_ _1"></span>traty <span class="_ _1"></span>lub <span class="_ _1"></span>zobowiązania, <span class="_ _1"></span>na <span class="_ _1"></span>które <span class="_ _1"></span>została <span class="_ _1"></span>utworzona,<span class="_ _1"></span> <span class="_ _1"></span>zaś n<span class="_ _1"></span>iewykorzystane </div><div class="t m0 x2e h11 y44 ff6 fs6 fc3 sc0 ls0 ws0">rezerwy <span class="_ _1"></span>(z <span class="_ _1"></span>uwagi <span class="_ _1"></span>na <span class="_ _1"></span>ustanie <span class="_ _1"></span>lub <span class="_ _1"></span>zmniejs<span class="_ _1"></span>zenie ry<span class="_ _1"></span>zyka <span class="_ _1"></span>strat, <span class="_ _1"></span>na <span class="_ _1"></span>które <span class="_ _1"></span>zosta<span class="_ _1"></span>ły u<span class="_ _1"></span>tworzone) <span class="_ _1"></span>r<span class="_ _1"></span>ozwiązu<span class="_ _1"></span>je <span class="_ _1"></span>się <span class="_ _1"></span>na </div><div class="t m0 x2e h11 y223 ff6 fs6 fc3 sc0 ls0 ws0">dobro kont,<span class="_ _1"></span> w ciężar których zostały<span class="_ _1"></span> utworzone.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2a hb y224 ff2 fs6 fc3 sc0 ls3 ws0">17.<span class="ff3 ls0">  <span class="ff6">Podatek dochodowy bieżący<span class="_ _1"></span> i odroczony<span class="ff2"> </span></span></span></div><div class="t m0 x2d h11 y225 ff2 fs6 fc3 sc0 ls0 ws0">Podatek dochod<span class="_ _1"></span>owy za okres sprawozdawczy<span class="_ _1"></span> obejmuje:<span class="_ _1"></span> </div><div class="t m0 x2b hb y226 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">podatek bieżący,<span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y227 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">podatek odroczony. </span></span></div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">17<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2d h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">Bieżące <span class="_ _28"> </span>obciążenie <span class="_ _28"> </span>podatkowe <span class="_ _28"> </span>jest <span class="_ _28"> </span>obliczane <span class="_ _28"> </span>na <span class="_ _28"> </span>pods<span class="_ _1"></span>tawie <span class="_ _28"> </span><span class="ff2">wyn<span class="_ _1"></span>iku <span class="_ _28"> </span>podatkowego <span class="_ _28"> </span>(podstaw<span class="_ _1"></span>y </span></div><div class="t m0 x2d h11 y50 ff2 fs6 fc3 sc0 ls0 ws0">opodatkowania) d<span class="_ _1"></span>anego roku podatko<span class="_ _1"></span>wego. </div><div class="t m0 x2d h11 y11b ff6 fs6 fc3 sc0 ls0 ws0">Zysk <span class="_ _25"> </span>(stra<span class="_ _1"></span>ta) <span class="_ _25"> </span>podatkowa <span class="_ _25"> </span>różni <span class="_ _25"> </span>się <span class="_ _25"> </span>od <span class="_ _25"> </span>ks<span class="_ _1"></span>ięgowego <span class="_ _25"> </span>zysku <span class="_ _25"> </span>(straty<span class="_ _1"></span>) <span class="_ _25"> </span>brutto <span class="_ _25"> </span>w <span class="_ _25"> </span>związku <span class="_ _25"> </span>z <span class="_ _25"> </span>wył<span class="_ _1"></span>ączeniem </div><div class="t m0 x2d h11 y11c ff6 fs6 fc3 sc0 ls0 ws0">przychodów <span class="_ _12"></span>niepodlegających <span class="_ _12"></span>opodatkowaniu <span class="_ _12"></span>i <span class="_ _12"></span>kosztów <span class="_ _13"></span>niestan<span class="_ _1"></span>owiących <span class="_ _12"></span>kosztów <span class="_ _12"></span>uzyskania <span class="_ _13"></span>przy<span class="_ _1"></span>cho<span class="_ _f"></span><span class="ff2">du. </span></div><div class="t m0 x2d h11 y1ae ff6 fs6 fc3 sc0 ls0 ws0">Obciążenia <span class="_ _25"> </span>podatko<span class="_ _1"></span>we <span class="_ _25"> </span>są <span class="_ _25"> </span>wyliczane <span class="_ _25"> </span>w <span class="_ _25"> </span>oparciu <span class="_ _25"> </span>o <span class="_ _25"> </span>stawki <span class="_ _25"> </span>podat<span class="_ _1"></span>kowe <span class="_ _25"> </span>obowiązujące <span class="_ _25"> </span>w <span class="_ _25"> </span>danym <span class="_ _25"> </span>roku </div><div class="t m0 x2d h11 y169 ff2 fs6 fc3 sc0 ls0 ws0">obrotowym.<span class="_ _1"></span> </div><div class="t m0 x2d h11 y16a ff6 fs6 fc3 sc0 ls0 ws0">Podatek <span class="_ _15"> </span>odroczon<span class="_ _1"></span>y  jes<span class="_ _1"></span>t <span class="_ _15"> </span>obliczany <span class="_ _15"> </span>metodą <span class="_ _15"> </span>zobo<span class="_ _1"></span>wiązań  bilans<span class="_ _1"></span>owych <span class="_ _15"> </span>w <span class="_ _15"> </span>stosunku <span class="_ _15"> </span>do <span class="_ _15"> </span>wszystkich <span class="_ _15"> </span>ró<span class="_ _1"></span>żnic </div><div class="t m0 x2d h11 y16b ff6 fs6 fc3 sc0 ls0 ws0">przejściowych <span class="_ _13"></span>występujących <span class="_ _13"></span>na <span class="_ _f"></span>dzień <span class="_ _13"></span>bilansowy <span class="_ _13"></span>między <span class="_ _f"></span>war<span class="_ _1"></span>to<span class="_ _1"></span>ścią <span class="_ _f"></span>p<span class="_ _1"></span>odatkową <span class="_ _f"></span>akty<span class="_ _1"></span>wów <span class="_ _f"></span>i <span class="_ _13"></span>pasywów <span class="_ _f"></span>a <span class="_ _13"></span>ich </div><div class="t m0 x2d h11 y16c ff6 fs6 fc3 sc0 ls0 ws0">wartością bilanso<span class="_ _1"></span>wą wykazaną w sprawozdan<span class="_ _1"></span>iu finansowym.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y1cb ff6 fs6 fc3 sc0 ls0 ws0">Rezerwy <span class="_ _7"> </span>z <span class="_ _7"> </span>tytułu <span class="_ _7"> </span>od<span class="_ _1"></span>roczonego <span class="_ _7"> </span>podatku <span class="_ _7"> </span>docho<span class="_ _1"></span>dowego <span class="_ _7"> </span>tworzy <span class="_ _7"> </span>się <span class="_ _7"> </span>w <span class="_ _7"> </span>wyso<span class="_ _1"></span>kości <span class="_ _7"> </span>kwoty <span class="_ _7"> </span>podatku </div><div class="t m0 x2d h11 y16e ff6 fs6 fc3 sc0 ls0 ws0">dochodowego, <span class="_ _26"> </span>wymagając<span class="_ _1"></span>ej <span class="_ _26"> </span>w <span class="_ _26"> </span>przyszłoś<span class="_ _1"></span>ci <span class="_ _26"> </span>zapłaty <span class="_ _26"> </span>w <span class="_ _26"> </span>związku <span class="_ _26"> </span>z <span class="_ _26"> </span>występowaniem <span class="_ _11"> </span>dodat<span class="_ _1"></span>nich <span class="_ _26"> </span>różnic </div><div class="t m0 x2d h11 y16f ff6 fs6 fc3 sc0 ls0 ws0">przejściowych, <span class="_ _25"> </span>tj. <span class="_ _25"> </span>różnic, <span class="_ _25"> </span>które <span class="_ _27"> </span>spo<span class="_ _1"></span>wodują <span class="_ _25"> </span>zwiększenie <span class="_ _27"> </span>po<span class="_ _1"></span>dstawy <span class="_ _27"> </span>ob<span class="_ _1"></span>liczenia <span class="_ _27"> </span>p<span class="_ _1"></span>odatku <span class="_ _25"> </span>dochodowego </div><div class="t m0 x2d h11 y228 ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">przyszłoś<span class="_ _1"></span>ci.   </span> </div><div class="t m0 x2d h11 y171 ff6 fs6 fc3 sc0 ls0 ws0">Aktywa <span class="_ _13"></span>z <span class="_ _12"></span>tytułu <span class="_ _f"></span>odro<span class="_ _1"></span>czonego <span class="_ _13"></span>podat<span class="_ _1"></span>ku <span class="_ _13"></span>dochodowego <span class="_ _13"></span>usta<span class="_ _1"></span>la <span class="_ _13"></span>się <span class="_ _13"></span>w <span class="_ _13"></span>kwocie <span class="_ _13"></span>przewidzian<span class="_ _1"></span>ej <span class="_ _13"></span>w <span class="_ _13"></span>p<span class="_ _1"></span>rzyszłości <span class="_ _13"></span>do </div><div class="t m0 x2d h11 y172 ff2 fs6 fc3 sc0 ls0 ws0">odliczenia <span class="_ _f"></span>od <span class="_ _f"></span>podatku <span class="_ _f"></span>docho<span class="ff6">d<span class="_ _1"></span>owego <span class="_ _1"></span>w <span class="_ _f"></span>związku <span class="_ _f"></span>z <span class="_ _f"></span>ujemnymi <span class="_ _f"></span>różnicami <span class="_ _f"></span>przejściowy<span class="_ _1"></span>mi, <span class="_ _1"></span>któ<span class="_ _1"></span>re <span class="_ _1"></span>sp<span class="_ _1"></span>owodują <span class="_ _f"></span>w </span></div><div class="t m0 x2d h11 y173 ff6 fs6 fc3 sc0 ls0 ws0">przyszłości zmniejs<span class="_ _1"></span>zenie podstawy ob<span class="_ _1"></span>liczenia podatku d<span class="_ _1"></span>ochodowego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y193 ff6 fs6 fc3 sc0 ls0 ws0">Wartość <span class="_ _12"></span>bilansowa <span class="_ _12"></span>składnika <span class="_ _12"></span>aktywów <span class="_ _13"></span>z <span class="_ _12"></span>tytułu <span class="_ _12"></span>odroczonego <span class="_ _12"></span>podatku <span class="_ _12"></span>jest <span class="_ _12"></span>we<span class="_ _0"></span>ryfikowana <span class="_ _12"></span>na <span class="_ _12"></span>każdy <span class="_ _13"></span>dzień </div><div class="t m0 x2d h11 y229 ff2 fs6 fc3 sc0 ls0 ws0">bilansowy <span class="_ _f"></span>i <span class="_ _13"></span>ulega <span class="_ _f"></span>sto<span class="ff6">s<span class="_ _1"></span>ownemu <span class="_ _f"></span>obniżeniu <span class="_ _f"></span>o <span class="_ _13"></span>tyle, <span class="_ _f"></span>o <span class="_ _f"></span>ile <span class="_ _f"></span>przesta<span class="_ _1"></span>ło <span class="_ _f"></span>być <span class="_ _f"></span>pra<span class="_ _1"></span>wdopodobne <span class="_ _f"></span>osiągnięcie <span class="_ _f"></span>dochodu<span class="_ _1"></span> </span></div><div class="t m0 x2d h11 y22a ff6 fs6 fc3 sc0 ls0 ws0">do  opodatkowania  wystarczającego  do <span class="_ _14"> </span>częś<span class="_ _1"></span>ciowego  lub <span class="_ _18"> </span>całkowitego  zrealizowania  składnika  aktywów </div><div class="t m0 x2d h11 y22b ff2 fs6 fc3 sc0 ls0 ws0">z <span class="ff6">tytułu odro<span class="_ _1"></span>czonego podatku doch<span class="_ _1"></span>odowego.<span class="_ _1"></span></span> </div><div class="t m0 x2d h11 y22c ff6 fs6 fc3 sc0 ls0 ws0">Aktywa <span class="_ _14"> </span>z  tytułu <span class="_ _14"> </span>od<span class="_ _1"></span>roczonego <span class="_ _14"> </span>podatku<span class="_ _1"></span> <span class="_ _14"> </span>do<span class="_ _1"></span>ch<span class="_ _1"></span>odowego <span class="_ _14"> </span>oraz  rezerw<span class="_ _0"></span>y <span class="_ _18"> </span>na <span class="_ _18"> </span>podatek <span class="_ _18"> </span>odroczo<span class="_ _1"></span>ny <span class="_ _14"> </span>wycenia  się </div><div class="t m0 x2d h11 y22d ff2 fs6 fc3 sc0 ls0 ws0">z <span class="ff6">zastos<span class="_ _1"></span>owaniem stawek podatkowych<span class="_ _1"></span> obowiązujących n<span class="_ _1"></span>a dzień bilansowy.<span class="_ _f"></span></span> </div><div class="t m0 x2d h11 y22e ff6 fs6 fc3 sc0 ls0 ws0">Rezerwy <span class="_ _11"> </span>i <span class="_ _11"> </span>aktywa <span class="_ _11"> </span>z <span class="_ _11"> </span>tytułu <span class="_ _11"> </span>odroczon<span class="_ _1"></span>ego <span class="_ _11"> </span>podatku <span class="_ _11"> </span>dochodowego, <span class="_ _11"> </span>doty<span class="_ _1"></span>czące <span class="_ _11"> </span>operacji <span class="_ _11"> </span>rozliczanych </div><div class="t m0 x2d h11 y22f ff2 fs6 fc3 sc0 ls0 ws0">z <span class="ff6">kapitałem włas<span class="_ _1"></span>nym, odnosi się również</span> <span class="_ _1"></span><span class="ff6">na kapitał wł<span class="_ _1"></span>asny.</span> </div><div class="t m0 x2d h1a y230 ff6 fs6 fc3 sc0 ls0 ws0">Spółka nie ujmuje a<span class="_ _1"></span>ktywów z tytułu<span class="_ _1"></span> podatku odroczonego od<span class="_ _1"></span> udziałów w jednos<span class="_ _1"></span>tkach zależnych.<span class="_ _f"></span><span class="ff4"> </span></div><div class="t m0 x2a hb y231 ff2 fs6 fc3 sc0 ls3 ws0">18.<span class="ff3 ls0">  <span class="ff6">Zobowiązania warunkowe<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2d h11 y218 ff6 fs6 fc3 sc0 ls0 ws0">Zobowiązanie <span class="_ _14"> </span>warunkowe <span class="_ _14"> </span>jes<span class="_ _1"></span>t <span class="_ _12"> </span>możliwym <span class="_ _14"> </span>zobo<span class="_ _1"></span>wiązaniem, <span class="_ _14"> </span>które <span class="_ _14"> </span>powstaje <span class="_ _14"> </span>na <span class="_ _14"> </span>skutek <span class="_ _14"> </span>zdarzeń<span class="_ _1"></span> <span class="_ _12"> </span>przy<span class="_ _1"></span>szłych </div><div class="t m0 x2d h11 y232 ff2 fs6 fc3 sc0 ls0 ws0">i <span class="ff6">którego <span class="_ _14"> </span>istnienie <span class="_ _14"> </span>zostanie <span class="_ _14"> </span>po<span class="_ _1"></span>twierdzone <span class="_ _14"> </span>w <span class="_ _12"> </span>p<span class="_ _1"></span>rzyszłoś<span class="_ _1"></span>ci <span class="_ _12"> </span>w<span class="_ _1"></span> <span class="_ _12"> </span>mom<span class="_ _1"></span>encie <span class="_ _14"> </span>wystąpienia <span class="_ _14"> </span>niepewnych <span class="_ _14"> </span>zdarzeń<span class="_ _1"></span>, </span></div><div class="t m0 x2d h11 y233 ff6 fs6 fc3 sc0 ls0 ws0">które <span class="_ _12"></span>nie <span class="_ _13"></span>w <span class="_ _12"></span>pełni <span class="_ _12"></span>podlegają <span class="_ _12"></span>kontroli <span class="_ _12"></span>jednostki. <span class="_ _12"></span>Zobowiązaniem <span class="_ _13"></span>warun<span class="_ _1"></span>kowym <span class="_ _12"></span>może <span class="_ _12"></span>być <span class="_ _12"></span>również <span class="_ _13"></span>ob<span class="_ _1"></span>ecne </div><div class="t m0 x2d h11 y234 ff6 fs6 fc3 sc0 ls0 ws0">zobowiązanie <span class="_ _16"> </span>jed<span class="_ _1"></span>nostki, <span class="_ _27"> </span>które <span class="_ _15"> </span>pows<span class="_ _1"></span>taje <span class="_ _16"> </span>na <span class="_ _27"> </span>skutek <span class="_ _16"> </span>przyszł<span class="_ _1"></span>ych <span class="_ _16"> </span>zd<span class="_ _1"></span>arzeń <span class="_ _16"> </span>i <span class="_ _27"> </span>któ<span class="_ _1"></span>rego <span class="_ _16"> </span>nie <span class="_ _27"> </span>można <span class="_ _16"> </span>wycenić<span class="_ _1"></span> </div><div class="t m0 x2d h11 y235 ff6 fs6 fc3 sc0 ls0 ws0">wystarczająco <span class="_ _28"> </span>wiarygodnie <span class="_ _d"> </span>lub<span class="_ _1"></span> <span class="_ _d"> </span>nie <span class="_ _d"> </span>jest <span class="_ _28"> </span>prawdopodobne, <span class="_ _28"> </span>aby <span class="_ _d"> </span>wypełnienie <span class="_ _d"> </span>te<span class="_ _1"></span>go <span class="_ _d"> </span>zobo<span class="_ _1"></span>wiązania </div><div class="t m0 x2d h11 y236 ff6 fs6 fc3 sc0 ls0 ws0">spowodowało wyp<span class="_ _1"></span>ływ środków zawierających <span class="_ _1"></span>w sobie korzy<span class="_ _1"></span>ści ekonomiczne.<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y237 ff2 fs6 fc3 sc0 ls0 ws0"> <span class="_ _9"></span><span class="ff6">Zobowiązania <span class="_ _7"> </span>warunkowe <span class="_ _7"> </span>nie <span class="_ _11"> </span>są <span class="_ _7"> </span>ujmowane <span class="_ _7"> </span>w <span class="_ _11"> </span>s<span class="_ _1"></span>prawozdaniu <span class="_ _7"> </span>finansowym, <span class="_ _7"> </span>ale <span class="_ _7"> </span>są <span class="_ _7"> </span>opisywane <span class="_ _7"> </span>w </span></div><div class="t m0 x2d h11 y238 ff6 fs6 fc3 sc0 ls0 ws0">dodatkowych in<span class="_ _1"></span>formacjach i objaśn<span class="_ _1"></span>ieniach do sprawozdan<span class="_ _1"></span>ia finansowego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2a hb y239 ff2 fs6 fc3 sc0 ls3 ws0">19.<span class="ff3 ls0">  <span class="ff2">Przychody </span></span></div><div class="t m0 x2d h11 y23a ff6 fs6 fc3 sc0 ls0 ws0">Wysokość <span class="_ _2a"> </span>przych<span class="_ _1"></span>odów <span class="_ _25"> </span>us<span class="_ _1"></span>tala <span class="_ _25"> </span>się <span class="_ _2a"> </span>według <span class="_ _2a"> </span>wartoś<span class="_ _1"></span>ci <span class="_ _2a"> </span>godziwej <span class="_ _25"> </span>zap<span class="_ _1"></span>łaty <span class="_ _2a"> </span>otrzymanej, <span class="_ _2a"> </span>bądź <span class="_ _2a"> </span>należnej <span class="_ _2a"> </span>ze </div><div class="t m0 x2d h11 y23b ff6 fs6 fc3 sc0 ls0 ws0">sprzedaży t<span class="_ _1"></span>owarów i usług, po pomniejszeniu o<span class="_ _1"></span> podatek od towarów i u<span class="_ _f"></span>sług, rab<span class="_ _1"></span>aty i upusty. <span class="ff2"> </span></div><div class="t m0 x2d h11 y23c ff6 fs6 fc3 sc0 ls0 ws0">Przychody ze s<span class="_ _1"></span>przedaży ujmuje się, jeśli zosta<span class="_ _1"></span>ły spełnione następują<span class="_ _1"></span>ce warunki:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y23d ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">przekazan<span class="_ _1"></span>o <span class="_ _11"> </span>nabywcy <span class="_ _11"> </span>znaczące <span class="_ _11"> </span>ryzyko<span class="_ _1"></span> <span class="_ _11"> </span>i <span class="_ _11"> </span>korzyści <span class="_ _11"> </span>wynikaj<span class="_ _1"></span>ące <span class="_ _11"> </span>z <span class="_ _11"> </span>praw <span class="_ _11"> </span>własnoś<span class="_ _1"></span>ci <span class="_ _11"> </span>do <span class="_ _11"> </span>towarów </span></span></div><div class="t m0 x2f h11 y23e ff2 fs6 fc3 sc0 ls0 ws0">i <span class="ff6">produktów,  <span class="_ _1"></span>   </span> </div><div class="t m0 x2b hb y23f ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">Spółka <span class="_ _13"></span>przestaje <span class="_ _13"></span>być <span class="_ _13"></span>trwale <span class="_ _f"></span>zaa<span class="_ _1"></span>ngażowana <span class="_ _13"></span>w <span class="_ _f"></span>zarząd<span class="_ _1"></span>zanie <span class="_ _13"></span>sprzedany<span class="_ _1"></span>ch <span class="_ _f"></span>towarów <span class="_ _13"></span>w <span class="_ _f"></span>sto<span class="_ _1"></span>pniu, <span class="_ _13"></span>w<span class="_ _f"></span><span class="ff2"> jakim </span></span></span></div><div class="t m0 x2f h11 y240 ff6 fs6 fc3 sc0 ls0 ws0">zazwyczaj <span class="_ _14"> </span>funkcję <span class="_ _14"> </span>taką <span class="_ _14"> </span>realizuje <span class="_ _12"> </span>s<span class="_ _1"></span>ię <span class="_ _12"> </span>wobec <span class="_ _14"> </span>towaró<span class="_ _1"></span>w, <span class="_ _12"> </span>do <span class="_ _14"> </span>któr<span class="_ _f"></span>ych <span class="_ _14"> </span>ma <span class="_ _12"> </span>p<span class="_ _1"></span>rawo <span class="_ _12"> </span>włas<span class="_ _1"></span>ności, <span class="_ _14"> </span>ani <span class="_ _12"> </span>też <span class="_ _14"> </span>nie </div><div class="t m0 x2f h11 y226 ff6 fs6 fc3 sc0 ls0 ws0">sprawuje się nad<span class="_ _1"></span> nimi efektywnej kontroli,<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">18<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2b hb y4f ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">kwotę przycho<span class="_ _1"></span>dów można wy<span class="_ _1"></span>cenić w wiarygodny s<span class="_ _1"></span>posób,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y241 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">istnieje <span class="_ _18"> </span>prawdopodob<span class="_ _1"></span>ieństwo, <span class="_ _18"> </span>że <span class="_ _14"> </span>zos<span class="_ _1"></span>taną <span class="_ _14"> </span>uzyskan<span class="_ _1"></span>e <span class="_ _14"> </span>korzyści <span class="_ _18"> </span>ekonomiczne <span class="_ _18"> </span>z <span class="_ _14"> </span>ty<span class="_ _1"></span>tułu <span class="_ _14"> </span>trans<span class="_ _1"></span>akcji <span class="_ _14"> </span>oraz </span></span></div><div class="t m0 x2f h11 y11b ff6 fs6 fc3 sc0 ls0 ws0">koszty <span class="_ _25"> </span>poniesion<span class="_ _1"></span>e <span class="_ _25"> </span>oraz <span class="_ _25"> </span>te, <span class="_ _27"> </span>któ<span class="_ _1"></span>re <span class="_ _25"> </span>zosta<span class="_ _1"></span>ną <span class="_ _25"> </span>poniesione <span class="_ _25"> </span>w <span class="_ _25"> </span>związku <span class="_ _25"> </span>z <span class="_ _25"> </span>transakcją <span class="_ _25"> </span>można <span class="_ _25"> </span>wycenić </div><div class="t m0 x2f h11 y11c ff2 fs6 fc3 sc0 ls0 ws0">w <span class="ff6">wiarygodny sp<span class="_ _1"></span>osób.</span> </div><div class="t m0 x2d h11 y11d ff6 fs6 fc3 sc0 ls0 ws0">Kwotę <span class="_ _1"></span>przychodó<span class="_ _1"></span>w <span class="_ _1"></span>wynikających <span class="_ _f"></span>z <span class="_ _1"></span>transakcji <span class="_ _f"></span>określa <span class="_ _1"></span>się <span class="_ _1"></span>w <span class="_ _f"></span>drodze <span class="_ _1"></span>umowy. <span class="_ _f"></span>Jej <span class="_ _1"></span>wysoko<span class="_ _1"></span>ść <span class="_ _1"></span>ustala <span class="_ _f"></span>się <span class="_ _1"></span>według </div><div class="t m0 x2d h11 y18b ff6 fs6 fc3 sc0 ls0 ws0">wartości godziwej zapłat<span class="_ _1"></span>y, uwzględniając kwoty<span class="_ _1"></span> rabatów hand<span class="_ _1"></span>lowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y11f ff2 fs6 fc3 sc0 ls0 ws0">W <span class="_ _27"> </span>przyp<span class="ff6">ad<span class="_ _1"></span>ku <span class="_ _27"> </span>kontraktów <span class="_ _27"> </span>długoterminowych <span class="_ _25"> </span>–</span> <span class="_ _27"> </span><span class="ff6">umów <span class="_ _27"> </span>o <span class="_ _27"> </span>u<span class="_ _1"></span>sługę <span class="_ _27"> </span>budowlaną <span class="_ _25"> </span></span>- <span class="_ _27"> </span><span class="ff6">ich <span class="_ _27"> </span>wycena <span class="_ _27"> </span>na <span class="_ _27"> </span>d<span class="_ _1"></span>zień </span></div><div class="t m0 x2d h11 y18c ff6 fs6 fc3 sc0 ls0 ws0">bilansowy, u<span class="_ _1"></span>względniająca regulacje MSSF 15, od<span class="_ _1"></span>bywa się nas<span class="_ _1"></span>tępująco:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y121 ff6 fs6 fc3 sc0 ls0 ws0">Co <span class="_ _18"> </span>3  m<span class="_ _0"></span>ie<span class="_ _0"></span>sią<span class="_ _0"></span>ce,<span class="_ _0"></span>  n<span class="_ _0"></span>a  k<span class="_ _0"></span>oni<span class="_ _0"></span>ec<span class="_ _0"></span>  ok<span class="_ _0"></span>r<span class="_ _0"></span>esów<span class="_ _a"></span>  spra<span class="_ _0"></span>wo<span class="_ _0"></span>zda<span class="_ _0"></span>wc<span class="_ _0"></span>zy<span class="_ _0"></span>ch<span class="_ _0"></span>,  do<span class="_ _a"></span>konuj<span class="_ _0"></span>e <span class="_ _14"> </span>się  s<span class="_ _0"></span>zc<span class="_ _0"></span>zeg<span class="_ _0"></span>ół<span class="_ _0"></span>owe<span class="_ _a"></span>j  ana<span class="_ _0"></span>li<span class="_ _0"></span>zy<span class="_ _0"></span>  po<span class="_ _0"></span>szc<span class="_ _0"></span>ze<span class="_ _0"></span>gól<span class="_ _a"></span>nych<span class="_ _0"></span>, </div><div class="t m0 x2d h11 y122 ff2 fs6 fc3 sc0 ls0 ws0">nie<span class="_ _0"></span>zak<span class="_ _a"></span><span class="ff6">ończ<span class="_ _0"></span>on<span class="_ _0"></span>ych<span class="_ _a"></span> <span class="_ _f"></span>ko<span class="_ _0"></span>ntr<span class="_ _0"></span>ak<span class="_ _0"></span>tów<span class="_ _a"></span> <span class="_ _1"></span>na <span class="_ _1"></span>us<span class="_ _0"></span>ług<span class="_ _0"></span>i bud<span class="_ _0"></span>owl<span class="_ _a"></span>ano<span class="ff2">-</span>m<span class="_ _a"></span>ontaż<span class="_ _0"></span>ow<span class="_ _a"></span>e <span class="_ _1"></span>i <span class="_ _1"></span>osz<span class="_ _0"></span>aco<span class="_ _0"></span>wa<span class="_ _a"></span>nia ich<span class="_ _0"></span> <span class="_ _1"></span>prz<span class="_ _a"></span>ychod<span class="_ _0"></span>ów<span class="_ _0"></span> <span class="_ _1"></span>i kosz<span class="_ _0"></span>tów<span class="_ _a"></span>, <span class="_ _1"></span>czyl<span class="_ _0"></span>i<span class="_ _0"></span> </span></div><div class="t m0 x2d h11 y18e ff6 fs6 fc3 sc0 ls0 ws0">wyn<span class="_ _0"></span>ik<span class="_ _0"></span>u o<span class="_ _a"></span> usł<span class="_ _0"></span>ugę<span class="_ _0"></span> b<span class="_ _0"></span>udo<span class="_ _0"></span>wl<span class="_ _0"></span>an<span class="_ _0"></span>ą. <span class="_ _0"></span>Do<span class="_ _0"></span> a<span class="_ _0"></span>nali<span class="_ _a"></span>zy <span class="_ _0"></span>kwa<span class="_ _0"></span>lif<span class="_ _a"></span>ikow<span class="_ _0"></span>ane<span class="_ _a"></span> są <span class="_ _0"></span>ko<span class="_ _0"></span>nt<span class="_ _0"></span>rak<span class="_ _a"></span>ty, d<span class="_ _a"></span>la k<span class="_ _0"></span>tór<span class="_ _a"></span>ych:<span class="_ _a"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y242 ff2 fs6 fc3 sc0 ls14 ws0">a.<span class="ff3 ls0"> <span class="_ _1d"> </span><span class="ff6">war<span class="_ _0"></span>tość<span class="_ _a"></span> <span class="_ _15"> </span>przy<span class="_ _0"></span>cho<span class="_ _a"></span>dów  z <span class="_ _15"> </span>umow<span class="_ _0"></span>y  przek<span class="_ _0"></span>r<span class="_ _0"></span>acz<span class="_ _0"></span>a <span class="_ _15"> </span>kw<span class="_ _0"></span>ot<span class="_ _0"></span>ę <span class="_ _15"> </span>mni<span class="_ _0"></span>ej<span class="_ _a"></span>szą  z:<span class="ff2"> </span>(i<span class="_ _0"></span>)<span class="_ _0"></span> <span class="_ _15"> </span>200.<span class="_ _0"></span>00<span class="_ _0"></span>0  zł  lub  (ii)<span class="_ _a"></span><span class="ff2"> <span class="ff6">2%  prz<span class="_ _0"></span>ycho<span class="_ _a"></span>dów<span class="_ _0"></span> </span></span></span></span></div><div class="t m0 x2f h11 y190 ff6 fs6 fc3 sc0 ls0 ws0">osi<span class="_ _0"></span>ąg<span class="_ _0"></span>nię<span class="_ _0"></span>ty<span class="_ _0"></span>ch<span class="_ _0"></span> w<span class="_ _0"></span> po<span class="_ _0"></span>prz<span class="_ _0"></span>ed<span class="_ _0"></span>nim<span class="_ _a"></span> rok<span class="_ _a"></span>u obr<span class="_ _0"></span>ot<span class="_ _0"></span>ow<span class="_ _0"></span>ym,<span class="_ _a"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y126 ff2 fs6 fc3 sc0 ls15 ws0">b.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">wart<span class="_ _0"></span>ość<span class="_ _a"></span> <span class="_ _12"></span>pr<span class="_ _0"></span>zyc<span class="_ _a"></span>hodó<span class="_ _0"></span>w <span class="_ _13"></span>z <span class="_ _13"></span>umow<span class="_ _a"></span>y <span class="_ _13"></span>nie <span class="_ _f"></span>przek<span class="_ _a"></span>racz<span class="_ _a"></span>a <span class="_ _12"></span>kw<span class="_ _a"></span>oty<span class="_ _0"></span> <span class="_ _12"></span>m<span class="_ _a"></span>niej<span class="_ _0"></span>sz<span class="_ _0"></span>ej <span class="_ _13"></span>z:<span class="_ _0"></span> <span class="_ _12"></span>(<span class="_ _0"></span>i)<span class="_ _a"></span> <span class="_ _12"></span>20<span class="_ _0"></span>0.<span class="_ _0"></span>000<span class="_ _a"></span> <span class="_ _12"></span>z<span class="_ _0"></span>ł <span class="_ _13"></span>lub<span class="_ _a"></span> <span class="_ _12"></span>(i<span class="_ _0"></span>i)<span class="ff2"> </span>2%<span class="_ _a"></span> <span class="_ _12"></span>pr<span class="_ _0"></span>z<span class="_ _0"></span>ycho<span class="_ _a"></span>dów </span></span></div><div class="t m0 x2f h11 y127 ff6 fs6 fc3 sc0 ls0 ws0">osi<span class="_ _0"></span>ąg<span class="_ _0"></span>nię<span class="_ _0"></span>ty<span class="_ _0"></span>ch<span class="_ _0"></span> w<span class="_ _0"></span> po<span class="_ _0"></span>prz<span class="_ _0"></span>ed<span class="_ _0"></span>nim<span class="_ _a"></span> rok<span class="_ _a"></span>u obr<span class="_ _0"></span>ot<span class="_ _0"></span>ow<span class="_ _0"></span>ym,<span class="_ _a"></span> ale <span class="_ _0"></span>cz<span class="_ _0"></span>as<span class="_ _0"></span> re<span class="_ _a"></span>aliz<span class="_ _0"></span>acj<span class="_ _a"></span>i ko<span class="_ _0"></span>ntr<span class="_ _a"></span>aktu<span class="_ _0"></span> p<span class="_ _0"></span>rze<span class="_ _0"></span>kr<span class="_ _0"></span>acz<span class="_ _0"></span>a <span class="_ _0"></span>6 m<span class="_ _a"></span>iesi<span class="_ _a"></span>ęcy.<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x2c h11 y243 ff2 fs6 fc3 sc0 ls0 ws0">Sza<span class="_ _0"></span>cu<span class="_ _0"></span>n<span class="ff6">ki<span class="_ _a"></span>  te<span class="_ _a"></span>  o<span class="_ _0"></span>pie<span class="_ _0"></span>ra<span class="_ _0"></span>ją<span class="_ _0"></span> <span class="_ _18"> </span>się<span class="_ _a"></span>  o<span class="_ _0"></span> <span class="_ _18"> </span>za<span class="_ _0"></span>pla<span class="_ _0"></span>now<span class="_ _a"></span>ane <span class="_ _14"> </span>bud<span class="_ _0"></span>żet<span class="_ _a"></span>y <span class="_ _18"> </span>rea<span class="_ _0"></span>li<span class="_ _0"></span>za<span class="_ _0"></span>cji<span class="_ _a"></span>  r<span class="_ _0"></span>obó<span class="_ _a"></span>t, <span class="_ _14"> </span>wyko<span class="_ _0"></span>rz<span class="_ _a"></span>ystuj<span class="_ _a"></span>ąc <span class="_ _18"> </span>za<span class="_ _0"></span>łoż<span class="_ _0"></span>eni<span class="_ _a"></span>a <span class="_ _18"> </span>tec<span class="_ _0"></span>hn<span class="_ _0"></span>icz<span class="_ _a"></span>ne </span></div><div class="t m0 x2c h11 y244 ff2 fs6 fc3 sc0 ls0 ws0">i <span class="ff6">k<span class="_ _0"></span>on<span class="_ _0"></span>str<span class="_ _a"></span>ukcy<span class="_ _0"></span>jne<span class="_ _a"></span> <span class="_ _12"> </span>proje<span class="_ _a"></span>ktu <span class="_ _12"></span>or<span class="_ _a"></span>az <span class="_ _12"></span>ce<span class="_ _0"></span>ny <span class="_ _12"></span>r<span class="_ _0"></span>ynk<span class="_ _0"></span>owe<span class="_ _a"></span> <span class="_ _14"> </span>mat<span class="_ _0"></span>er<span class="_ _0"></span>ia<span class="_ _0"></span>łó<span class="_ _0"></span>w <span class="_ _12"></span>i <span class="_ _12"></span>u<span class="_ _a"></span>sług,<span class="_ _a"></span> <span class="_ _14"> </span>ko<span class="_ _0"></span>nie<span class="_ _0"></span>cz<span class="_ _a"></span>nych <span class="_ _12"></span>d<span class="_ _0"></span>o <span class="_ _12"></span>wy<span class="_ _0"></span>ko<span class="_ _0"></span>na<span class="_ _0"></span>nia<span class="_ _0"></span> <span class="_ _12"></span>kol<span class="_ _0"></span>ej<span class="_ _0"></span>nyc<span class="_ _a"></span>h </span></div><div class="t m0 x2c h11 y174 ff6 fs6 fc3 sc0 ls0 ws0">et<span class="_ _0"></span>apów<span class="_ _0"></span> <span class="_ _0"></span>bud<span class="_ _0"></span>owy<span class="_ _0"></span>.<span class="ff2"> </span></div><div class="t m0 x2d h11 y245 ff6 fs6 fc3 sc0 ls0 ws0">Spó<span class="_ _0"></span>łk<span class="_ _0"></span>a <span class="_ _16"> </span>wyce<span class="_ _a"></span>nia <span class="_ _16"> </span>kon<span class="_ _0"></span>tr<span class="_ _0"></span>akt<span class="_ _0"></span>y <span class="_ _16"> </span>ot<span class="_ _0"></span>war<span class="_ _0"></span>te<span class="_ _0"></span> <span class="_ _27"> </span>w<span class="_ _a"></span>edłu<span class="_ _0"></span>g <span class="_ _16"> </span>MSSF<span class="_ _0"></span> <span class="_ _16"> </span>15, <span class="_ _16"> </span>met<span class="_ _a"></span>odą <span class="_ _16"> </span>stop<span class="_ _0"></span>ni<span class="_ _0"></span>a <span class="_ _16"> </span>zaa<span class="_ _0"></span>wa<span class="_ _0"></span>nso<span class="_ _0"></span>wa<span class="_ _0"></span>nia<span class="_ _a"></span>, <span class="_ _27"> </span>m<span class="_ _a"></span>ierz<span class="_ _0"></span>ąc <span class="_ _16"> </span>sto<span class="_ _a"></span>pień<span class="_ _0"></span> </div><div class="t m0 x2d h11 y246 ff6 fs6 fc3 sc0 ls0 ws0">cał<span class="_ _0"></span>ko<span class="_ _0"></span>wi<span class="_ _0"></span>teg<span class="_ _0"></span>o <span class="_ _0"></span>spe<span class="_ _a"></span>łnie<span class="_ _0"></span>nia<span class="_ _0"></span> z<span class="_ _0"></span>ob<span class="_ _0"></span>owi<span class="_ _a"></span>ązan<span class="_ _0"></span>ia <span class="_ _a"></span>do w<span class="_ _0"></span>yko<span class="_ _a"></span>nania<span class="_ _0"></span> ś<span class="_ _0"></span>wi<span class="_ _0"></span>adc<span class="_ _0"></span>ze<span class="_ _a"></span>nia:<span class="_ _a"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y247 ff2 fs6 fc3 sc0 ls14 ws0">a.<span class="ff3 ls0"> <span class="_ _1d"> </span><span class="ff6">(MS<span class="_ _0"></span>SF <span class="_ _1"></span>15<span class="_ _0"></span>.39<span class="_ _0"></span>) <span class="_ _1"></span>Dla<span class="_ _0"></span> <span class="_ _1"></span>każde<span class="_ _a"></span>go <span class="_ _1"></span>zob<span class="_ _0"></span>owi<span class="_ _0"></span>ąza<span class="_ _a"></span>nia <span class="_ _1"></span>do <span class="_ _1"></span>wyk<span class="_ _0"></span>on<span class="_ _0"></span>ani<span class="_ _0"></span>a <span class="_ _1"></span>świ<span class="_ _0"></span>ad<span class="_ _0"></span>cze<span class="_ _0"></span>nia<span class="_ _a"></span> <span class="_ _f"></span>spe<span class="_ _0"></span>łn<span class="_ _0"></span>iane<span class="_ _a"></span>go <span class="_ _1"></span>w<span class="ff2"> </span>mi<span class="_ _0"></span>arę<span class="_ _a"></span> <span class="_ _f"></span>upł<span class="_ _0"></span>ywu<span class="_ _0"></span> <span class="_ _1"></span>czas<span class="_ _a"></span>u, </span></span></div><div class="t m0 x2f h11 y248 ff6 fs6 fc3 sc0 ls0 ws0">ujm<span class="_ _0"></span>uje<span class="_ _0"></span> się prz<span class="_ _0"></span>ych<span class="_ _0"></span>od<span class="_ _0"></span>y <span class="_ _1"></span>w <span class="_ _1"></span>mi<span class="_ _0"></span>arę<span class="_ _a"></span> <span class="_ _1"></span>upływ<span class="_ _0"></span>u cza<span class="_ _0"></span>su,<span class="_ _0"></span> <span class="_ _1"></span>mie<span class="_ _0"></span>rz<span class="_ _0"></span>ąc<span class="_ _0"></span> <span class="_ _1"></span>stop<span class="_ _0"></span>ie<span class="_ _0"></span>ń całko<span class="_ _0"></span>wi<span class="_ _0"></span>te<span class="_ _0"></span>go<span class="_ _0"></span> <span class="_ _1"></span>spe<span class="_ _0"></span>łni<span class="_ _0"></span>en<span class="_ _0"></span>ia<span class="_ _0"></span> <span class="_ _1"></span>teg<span class="_ _0"></span>o zobo<span class="_ _0"></span>wią<span class="_ _a"></span>zani<span class="_ _0"></span>a </div><div class="t m0 x2f h11 y249 ff6 fs6 fc3 sc0 ls0 ws0">do<span class="_ _0"></span> <span class="_ _1"></span>wyk<span class="_ _0"></span>on<span class="_ _0"></span>ani<span class="_ _a"></span>a świa<span class="_ _0"></span>dc<span class="_ _0"></span>zen<span class="_ _0"></span>ia<span class="_ _0"></span>. Cel<span class="_ _a"></span>em pomi<span class="_ _0"></span>ar<span class="_ _0"></span>u jes<span class="_ _0"></span>t<span class="_ _0"></span> <span class="_ _1"></span>ok<span class="_ _0"></span>reś<span class="_ _0"></span>le<span class="_ _0"></span>nie<span class="_ _a"></span> <span class="_ _1"></span>pos<span class="_ _0"></span>tęp<span class="_ _a"></span>u <span class="_ _1"></span>w spe<span class="_ _a"></span>łnia<span class="_ _0"></span>ni<span class="_ _0"></span>u zob<span class="_ _0"></span>owi<span class="_ _0"></span>ąz<span class="_ _0"></span>a<span class="_ _0"></span>nia<span class="_ _0"></span> Spół<span class="_ _0"></span>ki<span class="_ _0"></span> do </div><div class="t m0 x2f h11 y24a ff6 fs6 fc3 sc0 ls0 ws0">prz<span class="_ _0"></span>eni<span class="_ _0"></span>e<span class="_ _0"></span>sie<span class="_ _0"></span>ni<span class="_ _0"></span>a <span class="_ _27"> </span>ko<span class="_ _a"></span>ntro<span class="_ _0"></span>li<span class="_ _a"></span> <span class="_ _25"> </span>na<span class="_ _0"></span>d <span class="_ _27"> </span>do<span class="_ _0"></span>bra<span class="_ _0"></span>mi<span class="_ _a"></span> <span class="_ _25"> </span>lu<span class="_ _0"></span>b <span class="_ _27"> </span>u<span class="_ _0"></span>słu<span class="_ _0"></span>gam<span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _27"> </span>prz<span class="_ _a"></span>yrze<span class="_ _0"></span>czo<span class="_ _0"></span>ny<span class="_ _0"></span>mi<span class="_ _0"></span> <span class="_ _27"> </span>kli<span class="_ _0"></span>en<span class="_ _0"></span>tow<span class="_ _a"></span>i <span class="_ _27"> </span>(tj<span class="_ _0"></span>. <span class="_ _27"> </span>st<span class="_ _a"></span>opni<span class="_ _a"></span>a <span class="_ _27"> </span>spe<span class="_ _0"></span>łni<span class="_ _0"></span>e<span class="_ _0"></span>nia<span class="_ _0"></span> </div><div class="t m0 x2f h11 y19b ff6 fs6 fc3 sc0 ls0 ws0">zobo<span class="_ _0"></span>wi<span class="_ _a"></span>ązan<span class="_ _0"></span>ia<span class="_ _0"></span> do<span class="_ _a"></span> wyk<span class="_ _0"></span>ona<span class="_ _0"></span>nia<span class="_ _a"></span> św<span class="_ _0"></span>iadc<span class="_ _0"></span>ze<span class="_ _0"></span>ni<span class="_ _0"></span>a).<span class="_ _a"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y24b ff2 fs6 fc3 sc0 ls15 ws0">b.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">(MSS<span class="_ _a"></span>F <span class="_ _13"></span>15<span class="_ _0"></span>.40<span class="_ _0"></span>) <span class="_ _f"></span>Spó<span class="_ _a"></span>łka <span class="_ _f"></span>st<span class="_ _0"></span>osu<span class="_ _0"></span>je <span class="_ _1"></span>jedn<span class="_ _0"></span>ą <span class="_ _f"></span>met<span class="_ _0"></span>od<span class="_ _0"></span>ę <span class="_ _f"></span>po<span class="_ _0"></span>mia<span class="_ _0"></span>ru <span class="_ _1"></span>stop<span class="_ _a"></span>nia <span class="_ _f"></span>spe<span class="_ _a"></span>łnien<span class="_ _0"></span>i<span class="_ _0"></span>a <span class="_ _f"></span>zobo<span class="_ _0"></span>wi<span class="_ _0"></span>ąz<span class="_ _0"></span>an<span class="_ _0"></span>ia <span class="_ _f"></span>w <span class="_ _f"></span>od<span class="_ _a"></span>niesi<span class="_ _0"></span>en<span class="_ _0"></span>iu <span class="_ _1"></span>do </span></span></div><div class="t m0 x2f h11 y24c ff6 fs6 fc3 sc0 ls0 ws0">każ<span class="_ _0"></span>deg<span class="_ _a"></span>o <span class="_ _13"></span>zobo<span class="_ _0"></span>wi<span class="_ _0"></span>ąza<span class="_ _0"></span>nia<span class="_ _a"></span> <span class="_ _12"></span>d<span class="_ _0"></span>o <span class="_ _13"></span>wyk<span class="_ _a"></span>onani<span class="_ _0"></span>a <span class="_ _13"></span>świ<span class="_ _0"></span>ad<span class="_ _0"></span>cze<span class="_ _a"></span>nia,<span class="_ _a"></span> <span class="_ _12"></span>sp<span class="_ _0"></span>eł<span class="_ _0"></span>nia<span class="_ _a"></span>neg<span class="_ _0"></span>o <span class="_ _13"></span>w <span class="_ _13"></span>mia<span class="_ _0"></span>rę <span class="_ _13"></span>up<span class="_ _0"></span>ływ<span class="_ _a"></span>u <span class="_ _13"></span>czasu<span class="_ _a"></span>, <span class="_ _13"></span>oraz<span class="_ _0"></span> <span class="_ _13"></span>sto<span class="_ _0"></span>suj<span class="_ _0"></span>e <span class="_ _13"></span>tę<span class="_ _0"></span> </div><div class="t m0 x2f h11 y24d ff6 fs6 fc3 sc0 ls0 ws0">me<span class="_ _0"></span>tod<span class="_ _0"></span>ę <span class="_ _2d"> </span>kons<span class="_ _0"></span>ekw<span class="_ _0"></span>en<span class="_ _0"></span>tn<span class="_ _0"></span>ie <span class="_ _2d"> </span>w<span class="ff2"> o<span class="_ _a"></span>dnies<span class="_ _a"></span>ie<span class="ff6">niu<span class="_ _0"></span> <span class="_ _2d"> </span>do <span class="_ _2d"> </span>podo<span class="_ _0"></span>bny<span class="_ _0"></span>ch<span class="_ _0"></span> <span class="_ _2f"> </span>z<span class="_ _0"></span>obow<span class="_ _a"></span>iąza<span class="_ _0"></span>ń <span class="_ _2d"> </span>do <span class="_ _2d"> </span>wyko<span class="_ _0"></span>na<span class="_ _0"></span>ni<span class="_ _0"></span>a <span class="_ _2d"> </span>świa<span class="_ _0"></span>dc<span class="_ _0"></span>ze<span class="_ _0"></span>nia<span class="_ _a"></span> </span></span></div><div class="t m0 x2f h11 y233 ff2 fs6 fc3 sc0 ls0 ws0">i w<span class="_ _a"></span> <span class="ff6">podo<span class="_ _a"></span>bnyc<span class="_ _0"></span>h <span class="_ _25"> </span>oko<span class="_ _0"></span>lic<span class="_ _a"></span>znoś<span class="_ _0"></span>ci<span class="_ _0"></span>ac<span class="_ _0"></span>h. <span class="_ _27"> </span>Na <span class="_ _25"> </span>kon<span class="_ _0"></span>ie<span class="_ _0"></span>c <span class="_ _25"> </span>każ<span class="_ _0"></span>deg<span class="_ _a"></span>o <span class="_ _25"> </span>okre<span class="_ _a"></span>su <span class="_ _25"> </span>spr<span class="_ _0"></span>awo<span class="_ _0"></span>zd<span class="_ _0"></span>awc<span class="_ _0"></span>ze<span class="_ _0"></span>go<span class="_ _0"></span>, <span class="_ _25"> </span>oce<span class="_ _0"></span>ni<span class="_ _0"></span>a <span class="_ _27"> </span>się <span class="_ _25"> </span>sto<span class="_ _0"></span>pi<span class="_ _0"></span>eń </span></div><div class="t m0 x2f h11 y24e ff6 fs6 fc3 sc0 ls0 ws0">spe<span class="_ _a"></span>łnien<span class="_ _0"></span>ia<span class="_ _0"></span> z<span class="_ _0"></span>ob<span class="_ _0"></span>owi<span class="_ _0"></span>ąza<span class="_ _a"></span>nia <span class="_ _0"></span>do<span class="_ _0"></span> wy<span class="_ _a"></span>konan<span class="_ _0"></span>ia<span class="_ _0"></span> św<span class="_ _0"></span>ia<span class="_ _0"></span>dcz<span class="_ _0"></span>e<span class="_ _0"></span>nia<span class="_ _0"></span> s<span class="_ _0"></span>peł<span class="_ _0"></span>ni<span class="_ _0"></span>ane<span class="_ _a"></span>go w<span class="_ _0"></span> mi<span class="_ _a"></span>arę <span class="_ _0"></span>up<span class="_ _0"></span>ływ<span class="_ _a"></span>u cz<span class="_ _0"></span>asu<span class="_ _0"></span>.<span class="ff2"> </span></div><div class="t m0 x2b hb y24f ff2 fs6 fc3 sc0 ls1a ws0">c.<span class="ff3 ls0"> <span class="_ _30"> </span><span class="ff2">(M<span class="_ _0"></span>SSF<span class="_ _0"></span> <span class="_ _26"> </span>15.<span class="_ _0"></span>B1<span class="_ _0"></span>8<span class="ff4 ls1b">) <span class="_ _26"> </span></span><span class="ff6">Spół<span class="_ _a"></span>ka<span class="ff2"> <span class="_ _26"> </span></span>stosuje <span class="_ _26"> </span>metody <span class="_ _11"> </span>oparte <span class="_ _26"> </span>na <span class="_ _11"> </span>nakładach, <span class="_ _26"> </span>d<span class="_ _1"></span>o <span class="_ _26"> </span>pomiaru <span class="_ _26"> </span>sto<span class="_ _1"></span>pnia <span class="_ _26"> </span>spełn<span class="_ _1"></span>ienia </span></span></span></div><div class="t m0 x2f h11 y1a1 ff6 fs6 fc3 sc0 ls0 ws0">zobowiązania <span class="_ _12"> </span>do <span class="_ _12"> </span>wykonan<span class="_ _1"></span>ia <span class="_ _12"></span>świadczenia, <span class="_ _12"></span>spełnianego <span class="_ _12"> </span>w <span class="_ _14"> </span>mi<span class="_ _0"></span>arę<span class="_ _a"></span> <span class="_ _12"></span>upł<span class="_ _0"></span>yw<span class="_ _0"></span>u <span class="_ _13"></span><span class="ff2">czas<span class="_ _1"></span>u. <span class="_ _12"></span>Zgodnie <span class="_ _12"></span>z <span class="_ _12"></span>metodami </span></div><div class="t m0 x2f h11 y1a2 ff6 fs6 fc3 sc0 ls0 ws0">opartymi <span class="_ _14"> </span>na <span class="_ _14"> </span>nakł<span class="_ _1"></span>adach, <span class="_ _14"> </span>przychody <span class="_ _14"> </span>ujmuje <span class="_ _14"> </span>się <span class="_ _14"> </span>w <span class="_ _14"> </span>opar<span class="_ _1"></span>ciu <span class="_ _12"> </span>o <span class="_ _18"> </span>działania <span class="_ _14"> </span>lub <span class="_ _14"> </span>nakład<span class="_ _1"></span>y, <span class="_ _14"> </span>poniesione <span class="_ _14"> </span>przy </div><div class="t m0 x2f h11 y1a3 ff2 fs6 fc3 sc0 ls1c ws0">sp<span class="ff6 ls0">ełnianiu <span class="_ _16"> </span>zobowiązania <span class="_ _15"> </span>d<span class="_ _1"></span>o <span class="_ _15"> </span>wykonania <span class="_ _16"> </span>świadczenia <span class="_ _16"> </span>(na <span class="_ _15"> </span>przy<span class="_ _1"></span>kład <span class="_ _15"> </span>zuży<span class="_ _1"></span>te <span class="_ _15"> </span>zasoby, <span class="_ _16"> </span>przepracowane </span></div><div class="t m0 x2f h11 y1a4 ff2 fs6 fc3 sc0 ls0 ws0">roboczogodziny<span class="_ _1"></span>, <span class="_ _11"> </span>poniesione <span class="_ _11"> </span>koszty, <span class="_ _11"> </span>wykorzy<span class="_ _1"></span>stany <span class="_ _11"> </span>czas <span class="_ _11"> </span>lub <span class="_ _11"> </span>maszynogod<span class="_ _1"></span>ziny) <span class="_ _11"> </span>w <span class="_ _11"> </span>stosunku<span class="_ _1"></span> <span class="_ _11"> </span>do </div><div class="t m0 x2f h11 y1a5 ff6 fs6 fc3 sc0 ls0 ws0">całkowitych <span class="_ _1"></span>oczekiwanych <span class="_ _1"></span>nakładów kon<span class="_ _1"></span>iecznych do wypełn<span class="_ _1"></span>ienia zobowiązan<span class="_ _1"></span>ia do <span class="_ _1"></span>wyk<span class="_ _1"></span>onania <span class="_ _1"></span>całego </div><div class="t m0 x2f h11 y1a6 ff6 fs6 fc3 sc0 ls0 ws0">świadczenia.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y23b ff2 fs6 fc3 sc0 ls15 ws0">d.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">(MSS<span class="_ _a"></span>F 15.42<span class="_ _a"></span>) Sto<span class="_ _0"></span>suj<span class="_ _0"></span>ąc<span class="_ _0"></span> meto<span class="_ _a"></span>dę pom<span class="_ _0"></span>iar<span class="_ _a"></span>u sto<span class="_ _0"></span>pni<span class="_ _0"></span>a s<span class="_ _0"></span>peł<span class="_ _0"></span>ni<span class="_ _0"></span>eni<span class="_ _0"></span>a z<span class="_ _0"></span>ob<span class="_ _0"></span>owi<span class="_ _0"></span>ąz<span class="_ _0"></span>ani<span class="_ _0"></span>a,<span class="_ _a"></span> <span class="_ _1"></span>wył<span class="_ _0"></span>ącz<span class="_ _0"></span>a si<span class="_ _a"></span>ę z pom<span class="_ _0"></span>ia<span class="_ _0"></span>ru<span class="_ _0"></span> wsze<span class="_ _0"></span>l<span class="_ _0"></span>kie<span class="_ _0"></span> </span></span></div><div class="t m0 x2f h11 y250 ff6 fs6 fc3 sc0 ls0 ws0">dobr<span class="_ _a"></span>a <span class="_ _1"></span>lub<span class="_ _0"></span> <span class="_ _1"></span>us<span class="_ _0"></span>ług<span class="_ _0"></span>i,<span class="_ _0"></span> <span class="_ _1"></span>w odni<span class="_ _0"></span>esi<span class="_ _0"></span>e<span class="_ _0"></span>ni<span class="_ _0"></span>u <span class="_ _1"></span>do któr<span class="_ _a"></span>ych Spó<span class="_ _0"></span>łka<span class="_ _a"></span> <span class="_ _f"></span>nie<span class="_ _a"></span> <span class="_ _1"></span>prze<span class="_ _0"></span>no<span class="_ _0"></span>si<span class="_ _0"></span> <span class="_ _1"></span>kon<span class="_ _0"></span>tr<span class="_ _0"></span>oli<span class="_ _0"></span>, na <span class="_ _1"></span>r<span class="_ _0"></span>zec<span class="_ _0"></span>z klie<span class="_ _0"></span>nt<span class="_ _0"></span>a.<span class="_ _0"></span> <span class="_ _1"></span>Nat<span class="_ _0"></span>omi<span class="_ _a"></span>ast jeśl<span class="_ _a"></span>i </div><div class="t m0 x2f h11 y251 ff6 fs6 fc3 sc0 ls0 ws0">wr<span class="_ _0"></span>az ze speł<span class="_ _0"></span>nie<span class="_ _a"></span>niem<span class="_ _0"></span> <span class="_ _1"></span>zob<span class="_ _0"></span>ow<span class="_ _0"></span>iąz<span class="_ _a"></span>ania<span class="_ _0"></span> <span class="_ _1"></span>do wyko<span class="_ _a"></span>nani<span class="_ _0"></span>a świa<span class="_ _0"></span>dcz<span class="_ _0"></span>eni<span class="_ _a"></span>a <span class="_ _1"></span>Spó<span class="_ _0"></span>łka<span class="_ _a"></span> <span class="_ _f"></span>pr<span class="_ _0"></span>ze<span class="_ _0"></span>nos<span class="_ _0"></span>i kont<span class="_ _0"></span>ro<span class="_ _0"></span>lę<span class="_ _0"></span> <span class="_ _1"></span>nad<span class="_ _a"></span> <span class="_ _f"></span>dob<span class="_ _0"></span>re<span class="_ _0"></span>m <span class="_ _1"></span>l<span class="_ _0"></span>ub<span class="_ _0"></span> </div><div class="t m0 x2f h11 y252 ff6 fs6 fc3 sc0 ls0 ws0">usł<span class="_ _0"></span>ug<span class="_ _0"></span>ą <span class="_ _18"> </span>na <span class="_ _14"> </span>rzec<span class="_ _0"></span>z <span class="_ _14"> </span>klie<span class="_ _0"></span>nt<span class="_ _0"></span>a, <span class="_ _18"> </span>wów<span class="_ _a"></span>czas<span class="_ _0"></span> <span class="_ _18"> </span>uwzg<span class="_ _0"></span>lę<span class="_ _0"></span>dn<span class="_ _0"></span>ia <span class="_ _14"> </span>taki<span class="_ _0"></span>e <span class="_ _14"> </span>dobr<span class="_ _0"></span>a <span class="_ _18"> </span>lu<span class="_ _0"></span>b  u<span class="_ _a"></span>sługi<span class="_ _0"></span>  w<span class="_ _a"></span>  po<span class="_ _0"></span>mia<span class="_ _0"></span>rz<span class="_ _0"></span>e <span class="_ _14"> </span>stop<span class="_ _0"></span>ni<span class="_ _0"></span>a <span class="_ _18"> </span>spe<span class="_ _0"></span>łni<span class="_ _0"></span>e<span class="_ _0"></span>nia<span class="_ _a"></span> </div><div class="t m0 x2f h11 y253 ff6 fs6 fc3 sc0 ls0 ws0">zobo<span class="_ _0"></span>wi<span class="_ _a"></span>ązan<span class="_ _0"></span>ia.<span class="_ _a"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y1ab ff2 fs6 fc3 sc0 ls1d ws0">e.<span class="ff3 ls0"> <span class="_ _1d"> </span><span class="ff6">(MS<span class="_ _0"></span>SF<span class="_ _0"></span> <span class="_ _1"></span>15.4<span class="_ _a"></span>3) <span class="_ _1"></span>W <span class="_ _1"></span>prz<span class="_ _0"></span>yp<span class="_ _0"></span>ad<span class="_ _0"></span>ku <span class="_ _1"></span>zm<span class="_ _a"></span>iany okol<span class="_ _a"></span>iczn<span class="_ _0"></span>ośc<span class="_ _a"></span>i <span class="_ _f"></span>zac<span class="_ _a"></span>hodz<span class="_ _0"></span>ąc<span class="_ _0"></span>ych<span class="_ _a"></span> <span class="_ _f"></span>w <span class="_ _1"></span>mi<span class="_ _0"></span>arę<span class="_ _0"></span> <span class="_ _1"></span>upł<span class="_ _0"></span>ywu<span class="_ _0"></span> <span class="_ _1"></span>cza<span class="_ _a"></span>su, <span class="_ _1"></span>Spó<span class="_ _a"></span>łka<span class="_ _0"></span> <span class="_ _1"></span>akt<span class="_ _0"></span>ual<span class="_ _0"></span>iz<span class="_ _0"></span>uje<span class="_ _a"></span> </span></span></div><div class="t m0 x2f h11 y254 ff6 fs6 fc3 sc0 ls0 ws0">swó<span class="_ _0"></span>j  p<span class="_ _0"></span>om<span class="_ _0"></span>iar<span class="_ _a"></span>  stop<span class="_ _0"></span>nia<span class="_ _a"></span>  spe<span class="_ _0"></span>łnie<span class="_ _a"></span>nia <span class="_ _18"> </span>zob<span class="_ _0"></span>owi<span class="_ _0"></span>ąza<span class="_ _a"></span>nia <span class="_ _18"> </span>tak<span class="_ _0"></span>,  a<span class="_ _0"></span>by<span class="_ _0"></span>  odz<span class="_ _a"></span>wie<span class="_ _0"></span>rci<span class="_ _a"></span>edlić<span class="_ _a"></span>  zmia<span class="_ _0"></span>ny <span class="_ _18"> </span>zac<span class="_ _a"></span>hodzą<span class="_ _0"></span>ce<span class="_ _a"></span> <span class="_ _15"> </span>w  w<span class="_ _0"></span>yni<span class="_ _0"></span>ku<span class="_ _a"></span> </div><div class="t m0 x2f h11 y255 ff6 fs6 fc3 sc0 ls0 ws0">spe<span class="_ _a"></span>łnia<span class="_ _0"></span>nia<span class="_ _0"></span> zo<span class="_ _a"></span>bowi<span class="_ _0"></span>ąz<span class="_ _0"></span>ani<span class="_ _0"></span>a <span class="_ _0"></span>do <span class="_ _0"></span>wy<span class="_ _a"></span>kona<span class="_ _0"></span>nia<span class="_ _a"></span> świ<span class="_ _0"></span>adc<span class="_ _0"></span>ze<span class="_ _0"></span>nia<span class="_ _0"></span>.<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xc h11 y256 ff6 fs6 fc3 sc0 ls0 ws0">Jeż<span class="_ _0"></span>el<span class="_ _0"></span>i <span class="_ _18"> </span>je<span class="_ _0"></span>dna<span class="_ _0"></span>  z<span class="_ _0"></span>e <span class="_ _14"> </span>str<span class="_ _0"></span>on <span class="_ _14"> </span>umow<span class="_ _0"></span>y <span class="_ _14"> </span>spełn<span class="_ _0"></span>ił<span class="_ _0"></span>a <span class="_ _14"> </span>zobo<span class="_ _0"></span>wią<span class="_ _0"></span>za<span class="_ _0"></span>nie<span class="_ _0"></span>,<span class="_ _0"></span>  w<span class="_ _0"></span>  s<span class="_ _0"></span>pra<span class="_ _0"></span>wo<span class="_ _0"></span>zda<span class="_ _0"></span>niu<span class="_ _0"></span> <span class="_ _18"> </span>z <span class="_ _14"> </span>sytua<span class="_ _0"></span>cj<span class="_ _0"></span>i <span class="_ _18"> </span>fin<span class="_ _a"></span>ansow<span class="_ _a"></span>ej <span class="_ _18"> </span>prz<span class="_ _0"></span>ed<span class="_ _0"></span>st<span class="_ _0"></span>awi<span class="_ _0"></span>a <span class="_ _14"> </span>się<span class="_ _0"></span> </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">19<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xc h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">umo<span class="_ _0"></span>wę<span class="_ _0"></span> <span class="_ _13"></span>jak<span class="_ _0"></span>o <span class="_ _f"></span>skł<span class="_ _a"></span>adnik<span class="_ _0"></span> <span class="_ _13"></span>a<span class="_ _0"></span>kt<span class="_ _0"></span>ywó<span class="_ _a"></span>w <span class="_ _13"></span>z <span class="_ _13"></span>ty<span class="_ _0"></span>tu<span class="_ _0"></span>łu <span class="_ _f"></span>umo<span class="_ _0"></span>wy <span class="_ _f"></span>lu<span class="_ _0"></span>b <span class="_ _f"></span>zobo<span class="_ _0"></span>wi<span class="_ _a"></span>ązani<span class="_ _a"></span>e <span class="_ _13"></span>z <span class="_ _13"></span>t<span class="_ _0"></span>ytu<span class="_ _0"></span>łu<span class="_ _0"></span> <span class="_ _13"></span>umo<span class="_ _0"></span>w<span class="_ _0"></span>y <span class="_ _13"></span>–<span class="ff2"> <span class="_ _13"></span></span>w <span class="_ _f"></span>zal<span class="_ _0"></span>eż<span class="_ _0"></span>no<span class="_ _0"></span>ści <span class="_ _f"></span>od <span class="_ _f"></span>sto<span class="_ _a"></span>sunku<span class="_ _a"></span> </div><div class="t m0 xc h11 y50 ff6 fs6 fc3 sc0 ls0 ws0">pom<span class="_ _0"></span>ię<span class="_ _0"></span>dz<span class="_ _0"></span>y s<span class="_ _0"></span>pe<span class="_ _0"></span>łni<span class="_ _0"></span>en<span class="_ _0"></span>ie<span class="_ _0"></span>m z<span class="_ _0"></span>ob<span class="_ _0"></span>owi<span class="_ _a"></span>ązan<span class="_ _0"></span>ia <span class="_ _a"></span>prze<span class="_ _0"></span>z <span class="_ _0"></span>Sp<span class="_ _0"></span>ółk<span class="_ _0"></span>ę,<span class="_ _0"></span> a <span class="_ _0"></span>pł<span class="_ _0"></span>at<span class="_ _0"></span>noś<span class="_ _0"></span>ci<span class="_ _0"></span>ą d<span class="_ _a"></span>okon<span class="_ _0"></span>ywa<span class="_ _a"></span>ną pr<span class="_ _0"></span>ze<span class="_ _a"></span>z kl<span class="_ _0"></span>ie<span class="_ _0"></span>nta<span class="_ _0"></span>. <span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xc h11 y11b ff6 fs6 fc3 sc0 ls0 ws0">Spó<span class="_ _0"></span>łk<span class="_ _0"></span>a p<span class="_ _0"></span>re<span class="_ _0"></span>zen<span class="_ _a"></span>tuje<span class="_ _0"></span>:<span class="ff2"> </span></div><div class="t m0 x2b hb ycd ff2 fs6 fc3 sc0 ls14 ws0">a.<span class="ff3 ls0"> <span class="_ _1d"> </span><span class="ff6">Nadw<span class="_ _0"></span>yż<span class="_ _0"></span>kę <span class="_ _f"></span>przyc<span class="_ _a"></span>hodó<span class="_ _0"></span>w <span class="_ _f"></span>szaco<span class="_ _a"></span>wanyc<span class="_ _0"></span>h <span class="_ _f"></span>nad <span class="_ _f"></span>nale<span class="_ _0"></span>żno<span class="_ _a"></span>ściam<span class="_ _0"></span>i <span class="_ _f"></span>zaf<span class="_ _0"></span>akt<span class="_ _0"></span>ur<span class="_ _0"></span>owa<span class="_ _0"></span>ny<span class="_ _0"></span>mi <span class="_ _f"></span>–<span class="ff2"> <span class="_ _13"></span>w akt<span class="_ _a"></span>ywac<span class="_ _0"></span>h <span class="_ _f"></span>spraw<span class="_ _a"></span>ozda<span class="_ _0"></span>nia<span class="_ _a"></span> </span></span></span></div><div class="t m0 x2f h11 y11d ff2 fs6 fc3 sc0 ls0 ws0">z s<span class="_ _a"></span>ytuac<span class="_ _0"></span>ji<span class="_ _a"></span> fin<span class="_ _0"></span>an<span class="_ _0"></span>sow<span class="_ _0"></span>ej,<span class="_ _a"></span> w p<span class="_ _0"></span>ozy<span class="_ _0"></span>cj<span class="_ _0"></span>i<span class="_ _0"></span> Akt<span class="_ _a"></span>ywa <span class="_ _0"></span><span class="ff6">–<span class="ff2"> </span>r<span class="_ _a"></span>ozli<span class="_ _0"></span>cz<span class="_ _0"></span>eni<span class="_ _0"></span>a <span class="_ _0"></span>mi<span class="_ _0"></span>ędz<span class="_ _a"></span>yokr<span class="_ _0"></span>eso<span class="_ _0"></span>we<span class="_ _0"></span> cz<span class="_ _a"></span>ynne<span class="_ _0"></span> –<span class="ff2"> <span class="_ _0"></span><span class="ff6">wy<span class="_ _0"></span>cen<span class="_ _a"></span>a bu<span class="_ _0"></span>dó<span class="_ _0"></span>w.<span class="_ _0"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 x2b hb y11e ff2 fs6 fc3 sc0 ls15 ws0">b.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">Nadwy<span class="_ _a"></span>żkę <span class="_ _12"></span>pr<span class="_ _a"></span>zych<span class="_ _0"></span>odó<span class="_ _0"></span>w <span class="_ _12"></span>z<span class="_ _0"></span>afa<span class="_ _a"></span>ktur<span class="_ _0"></span>owa<span class="_ _0"></span>ny<span class="_ _0"></span>ch<span class="_ _0"></span> <span class="_ _12"> </span>nad <span class="_ _12"></span>p<span class="_ _0"></span>rz<span class="_ _0"></span>ych<span class="_ _a"></span>odami<span class="_ _a"></span> <span class="_ _12"> </span>szac<span class="_ _0"></span>ow<span class="_ _0"></span>any<span class="_ _0"></span>mi<span class="_ _0"></span> <span class="_ _12"> </span>–<span class="ff2"> <span class="_ _12"> </span>w pa<span class="_ _0"></span>sy<span class="_ _0"></span>wac<span class="_ _0"></span>h <span class="_ _12"></span>s<span class="_ _0"></span>pra<span class="_ _0"></span>woz<span class="_ _a"></span>dani<span class="_ _0"></span>a </span></span></span></div><div class="t m0 x2f h11 y11f ff2 fs6 fc3 sc0 ls0 ws0">z s<span class="_ _a"></span>ytuac<span class="_ _0"></span>ji<span class="_ _a"></span> fin<span class="_ _0"></span>an<span class="_ _0"></span>sow<span class="_ _0"></span>ej,<span class="_ _a"></span> w p<span class="_ _0"></span>ozy<span class="_ _0"></span>cj<span class="_ _0"></span>i<span class="_ _0"></span> Pa<span class="_ _0"></span>syw<span class="_ _0"></span>a <span class="_ _0"></span><span class="ff6">–<span class="ff2"> <span class="_ _0"></span><span class="ff6">roz<span class="_ _a"></span>licze<span class="_ _a"></span>nia <span class="_ _0"></span>mi<span class="_ _0"></span>ęd<span class="_ _0"></span>zyo<span class="_ _0"></span>kr<span class="_ _0"></span>es<span class="_ _0"></span>owe<span class="_ _0"></span> pr<span class="_ _a"></span>zych<span class="_ _0"></span>od<span class="_ _0"></span>ów <span class="_ _0"></span>–<span class="ff2"> </span>w<span class="_ _a"></span>yce<span class="_ _0"></span>na <span class="_ _0"></span>bud<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="ff2"> </span></span></span></span></div><div class="t m0 x2b hb y120 ff2 fs6 fc3 sc0 ls1a ws0">c.<span class="ff3 ls0"> <span class="_ _30"> </span><span class="ff6">Wsze<span class="_ _a"></span>lkie<span class="_ _a"></span> <span class="_ _2a"> </span>bezw<span class="_ _0"></span>ar<span class="_ _0"></span>unk<span class="_ _0"></span>ow<span class="_ _0"></span>e <span class="_ _25"> </span>pra<span class="_ _a"></span>wa <span class="_ _2a"> </span>do<span class="_ _0"></span> <span class="_ _2a"> </span>otr<span class="_ _a"></span>zyma<span class="_ _0"></span>nia<span class="_ _0"></span> <span class="_ _2a"> </span>wy<span class="_ _0"></span>nag<span class="_ _a"></span>rodz<span class="_ _0"></span>eni<span class="_ _0"></span>a <span class="_ _27"> </span>są <span class="_ _25"> </span>preze<span class="_ _0"></span>nt<span class="_ _0"></span>ow<span class="_ _0"></span>ane<span class="_ _0"></span> <span class="_ _25"> </span>oddz<span class="_ _0"></span>iel<span class="_ _a"></span>nie <span class="_ _25"> </span>ja<span class="_ _0"></span>ko<span class="_ _0"></span> </span></span></div><div class="t m0 x2f h11 y121 ff6 fs6 fc3 sc0 ls0 ws0">nal<span class="_ _0"></span>eżn<span class="_ _a"></span>ość.<span class="_ _a"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y257 ff2 fs6 fc3 sc0 ls0 ws0">Ponadto przy<span class="_ _1"></span>chodami okresu sprawozdawczego,<span class="_ _1"></span> <span class="ff6">wpływając<span class="_ _1"></span>ymi na wynik <span class="_ _1"></span>finansowy okresu są:<span class="_ _1"></span></span> </div><div class="t m0 x2b hb y258 ff2 fs6 fc3 sc0 ls18 ws0">a.<span class="ff3 ls0"> <span class="_ _2e"> </span><span class="ff6">pozos<span class="_ _1"></span>tałe przychody o<span class="_ _1"></span>peracyjne, pośrednio związan<span class="_ _1"></span>e z prowadzoną dział<span class="_ _1"></span>alnością, w tym:<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x33 hb y259 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff6">zysk ze zby<span class="_ _1"></span>cia rzeczowych aktywów trwałych i wartoś<span class="_ _1"></span>ci niematerialnych,<span class="_ _f"></span><span class="ff2"> </span></span></span></div><div class="t m0 x33 hb y25a ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff6">rozwiązanie <span class="_ _26"> </span>niewyko<span class="_ _1"></span>rzystanych <span class="_ _26"> </span>rezer<span class="_ _1"></span>w, <span class="_ _26"> </span>utworzonych <span class="_ _26"> </span>u<span class="_ _1"></span>prze<span class="_ _1"></span>dnio <span class="_ _26"> </span>w <span class="_ _26"> </span>ciężar <span class="_ _26"> </span>p<span class="_ _1"></span>ozostałych </span></span></div><div class="t m0 x34 h11 y25b ff6 fs6 fc3 sc0 ls0 ws0">kosztów operacyjn<span class="_ _1"></span>ych,<span class="ff2"> </span></div><div class="t m0 x33 hb y25c ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff6">odwrócenie odpisu z<span class="_ _1"></span> tytułu utraty wartości a<span class="_ _1"></span>ktywów<span class="_ _1"></span><span class="ff2">, </span></span></span></div><div class="t m0 x33 hb y25d ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff6">nadwyżki inwentaryza<span class="_ _1"></span>cyjne<span class="ff2">, </span></span></span></div><div class="t m0 x33 hb y25e ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff6">inne <span class="_ _f"></span>przy<span class="_ _1"></span>chody <span class="_ _13"></span>nie <span class="_ _f"></span>związan<span class="_ _1"></span>e <span class="_ _f"></span>b<span class="_ _1"></span>ezpośrednio <span class="_ _13"></span>ze <span class="_ _f"></span>zwykł<span class="_ _1"></span>ą <span class="_ _f"></span>dzia<span class="_ _1"></span>łalnością, <span class="_ _13"></span>a <span class="_ _f"></span>wpł<span class="_ _1"></span>ywające <span class="_ _f"></span>na <span class="_ _13"></span>wyn<span class="_ _1"></span>ik </span></span></div><div class="t m0 x34 h11 y25f ff2 fs6 fc3 sc0 ls0 ws0">finansowy. </div><div class="t m0 x2b hb y260 ff2 fs6 fc3 sc0 lsd ws0">b.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff2">przychody <span class="_ _10"> </span>finansowe, <span class="_ _10"> </span><span class="ff6">sta<span class="_ _1"></span>nowiące <span class="_ _7"> </span>przycho<span class="_ _1"></span>dy <span class="_ _10"> </span>związane <span class="_ _10"> </span>z <span class="_ _10"> </span>finans<span class="_ _1"></span>owaniem <span class="_ _7"> </span>dział<span class="_ _1"></span>alności <span class="_ _10"> </span>Spółki,                     <span class="_ _1"></span>       </span></span></span></div><div class="t m0 x2f h11 y261 ff2 fs6 fc3 sc0 ls0 ws0">w tym: </div><div class="t m0 x33 hb y262 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff6">zyski <span class="_ _13"></span>z <span class="_ _f"></span>ty<span class="_ _1"></span>tułu <span class="_ _f"></span>różn<span class="_ _1"></span>ic <span class="_ _f"></span>kurs<span class="_ _1"></span>owych <span class="_ _f"></span>netto <span class="_ _13"></span>powstałe <span class="_ _13"></span>na <span class="_ _f"></span>zo<span class="_ _1"></span>bowiązaniach <span class="_ _13"></span>pochodzących<span class="_ _1"></span> <span class="_ _f"></span>ze <span class="_ _13"></span>źródeł </span></span></div><div class="t m0 x34 h11 y2f ff6 fs6 fc3 sc0 ls0 ws0">finansowania dzia<span class="_ _1"></span>łalności Spółki (poży<span class="_ _1"></span>czki, kredyty),<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x33 hb y76 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff2">dywidendy otr<span class="_ _1"></span>zymane, </span></span></div><div class="t m0 x33 hb y263 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff6">zyski z realizacji o<span class="_ _1"></span>raz wyceny wartości god<span class="_ _1"></span>ziwej instrumentów finan<span class="_ _1"></span>sowych,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x31 hb y264 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _23"> </span><span class="ff6">odsetki od<span class="_ _1"></span> należności i udzielonych<span class="_ _1"></span> pożyczek.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2a hb y265 ff2 fs6 fc3 sc0 ls3 ws0">20.<span class="ff3 ls0">  <span class="ff2">Koszty  </span></span></div><div class="t m0 x2d h11 y266 ff6 fs6 fc3 sc0 ls0 ws0">Spółka ujmuje k<span class="_ _1"></span>oszty zgodnie z zas<span class="_ _1"></span>adą współmierności p<span class="_ _1"></span>rzychodów i kosztów oraz <span class="_ _1"></span>zasadą ostrożnoś<span class="_ _1"></span>ci.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b hb ybe ff2 fs6 fc3 sc0 ls18 ws0">a.<span class="ff3 ls0"> <span class="_ _2e"> </span><span class="ff6">koszt<span class="_ _1"></span> własny sprzed<span class="_ _1"></span>aży –<span class="ff2"> </span>obejmuje koszt<span class="_ _1"></span> własny sprzedaż<span class="_ _1"></span>y towarów i usług,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y267 ff2 fs6 fc3 sc0 lsd ws0">b.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">koszty sprzedaży <span class="_ _1"></span>–<span class="ff2"> </span>obejmują koszty h<span class="_ _1"></span>andlowe, koszty reklamy,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y268 ff2 fs6 fc3 sc0 ls19 ws0">c.<span class="ff3 ls0"> <span class="_ _b"> </span><span class="ff6">ko<span class="_ _1"></span>szty ogólnego za<span class="_ _1"></span>rządu <span class="_ _1"></span>–<span class="ff2"> </span>obejmują koszty związan<span class="_ _1"></span>e z zarządzaniem i administro<span class="_ _1"></span>waniem Spół<span class="_ _1"></span>ki.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2d h11 y269 ff6 fs6 fc3 sc0 ls0 ws0">Ponadto kos<span class="_ _1"></span>ztami okresu sprawozdawczego,<span class="_ _1"></span> wpływaj<span class="_ _1"></span>ącymi na <span class="_ _1"></span>wynik finansowy o<span class="_ _1"></span>kresu są:<span class="ff2"> </span></div><div class="t m0 x2b hb y26a ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">pozos<span class="_ _1"></span>tałe koszty operacyjn<span class="_ _1"></span>e, związane pośrednio z d<span class="_ _1"></span>ziałalnością operacyjną,<span class="_ _1"></span> w tym:<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x33 hb y26b ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff6">straty ze zb<span class="_ _1"></span>ycia rzeczowych aktywów trwałych i warto<span class="_ _1"></span>ści niematerialnych,<span class="_ _f"></span><span class="ff2"> </span></span></span></div><div class="t m0 x33 hb y26c ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff2">utworzone rezerwy na <span class="_ _1"></span>sprawy sp<span class="_ _1"></span>orne, </span></span></div><div class="t m0 x33 hb y26d ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff2">niedobory <span class="_ _1"></span>inwentaryzacyjne,<span class="_ _1"></span> </span></span></div><div class="t m0 x33 hb y26e ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff6">odpisy aktualizu<span class="_ _1"></span>jące wartość należnoś<span class="_ _1"></span>ci.<span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y26f ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">koszty<span class="_ _1"></span> finansowe, związane z finans<span class="_ _1"></span>owaniem działalności Sp<span class="_ _1"></span>ółki, w tym:<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x33 hb y270 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _31"> </span><span class="ff6">odsetki oraz p<span class="_ _1"></span>rowizje  od kredytów, zob<span class="_ _1"></span>owiązań,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x31 hb y271 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">różnice kursowe.<span class="_ _1"></span><span class="ff2"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2a hb y4f ff2 fs6 fc3 sc0 ls3 ws0">21.<span class="ff3 ls0">  <span class="ff6">Koszty finansowania <span class="_ _1"></span>zewnętrznego <span class="ff2"> </span></span></span></div><div class="t m0 x2d h11 y272 ff6 fs6 fc3 sc0 ls0 ws0">Koszty <span class="_ _17"> </span>finans<span class="_ _1"></span>owania <span class="_ _17"> </span>zewnętrzn<span class="_ _1"></span>ego <span class="_ _17"> </span>przyporzą<span class="_ _1"></span>dkowane <span class="_ _17"> </span>są <span class="_ _17"> </span>n<span class="_ _1"></span>abyciu, <span class="_ _17"> </span>budowie <span class="_ _17"> </span>lub <span class="_ _17"> </span>wytworzeniu<span class="_ _1"></span> </div><div class="t m0 x2d h11 y273 ff6 fs6 fc3 sc0 ls0 ws0">dostosowywan<span class="_ _1"></span>ego składnika aktywów i ujmuje s<span class="_ _1"></span>ię je jako część n<span class="_ _1"></span>abycia lub k<span class="_ _1"></span>oszt wytworzenia.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2a hb y11d ff2 fs6 fc3 sc0 ls3 ws0">22.<span class="ff3 ls0">  <span class="ff2">Leasing </span></span></div><div class="t m0 x2e h11 y5 ff2 fs6 fc3 sc0 ls0 ws0">Od dnia 01.01.20<span class="ls3">19</span> <span class="ff6">ro<span class="_ _1"></span>zliczanie umów leas<span class="_ _1"></span>ingowych w Spółce nas<span class="_ _1"></span>tępuje zgodnie z MSSF <span class="_ _1"></span>16 „Leasing”.<span class="_ _f"></span></span> </div><div class="t m0 x2e h11 y274 ff6 fs6 fc3 sc0 ls0 ws0">Każda <span class="_ _28"> </span>umowa <span class="_ _17"> </span>leasingowa <span class="_ _28"> </span>(z <span class="_ _28"> </span>wyją<span class="_ _1"></span>tkiem <span class="_ _28"> </span>umów <span class="_ _28"> </span>krótkoterminowych <span class="_ _17"> </span>i <span class="_ _28"> </span>leasingu <span class="_ _17"> </span>przedmiotów </div><div class="t m0 x2e h11 y275 ff6 fs6 fc3 sc0 ls0 ws0">niskowartościowych<span class="_ _1"></span>) jest ujmowana w ks<span class="_ _1"></span>ięgach rachunkowych J<span class="_ _1"></span>ednostki jak leasing finans<span class="_ _1"></span>owy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2e h11 y276 ff6 fs6 fc3 sc0 ls0 ws0">Spółka  zalicza <span class="_ _14"> </span>do<span class="_ _1"></span> <span class="_ _18"> </span>leasingu  u<span class="_ _0"></span>mowy, <span class="_ _18"> </span>które  dają <span class="_ _14"> </span>jej  prawo <span class="_ _18"> </span>do  kontroli <span class="_ _14"> </span>u<span class="_ _1"></span>żytkowania  zid<span class="_ _1"></span><span class="ff2">entyfikowanego </span></div><div class="t m0 x2e h11 y277 ff6 fs6 fc3 sc0 ls0 ws0">składnika <span class="_ _13"></span>akty<span class="_ _1"></span>wów <span class="_ _f"></span>przez <span class="_ _13"></span>o<span class="_ _1"></span>kreślony <span class="_ _13"></span>czas, <span class="_ _13"></span>w <span class="_ _13"></span>zamian <span class="_ _13"></span>za <span class="_ _13"></span>wynagrodzenie. <span class="_ _13"></span>Przyjmuje <span class="_ _13"></span>się, <span class="_ _13"></span>że <span class="_ _13"></span>prawo <span class="_ _13"></span>kontroli </div><div class="t m0 x2e h11 y278 ff6 fs6 fc3 sc0 ls0 ws0">istnieje, <span class="_ _14"> </span>jeżeli <span class="_ _14"> </span>Spółka<span class="_ _1"></span> <span class="_ _14"> </span>ma <span class="_ _14"> </span>prawo <span class="_ _14"> </span>do <span class="_ _18"> </span>pobierania <span class="_ _14"> </span>korzy<span class="_ _1"></span>ści <span class="_ _14"> </span>ekonomicznych <span class="_ _14"> </span>pł<span class="_ _1"></span>ynących <span class="_ _14"> </span>z <span class="_ _14"> </span>wykorzy<span class="_ _1"></span>stywania </div><div class="t m0 x2e h11 y279 ff6 fs6 fc3 sc0 ls0 ws0">zidentyfikowanego skł<span class="_ _1"></span>adnika aktywów oraz p<span class="_ _1"></span>rawo d<span class="_ _1"></span>ecydowania o wykorzy<span class="_ _1"></span>staniu tego skład<span class="_ _1"></span>nika. <span class="ff2"> </span></div><div class="t m0 x2e h11 y27a ff6 fs6 fc3 sc0 ls0 ws0">Umowy <span class="_ _12"></span>najmu <span class="_ _12"></span>zawarte <span class="_ _13"></span>n<span class="_ _1"></span>a <span class="_ _12"></span>czas <span class="_ _12"></span>nieokreślony, <span class="_ _12"></span>jako <span class="_ _12"></span>niespełniające <span class="_ _12"></span>definicji <span class="_ _13"></span>u<span class="_ _1"></span>mowy <span class="_ _12"></span>leasingu, <span class="_ _12"></span>Spółka <span class="_ _12"></span>nie<span class="_ _0"></span> </div><div class="t m0 x2e h11 y27b ff2 fs6 fc3 sc0 ls0 ws0">rozlicza wg zasad u<span class="_ _1"></span>stalonych w MSSF 16.<span class="_ _1"></span> </div><div class="t m0 x2e h11 y27c ff6 fs6 fc3 sc0 ls0 ws0">Dokonując <span class="_ _27"> </span>klasy<span class="_ _1"></span>fikacji <span class="_ _27"> </span>umów, <span class="_ _27"> </span>Spółka <span class="_ _27"> </span>odróżnia <span class="_ _27"> </span>umowy <span class="_ _27"> </span>leasingu <span class="_ _27"> </span>lub <span class="_ _27"> </span>umow<span class="_ _f"></span>y <span class="_ _27"> </span>zawierające <span class="_ _27"> </span>elementy </div><div class="t m0 x2e h11 y27d ff6 fs6 fc3 sc0 ls0 ws0">leasingu, <span class="_ _1"></span>od <span class="_ _1"></span>umów <span class="_ _1"></span>o <span class="_ _1"></span>świadczenie us<span class="_ _1"></span>ług. <span class="_ _1"></span>W umowie <span class="_ _1"></span>leasing<span class="_ _1"></span>u <span class="_ _1"></span>Jednostka <span class="_ _1"></span>otrzymuje <span class="_ _1"></span>i <span class="_ _f"></span><span class="ff2"> kontroluje <span class="_ _1"></span>prawo <span class="_ _1"></span>do </span></div><div class="t m0 x2e h11 y27e ff6 fs6 fc3 sc0 ls0 ws0">korzystan<span class="_ _1"></span>ia <span class="_ _1"></span>ze <span class="_ _1"></span>zidentyfikowanego <span class="_ _1"></span>skł<span class="_ _1"></span>adnika <span class="_ _1"></span>aktywów <span class="_ _1"></span>w <span class="_ _1"></span>o<span class="_ _1"></span>kreślonym <span class="_ _1"></span>okresie <span class="_ _f"></span>udostępnienia, <span class="_ _1"></span>n<span class="_ _1"></span>atomiast <span class="_ _1"></span>w </div><div class="t m0 x2e h11 y27f ff2 fs6 fc3 sc0 ls0 ws0">umowie <span class="_ _14"> </span>o <span class="ff6">świadczeni<span class="_ _1"></span>e <span class="_ _14"> </span>usług <span class="_ _14"> </span>Jednost<span class="_ _1"></span>ka <span class="_ _14"> </span>nie <span class="_ _14"> </span>otrzymuje <span class="_ _14"> </span>składnika <span class="_ _18"> </span>aktywów, <span class="_ _14"> </span>który <span class="_ _14"> </span>kontroluje <span class="_ _14"> </span>w <span class="_ _14"> </span>okresie </span></div><div class="t m0 x2e h11 y280 ff2 fs6 fc3 sc0 ls0 ws0">umowy. W <span class="ff6">przyp<span class="_ _1"></span>adku, gdy<span class="_ _1"></span> umowa leasingu jest p<span class="_ _1"></span>ołączona z umową o u<span class="_ _1"></span>sługi, Spółka<span class="_ _1"></span>  rozdziela leasing od </span></div><div class="t m0 x2e h11 y1f8 ff6 fs6 fc3 sc0 ls0 ws0">świadczenia usł<span class="_ _1"></span>ugi , a <span class="ff2"> </span>uregulowania <span class="_ _1"></span>MSSF 16 stos<span class="_ _1"></span>uje wyłącznie do leas<span class="_ _1"></span>ingu.<span class="ff2"> </span></div><div class="t m0 x2e h11 y281 ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _27"> </span>dacie <span class="_ _27"> </span>rozpoczęcia <span class="_ _27"> </span>leasingu <span class="_ _27"> </span>Spó<span class="_ _1"></span>łka <span class="_ _27"> </span>ujmuje <span class="_ _27"> </span>w <span class="_ _27"> </span>księgach <span class="_ _27"> </span>rachunkowych <span class="_ _27"> </span>prawo <span class="_ _27"> </span>do <span class="_ _27"> </span>korzystania <span class="_ _27"> </span>ze </div><div class="t m0 x2e h11 y1fa ff6 fs6 fc3 sc0 ls0 ws0">składnika<span class="_ _1"></span> <span class="_ _14"> </span>aktywów <span class="_ _18"> </span>oraz <span class="_ _18"> </span>zobowiązan<span class="_ _1"></span>ie <span class="_ _14"> </span>z <span class="_ _18"> </span>tytułu<span class="_ _1"></span> <span class="_ _14"> </span>leasingu<span class="_ _1"></span>. <span class="_ _18"> </span>Elementem <span class="_ _18"> </span>wartości <span class="_ _18"> </span>początk<span class="_ _1"></span>owej <span class="_ _14"> </span>pra<span class="_ _1"></span>wa <span class="_ _14"> </span>do </div><div class="t m0 x2e h11 y282 ff6 fs6 fc3 sc0 ls0 ws0">korzystan<span class="_ _1"></span>ia ze składnika aktywów będą:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2c hb y24a ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">wartość początkowej wyceny <span class="_ _1"></span>zobowiązan<span class="_ _1"></span>ia z tytułu leasin<span class="_ _1"></span>gu;<span class="ff2"> </span></span></span></div><div class="t m0 x2c hb y283 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">opłaty <span class="_ _f"></span>leasingowe <span class="_ _f"></span>zapł<span class="_ _1"></span>acone <span class="_ _f"></span>na <span class="_ _13"></span>rzecz <span class="_ _f"></span>leasingod<span class="_ _1"></span>awcy <span class="_ _f"></span>w <span class="_ _f"></span>dn<span class="_ _1"></span>iu <span class="_ _f"></span>rozpoczęcia <span class="_ _f"></span>l<span class="_ _1"></span>easingu <span class="_ _f"></span>lub<span class="_ _1"></span> <span class="_ _f"></span>wcześniej<span class="_ _1"></span> </span></span></div><div class="t m0 x31 h11 y284 ff6 fs6 fc3 sc0 ls0 ws0">pomniejszone o wszelkie zach<span class="_ _1"></span>ęty otrzy<span class="_ _1"></span>mane w ramach leasingu<span class="_ _1"></span>;<span class="ff2"> </span></div><div class="t m0 x2c hb y24c ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">początkowe koszty bezpoś<span class="_ _1"></span>rednie poniesione przez Spół<span class="_ _1"></span>kę, np. związane z<span class="_ _f"></span><span class="ff2">  </span>montażem;<span class="ff2"> </span></span></span></div><div class="t m0 x2c hb y285 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">szacunkowe <span class="_ _2f"> </span>koszty <span class="_ _2f"> </span>demontażu, <span class="_ _2f"> </span>usunięcia <span class="_ _2f"> </span>składnika, <span class="_ _2f"> </span>doprowadzenia <span class="_ _2f"> </span>miejsca <span class="_ _2f"> </span>do <span class="_ _2f"> </span>stanu </span></span></div><div class="t m0 x31 h11 y286 ff6 fs6 fc3 sc0 ls0 ws0">poprzedniego  lub<span class="_ _1"></span>  innego  stanu  określon<span class="_ _1"></span>ego  w  umowie,  które  poniesie  jedn<span class="_ _1"></span>ostka  (chyba  że </div><div class="t m0 x31 h11 y287 ff6 fs6 fc3 sc0 ls0 ws0">koszty te d<span class="_ _1"></span>otyczą kosztów wytworzenia zapas<span class="_ _1"></span>ów).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2e h11 y288 ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _12"> </span>n<span class="_ _1"></span>astępnych <span class="_ _14"> </span>okresach<span class="_ _1"></span> <span class="_ _12"> </span>Spółka<span class="_ _1"></span><span class="ff2"> <span class="_ _14"> </span></span>wycenia <span class="_ _12"> </span>prawo <span class="_ _14"> </span>do <span class="_ _14"> </span>korzy<span class="_ _1"></span>stania <span class="_ _14"> </span>ze <span class="_ _12"> </span>skł<span class="_ _1"></span>adnika <span class="_ _14"> </span>aktywów <span class="_ _12"> </span>według <span class="_ _14"> </span>modelu </div><div class="t m0 x2e h11 y289 ff6 fs6 fc3 sc0 ls0 ws0">kosztowego <span class="_ _14"> </span>(MS<span class="_ _1"></span>R <span class="_ _14"> </span>16). <span class="_ _14"> </span>W <span class="_ _14"> </span>m<span class="_ _1"></span>odelu <span class="_ _14"> </span>koszto<span class="_ _1"></span>wym <span class="_ _14"> </span>na <span class="_ _14"> </span>dzień <span class="_ _14"> </span>b<span class="_ _1"></span>ilansowy <span class="_ _14"> </span>prawo <span class="_ _18"> </span>do <span class="_ _14"> </span>korzys<span class="_ _1"></span>tania <span class="_ _14"> </span>ze <span class="_ _14"> </span>skład<span class="_ _1"></span>nika </div><div class="t m0 x2e h11 y3d ff6 fs6 fc3 sc0 ls0 ws0">aktywów <span class="_ _14"> </span>wyceniane <span class="_ _12"> </span>jes<span class="_ _1"></span>t <span class="_ _12"> </span>w <span class="_ _14"> </span>wartości <span class="_ _14"> </span>początko<span class="_ _1"></span>wej <span class="_ _12"> </span>pomniejszo<span class="_ _1"></span>nej <span class="_ _12"> </span>o<span class="_ _1"></span> <span class="_ _14"> </span><span class="ff2"> </span>łączn<span class="_ _1"></span>e <span class="_ _12"> </span>odp<span class="_ _1"></span>isy <span class="_ _12"> </span>amortyzacyjn<span class="_ _1"></span>e <span class="_ _12"> </span>oraz </div><div class="t m0 x2e h11 y3e ff6 fs6 fc3 sc0 ls1e ws0">łą<span class="ls0">czne straty z tytu<span class="_ _1"></span>łu utraty wartości.<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x2e h11 y28a ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _13"></span>p<span class="_ _1"></span>rzypadku,<span class="_ _1"></span> <span class="_ _13"></span>gdy <span class="_ _12"></span>prawo <span class="_ _13"></span>do <span class="_ _12"></span>korzystania <span class="_ _12"></span>ze <span class="_ _13"></span>składnika <span class="_ _12"></span>aktywów <span class="_ _13"></span>dotyczy <span class="_ _12"></span>klasy <span class="_ _12"></span>aktywów <span class="_ _13"></span>trwałych, <span class="_ _12"></span>która </div><div class="t m0 x2e h11 y28b ff6 fs6 fc3 sc0 ls0 ws0">jest <span class="_ _14"> </span>przesza<span class="_ _1"></span>cowywana <span class="_ _14"> </span>zgodnie <span class="_ _14"> </span>z <span class="_ _18"> </span>MSR <span class="_ _14"> </span>16,  w<span class="_ _0"></span>ówczas <span class="_ _14"> </span>Spół<span class="_ _1"></span>ka <span class="_ _14"> </span>pra<span class="_ _1"></span>wo <span class="_ _14"> </span>do <span class="_ _14"> </span>korzys<span class="_ _1"></span>tania <span class="_ _14"> </span>też <span class="_ _14"> </span>wycenia  w<span class="_ _0"></span>  <span class="ff2"> ten </span></div><div class="t m0 x2e h11 y28c ff6 fs6 fc3 sc0 ls0 ws0">sposób. <span class="_ _1"></span>W <span class="_ _1"></span>modelu <span class="_ _1"></span>p<span class="_ _1"></span>rzeszacow<span class="ff2">ania <span class="_ _1"></span>odp<span class="_ _1"></span>isy <span class="_ _1"></span>amortyzacyjn<span class="_ _1"></span>e oraz <span class="_ _1"></span>straty<span class="_ _1"></span> <span class="_ _1"></span>z <span class="_ _1"></span> </span>tytułu <span class="_ _1"></span>utra<span class="_ _1"></span>ty wartoś<span class="_ _1"></span>ci u<span class="_ _1"></span>jmowane </div><div class="t m0 x2e h11 y28d ff6 fs6 fc3 sc0 ls0 ws0">są w wyniku finan<span class="_ _1"></span>sowym, a kwoty wynikające z <span class="_ _1"></span><span class="ff2"> </span>przes<span class="_ _1"></span>zacowania w pozo<span class="_ _1"></span>stałych cał<span class="_ _1"></span>kowitych dochodach.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2e h11 y28e ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _f"></span>związku<span class="_ _1"></span> <span class="_ _f"></span>z <span class="_ _f"></span>ty<span class="_ _1"></span>m, <span class="_ _f"></span>że <span class="_ _13"></span>Spółka <span class="_ _f"></span>stosuje <span class="_ _13"></span>do <span class="_ _f"></span>wyceny <span class="_ _13"></span>nieruchomości <span class="_ _13"></span>inwestycyjnych <span class="_ _13"></span>model <span class="_ _f"></span>warto<span class="_ _f"></span>ści <span class="_ _13"></span>godziwej </div><div class="t m0 x2e h11 y28f ff6 fs6 fc3 sc0 ls0 ws0">zgodnie <span class="_ _1"></span>z <span class="_ _f"></span>MSR <span class="_ _1"></span>40, <span class="_ _1"></span>to <span class="_ _f"></span>ten <span class="_ _1"></span>model <span class="_ _1"></span>wyceny <span class="_ _1"></span>an<span class="_ _1"></span>alogicznie <span class="_ _1"></span>stos<span class="_ _1"></span>uje <span class="_ _1"></span> <span class="_ _1"></span>także <span class="_ _f"></span> <span class="_ _1"></span>do <span class="_ _1"></span>wyceny <span class="_ _f"></span>prawa <span class="_ _1"></span>do <span class="_ _1"></span>korzy<span class="_ _1"></span>stania <span class="_ _1"></span>ze </div><div class="t m0 x2e h11 y290 ff6 fs6 fc3 sc0 ls0 ws0">składnika akt<span class="_ _1"></span>ywów stanowiącego nieruchomość in<span class="_ _1"></span>westycyjn<span class="_ _1"></span>ą. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2e h11 y291 ff6 fs6 fc3 sc0 ls0 ws0">Dla <span class="_ _12"> </span>u<span class="_ _1"></span>mów <span class="_ _12"> </span>krótko<span class="_ _1"></span>terminowych <span class="_ _14"> </span>oraz <span class="_ _14"> </span>leasingu<span class="_ _1"></span> <span class="_ _12"> </span>przed<span class="_ _1"></span>miotów <span class="_ _14"> </span>niskowartościowych<span class="_ _1"></span> <span class="_ _12"> </span>Spó<span class="_ _1"></span>łka <span class="_ _12"> </span>nie  <span class="ff2">rozpoznaje </span></div><div class="t m0 x2e h11 y225 ff6 fs6 fc3 sc0 ls0 ws0">aktywów <span class="_ _f"></span>i <span class="_ _13"></span>zobowiązań,<span class="_ _1"></span> <span class="_ _f"></span>a <span class="_ _13"></span>są <span class="_ _13"></span>one <span class="_ _13"></span>rozliczane <span class="_ _13"></span>w <span class="_ _f"></span>okresi<span class="_ _1"></span>e <span class="_ _f"></span>leas<span class="_ _1"></span>ingu <span class="_ _13"></span>bezpośrednio <span class="_ _13"></span>w <span class="_ _12"></span><span class="ff2"> </span>koszty <span class="_ _f"></span>metodą <span class="_ _13"></span>liniową. </div><div class="t m0 x2e h11 y292 ff6 fs6 fc3 sc0 ls0 ws0">Krótkoterminowa <span class="_ _14"> </span>umo<span class="_ _1"></span>wa <span class="_ _14"> </span>leasingu <span class="_ _18"> </span>to <span class="_ _14"> </span>umowa <span class="_ _14"> </span>bez <span class="_ _18"> </span>możliwości <span class="_ _14"> </span>zakupu <span class="_ _14"> </span>s<span class="_ _1"></span>kładnika <span class="_ _14"> </span>aktywów, <span class="_ _14"> </span>zawarta <span class="_ _14"> </span>n<span class="_ _1"></span>a </div><div class="t m0 x2e h11 y293 ff6 fs6 fc3 sc0 ls0 ws0">okres <span class="_ _14"> </span>krótszy<span class="_ _1"></span> <span class="_ _12"> </span>n<span class="_ _1"></span>iż <span class="_ _14"> </span>12 <span class="_ _14"> </span>miesięcy <span class="_ _14"> </span>od<span class="_ _1"></span> <span class="_ _14"> </span>momentu <span class="_ _14"> </span>rozpoczęcia  umowy. <span class="_ _14"> </span>W <span class="_ _14"> </span>przypad<span class="_ _1"></span>ku <span class="_ _14"> </span>leasingu <span class="_ _14"> </span>przed<span class="_ _1"></span>miotów </div><div class="t m0 x2e h11 y294 ff6 fs6 fc3 sc0 ls0 ws0">niskowartościowych<span class="_ _1"></span> <span class="_ _14"> </span>Spółka<span class="_ _1"></span> <span class="_ _14"> </span>za <span class="_ _18"> </span>podstawę <span class="_ _18"> </span>oceny <span class="_ _18"> </span>„niskiej” <span class="_ _14"> </span>warto<span class="_ _1"></span>ści <span class="_ _14"> </span>nowego  składnika <span class="_ _14"> </span>ak<span class="_ _1"></span>tywów <span class="_ _14"> </span>uzn<span class="_ _1"></span>aje </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABJ0AAAYpCAIAAABzFvpaAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdf2ycdR3A8c+RIbUFFxO6QlbpZgkW2JQF0OKGQ+lsnUQcbJiBMhgDOqfi0BnEmI0/1BjUgglaiLBhBibADBLrNrO5NEhly9ApQxmhaUdcZhiWjaRkiU3qH730+jx9+oPSjl73euX+uOe57z139zyXbu88zz1Prre3NwAAgIlz5Eh0dyfmlJdHWVnGyJ6e+Pe/E3MqK2PatAl/h52dUVYW5eW2VZE6xSoAAGBK6e6OO++MuXMjl8vfOjvja18rTA5ze+qpRGLdeWdUVRUevfTSaG5Ov9x3vpNYwkc/mvGWPve5mD07cTv99Mjl4oor0gt8/vn0yFNPjVwu5s2Lr3wlXn99uA/+z3/GqlXx4Q/n38n8+XHPPXH8+HBP2bkzv6Jmz44ZMyKXi4aGOHgw0XupVdTZmX9o0aLE/Pnz3+2G27gxscz+Fxq4Wc89tzCgoSGxvXQdAABMES0tUVkZTU2xf/9Ynn7WWYXllJdHU1O89lrh0b17Y/XqqKmJl18uzHz77cQSZs/OWOxpp2W/XGtrrF4dlZWJBWbaty82b46Kili9OnvA3XfHhRfGww9HR0d+TltbbNgQZ58df/1rxvienpg7N+rq0itq+/aYNWvIVxmotDQxeeaZY99qhw9HZWWsXBk7doywWdvbE2912bJYujR6enzxdR0AAFPFsWPx5S/H0aPvdjmHD8dVVw25nAMHoq5uhP1g78ihQ3H55SOnXZ/m5ozoWrUqfvSj7PFHj8aiRdHSko66OXOGS9/m5rjpphO01bq7o6YmDh0ackB7+3CbY8uW+Oxnffd1HQAAU8XVV49D1EXE8uUjl1hj43i+8zfeiGXLRrvfqbk5fvvbwuSePfHww8ON7+qKG29MHF3Z2BgHDozwKo8+eoKOcrzjjnjrreEGLFw4whJ27Yqf/ETXAQBA8evujtbWcVhOe/uoltPSkj4Vyru0f388/vhoB//0p/k7PT1RXz/y+K6u+Na3Citq+A7s19Q04VutpyfRqJnreZhdef0ee0zXAQBA8XvhhfScdevi2Wdj27YoL4+vfjWefTZ/q61NDFu7tvBQdXVs2JB4dMaMWLs2Xn01VqxIzH/jjXjiiTG+1bVrY9u2jB7bty9j8JNPRmNj+tdrbW3504o89FB6F+V558W6dRm7E7dsiZ07IyK2bk0/VFcXjz4ajzwSc+akX2XgXr6JcPBgvPlmYs6yZbFmTaxZkz9f6L33Jh6tqYlHHolXX43Fi9OrbuBP704+0/wFAABgKvjLXxKTF10UP/xh4QoBF1yQSLWBqqpiwYLC5H/+k86Mn/0sImLTpvj73xPpNebmqaqK+vqor4958xIL3L07rrkmPfiSS2Lp0rjssnRY7toVN98cP/5xOnsefDA+9amIiI99LP1LvJaWuPLK2LMnMbOiIr7//fxTli+PBx88oVvt8OHEZG1tbNyYuALEiy8mBtx0U9x8cz5T3//+xEPPPRfV1boOAACK2X//m5gsLR3jZd+G2e1zzjnj03X95s/P3kc32PXXp7vurbfiyJHE6Toj4ktfyhdaRDQ2xtNPx/bthUf7ToyZOl1KdXXhKSUlcccdiUdTFxuYaMePpy/r19WVmCwpSd/pt2dP3HjjSfv1dxwmAABTwsc/nphsa8s+v/+I+q8TMKJUcozBc88lJs8/f8iRg89dOW9e/P736ZnXXpuYvO22xGRra3R2xqmnTt6NuG9f4tSdR474Xus6AABOJosWpecsWRLHjk3Gt3rwYGzfHg0N6Z11H/pQxuADB2LjxvQ5Ic87L84/P/71r8TM2tp0GX7hC+mlpfbvvedSv3WMiK9/vXBw5viemUbXAQDAZDd9evq0H6+9FldfPRnfalNTNDQkjpDs8+lPZwxuaIiVK9NXArjssigvT18S/ZRT0oeeDj4S9W9/m1yrYtq0dHx2dLjUuK4DAOAkNvgiZq2tcc8972qZzz8f99+fv7300gS++cbG+OQnRzWyoiJWrsyYP3NmUW61devSc9ra4gc/yB68d2/8+c/5GwMD2SoAAGCKqK+PxYvjD39IzPz5z+Ob34zp08e4zBdeyLiCwrirrY3bbx/tiV5KS7ML8PXX03MG7/WaMyf+9KfEnJdfTuzVvPbaE332kQULhtxqg23eHJs3+6YPZn8dAABTyJYt8ZGPJOZ0dQ2582eSqK2N+++Piy4a7fiOjvjVryIiLr44Mb+1NX2ikVdeST938JUAurrimWcKt9RVEGw1XQcAACdaSUm+eQaatD/WqquLe++N3/wmfTLPET3wQETEZz6Tnt/amphMrYq6uqisnKRb7emn0zNP8CUWdB0AAEwiCxakD1PcvfvEvfozz8Svf134DVjmCTlXrIiOjujoiK1b49vfjlmzhltgS0t0dKTPh7l/f3R2RlVVzJ6dmN/UVLjf3R0bNyYenTlzjNf0G42XXort2wsf/J22dE1N+iINb77puzx6fl8HAEDxO3YsXnwxf/8f/8i42tuYrVgRGzbk7996a+zYkR5wwQUZT+m3bVvU16cHnH76CC2XWv6sWfHd76b3xfX54hcTLdfWFtddF088Ed3dcfHFcfRoYvDgdxIRFRXxiU8UJt/3vtG+sdRVGdrbo6GhMNnRMfJnPH489u4tVOjOnYlHS0sznrJ2bXzjG/n7qabVdQAAUNw2bco+zUafM88c+5IHNlhmadxwQ6xZM+TTy8rG5wOmfn7W7667El0XEU8+Gblcxsi6uozL2UVEdXX87ndjeUtXXJE/HHTM9u6Nyy8f8tHUVRz6VFW9gyQ+mTgOEwCAqW7w79DG0fTp6QMIT6QZMxK7B4dx1VXjFpl9li6Nc86ZwI82f75vrq4DAICIiLjlluH2p42LX/wiPvjB9+wDNjenL8g+2Jo1E7ISHnpooj7U4sUZ17VD1wEAcNKZMSPWr4/m5gk8WUj/C7W1TezOq2GUlMQf/zjkgZp9jbR+/YSshPr6+OUvx7lpKypixYrYtGmc9y5OdX5fBwBA8Zs5M30OzCVLoq4u+6Jw1dWJwanzLqaWc/z4kE8c2DM1NdHeHnffHZ2dcehQYX7f+TCXLInrrivM/MAHhvwgpaUxd26ccUZ6fllZ9vw+Z58du3fHLbfEli2J+eXlsWpVfO97iUa68MLEmOFPXFlWFgsXDndV98bGWL487rsvdu2K//3vnW210tLET/7efjvmzYv6+rjyyiFf/bTTCvfr6hK/eBz9GV+molxvb6+/AwAAMBXs2RNbt0ZJSX5y6dKMC5Gj6wAAAJhs/L4OAABA1wEAAKDrAAAAGJsxng/z8+t3WHcAAADvuYVzz7K/DgAAoLg5HyYAAEBxs78OAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAABQDKZZBUyoXC5nJQzU29trJQAAML7srwMAAChuOXsPAAAAipr9dQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAJzcplkFTKhcLmclwBTW29trJQDAe/+/bv8kAwAAFDXHYQIAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAMNVNswqYULlczkqAotPb22slAEAx/a/bP94AAABFzXGYAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOv4f7t2aIMwEAVgmEsq64stHo8jJLiuwASsgCDswAIMgesMhAlAY1D4YwFaB9zlvm+Cl1dzf14BAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAAP9TWQFfFUKwBH4vxmgJAEBBr26vHwAAgKz5DxMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAABwGQesAAAegSURBVHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAGBMZQUAAFCy3elyvT3tYUjb1MftIvEh3esAAKBoom7c/fFKf0j3OgAAYHI+rC3ho27fpz+kex0AAEDedB0AAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAJSu6va9LQAAAAxJPJqW86l7HQAAlG6zmlnCkLap0x8yxBh9KgAAgHy51wEAAOg6AAAAdB0AAAC6DgAAQNcBAACQmzfvIvNUxwOX4AAAAABJRU5ErkJggg=="/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2e h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">kwotę <span class="_ _1"></span>wynoszą<span class="_ _1"></span>ca <span class="_ _1"></span>mniej, <span class="_ _1"></span>niż <span class="_ _f"></span>5<span class="ff2"> </span>000,00 <span class="_ _f"></span>USD, <span class="_ _1"></span>w <span class="_ _f"></span>przeliczeniu <span class="_ _1"></span>n<span class="_ _1"></span>a <span class="_ _1"></span>PLN, <span class="_ _f"></span>wg <span class="_ _1"></span>kursu <span class="_ _1"></span>N<span class="_ _1"></span>BP <span class="_ _1"></span>z <span class="_ _1"></span>dn<span class="_ _1"></span>ia <span class="_ _1"></span>poprzedzającego </div><div class="t m0 x2e h11 y50 ff6 fs6 fc3 sc0 ls0 ws0">dzień zawarcia umowy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2e h11 y11b ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _1"></span>s<span class="_ _1"></span>prawozdaniu <span class="_ _f"></span>z <span class="_ _f"></span>sytuacji <span class="_ _f"></span>finansowej <span class="_ _f"></span>prawa <span class="_ _f"></span>do <span class="_ _f"></span>użytkowan<span class="_ _1"></span>ia <span class="_ _1"></span>s<span class="_ _1"></span>kładników <span class="_ _f"></span>aktywów <span class="_ _f"></span>Spółka <span class="_ _f"></span>prezentuje <span class="_ _f"></span>w </div><div class="t m0 x2e h11 y11c ff6 fs6 fc3 sc0 ls0 ws0">tej <span class="_ _12"></span>samej <span class="_ _12"></span>pozycji, <span class="_ _12"> </span>w <span class="_ _12"></span>której <span class="_ _12"></span>przedmiot <span class="_ _12"> </span>umowy <span class="_ _12"> </span>leasingu <span class="_ _12"> </span>by<span class="_ _1"></span>łby <span class="_ _12"> </span>wykazywany, <span class="_ _12"> </span>gdyby <span class="_ _12"> </span>był <span class="_ _12"> </span>jej <span class="_ _12"></span>własnoś<span class="_ _1"></span>cią, <span class="_ _12"></span>a </div><div class="t m0 x2e h11 y1ae ff6 fs6 fc3 sc0 ls0 ws0">także <span class="_ _1"></span>ujawnia <span class="_ _f"></span>w <span class="_ _1"></span>informacjach <span class="_ _f"></span>dodatkowych, <span class="_ _1"></span>kt<span class="_ _1"></span>óre <span class="_ _1"></span>pozycje <span class="_ _1"></span>spr<span class="_ _1"></span>awozdan<span class="_ _1"></span>ia <span class="_ _1"></span>z <span class="_ _1"></span>sytuacji <span class="_ _f"></span>finansowej <span class="_ _1"></span>obejmują </div><div class="t m0 x2e h1a y169 ff6 fs6 fc3 sc0 ls0 ws0">prawa do uży<span class="_ _1"></span>tkowania składników aktywów.<span class="_ _f"></span><span class="ff4"> </span></div><div class="t m0 x2a hb y1c8 ff2 fs6 fc3 sc0 ls3 ws0">23.<span class="ff3 ls0">  <span class="ff2">Dywidendy </span></span></div><div class="t m0 x2d h11 y20e ff6 fs6 fc3 sc0 ls0 ws0">Płatności <span class="_ _26"> </span>dywidend <span class="_ _26"> </span>na <span class="_ _26"> </span>rzecz <span class="_ _26"> </span>akcjonarius<span class="_ _1"></span>zy <span class="_ _26"> </span>Spółki <span class="_ _26"> </span>ujmuje <span class="_ _26"> </span>się <span class="_ _2a"> </span>ja<span class="_ _1"></span>ko <span class="_ _26"> </span>zobowiązanie <span class="_ _26"> </span>w <span class="_ _26"> </span>sprawozd<span class="_ _1"></span>aniu </div><div class="t m0 x2d h11 y20f ff6 fs6 fc3 sc0 ls0 ws0">finansowym <span class="_ _11"> </span>Spółki <span class="_ _11"> </span>w <span class="_ _26"> </span>okre<span class="_ _1"></span>sie, <span class="_ _11"> </span>w <span class="_ _26"> </span>którym <span class="_ _11"> </span>nastąpił<span class="_ _1"></span>o <span class="_ _11"> </span>ich <span class="_ _26"> </span>zatwierdzenie<span class="_ _1"></span> <span class="_ _11"> </span>przez<span class="_ _1"></span><span class="ff2"> <span class="_ _11"> </span>walne <span class="_ _11"> </span>zgromadzenie </span></div><div class="t m0 x2d h11 y16e ff6 fs6 fc3 sc0 ls0 ws0">akcjonariuszy<span class="_ _1"></span> Spółki.<span class="ff2"> </span></div><div class="t m0 x2a hb y295 ff2 fs6 fc3 sc0 ls3 ws0">24.<span class="ff3 ls0">  <span class="ff6">Sprawozdawczość dotycząca <span class="_ _1"></span>segmentów<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2d h11 y125 ff6 fs6 fc3 sc0 ls0 ws0">Jednostka <span class="_ _2a"> </span>p<span class="_ _1"></span>rezentuje <span class="_ _2a"> </span>informacje <span class="_ _2a"> </span>dotycząc<span class="_ _1"></span>e <span class="_ _25"> </span>s<span class="_ _1"></span>egmentów <span class="_ _2a"> </span>działaln<span class="_ _1"></span>ości <span class="_ _2a"> </span>zgodnie <span class="_ _2a"> </span>z <span class="_ _2a"> </span>M<span class="_ _1"></span>SSF <span class="_ _25"> </span>8<span class="_ _1"></span> <span class="_ _2a"> </span>„Segmenty<span class="_ _1"></span> </div><div class="t m0 x2d h11 y126 ff6 fs6 fc3 sc0 ls0 ws0">operacyjne”. <span class="_ _1"></span>Organ<span class="_ _1"></span>izacja <span class="_ _1"></span>i <span class="_ _f"></span>zarządza<span class="_ _1"></span>nie <span class="_ _1"></span>Spółką <span class="_ _f"></span>odbywa <span class="_ _f"></span>się <span class="_ _1"></span>w <span class="_ _1"></span>podzia<span class="_ _1"></span>le <span class="_ _1"></span>na <span class="_ _1"></span>s<span class="_ _1"></span>egmenty, <span class="_ _f"></span>uwzgl<span class="_ _f"></span>ędniające <span class="_ _1"></span>rodza<span class="_ _1"></span>j </div><div class="t m0 x2d h11 y127 ff6 fs6 fc3 sc0 ls0 ws0">oferowanych wyrobów oraz <span class="_ _1"></span>rodzaj d<span class="_ _1"></span>ziałalności usługowej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y243 ff6 fs6 fc3 sc0 ls0 ws0">Spółka funkcjon<span class="_ _1"></span>uje w dwóch segmentach dzia<span class="_ _1"></span>łalności:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d hb y6f ff2 fs6 fc3 sc0 ls3 ws0">1.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">Han<span class="_ _1"></span>del,  przetwórs<span class="_ _1"></span>two  i <span class="_ _15"> </span>działalność <span class="_ _15"> </span>usługowa <span class="_ _15"> </span>na  ry<span class="_ _1"></span>nku  stalowym <span class="_ _15"> </span>(segment <span class="_ _15"> </span>stalowy), <span class="_ _15"> </span>obejmujący </span></span></div><div class="t m0 x35 h11 y1b3 ff6 fs6 fc3 sc0 ls0 ws0">głównie handel wyrobami <span class="_ _1"></span>hutniczymi realizowan<span class="_ _1"></span>y przez ST<span class="_ _1"></span>ALPROFIL S.A., p<span class="_ _1"></span>oza Oddziałem w Zabrzu;<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2d hb y296 ff2 fs6 fc3 sc0 ls3 ws0">2.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">Dział<span class="_ _1"></span>alność <span class="_ _13"></span>związana <span class="_ _13"></span>z <span class="_ _f"></span>infrastrukturą <span class="_ _13"></span>sieci <span class="_ _f"></span>przes<span class="_ _1"></span>yłowych <span class="_ _f"></span>gazu <span class="_ _13"></span>(segment <span class="_ _f"></span>infrastru<span class="_ _1"></span>ktury) <span class="_ _13"></span>polegająca <span class="_ _f"></span>na </span></span></div><div class="t m0 x35 h11 y297 ff6 fs6 fc3 sc0 ls0 ws0">budowie sieci gazowych, reali<span class="_ _1"></span>zowana przez Od<span class="_ _1"></span>dział STALPROFIL S.A. w Zab<span class="_ _1"></span>rzu.  <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y298 ff2 fs6 fc3 sc0 ls0 ws0">Oddzia<span class="ff6">ł  ST<span class="_ _0"></span>ALPROFIL <span class="_ _14"> </span>S.<span class="_ _1"></span>A. <span class="_ _14"> </span>w <span class="_ _18"> </span>Zab<span class="_ _1"></span>rzu, <span class="_ _18"> </span>utworzony  zo<span class="_ _0"></span>stał <span class="_ _14"> </span>na <span class="_ _18"> </span>bazie <span class="_ _18"> </span>majątku <span class="_ _18"> </span>przejętej <span class="_ _14"> </span>w  dniu <span class="_ _14"> </span>01.12.2016  r. </span></div><div class="t m0 x2d h11 y299 ff6 fs6 fc3 sc0 ls0 ws0">Spółki ZRUG Zabrze S.A.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y29a ff6 fs6 fc3 sc0 ls0 ws0">Strategicznym przed<span class="_ _1"></span>miotem <span class="_ _1"></span>działaln<span class="_ _1"></span>ości gos<span class="_ _1"></span>podarczej Sp<span class="_ _1"></span>ółki jest <span class="_ _1"></span>obrót wyro<span class="_ _1"></span>bami hutn<span class="_ _1"></span>iczymi, realizowany </div><div class="t m0 x2d h11 y29b ff2 fs6 fc3 sc0 ls0 ws0">przez segment stalowy.<span class="_ _1"></span> </div><div class="t m0 x2d h11 y29c ff6 fs6 fc3 sc0 ls0 ws0">Emitent <span class="_ _14"> </span>d<span class="_ _1"></span>ziała <span class="_ _18"> </span>w <span class="_ _14"> </span>jednym <span class="_ _18"> </span>segmencie <span class="_ _14"> </span>geogra<span class="_ _1"></span>ficznym. <span class="_ _14"> </span>Wię<span class="_ _1"></span>kszość <span class="_ _18"> </span>sprzedaży <span class="_ _18"> </span>eksportowej, <span class="_ _18"> </span>to <span class="_ _14"> </span>sp<span class="_ _1"></span>rzedaż <span class="_ _14"> </span>do </div><div class="t m0 x2d h11 y29d ff6 fs6 fc3 sc0 ls0 ws0">krajów <span class="_ _25"> </span>Wspólnoty <span class="_ _25"> </span>Pań<span class="_ _1"></span>stw <span class="_ _25"> </span>Europejskich, <span class="_ _25"> </span>a <span class="_ _25"> </span>więc <span class="_ _25"> </span>pańs<span class="_ _1"></span>tw <span class="_ _27"> </span>o <span class="_ _25"> </span>jedn<span class="_ _1"></span>akowym <span class="_ _25"> </span>środowisku <span class="_ _25"> </span>ekonomiczny<span class="_ _1"></span>m </div><div class="t m0 x2d h11 y29e ff2 fs6 fc3 sc0 ls0 ws0">i o <span class="ff6">zbliżony<span class="_ _1"></span>ch warunkach polityczn<span class="_ _1"></span>ych.</span> </div><div class="t m0 x2a hb y29f ff2 fs6 fc3 sc0 ls3 ws0">25.<span class="ff3 ls0">  <span class="ff6">Sprawozdanie z całkowitych d<span class="_ _1"></span>ochodów<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2d hb y2a0 ff2 fs6 fc3 sc0 ls0 ws0">Sprawozd<span class="ff6">anie z cał<span class="_ _1"></span>kowitych dochod<span class="_ _1"></span>ów sporządza<span class="_ _1"></span>ne jest w  układzie kalku<span class="_ _1"></span>lacyjnym.<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x2a hb y2a1 ff2 fs6 fc3 sc0 ls3 ws0">26.<span class="ff3 ls0">  <span class="ff6">Szacunki i osądy księgowe<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2d h11 y2a2 ff6 fs6 fc3 sc0 ls0 ws0">Szacunki Zarząd<span class="_ _1"></span>u Spółki wpływające na wartości wyka<span class="_ _1"></span>zane w sp<span class="_ _1"></span>rawozdaniu finan<span class="_ _1"></span>sowym dotyczą:<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y2a3 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">przewidywanego <span class="_ _14"> </span>okr<span class="_ _1"></span>esu <span class="_ _14"> </span>ekonomicznej <span class="_ _14"> </span>uży<span class="_ _1"></span>teczności <span class="_ _14"> </span>środków <span class="_ _14"> </span>trwał<span class="_ _1"></span>ych <span class="_ _14"> </span>i  wartości <span class="_ _14"> </span>niematerialnych,        <span class="_ _1"></span>                             <span class="_ _1"></span>        </span></span></div><div class="t m0 x2f h11 y2a4 ff2 fs6 fc3 sc0 ls0 ws0">i prawnych, </div><div class="t m0 x2b hb y2a5 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">odpisó<span class="_ _1"></span>w aktualizujących wartość s<span class="_ _1"></span>kładników aktywów,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y2a6 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">dysko<span class="_ _1"></span>nta, <span class="_ _2a"> </span>przewidywanego <span class="_ _26"> </span>wzrostu <span class="_ _26"> </span>wynagrodzeń <span class="_ _26"> </span>oraz <span class="_ _2a"> </span>za<span class="_ _1"></span>łożeń <span class="_ _2a"> </span>aktu<span class="_ _1"></span>arialnych <span class="_ _26"> </span>używanych <span class="_ _2a"> </span>przy </span></span></div><div class="t m0 x2f h11 y2a7 ff2 fs6 fc3 sc0 ls0 ws0">obliczaniu rezerw na od<span class="_ _1"></span>prawy emerytalne,<span class="_ _1"></span> </div><div class="t m0 x2b hb y2a8 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">przys<span class="_ _1"></span>złych <span class="_ _12"> </span>wyników <span class="_ _12"> </span>p<span class="_ _1"></span>odatkowych, <span class="_ _12"></span>uwzględnianych <span class="_ _14"> </span>przy <span class="_ _12"> </span>ustalaniu<span class="_ _1"></span> <span class="_ _12"></span>aktywów <span class="_ _12"> </span>na <span class="_ _14"> </span>odroczony <span class="_ _12"> </span>podatek </span></span></div><div class="t m0 x2f h11 y2a9 ff2 fs6 fc3 sc0 ls0 ws0">dochodowy,<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">22<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2b hb y4f ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">wyceny kontra<span class="_ _1"></span>któw długoterminowych,<span class="_ _f"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y241 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">rezerw na p<span class="_ _1"></span>rawdopodobne p<span class="_ _1"></span>rzyszłe koszty (ryzyka).<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2d h11 y2aa ff6 fs6 fc3 sc0 ls0 ws0">Stosowana <span class="_ _1"></span>metoda us<span class="_ _1"></span>talania wartości s<span class="_ _1"></span>zacunkowych <span class="_ _1"></span>opiera się <span class="_ _1"></span>na<span class="_ _1"></span><span class="ff2"> </span>najleps<span class="_ _1"></span>zej wiedzy Zarządu <span class="_ _1"></span>i<span class="ff2"> <span class="_ _1"></span>jest zgodna, </span></div><div class="t m0 x2d h11 ycd ff2 fs6 fc3 sc0 ls0 ws0">z wymogami MSSF.<span class="_ _1"></span> </div><div class="t m0 x2d h11 y2ab ff6 fs6 fc3 sc0 ls0 ws0">Zmiany <span class="_ _1"></span>odpisów <span class="_ _1"></span>aktu<span class="_ _1"></span>alizujących <span class="_ _1"></span>przeds<span class="_ _1"></span>tawiono <span class="_ _1"></span>w <span class="_ _1"></span>dodatko<span class="_ _1"></span>wych <span class="_ _1"></span>notach <span class="_ _1"></span>objaś<span class="_ _1"></span>niających <span class="_ _1"></span>do <span class="_ _1"></span>pos<span class="_ _1"></span>zczególnych </div><div class="t m0 x2d h11 y11e ff6 fs6 fc3 sc0 ls0 ws0">pozycji aktywów.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2d h11 y2ac ff6 fs6 fc3 sc0 ls0 ws0">Skutki <span class="_ _2d"> </span>zmian, <span class="_ _2d"> </span>w <span class="_ _2d"> </span>ty<span class="_ _1"></span>m <span class="_ _2d"> </span>spowodowane <span class="_ _2d"> </span>ich <span class="_ _2f"> </span>weryfikacją, <span class="_ _2d"> </span>jednos<span class="_ _1"></span>tka <span class="_ _2d"> </span>uwzględnia, <span class="_ _2d"> </span>s<span class="_ _1"></span>tosując <span class="_ _2d"> </span>p<span class="_ _f"></span>odejście </div><div class="t m0 x2d h11 y120 ff6 fs6 fc3 sc0 ls0 ws0">prospektywne i od<span class="_ _1"></span>nosi odpowiednio w ciężar lub n<span class="_ _1"></span>a dobro wyn<span class="_ _1"></span>iku finansowego lub n<span class="_ _1"></span>a kapitał własny:<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y2ad ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">roku ob<span class="_ _1"></span>rotowego, w którym nas<span class="_ _1"></span>tąpiła zmiana, jeżeli zmiana <span class="_ _1"></span>dotyczy t<span class="_ _1"></span>ylko tego roku,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y2ae ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">roku <span class="_ _13"></span>obrotowego, <span class="_ _13"></span>w <span class="_ _f"></span>którym <span class="_ _13"></span>nastąpił<span class="_ _1"></span>a <span class="_ _f"></span>zmiana <span class="_ _13"></span>i <span class="_ _f"></span>lat <span class="_ _12"></span>przyszłych, <span class="_ _f"></span>jeżeli <span class="_ _13"></span>zmiana <span class="_ _f"></span>d<span class="_ _1"></span>otyczy <span class="_ _13"></span>wszystkich <span class="_ _13"></span>tych </span></span></div><div class="t m0 x2f h11 y2af ff6 fs6 fc3 sc0 ls0 ws0">okresów.<span class="ff2"> </span></div><div class="t m0 x2d h11 y2b0 ff6 fs6 fc3 sc0 ls0 ws0">Podejście <span class="_ _2e"> </span>prosp<span class="_ _1"></span>ektywne <span class="_ _2e"> </span>wartości <span class="_ _2e"> </span>sza<span class="_ _1"></span>cunkowych <span class="_ _2e"> </span>oznacza <span class="_ _1d"> </span>zastosowanie <span class="_ _2e"> </span>zmieniony<span class="_ _1"></span>ch <span class="_ _2e"> </span>wartości </div><div class="t m0 x2d h11 y2b1 ff6 fs6 fc3 sc0 ls0 ws0">szacunkowych<span class="_ _1"></span> <span class="_ _12"> </span>od <span class="_ _14"> </span>dnia <span class="_ _14"> </span>dokonania <span class="_ _14"> </span>ich <span class="_ _12"> </span>zmian. <span class="_ _14"> </span>Wyją<span class="_ _1"></span>tkiem <span class="_ _12"> </span>jest <span class="_ _14"> </span>okres <span class="_ _14"> </span>ekonomicznej <span class="_ _14"> </span>użyteczności <span class="_ _14"> </span>środków </div><div class="t m0 x2d h11 y2b2 ff6 fs6 fc3 sc0 ls0 ws0">trwałych, o k<span class="_ _1"></span>tórym mowa w art.. 32 us<span class="_ _1"></span>t. 3 UoR.<span class="ff2"> </span></div><div class="t m0 x2d h11 y2b3 ff6 fs6 fc3 sc0 ls0 ws0">Zmiana <span class="_ _f"></span>szacu<span class="_ _1"></span>nku <span class="_ _f"></span>kwoty <span class="_ _f"></span>biernych <span class="_ _13"></span>rozliczeń <span class="_ _f"></span>międzyokresow<span class="_ _1"></span>ych <span class="_ _f"></span>kosztó<span class="_ _1"></span>w <span class="_ _f"></span>z <span class="_ _f"></span>tytułu <span class="_ _f"></span>świadczeń <span class="_ _13"></span>pracowniczych </div><div class="t m0 x2d h11 y2b4 ff6 fs6 fc3 sc0 ls0 ws0">nie <span class="_ _25"> </span>wymaga <span class="_ _2a"> </span>przekształcenia <span class="_ _2a"> </span>dany<span class="_ _1"></span>ch <span class="_ _25"> </span>porównawczych, <span class="_ _2a"> </span>ani <span class="_ _2a"> </span>dodatkowych<span class="_ _1"></span> <span class="_ _25"> </span>prezentacji <span class="_ _25"> </span>w<span class="_ _f"></span><span class="ff2"> sprawozd<span class="_ _1"></span>aniu </span></div><div class="t m0 x2d h11 y6f ff6 fs6 fc3 sc0 ls0 ws0">finansowym za rok <span class="_ _1"></span>bieżący.<span class="ff2"> </span></div><div class="t m0 x2d h11 y2b5 ff6 fs6 fc3 sc0 ls0 ws0">Spółka <span class="_ _26"> </span>tworzy <span class="_ _26"> </span>rezerwy <span class="_ _26"> </span>z <span class="_ _2a"> </span>ty<span class="_ _1"></span>tułu <span class="_ _26"> </span>odpraw <span class="_ _26"> </span>emerytalnych <span class="_ _26"> </span>i <span class="_ _2a"> </span>rentowych<span class="_ _1"></span>. <span class="_ _2a"> </span>Sp<span class="_ _1"></span>ółka <span class="_ _26"> </span>rozdziela <span class="_ _26"> </span>rezerwy <span class="_ _2a"> </span>n<span class="_ _1"></span>a </div><div class="t m0 x2d h11 y296 ff6 fs6 fc3 sc0 ls0 ws0">świadczenia pracownicze n<span class="_ _1"></span>a:<span class="ff2"> </span></div><div class="t m0 x2b hb y2b6 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">rezerwy <span class="_ _f"></span>związa<span class="_ _1"></span>ne <span class="_ _f"></span>z <span class="_ _f"></span>kosztami <span class="_ _13"></span>bieżącego <span class="_ _f"></span>i <span class="_ _f"></span>przes<span class="_ _1"></span>złego <span class="_ _f"></span>zatrud<span class="_ _1"></span>nienia <span class="_ _13"></span><span class="ff2">- <span class="_ _f"></span></span>wykazu<span class="_ _1"></span>jąc <span class="_ _f"></span>je <span class="_ _f"></span>w <span class="_ _13"></span>rachunku <span class="_ _f"></span>zys<span class="_ _1"></span>ków       </span></span></div><div class="t m0 x2f h11 y298 ff2 fs6 fc3 sc0 ls0 ws0">i strat </div><div class="t m0 x2b hb y2b7 ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff6">rezerwy <span class="_ _15"> </span>związan<span class="_ _1"></span>e  z <span class="_ _16"> </span>kosztam<span class="_ _1"></span>i <span class="_ _15"> </span>przy<span class="_ _1"></span>szłego <span class="_ _15"> </span>zatrud<span class="_ _1"></span>nienia <span class="_ _15"> </span>–<span class="ff2"> <span class="_ _15"> </span></span>wykazu<span class="_ _1"></span>jąc <span class="_ _15"> </span>je <span class="_ _15"> </span>w <span class="_ _15"> </span>pozo<span class="_ _1"></span>stałych <span class="_ _15"> </span>dochod<span class="_ _1"></span>ach </span></span></div><div class="t m0 x2f h11 y29a ff6 fs6 fc3 sc0 ls0 ws0">całkowitych.<span class="ff2"> </span></div><div class="t m0 x2d h11 y2b8 ff6 fs6 fc3 sc0 ls0 ws0">Szacunki <span class="_ _27"> </span>rezerw <span class="_ _16"> </span>z <span class="_ _27"> </span>tytułu <span class="_ _16"> </span>odpraw <span class="_ _27"> </span>emerytalnych <span class="_ _27"> </span>dokonywane <span class="_ _16"> </span>są <span class="_ _27"> </span>przez <span class="_ _27"> </span>aktuariusza. <span class="_ _16"> </span>Dla <span class="_ _27"> </span>oszacowania </div><div class="t m0 x2d h11 y2b9 ff6 fs6 fc3 sc0 ls0 ws0">rezerwy na dzień <span class="_ _1"></span>31.12.202<span class="ff2">1 </span>r. aktu<span class="_ _1"></span>ariusz przyjął m. in. p<span class="_ _1"></span>oniższe założenia:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y2ba ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">stopa <span class="_ _1"></span>wzro<span class="ff6">stu wynagro<span class="_ _1"></span>dzeń –</span> <span class="ls3">10</span>% w latach 20<span class="_ _1"></span>22-<span class="ls3">202</span>7<span class="lsf">, </span>2,5% w roku<span class="_ _1"></span> 2028 i kolejnych<span class="_ _1"></span> latach; </span></span></div><div class="t m0 x2b hb y2bb ffd fs6 fc3 sc0 ls0 ws0">−<span class="ff3"> <span class="_ _1a"> </span><span class="ff2">stopa <span class="_ _15"> </span>dyskontowa <span class="_ _15"> </span><span class="ff6">–</span>  <span class="ff6">została  osza<span class="_ _1"></span>cowana  w  wysoko<span class="_ _1"></span>ści  </span>3,1%  rocznie  i  wyzn<span class="_ _1"></span>aczona  na <span class="_ _15"> </span>podsta<span class="_ _1"></span>wie </span></span></div><div class="t m0 x2f h11 y2bc ff6 fs6 fc3 sc0 ls0 ws0">rentowności <span class="_ _27"> </span>rocznej <span class="_ _16"> </span>obligacj<span class="_ _1"></span>i <span class="_ _27"> </span>skarbowych <span class="_ _16"> </span>o <span class="_ _27"> </span>stałym <span class="_ _16"> </span> <span class="_ _27"> </span>oprocentowaniu <span class="_ _27"> </span>(według <span class="_ _16"> </span>wskaźn<span class="_ _1"></span>ika <span class="_ _27"> </span>stopy </div><div class="t m0 x2f h11 y2bd ff2 fs6 fc3 sc0 ls0 ws0">zwrotu w okresie do wyku<span class="_ _1"></span>pu) notowany<span class="_ _1"></span>ch na GPW w dniu <span class="_ _f"></span><span class="ls3">16<span class="ls4">.1</span></span>2.2021 roku. </div><div class="t m0 x8 h11 y2be ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x2a h19 y2bf ff4 fs2 fc3 sc0 lsb ws0">3.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">W<span class="ff5 fs5">PŁYW PANDEMII </span>COVID-<span class="ls1f">19</span><span class="fs5"> NA SPRAWOZDANIE FINANSOWE </span>STALPROFIL<span class="fs5"> </span>SA. </span></span></div><div class="t m0 x2b hb y1a7 ff2 fs6 fc3 sc0 ls3 ws0">1.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">Wp<span class="_ _1"></span>ływ pandemii COVID<span class="_ _1"></span><span class="ff2">-</span>19 na dzia<span class="_ _1"></span>łalność gospodar<span class="_ _1"></span>czą STALPROFIL S.A.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x8 h11 y44 ff6 fs6 fc3 sc0 ls0 ws0">W związku z trwającą p<span class="_ _1"></span>andemią COVID<span class="_ _1"></span><span class="ff2">-</span>19, Zarząd STALP<span class="_ _1"></span>ROFIL S.A. na b<span class="_ _1"></span>ieżąco monitoruje s<span class="_ _1"></span>ytuację </div><div class="t m0 x8 h11 y252 ff6 fs6 fc3 sc0 ls0 ws0">gospodarczą i <span class="_ _1"></span>potencjalny negatywny wpł<span class="_ _1"></span>yw pandemii na działalno<span class="_ _1"></span>ść Spółki Stalp<span class="_ _1"></span>rofil S.A. <span class="_ _1"></span><span class="ff2">na ry<span class="_ _1"></span>nku krajowym </span></div><div class="t m0 x8 h11 y47 ff2 fs6 fc3 sc0 ls0 ws0">i zagranicznym.  </div><div class="t m0 x8 h11 y2c0 ff6 fs6 fc3 sc0 ls0 ws0">Na dzień sp<span class="_ _1"></span>orządzenia niniejszego raportu, p<span class="_ _1"></span>andemia nie ma is<span class="_ _1"></span>totnego wpływu n<span class="_ _1"></span>a utrzymanie ciągłości </div><div class="t m0 x8 h11 y2c1 ff6 fs6 fc3 sc0 ls0 ws0">działalności  <span class="_ _1"></span>STALPROFIL S.A. Zarząd STALPROFIL <span class="_ _1"></span>SA <span class="_ _1"></span>nie widzi istotn<span class="_ _1"></span>ego zagrożenia dla konty<span class="_ _1"></span>nuowania </div><div class="t m0 x8 h11 y2c2 ff6 fs6 fc3 sc0 ls0 ws0">działalności<span class="_ _1"></span><span class="ff2">. </span></div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">23<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">Nie można jednak wy<span class="_ _1"></span>kluczyć, że przedł<span class="_ _1"></span>użające się oddzia<span class="_ _1"></span>ływanie pandemii na gosp<span class="_ _1"></span>odarkę i<span class="_ _1"></span><span class="ff2">  </span>wystą<span class="_ _1"></span>pienie </div><div class="t m0 x8 h11 y2c3 ff6 fs6 fc3 sc0 ls0 ws0">kolejnej fali zachorowań n<span class="_ _1"></span>a COVID<span class="_ _1"></span><span class="ff2">-</span>19, może pogorszy<span class="_ _1"></span>ć sytuację na <span class="_ _1"></span>rynku, co w<span class="_ _1"></span><span class="ff2"> </span>konsekwencji może </div><div class="t m0 x8 h11 y2c4 ff6 fs6 fc3 sc0 ls0 ws0">spowodować negatywne s<span class="_ _1"></span>kutki finanso<span class="_ _1"></span>we i organizacyjne STALPROFIL S.<span class="_ _1"></span>A. <span class="_ _1"></span>w przys<span class="_ _1"></span>złości.<span class="ff2"> </span></div><div class="t m0 x8 h11 y2c5 ff6 fs6 fc3 sc0 ls0 ws0">Według Spółki,<span class="_ _1"></span> czynniki ryzyka związane z p<span class="_ _1"></span>andemią, które na ch<span class="_ _1"></span>wilę obecną <span class="_ _1"></span><span class="ff2">- w przy<span class="_ _1"></span>padku ich materializacji <span class="_ _1"></span>- </span></div><div class="t m0 x8 h11 y143 ff6 fs6 fc3 sc0 ls0 ws0">mogą mieć wpływ na wyn<span class="_ _1"></span>iki finanso<span class="_ _1"></span>we Emitenta w perspekty<span class="_ _1"></span>wie kolejnych okresów, w o<span class="_ _1"></span>bu segmentach </div><div class="t m0 x8 h11 y2c6 ff6 fs6 fc3 sc0 ls0 ws0">działalności, <span class="_ _1"></span>to:<span class="ff2"> </span></div><div class="t m0 x2b hb y2c7 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">ograniczenia <span class="_ _25"> </span>w <span class="_ _27"> </span>przep<span class="_ _1"></span>ływach <span class="_ _25"> </span>gotówkowych <span class="_ _25"> </span>i <span class="_ _25"> </span>zatory <span class="_ _25"> </span>płatnicze <span class="_ _27"> </span>w <span class="_ _25"> </span>całym <span class="_ _25"> </span>łańcuchu<span class="_ _1"></span> <span class="_ _27"> </span>do<span class="_ _1"></span>stawców <span class="_ _27"> </span>i </span></span></div><div class="t m0 x2f h11 y2c8 ff6 fs6 fc3 sc0 ls0 ws0">odbiorców,<span class="ff2"> </span></div><div class="t m0 x2b hb y2c9 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">brak zachowania <span class="_ _1"></span>ciągłości w łańcuchach d<span class="_ _1"></span>ostaw,<span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y2ca ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">inne trudne do<span class="_ _1"></span> przewidzenia zdarzenia <span class="_ _1"></span>(&quot;siła wyższa&quot;),<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y1d0 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">absencja <span class="_ _7"> </span>pracownikó<span class="_ _1"></span>w <span class="_ _7"> </span>oraz <span class="_ _7"> </span>ograniczenia <span class="_ _7"> </span>wpro<span class="_ _1"></span>wadzane <span class="_ _7"> </span>przez<span class="_ _1"></span><span class="ff2"> <span class="_ _7"> </span></span>adminis<span class="_ _1"></span>trację <span class="_ _7"> </span>pańs<span class="_ _1"></span>twową <span class="_ _7"> </span>lub </span></span></div><div class="t m0 x2f h11 y2cb ff2 fs6 fc3 sc0 ls0 ws0">instytucje un<span class="_ _1"></span>ijne. </div><div class="t m0 x8 h11 y2cc ff6 fs6 fc3 sc0 ls0 ws0">Na dzień sp<span class="_ _1"></span>orządzenia niniejszego sprawozdan<span class="_ _1"></span>ia, nie jest możliwe precy<span class="_ _1"></span>zyjne oszacowan<span class="_ _1"></span>ie dotychczasowego, </div><div class="t m0 x8 h11 y2cd ff6 fs6 fc3 sc0 ls0 ws0">jak i potencjalnego p<span class="_ _1"></span>rzyszłego wpływu pan<span class="_ _1"></span>demii na działalność Sta<span class="_ _1"></span>lprofil SA, jej sytuacj<span class="_ _1"></span>ę finansową i w<span class="_ _f"></span><span class="ff2">yniki </span></div><div class="t m0 x8 h11 y2ce ff2 fs6 fc3 sc0 ls0 ws0">finansowe. <span class="_ _1"></span> </div><div class="t m0 x8 h11 y2cf ff6 fs6 fc3 sc0 ls0 ws0">Spółka w obs<span class="_ _1"></span>zarze swojej działalnoś<span class="_ _1"></span>ci podstawowej tj.  obszarze obro<span class="_ _1"></span>tu wyrobami hutn<span class="_ _1"></span>iczymi, w sposób<span class="_ _1"></span> </div><div class="t m0 x8 h11 y2d0 ff6 fs6 fc3 sc0 ls0 ws0">istotny  nie odczu<span class="_ _1"></span>ła negatywnych sku<span class="_ _1"></span>tków pandemii w roku ob<span class="_ _1"></span>rotowym 2021.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y2d1 ff6 fs6 fc3 sc0 ls0 ws0">Nie można jednak wy<span class="_ _1"></span>kluczyć osłab<span class="_ _1"></span>ienia się aktywnoś<span class="_ _1"></span>ci gospodarcze<span class="_ _1"></span>j branż ko<span class="_ _1"></span>nsumujących stal w wyniku<span class="_ _1"></span> </div><div class="t m0 x8 h11 y2d2 ff6 fs6 fc3 sc0 ls0 ws0">kolejnej fali pandemii, które <span class="_ _1"></span>może wpłynąć takż<span class="_ _1"></span>e na ceny wyrobów hu<span class="_ _1"></span>tniczych na <span class="_ _1"></span>rynku, wielkość popytu i </div><div class="t m0 x8 h11 y2d3 ff6 fs6 fc3 sc0 ls0 ws0">poziom cen w najbliżs<span class="_ _1"></span>zych miesiącach. Wpł<span class="_ _1"></span>ywy negatywne  powyżs<span class="_ _1"></span>zych czynników  będą uzależn<span class="_ _1"></span>ione m.in. </div><div class="t m0 x8 h11 y2d4 ff2 fs6 fc3 sc0 ls0 ws0">od: </div><div class="t m0 x2b hb y2d5 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _23"> </span><span class="ff2">poziomu <span class="_ _28"> </span>akt<span class="_ _1"></span><span class="ff6">ywności <span class="_ _28"> </span>gospodarczej <span class="_ _28"> </span>w <span class="_ _28"> </span>sektorach <span class="_ _28"> </span>zużywający<span class="_ _1"></span>ch <span class="_ _28"> </span>stal <span class="_ _28"> </span>(przemysł <span class="_ _28"> </span>maszynowy, </span></span></span></div><div class="t m0 x2c h11 y2d6 ff6 fs6 fc3 sc0 ls0 ws0">budownictwo, AGD, bran<span class="_ _1"></span>ża motoryza<span class="_ _1"></span>cyjna, inne branże zu<span class="_ _1"></span>żywające stal);<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y2d7 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _23"> </span><span class="ff6">poziomu <span class="_ _7"> </span>aktywności <span class="_ _7"> </span>inwestycyjnej <span class="_ _7"> </span>sektora <span class="_ _7"> </span>prywatnego <span class="_ _11"> </span>i <span class="_ _7"> </span>państwowego <span class="_ _7"> </span>(w <span class="_ _11"> </span>ty<span class="_ _1"></span>m <span class="_ _11"> </span>w <span class="_ _7"> </span>zakresie </span></span></div><div class="t m0 x2c h11 y2d8 ff2 fs6 fc3 sc0 ls0 ws0">infrastruktury<span class="_ _1"></span>) na rynku krajo<span class="_ _1"></span>wym i europejskim;<span class="_ _1"></span> </div><div class="t m0 x2b hb y2d9 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _23"> </span><span class="ff6">od <span class="_ _12"> </span>sposobu<span class="_ _1"></span>, <span class="_ _12"></span>w <span class="_ _12"></span>jakim <span class="_ _12"></span>globalny <span class="_ _12"></span>łańcuch <span class="_ _12"></span>dostaw <span class="_ _12"></span>dopasuje <span class="_ _12"> </span>ceny <span class="_ _12"> </span>i <span class="_ _12"> </span>kos<span class="_ _1"></span>zty <span class="_ _12"></span>do <span class="_ _12"></span>wahającego <span class="_ _12"></span>się <span class="_ _12"></span>popytu <span class="_ _12"> </span>i </span></span></div><div class="t m0 x2c h11 y2da ff6 fs6 fc3 sc0 ls0 ws0">wahającej się podaż<span class="_ _1"></span>y na rynku europejskim i ś<span class="_ _1"></span>wiatowym.<span class="ff2"> <span class="_ _1"></span> </span></div><div class="t m0 x2a hb y2db ff2 fs6 fc3 sc0 ls3 ws0">2.<span class="ff3 ls0"> <span class="_ _19"> </span><span class="ff6">Analiza <span class="_ _27"> </span>w<span class="_ _0"></span>pływu <span class="_ _16"> </span>zmiany<span class="_ _1"></span> <span class="_ _15"> </span>s<span class="_ _1"></span>ytuacji <span class="_ _15"> </span>gos<span class="_ _1"></span>podarczej <span class="_ _16"> </span>w <span class="_ _16"> </span>związku <span class="_ _16"> </span>z <span class="_ _16"> </span>pan<span class="_ _1"></span>demią <span class="_ _15"> </span>COVID<span class="_ _f"></span><span class="ff2">-19 <span class="_ _16"> </span>na <span class="_ _16"> </span></span>wycenę <span class="_ _16"> </span>innych<span class="_ _1"></span> </span></span></div><div class="t m0 x2e h11 y1e5 ff6 fs6 fc3 sc0 ls0 ws0">aktywów i zobowiązań<span class="_ _1"></span> Spółki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h1a y2dc ff5 fs6 fc3 sc0 ls0 ws0">Odpisy wartości zapasów d<span class="_ _1"></span>o wartości nett<span class="_ _1"></span>o możliwej do uzyskania<span class="_ _1"></span><span class="ff4"> </span></div><div class="t m0 x8 h11 y186 ff6 fs6 fc3 sc0 ls0 ws0">W <span class="_ _14"> </span>segmencie  stalowym <span class="_ _14"> </span>i <span class="_ _14"> </span>w <span class="_ _18"> </span>segmencie <span class="_ _18"> </span>infrastruktury<span class="_ _1"></span> <span class="_ _14"> </span>nie <span class="_ _18"> </span>było <span class="_ _18"> </span>potrzeby <span class="_ _14"> </span>d<span class="_ _1"></span>okonywania <span class="_ _14"> </span>w  roku <span class="_ _14"> </span>obrotowym  </div><div class="t m0 x8 h11 y2dd ff6 fs6 fc3 sc0 ls0 ws0">2021  odpisów aktu<span class="_ _1"></span>alizujących wartoś<span class="_ _1"></span>ć zapasów, w zw<span class="_ _1"></span>iązku z<span class="_ _1"></span> pandemią.<span class="ff2"> </span></div><div class="t m0 x8 h1a y2de ff4 fs6 fc3 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">24<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h1a y4f ff4 fs6 fc3 sc0 ls0 ws0">Ocena szacowanej str<span class="_ _1"></span>aty kredytowej E<span class="_ _1"></span>CL </div><div class="t m0 x8 h11 y2df ff6 fs6 fc3 sc0 ls0 ws0">Spółka <span class="_ _12"></span>dokonała <span class="_ _12"></span>analizy <span class="_ _12"></span>wpływu <span class="_ _13"></span>pan<span class="_ _1"></span>demii <span class="_ _12"></span>koronawirusa <span class="_ _12"></span>na <span class="_ _13"></span>kalku<span class="_ _1"></span>lację <span class="_ _12"></span>szacowanych <span class="_ _12"></span>strat <span class="_ _13"></span>kredyto<span class="_ _1"></span>wych <span class="_ _12"></span>pod </div><div class="t m0 x8 h11 y2e0 ff6 fs6 fc3 sc0 ls0 ws0">kątem <span class="_ _15"> </span>potencjalnej<span class="_ _1"></span> <span class="_ _15"> </span>koniecznoś<span class="_ _1"></span>ci <span class="_ _15"> </span>modyfikacji <span class="_ _15"> </span>przyjętych<span class="_ _1"></span> <span class="_ _15"> </span>założeń<span class="_ _1"></span> <span class="_ _15"> </span>w<span class="_ _1"></span><span class="ff2"> zasadach<span class="_ _1"></span> <span class="_ _15"> </span>dokonywanych <span class="_ _15"> </span>s<span class="_ _1"></span>zacunkach<span class="_ _1"></span> <span class="_ _15"> </span><span class="ls20">i </span></span></div><div class="t m0 x8 h11 y2e1 ff6 fs6 fc3 sc0 ls0 ws0">uwzględnienia dodatko<span class="_ _1"></span>wego elementu ryzyka<span class="_ _1"></span> związanego z pan<span class="_ _1"></span>demią.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y2e2 ff2 fs6 fc3 sc0 ls0 ws0">W <span class="_ _16"> </span>obs<span class="_ _1"></span>zarze <span class="_ _16"> </span>obrotu<span class="_ _1"></span> <span class="_ _16"> </span>wyrobami <span class="_ _16"> </span>hu<span class="_ _1"></span>tniczymi <span class="_ _16"> </span> <span class="_ _27"> </span>ewentualna <span class="_ _16"> </span> <span class="_ _27"> </span>ponowna <span class="_ _16"> </span>fala <span class="_ _16"> </span>pan<span class="_ _1"></span>demii <span class="_ _16"> </span>i <span class="_ _27"> </span>pogorszenie <span class="_ _16"> </span>sytuacji </div><div class="t m0 x8 h11 y2e3 ff6 fs6 fc3 sc0 ls0 ws0">gospodarczej <span class="_ _7"> </span>może <span class="_ _11"> </span>s<span class="_ _1"></span>powodować <span class="_ _11"> </span>pogors<span class="_ _1"></span>zenie <span class="_ _11"> </span>s<span class="_ _1"></span>pływu <span class="_ _11"> </span>n<span class="_ _1"></span>ależności <span class="_ _7"> </span>w <span class="_ _11"> </span>przys<span class="_ _1"></span>złości. <span class="_ _11"> </span>Natomiast <span class="_ _7"> </span>na <span class="_ _10"> </span>dzień </div><div class="t m0 x8 h11 y2e4 ff6 fs6 fc3 sc0 ls0 ws0">sporządzenia <span class="_ _16"> </span>niniejszego <span class="_ _15"> </span>sprawozdania, <span class="_ _15"> </span>Spó<span class="_ _1"></span>łka  n<span class="_ _1"></span>ie  o<span class="_ _1"></span>dnotowała  is<span class="_ _1"></span>totnego <span class="_ _15"> </span>pogorszenia <span class="_ _15"> </span>s<span class="_ _1"></span>pływu <span class="_ _15"> </span>należności </div><div class="t m0 x8 h11 y2e5 ff6 fs6 fc3 sc0 ls0 ws0">handlowych.  Spółka <span class="_ _14"> </span>s<span class="_ _1"></span>podziewa <span class="_ _18"> </span>się, <span class="_ _18"> </span>że <span class="_ _18"> </span>ściągalnoś<span class="_ _1"></span>ć <span class="_ _18"> </span>należności <span class="_ _18"> </span>wykazanych  w <span class="_ _14"> </span>bilans<span class="_ _1"></span>ie <span class="_ _14"> </span>na  dzień <span class="_ _14"> </span>31.12.2021<span class="_ _1"></span> </div><div class="t m0 x8 h11 y2e6 ff2 fs6 fc3 sc0 ls0 ws0">roku, <span class="_ _12"></span>pozostanie <span class="_ _13"></span>na <span class="_ _12"></span>niezmienionym <span class="_ _12"></span>istotnie <span class="_ _13"></span>pozi<span class="_ _1"></span><span class="ff6">o<span class="_ _1"></span>mie. <span class="_ _13"></span>Po<span class="_ _1"></span>nadto, <span class="_ _12"></span>należności <span class="_ _13"></span>o<span class="_ _1"></span>d <span class="_ _13"></span>p<span class="_ _1"></span>odmiotów, <span class="_ _12"></span>które <span class="_ _13"></span>mogą <span class="_ _12"></span>być </span></div><div class="t m0 x8 h11 y2e7 ff6 fs6 fc3 sc0 ls0 ws0">obarczone <span class="_ _12"> </span>naj<span class="_ _1"></span>większym <span class="_ _12"> </span>ryzykiem <span class="_ _14"> </span>niewypłacalnoś<span class="_ _1"></span>ci <span class="_ _12"></span>w <span class="_ _12"> </span>krótkim <span class="_ _14"> </span>okresie <span class="_ _12"></span>czasu, <span class="_ _14"> </span>są <span class="_ _12"> </span>o<span class="_ _1"></span>bjęte <span class="_ _12"></span>ubezpieczeniem <span class="_ _14"> </span>lub </div><div class="t m0 x8 h11 y2e8 ff2 fs6 fc3 sc0 ls0 ws0">zabezpieczeniem.<span class="_ _1"></span> </div><div class="t m0 x8 h11 y2e9 ff6 fs6 fc3 sc0 ls0 ws0">Na dzień sp<span class="_ _1"></span>orządzenia niniejszego Sprawozdania <span class="_ _1"></span>Spółka nie jest <span class="_ _1"></span>w stanie ocenić wpł<span class="_ _1"></span><span class="ff2">y<span class="_ _1"></span>wu kolejnej fali pandemii<span class="_ _1"></span> </span></div><div class="t m0 x8 h11 y2ea ff6 fs6 fc3 sc0 ls0 ws0">na <span class="_ _1"></span>pły<span class="_ _1"></span>nność <span class="_ _1"></span>finans<span class="_ _1"></span>ową <span class="_ _1"></span>odbiorców, <span class="_ _1"></span>a <span class="_ _f"></span>tym <span class="_ _1"></span>samym<span class="_ _1"></span> <span class="_ _1"></span>na <span class="_ _f"></span>spływ <span class="_ _1"></span>n<span class="_ _1"></span>ależności <span class="_ _1"></span>Spó<span class="_ _1"></span>łki. <span class="_ _1"></span>Trudno <span class="_ _f"></span>także <span class="_ _1"></span>ocenić, <span class="_ _f"></span>jaki <span class="_ _f"></span>wpływ </div><div class="t m0 x8 h11 y2eb ff6 fs6 fc3 sc0 ls0 ws0">na <span class="_ _15"> </span>p<span class="_ _1"></span>łynność <span class="_ _15"> </span>finanso<span class="_ _1"></span>wą <span class="_ _15"> </span>odbiorców, <span class="_ _15"> </span>b<span class="_ _1"></span>ędzie <span class="_ _15"> </span>miało <span class="_ _16"> </span>rozliczenie <span class="_ _16"> </span>zwrotnej <span class="_ _15"> </span>p<span class="_ _1"></span>omocy <span class="_ _15"> </span>pub<span class="_ _1"></span>licznej, <span class="_ _15"> </span>jaką<span class="_ _1"></span> <span class="_ _15"> </span>otrzymali </div><div class="t m0 x8 h11 y2ec ff6 fs6 fc3 sc0 ls0 ws0">kontrahenci Spół<span class="_ _1"></span>ki w ramach wspar<span class="_ _1"></span>cia rządowego w trakcie<span class="_ _1"></span> pandemii.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y2ed ff6 fs6 fc3 sc0 ls0 ws0">Na <span class="_ _f"></span>bazie <span class="_ _f"></span>przeprowadzonej <span class="_ _f"></span>analizy <span class="_ _f"></span>aktualnego <span class="_ _f"></span>spływu <span class="_ _f"></span>należności <span class="_ _f"></span>i <span class="_ _f"></span>poziomu <span class="_ _f"></span>ich <span class="_ _1"></span>przetermin<span class="_ _1"></span>owania <span class="_ _f"></span>oraz <span class="_ _f"></span>biorąc </div><div class="t m0 x8 h11 y2ee ff6 fs6 fc3 sc0 ls0 ws0">pod <span class="_ _26"> </span>uwagę <span class="_ _2a"> </span>p<span class="_ _1"></span>owyższe <span class="_ _26"> </span>argumenty, <span class="_ _26"> </span>Spółka <span class="_ _26"> </span>nie <span class="_ _26"> </span>zidentyfikowała <span class="_ _26"> </span>przesłan<span class="_ _1"></span>ek <span class="_ _26"> </span>do <span class="_ _2a"> </span>zmodyfikowania <span class="_ _26"> </span>zał<span class="_ _1"></span>ożeń </div><div class="t m0 x8 h11 y2ef ff6 fs6 fc3 sc0 ls0 ws0">przyjętych <span class="_ _14"> </span>d<span class="_ _1"></span>o<span class="ff2"> <span class="_ _14"> </span></span>oceny <span class="_ _14"> </span>s<span class="_ _1"></span>zacowanej <span class="_ _14"> </span>stra<span class="_ _1"></span>ty <span class="_ _14"> </span>kredytowej <span class="_ _14"> </span>na <span class="_ _18"> </span>dzień <span class="_ _14"> </span>31.12.2021 <span class="_ _18"> </span>roku. <span class="_ _14"> </span>Spół<span class="_ _1"></span>ka <span class="_ _14"> </span>na <span class="_ _18"> </span>bieżąco <span class="_ _14"> </span>analiz<span class="_ _1"></span>uje </div><div class="t m0 x8 h11 y2f0 ff6 fs6 fc3 sc0 ls0 ws0">sytuację  na  rynkach  oraz  spł<span class="_ _0"></span>ywające  sygnały  od  kontrahentów  mogące <span class="_ _18"> </span>świadczyć  o  pogorszeniu  sytuacji </div><div class="t m0 x8 h11 y2f1 ff6 fs6 fc3 sc0 ls0 ws0">finansowej i w razie konie<span class="_ _1"></span>czności dokon<span class="_ _1"></span>a aktualizacji przyjętych s<span class="_ _f"></span>zacunków do kalkulacji ECL.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h1a y2f2 ff5 fs6 fc3 sc0 ls0 ws0">Ocena wartości akt<span class="_ _1"></span>ywów finansowych o<span class="_ _1"></span>raz aktywów niefinan<span class="_ _1"></span>sowych<span class="_ _1"></span><span class="ff4"> </span></div><div class="t m0 x8 h11 y2f3 ff2 fs6 fc3 sc0 ls0 ws0">Wybuch <span class="_ _1"></span>pandemii <span class="_ _1"></span>COVID-<span class="ff6">19 <span class="_ _f"></span>nie s<span class="_ _1"></span>powodował <span class="_ _1"></span>istotnych, <span class="_ _1"></span>trwałych <span class="_ _1"></span>zmian<span class="_ _1"></span> waru<span class="_ _1"></span>nków <span class="_ _1"></span>prowadzenia <span class="_ _1"></span>działalnoś<span class="_ _1"></span>ci i </span></div><div class="t m0 x8 h11 y2f4 ff6 fs6 fc3 sc0 ls0 ws0">sytuacji gos<span class="_ _1"></span>podarczej Spółki. W związku<span class="_ _1"></span> z tym, nie nas<span class="_ _1"></span>tąpiła ut<span class="_ _f"></span>rata wartości akty<span class="_ _1"></span>wów trwałych Spół<span class="_ _1"></span>ki, a zatem </div><div class="t m0 x8 h11 y2f5 ff6 fs6 fc3 sc0 ls0 ws0">aktualnie <span class="_ _16"> </span>nie <span class="_ _15"> </span>ma <span class="_ _16"> </span>przesłanek <span class="_ _16"> </span>do <span class="_ _16"> </span>przeprowadzenia <span class="_ _16"> </span>testów <span class="_ _16"> </span>na <span class="_ _15"> </span>u<span class="_ _1"></span>tratę <span class="_ _15"> </span>wartości <span class="_ _16"> </span>aktyw<span class="_ _1"></span>ów <span class="_ _15"> </span>niefinansowych<span class="_ _1"></span> <span class="_ _15"> </span>i </div><div class="t m0 x8 h1a y2f6 ff6 fs6 fc3 sc0 ls0 ws0">finansowych Spół<span class="_ _1"></span>ki  na dzień 31.12.2021 r. <span class="_ _f"></span><span class="ff4"> </span></div><div class="t m0 x8 h1a y2f7 ff5 fs6 fc3 sc0 ls0 ws0">Sytuacja płynnościowa Spółki<span class="_ _1"></span> <span class="ff4"> </span></div><div class="t m0 x8 h11 y2f8 ff6 fs6 fc3 sc0 ls0 ws0">Na <span class="_ _14"> </span>moment <span class="_ _14"> </span>spo<span class="_ _1"></span>rządzenia <span class="_ _14"> </span>niniejszego <span class="_ _14"> </span>sp<span class="_ _1"></span>rawozdania <span class="_ _18"> </span>finansowego, <span class="_ _14"> </span>sytuacj<span class="_ _1"></span>a <span class="_ _12"> </span>finan<span class="_ _1"></span>sowa <span class="_ _14"> </span>Spółki <span class="_ _14"> </span> <span class="_ _14"> </span>jest <span class="_ _14"> </span>stabilna<span class="_ _1"></span>. </div><div class="t m0 x8 h11 y2f9 ff6 fs6 fc3 sc0 ls0 ws0">Spółka ocenia, ż<span class="_ _1"></span>e posiada wystarczające źródł<span class="_ _1"></span>a finansowania działaln<span class="_ _1"></span>ości operacyjnej i inwestycy<span class="_ _1"></span>jnej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y2fa ff6 fs6 fc3 sc0 ls0 ws0">Na <span class="_ _14"> </span>moment <span class="_ _12"> </span>sp<span class="_ _1"></span>orządzenia <span class="_ _14"> </span>niniejszego <span class="_ _14"> </span>sprawozdania,<span class="_ _1"></span> <span class="_ _12"> </span>Sp<span class="_ _1"></span>ółka <span class="_ _12"> </span>nie <span class="_ _14"> </span>narus<span class="_ _1"></span>zyła <span class="_ _12"> </span>waru<span class="_ _1"></span>nków <span class="_ _12"> </span>umów <span class="_ _14"> </span>kred<span class="_ _f"></span><span class="ff2">ytowych <span class="_ _14"> </span>i </span></div><div class="t m0 x8 h11 y2fb ff6 fs6 fc3 sc0 ls0 ws0">leasingowych. <span class="_ _27"> </span>Spółka <span class="_ _27"> </span>nie <span class="_ _27"> </span>ide<span class="_ _0"></span>ntyfikuje <span class="_ _27"> </span>także <span class="_ _27"> </span>istotnych <span class="_ _27"> </span>r<span class="_ _0"></span>yzyk, <span class="_ _27"> </span>które <span class="_ _27"> </span>mogłyby <span class="_ _16"> </span>s<span class="_ _1"></span>powodować <span class="_ _27"> </span>w <span class="_ _16"> </span>przys<span class="_ _1"></span>złości </div><div class="t m0 x8 h11 y2fc ff6 fs6 fc3 sc0 ls0 ws0">złamanie warunków p<span class="_ _1"></span>odpisanych umów kredy<span class="_ _1"></span>towych i umów leasin<span class="_ _1"></span>gowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y2fd ff6 fs6 fc3 sc0 ls0 ws0">Spółka dąż<span class="_ _1"></span>y do utrzymania bezpiecznego pozio<span class="_ _1"></span>mu długu netto<span class="_ _1"></span> i dotrzymania ko<span class="_ _1"></span>wen<span class="_ _1"></span>antów finansowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h1a y2fe ff4 fs6 fc3 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">25<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h1a y4f ff5 fs6 fc3 sc0 ls0 ws0">Inne szacunki księgowe<span class="_ _1"></span><span class="ff4"> </span></div><div class="t m0 x8 h11 y272 ff6 fs6 fc3 sc0 ls0 ws0">Na  moment  sporządzenia  niniejszego  sprawozd<span class="_ _1"></span>ania,  Grupa  nie  identyfikuje  istotnych  ryzyk  związan<span class="_ _1"></span>ych  z </div><div class="t m0 x8 h11 y2ff ff6 fs6 fc3 sc0 ls0 ws0">potencjalnym <span class="_ _1"></span>złamaniem <span class="_ _1"></span>waru<span class="_ _1"></span>nków <span class="_ _1"></span>podpisanych <span class="_ _1"></span>umów <span class="_ _1"></span>z od<span class="_ _1"></span>biorcami <span class="_ _1"></span>i d<span class="_ _1"></span>ostawcami <span class="_ _1"></span>w <span class="_ _1"></span>wyniku <span class="_ _1"></span>zmiany <span class="_ _1"></span>sytuacji </div><div class="t m0 x8 h11 y2c5 ff2 fs6 fc3 sc0 ls0 ws0">gospodarczej <span class="_ _1"></span><span class="ff6">w związku z COVID</span>-19.<span class="_ _1"></span> </div><div class="t m0 x8 h11 y143 ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x2a h19 y300 ff4 fs2 fc3 sc0 lsb ws0">4.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">W<span class="ff5 fs5">PŁYW <span class="ff4">WOJNY NA SPRAWOZDANIE FINANSOWE </span></span>STALPROFIL<span class="fs5"> </span>SA. </span></span></div><div class="t m0 x8 h1a y301 ff5 fs6 fc3 sc0 ls0 ws0">Wpływ wojny w Ukrain<span class="_ _1"></span>ie na sytuację rynkową <span class="_ _1"></span>Spółki<span class="ff4"> </span></div><div class="t m0 x8 h11 y302 ff6 fs6 fc3 sc0 ls0 ws0">Europejski <span class="_ _13"></span>rynek <span class="_ _f"></span>stali <span class="_ _f"></span>jest <span class="_ _f"></span>w <span class="_ _f"></span>dużym <span class="_ _f"></span>s<span class="_ _1"></span>topniu <span class="_ _f"></span>powiązany <span class="_ _f"></span>ze <span class="_ _f"></span>wszys<span class="_ _1"></span>tkimi <span class="_ _f"></span>trzema <span class="_ _f"></span>państwami, <span class="_ _13"></span>zaangażowanymi <span class="_ _f"></span>w </div><div class="t m0 x8 h1a y66 ff2 fs6 fc3 sc0 ls0 ws0">zbrojny ko<span class="_ _1"></span>nflikt (Ukraina, <span class="ff6">Ros<span class="_ _1"></span>ja, Białoruś).<span class="ff4"> </span></span></div><div class="t m0 x8 h1a y303 ff4 fs6 fc3 sc0 ls0 ws0">Ukraina<span class="ff2"> <span class="_ _f"></span><span class="ff6">to<span class="_ _1"></span> <span class="_ _f"></span>znacz<span class="_ _1"></span>ący <span class="_ _13"></span>w <span class="_ _f"></span>Euro<span class="_ _1"></span>pie <span class="_ _f"></span>i <span class="_ _13"></span>na <span class="_ _f"></span>ś<span class="_ _1"></span>wiecie <span class="_ _f"></span>d<span class="_ _1"></span>ostawca <span class="_ _13"></span>stali. <span class="_ _13"></span>W <span class="_ _f"></span>20<span class="_ _1"></span>21 <span class="_ _f"></span>r. <span class="_ _13"></span>zajmowała <span class="_ _13"></span>13. <span class="_ _13"></span>miejs<span class="_ _1"></span>ce <span class="_ _f"></span>pod <span class="_ _13"></span>względem<span class="_ _1"></span> </span></span></div><div class="t m0 x8 h1a y304 ff6 fs6 fc3 sc0 ls0 ws0">produkcji <span class="_ _12"></span>w<span class="_ _0"></span>yrobów <span class="_ _13"></span>h<span class="_ _1"></span>utniczych <span class="_ _13"></span>z <span class="_ _12"></span>wynikiem <span class="_ _13"></span><span class="ff4">21,4 <span class="_ _13"></span>mln <span class="_ _13"></span>to<span class="_ _1"></span>n</span>. <span class="_ _13"></span>80% <span class="_ _13"></span>produkcji <span class="_ _12"></span>jest <span class="_ _13"></span>ukierunkowane <span class="_ _13"></span>na <span class="_ _12"></span>eksport, <span class="_ _f"></span>zaś </div><div class="t m0 x8 h11 y305 ff6 fs6 fc3 sc0 ls0 ws0">odbiorcami <span class="_ _14"> </span>były <span class="_ _14"> </span>głównie: <span class="_ _14"> </span>kraje <span class="_ _14"> </span>Bliskiego <span class="_ _14"> </span>Wschod<span class="_ _1"></span>u, <span class="_ _14"> </span>Turcja<span class="_ _1"></span>, <span class="_ _14"> </span>Unia <span class="_ _14"> </span>Europejs<span class="_ _1"></span>ka <span class="_ _14"> </span>i <span class="_ _12"> </span>Afryka. <span class="_ _18"> </span>Ukraina <span class="_ _14"> </span>jest <span class="_ _14"> </span>ważnym </div><div class="t m0 x8 h11 y306 ff6 fs6 fc3 sc0 ls0 ws0">dostawcą <span class="_ _f"></span>slab<span class="_ _1"></span>ów <span class="_ _f"></span>(półwyrobów <span class="_ _f"></span>d<span class="_ _1"></span>o <span class="_ _f"></span>dalszego <span class="_ _f"></span>p<span class="_ _1"></span>rzetworzenia) <span class="_ _13"></span>na <span class="_ _f"></span>wiele <span class="_ _f"></span>rynkó<span class="_ _1"></span>w. <span class="_ _f"></span>Jest <span class="_ _f"></span>równi<span class="_ _1"></span>eż <span class="_ _f"></span>piątym <span class="_ _f"></span>na <span class="_ _13"></span>świecie </div><div class="t m0 x8 h11 y1d2 ff6 fs6 fc3 sc0 ls0 ws0">eksporterem rudy żelaza. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h1a y307 ff6 fs6 fc3 sc0 ls0 ws0">Rosja <span class="_ _1"></span>także jest <span class="_ _1"></span>znaczącym <span class="_ _1"></span>producentem stali <span class="_ _1"></span>w Eu<span class="_ _1"></span>ropie i <span class="_ _1"></span>na ś<span class="_ _1"></span>wiecie. W <span class="_ _1"></span>2021 r. <span class="_ _f"></span><span class="ff4">Rosja<span class="ff2"> <span class="_ _1"></span></span></span>wypro<span class="_ _1"></span>dukowała <span class="_ _1"></span><span class="ff4">76 m<span class="_ _1"></span>ln </span></div><div class="t m0 x8 h1a y308 ff4 fs6 fc3 sc0 ls0 ws0">ton <span class="_ _f"></span>stali<span class="ff6">, <span class="_ _f"></span>ekspo<span class="_ _1"></span>rtując <span class="_ _f"></span>około <span class="_ _f"></span>40 <span class="_ _f"></span>mln <span class="_ _f"></span>ton, <span class="_ _f"></span>z <span class="_ _f"></span>czego <span class="_ _f"></span>prawie <span class="_ _f"></span>10% <span class="_ _f"></span>trafiło <span class="_ _13"></span>do <span class="_ _f"></span>Unii <span class="_ _f"></span>Europejskiej. <span class="_ _f"></span>Oprócz <span class="_ _13"></span>nabywców <span class="_ _f"></span>z </span></div><div class="t m0 x8 h11 y309 ff6 fs6 fc3 sc0 ls0 ws0">regionu <span class="_ _f"></span>Atlan<span class="_ _1"></span>tyku, <span class="_ _f"></span>J<span class="_ _1"></span>ednym <span class="_ _f"></span>z <span class="_ _13"></span>największych <span class="_ _13"></span>odbiorców <span class="_ _f"></span>ro<span class="_ _1"></span>syjskiej <span class="_ _f"></span>s<span class="_ _1"></span>tali <span class="_ _f"></span>stały <span class="_ _13"></span>się <span class="_ _f"></span>również <span class="_ _13"></span>Chiny. <span class="_ _13"></span>Rosja <span class="_ _13"></span>jest <span class="_ _f"></span>także </div><div class="t m0 x8 h11 y103 ff6 fs6 fc3 sc0 ls0 ws0">największym, <span class="_ _12"></span>po <span class="_ _12"></span>Wietnamie <span class="_ _12"></span>i <span class="_ _12"></span>Indonezji, <span class="_ _12"></span>dostawcą <span class="_ _12"></span>kęsów <span class="_ _13"></span>(pół<span class="_ _1"></span>wyrobów <span class="_ _12"></span>do <span class="_ _12"></span>dalszego <span class="_ _12"></span>przetworzenia) <span class="_ _13"></span>d<span class="_ _1"></span>o <span class="_ _12"></span>Azji, </div><div class="t m0 x8 h11 y90 ff6 fs6 fc3 sc0 ls0 ws0">sprzedając os<span class="_ _1"></span>tatnio głównie na Filipiny. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h1a y91 ff5 fs6 fc3 sc0 ls0 ws0">Białoruś<span class="ff2"> <span class="_ _f"></span><span class="ff6">ma <span class="_ _f"></span>produkcję <span class="_ _f"></span>roczną <span class="_ _f"></span>stali <span class="_ _f"></span>rzędu <span class="_ _f"></span>ok. <span class="_ _13"></span><span class="ff4">2,5 <span class="_ _1"></span>mln <span class="_ _f"></span>ton<span class="_ _1"></span></span>. <span class="_ _1"></span>W <span class="_ _f"></span>miniony<span class="_ _1"></span>m <span class="_ _1"></span>roku<span class="_ _1"></span> <span class="_ _1"></span>ok.<span class="_ _1"></span> <span class="_ _1"></span>700 <span class="_ _f"></span>tys. <span class="_ _f"></span>wyrobó<span class="_ _1"></span>w <span class="_ _1"></span>gotowych </span></span></div><div class="t m0 x8 h11 y30a ff6 fs6 fc3 sc0 ls0 ws0">trafiło do UE, z<span class="_ _1"></span> czego blisko poło<span class="_ _1"></span>wa do Polski <span class="_ _1"></span>–<span class="ff2"> </span>głównie walcówka i p<span class="_ _1"></span>ręty żebrowane (źró<span class="_ _1"></span>dło: PUDS).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h1a y30b ff5 fs6 fc3 sc0 ls0 ws0">Import <span class="_ _14"> </span>wyrobów <span class="_ _12"> </span>hutn<span class="_ _1"></span>iczych <span class="_ _12"></span>do <span class="_ _12"> </span>Polski <span class="_ _12"> </span>w <span class="_ _14"> </span>2021 <span class="_ _12"> </span>ro<span class="_ _1"></span>ku <span class="_ _12"> </span>z<span class="_ _1"></span><span class="ff4"> </span>ty<span class="_ _1"></span>ch <span class="_ _12"> </span>tr<span class="_ _1"></span>zech <span class="_ _12"> </span>obszaró<span class="_ _1"></span>w <span class="_ _12"></span>wyniósł <span class="_ _12"> </span>oko<span class="_ _1"></span>ło <span class="_ _12"></span>3 <span class="_ _12"> </span>m<span class="_ _1"></span>ln <span class="_ _12"></span>ton, <span class="_ _12"> </span>c<span class="_ _1"></span>o </div><div class="t m0 x8 h1a y30c ff5 fs6 fc3 sc0 ls0 ws0">stanowiło  ponad  25%  całego  importu  do  Polski<span class="ff6">.  Zerwa<span class="_ _1"></span>ne  łańcuchy  dostaw  z  tych<span class="ff2">  </span>kierunków  powodują </span></div><div class="t m0 x8 h11 y30d ff6 fs6 fc3 sc0 ls0 ws0">niedobór stali n<span class="_ _1"></span>a rynku i wzrost ich cen.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y30e ff6 fs6 fc3 sc0 ls0 ws0">Huty <span class="_ _13"></span>ukraińskie <span class="_ _13"></span>obecnie, <span class="_ _13"></span>w <span class="_ _13"></span>okresie <span class="_ _13"></span>działań <span class="_ _13"></span>wojenny<span class="_ _1"></span>ch <span class="_ _13"></span> <span class="_ _13"></span>nie <span class="_ _f"></span>przyjmu<span class="_ _1"></span>ją <span class="_ _13"></span>zamówień <span class="_ _13"></span>i <span class="_ _f"></span>n<span class="_ _1"></span>ie <span class="_ _f"></span>re<span class="_ _1"></span>alizują <span class="_ _13"></span>dosta<span class="_ _1"></span>w. <span class="_ _f"></span>H<span class="_ _1"></span>uty </div><div class="t m0 x8 h11 y30f ff6 fs6 fc3 sc0 ls0 ws0">Metinvestu <span class="_ _1"></span>(blisko <span class="_ _1"></span>połowa <span class="_ _1"></span>całej p<span class="_ _1"></span>rodukcji <span class="_ _1"></span>Ukrainy), <span class="_ _1"></span>czyli <span class="_ _1"></span>Azowstal <span class="_ _1"></span>i <span class="_ _1"></span>Iljicz, umiejscowio<span class="_ _f"></span><span class="ff2">ne <span class="_ _1"></span>w rejonie <span class="_ _1"></span>Mariup<span class="_ _1"></span>ola, </span></div><div class="t m0 x8 h11 y310 ff6 fs6 fc3 sc0 ls0 ws0">wstrzymały <span class="_ _26"> </span>produkcję, <span class="_ _2a"> </span>a <span class="_ _2a"> </span>następn<span class="_ _1"></span>ie <span class="_ _2a"> </span>ogłosiły <span class="_ _26"> </span>działanie <span class="_ _2a"> </span>siły <span class="_ _26"> </span>wyż<span class="_ _1"></span><span class="ff2 ls1c">sz</span>ej. <span class="_ _25"> </span>ArcelorMittal <span class="_ _26"> </span>Krzywy <span class="_ _26"> </span>Róg <span class="_ _2a"> </span>również </div><div class="t m0 x8 h11 y10d ff6 fs6 fc3 sc0 ls0 ws0">ograniczył  produkcję  stali <span class="_ _18"> </span>do  technicznego <span class="_ _18"> </span>minimum  (aby  utrzymać <span class="_ _18"> </span>instalację)  oraz <span class="_ _18"> </span>całkowicie  wstrzymał </div><div class="t m0 x8 h11 y311 ff6 fs6 fc3 sc0 ls0 ws0">działalność <span class="_ _2a"> </span>wyd<span class="_ _1"></span>obywczą <span class="_ _25"> </span>w <span class="_ _2a"> </span>ko<span class="_ _1"></span>paln<span class="_ _1"></span>iach. <span class="_ _2a"> </span>Ferrexpo <span class="_ _2a"> </span>ogłosił <span class="_ _2a"> </span>działan<span class="_ _1"></span>ie <span class="_ _25"> </span>s<span class="_ _1"></span>iły <span class="_ _25"> </span>wyżs<span class="_ _1"></span>zej, <span class="_ _2a"> </span>a <span class="_ _2a"> </span>Interpipe <span class="_ _2a"> </span>wstrzymał </div><div class="t m0 x8 h11 y312 ff6 fs6 fc3 sc0 ls0 ws0">produkcję. (źródł<span class="_ _1"></span>o: PUDS).<span class="ff2"> </span></div><div class="t m0 x8 h11 y313 ff6 fs6 fc3 sc0 ls0 ws0">Bezpośredni <span class="_ _14"> </span>wpływ <span class="_ _14"> </span>wojny <span class="_ _14"> </span>w <span class="_ _12"> </span>Ukrain<span class="_ _1"></span>ie <span class="_ _12"> </span>na <span class="_ _14"> </span>sy<span class="_ _1"></span>tuację <span class="_ _14"> </span>Spółki <span class="_ _12"></span>związany <span class="_ _14"> </span>jest <span class="_ _14"> </span>ze <span class="_ _14"> </span>sprzedażą <span class="_ _14"> </span>eksportową <span class="_ _14"> </span>wyrobów </div><div class="t m0 x8 h11 y314 ff6 fs6 fc3 sc0 ls0 ws0">hutniczych <span class="_ _27"> </span>do <span class="_ _27"> </span>krajów <span class="_ _27"> </span>zaangażowanych <span class="_ _27"> </span>w <span class="_ _16"> </span>ko<span class="_ _1"></span>nflikt <span class="_ _27"> </span>(Rosja, <span class="_ _27"> </span>Bia<span class="_ _1"></span>łoruś <span class="_ _27"> </span>i <span class="_ _27"> </span>Ukraina) <span class="_ _27"> </span>oraz <span class="_ _27"> </span>im<span class="_ _0"></span>portem <span class="_ _27"> </span>wyrobów </div><div class="t m0 x8 h11 y315 ff6 fs6 fc3 sc0 ls0 ws0">hutniczych <span class="_ _f"></span>z <span class="_ _1"></span>tego <span class="_ _1"></span>kierunku<span class="_ _1"></span>. Ud<span class="_ _1"></span>ział <span class="_ _1"></span>ten <span class="_ _1"></span>nie <span class="_ _1"></span>b<span class="_ _1"></span>ył zn<span class="_ _1"></span>aczący. <span class="_ _1"></span>Spółka <span class="_ _f"></span>ilościowo <span class="_ _1"></span>sprzedał<span class="_ _1"></span>a <span class="_ _1"></span>do <span class="_ _1"></span>ww. <span class="_ _1"></span>3 <span class="_ _1"></span>krajów <span class="_ _f"></span>konfliktu </div><div class="t m0 x8 h11 y316 ff6 fs6 fc3 sc0 ls0 ws0">w 2021 <span class="_ _1"></span>r. <span class="_ _f"></span>1,5% łącz<span class="_ _1"></span>nego <span class="_ _1"></span>wolumenu <span class="_ _1"></span>wyrobów <span class="_ _1"></span>hutn<span class="_ _1"></span>iczych. <span class="_ _1"></span>Zaopatrywał<span class="_ _1"></span>a <span class="_ _1"></span>się p<span class="_ _1"></span>ośrednio <span class="_ _1"></span>z <span class="_ _1"></span>tamtych kieru<span class="_ _1"></span>nków <span class="_ _1"></span>w </div><div class="t m0 x8 h11 y317 ff2 fs6 fc3 sc0 ls0 ws0">blach<span class="ff6">y, przy<span class="_ _1"></span> czym udział tych zaku<span class="_ _1"></span>pów w 2021 r. był<span class="_ _1"></span> znikomy i wyniós<span class="_ _1"></span>ł 0,9% ilości towaru <span class="_ _1"></span>zakupion<span class="_ _1"></span>ego w 2021 </span></div><div class="t m0 x8 h11 y318 ff6 fs6 fc3 sc0 ls0 ws0">r. <span class="_ _12"></span>Stalprofil <span class="_ _13"></span>h<span class="_ _1"></span>andluje <span class="_ _12"></span>głównie <span class="_ _12"></span>wyrobami <span class="_ _12"></span>długimi, <span class="_ _12"></span>a <span class="_ _13"></span>blach<span class="_ _1"></span>y <span class="_ _12"></span>stanowią <span class="_ _12"></span>jedynie <span class="_ _12"></span>uzupełnienie <span class="_ _12"></span>oferty. <span class="_ _13"></span>E<span class="_ _1"></span>kspozycja </div><div class="t m0 x8 h11 y319 ff6 fs6 fc3 sc0 ls0 ws0">Grupy Kapitałowej Stalp<span class="_ _1"></span>rofil S.A. w roku<span class="_ _1"></span> 2021 <span class="_ _1"></span>na tych k<span class="_ _1"></span>ierunkach, zarówno<span class="_ _1"></span> po stron<span class="_ _1"></span>ie zakupów jak i sprzedaż<span class="_ _1"></span>y </div><div class="t m0 x8 h11 y31a ff6 fs6 fc3 sc0 ls0 ws0">nie przekraczała 1% łącz<span class="_ _1"></span>nych obrotó<span class="_ _1"></span>w Grupy.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">26<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">Z <span class="_ _13"></span>ch<span class="_ _1"></span>wilą <span class="_ _12"></span>wybuchu <span class="_ _13"></span>kon<span class="_ _1"></span>fliktu <span class="_ _13"></span>zb<span class="_ _1"></span>rojnego <span class="_ _12"></span>kontakty <span class="_ _13"></span>h<span class="_ _1"></span>andlowe <span class="_ _12"></span>z <span class="_ _13"></span>dostawcami <span class="_ _12"></span>i <span class="_ _13"></span>odbiorcami <span class="_ _12"></span>z <span class="_ _12"></span>w<span class="_ _0"></span>/w <span class="_ _13"></span>kraj<span class="_ _1"></span>ów <span class="_ _12"></span>zostały </div><div class="t m0 x8 h11 y2c3 ff2 fs6 fc3 sc0 ls0 ws0">wstrzymane, b<span class="_ _1"></span>ez istotn<span class="_ _1"></span>ie  <span class="_ _1"></span><span class="ff6">negatywnego <span class="_ _1"></span>wpływu na <span class="_ _1"></span>rozrachu<span class="_ _1"></span>nki Spół<span class="_ _1"></span>ki z ty<span class="_ _1"></span>tułu zakupu<span class="_ _1"></span> i sprzedaży, <span class="_ _1"></span>a <span class="_ _1"></span>także bez </span></div><div class="t m0 x8 h11 y2c4 ff6 fs6 fc3 sc0 ls0 ws0">negatywnego wpływu na <span class="_ _1"></span>realizację zobowiązań<span class="_ _1"></span> Spółki wobec osó<span class="_ _1"></span>b trzecich.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y31b ff6 fs6 fc3 sc0 ls0 ws0">Na <span class="_ _1"></span>rynku<span class="_ _1"></span> <span class="_ _1"></span>infrastru<span class="_ _1"></span>ktury <span class="_ _1"></span>sieci <span class="_ _1"></span>przes<span class="_ _1"></span>yłowych <span class="_ _1"></span>gazu<span class="_ _1"></span> <span class="_ _1"></span>realizacja <span class="_ _f"></span>kontraktó<span class="_ _1"></span>w <span class="_ _1"></span>przebiega <span class="_ _1"></span>ter<span class="_ _1"></span>minowo. <span class="_ _1"></span>N<span class="_ _1"></span>ie <span class="_ _1"></span>odnotow<span class="_ _f"></span><span class="ff2">uje<span class="_ _1"></span> </span></div><div class="t m0 x8 h11 y55 ff6 fs6 fc3 sc0 ls0 ws0">się <span class="_ _27"> </span>zakłóceń <span class="_ _27"> </span>w <span class="_ _16"> </span>realizacji <span class="_ _27"> </span>przez <span class="_ _27"> </span>Spółkę <span class="_ _27"> </span>dostaw <span class="_ _27"> </span>izolowanych <span class="_ _27"> </span>rur <span class="_ _16"> </span>stalowych<span class="_ _1"></span> <span class="_ _27"> </span>oraz <span class="_ _27"> </span>i<span class="_ _a"></span>s<span class="_ _1"></span>totnych <span class="_ _27"> </span>problemów <span class="_ _27"> </span>z </div><div class="t m0 x8 h11 y31c ff6 fs6 fc3 sc0 ls0 ws0">dotrzymaniem harmonogram<span class="_ _1"></span>ów na rynku<span class="_ _1"></span> budowy gazociągów.<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y31d ff6 fs6 fc3 sc0 ls0 ws0">Oprócz <span class="_ _12"> </span>wpły<span class="_ _1"></span>wu <span class="_ _12"></span>bezpośredn<span class="_ _1"></span>iego, <span class="_ _12"></span>wojna <span class="_ _14"> </span>w <span class="_ _12"> </span>Ukraini<span class="_ _1"></span>e <span class="_ _12"> </span>wywi<span class="_ _1"></span>era <span class="_ _12"></span>również <span class="_ _14"> </span>wpływ <span class="_ _12"> </span>pośredn<span class="_ _1"></span>i <span class="_ _12"> </span>na <span class="_ _14"> </span>sytuacj<span class="_ _1"></span>ę <span class="_ _12"></span>rynkową </div><div class="t m0 x8 h11 y31e ff6 fs6 fc3 sc0 ls0 ws0">Spółki <span class="_ _13"></span>poprzez <span class="_ _13"></span>reperkus<span class="_ _1"></span>je <span class="_ _f"></span>gospo<span class="_ _1"></span>darcze <span class="_ _13"></span>związane <span class="_ _13"></span>z <span class="_ _13"></span>wojną <span class="_ _13"></span>oraz <span class="_ _13"></span>sankcje <span class="_ _13"></span>nałożone <span class="_ _13"></span>na <span class="_ _13"></span>Rosję <span class="_ _13"></span>i <span class="_ _13"></span>Białoruś. <span class="_ _13"></span>Do <span class="_ _13"></span>tych </div><div class="t m0 x8 h11 y31f ff6 fs6 fc3 sc0 ls0 ws0">zjawisk można za<span class="_ _1"></span>liczyć:<span class="ff2"> </span></div><div class="t m0 x2b hb y320 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">zerwanie  niektórych<span class="_ _1"></span>  łańcuchów  d<span class="_ _1"></span>ostaw  wyrobów  hu<span class="_ _1"></span>tniczych <span class="_ _15"> </span>i  surowców  do <span class="_ _15"> </span>produkcji  h<span class="_ _1"></span>utniczej </span></span></div><div class="t m0 x2f h11 y321 ff6 fs6 fc3 sc0 ls0 ws0">(ruda <span class="_ _27"> </span>żelaza, <span class="_ _16"> </span>węgiel, <span class="_ _27"> </span>złom), <span class="_ _16"> </span>co <span class="_ _27"> </span>może<span class="ff2"> <span class="_ _27"> </span></span>prowadzić <span class="_ _16"> </span>do <span class="_ _27"> </span>braków <span class="_ _27"> </span>na <span class="_ _16"> </span>rynku <span class="_ _27"> </span>półwyrobów <span class="_ _16"> </span>i <span class="_ _27"> </span>wyrobów </div><div class="t m0 x2f h11 y322 ff6 fs6 fc3 sc0 ls0 ws0">gotowych, a w ślad<span class="_ _1"></span> za tym do wzrostu cen <span class="_ _1"></span>stali, <span class="ff2"> </span></div><div class="t m0 x2b hb y1d0 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">fluktuację cen surowców d<span class="_ _1"></span>o prod<span class="_ _1"></span>ukcji hutniczej,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y323 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">spadek <span class="_ _27"> </span>d<span class="_ _0"></span>ynamiki <span class="_ _16"> </span>wzros<span class="_ _1"></span>tu <span class="_ _16"> </span>gospodarczego <span class="_ _27"> </span>w<span class="_ _0"></span> <span class="_ _16"> </span>Polsce <span class="_ _27"> </span>i<span class="_ _0"></span> <span class="_ _16"> </span>w <span class="_ _16"> </span>Unii <span class="_ _27"> </span>Europejskiej, <span class="_ _16"> </span>w <span class="_ _16"> </span>tym <span class="_ _27"> </span>z<span class="_ _0"></span>ahamowanie </span></span></div><div class="t m0 x2f h11 y324 ff2 fs6 fc3 sc0 ls0 ws0">inwestycji, </div><div class="t m0 x2b hb y325 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff2">wzrost <span class="_ _14"> </span>w<span class="ff6">ahań<span class="_ _1"></span> <span class="_ _14"> </span>na <span class="_ _14"> </span>rynku<span class="_ _1"></span> <span class="_ _14"> </span>walutowym <span class="_ _18"> </span></span>- <span class="_ _14"> </span><span class="ff6">osłab<span class="_ _1"></span>ienie <span class="_ _14"> </span>złotego <span class="_ _14"> </span>p<span class="_ _1"></span>rowadzi <span class="_ _14"> </span>do <span class="_ _14"> </span>wzros<span class="_ _1"></span>tu <span class="_ _14"> </span>koszt<span class="_ _1"></span>ów <span class="_ _12"> </span>importu<span class="_ _1"></span> <span class="_ _14"> </span>i<span class="_ _1"></span> </span></span></span></div><div class="t m0 x2f h11 y326 ff6 fs6 fc3 sc0 ls0 ws0">zwiększa skalę eksp<span class="_ _1"></span>ortu, w szczególności do k<span class="_ _1"></span>rajów strefy euro<span class="_ _1"></span>,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2b hb y327 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">wzrost  cen <span class="_ _18"> </span>wyrobów  hutniczych  na <span class="_ _14"> </span>ryn<span class="_ _1"></span>ku <span class="_ _18"> </span>europejskim,  może <span class="_ _18"> </span>spowodować  ich  napływ <span class="_ _14"> </span>z  innych, </span></span></div><div class="t m0 x2f h11 y328 ff6 fs6 fc3 sc0 ls0 ws0">alternatywnych ryn<span class="_ _1"></span>kó<span class="ff2 ls21">w,<span class="_ _1"></span><span class="ls0"> </span></span></div><div class="t m0 x2b hb y329 ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">zwiększenie inflacji na <span class="_ _1"></span>skutek wzrostu<span class="_ _1"></span> cen surowców i energii,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y32a ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">wzrost stóp<span class="_ _1"></span> procentowych prowadzący d<span class="_ _1"></span>o zmniejszenia inwestycji i <span class="_ _1"></span>wzrostu koszt<span class="_ _1"></span>ów kredytu,<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y24a ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">możliwe pogorszenie s<span class="_ _1"></span>pływu należnoś<span class="_ _1"></span>ci i utrudnienia w ich<span class="_ _1"></span> odzyskan<span class="_ _1"></span>iu,<span class="ff2"> </span></span></span></div><div class="t m0 x2b hb y32b ffc fs6 fc3 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _29"> </span><span class="ff6">możliwe <span class="_ _10"> </span>zmniejszeni<span class="_ _1"></span>e <span class="_ _10"> </span>przez <span class="_ _2d"> </span>ubezp<span class="_ _1"></span>ieczycieli <span class="_ _10"> </span>limitów <span class="_ _10"> </span>u<span class="_ _1"></span>bezpieczenia <span class="_ _10"> </span>należnoś<span class="_ _1"></span>ci <span class="_ _10"> </span>oraz <span class="_ _10"> </span>możliwe </span></span></div><div class="t m0 x2f h11 y32c ff6 fs6 fc3 sc0 ls0 ws0">utrudnienia <span class="_ _26"> </span>w <span class="_ _26"> </span>uzyskaniu <span class="_ _26"> </span>odszkodowania <span class="_ _26"> </span>za <span class="_ _26"> </span>nieściągnięte <span class="_ _2a"> </span>należności <span class="_ _26"> </span>han<span class="_ _1"></span>dlowe <span class="_ _2a"> </span>od <span class="_ _26"> </span>dłużników </div><div class="t m0 x2f h11 y32d ff6 fs6 fc3 sc0 ls0 ws0">dotkniętych s<span class="_ _1"></span>kutkami wojny, bezpoś<span class="_ _1"></span>rednimi lub pośredn<span class="_ _1"></span>imi.<span class="ff2"> </span></div><div class="t m0 x8 h11 y2f4 ff6 fs6 fc3 sc0 ls0 ws0">Rosnące  ceny  wyrobów  hut<span class="_ _1"></span>niczych  pozwalają  aktualn<span class="_ _1"></span>ie<span class="ff2"> <span class="_ _15"> </span></span>dystrybutoro<span class="_ _1"></span>m  realizować  wyższe  marże,  co  jest<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y2f5 ff6 fs6 fc3 sc0 ls0 ws0">głównie efektem zyskó<span class="_ _1"></span>w FIFO, tj. s<span class="_ _1"></span>przedaży towarów zakupion<span class="_ _1"></span>ych wcześniej po n<span class="_ _1"></span>iższych cenach. <span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x8 h11 y32e ff6 fs6 fc3 sc0 ls0 ws0">Niemniej jest wysoce p<span class="_ _1"></span>rawdopodobne, iż b<span class="_ _1"></span>ieżące uzupełnianie stan<span class="_ _1"></span>ów magazynowych po co<span class="_ _1"></span>raz wyższych </div><div class="t m0 x8 h11 y32f ff2 fs6 fc3 sc0 ls0 ws0">cenach dyktowany<span class="_ _1"></span>ch przez huty,<span class="_ _1"></span> spowoduje <span class="_ _1"></span><span class="ff6">wygaszanie efektu FIFO i s<span class="_ _1"></span>topniowy powrót w II pół<span class="_ _1"></span>roczu 2022, </span></div><div class="t m0 x8 h11 y330 ff6 fs6 fc3 sc0 ls0 ws0">do poziomu marż t<span class="_ _1"></span>ypowego dla branży<span class="_ _1"></span> dystrybucji stali.<span class="_ _1"></span><span class="ff2">  </span></div><div class="t m0 x8 h11 y331 ff6 fs6 fc3 sc0 ls0 ws0">Spółka <span class="_ _f"></span>ma <span class="_ _f"></span>zabezpieczone <span class="_ _f"></span>ryzyko<span class="_ _1"></span> <span class="_ _1"></span>waluto<span class="_ _1"></span>we <span class="_ _1"></span>poprzez<span class="_ _1"></span> <span class="_ _f"></span>naturalny <span class="_ _f"></span>heading <span class="_ _f"></span>oraz <span class="_ _f"></span>walutow<span class="_ _1"></span>e <span class="_ _1"></span>tr<span class="_ _1"></span>ansakcje <span class="_ _f"></span>terminowe.<span class="_ _1"></span> </div><div class="t m0 x8 h11 y332 ff6 fs6 fc3 sc0 ls0 ws0">Wpływ  zmiany  kursu<span class="_ _1"></span>  walut  na  wielkości  wyrażone  w  walutach  obcych  zaprezentowane  w  sprawozdan<span class="_ _1"></span>iu </div><div class="t m0 x8 h11 y333 ff2 fs6 fc3 sc0 ls0 ws0">finansowym <span class="_ _f"></span>przedstawia <span class="_ _f"></span> <span class="_ _f"></span>nota <span class="_ _f"></span> <span class="_ _f"></span>nr <span class="_ _f"></span>26, <span class="_ _1"></span> <span class="_ _f"></span>w <span class="_ _f"></span>tabeli <span class="_ _f"></span>Instrumenty <span class="_ _f"></span>finanso<span class="_ _1"></span>we<span class="_ _1"></span>-ryzyko <span class="_ _f"></span>walutowe-<span class="ff6">analiz<span class="_ _1"></span>a <span class="_ _1"></span>wrażliwości.<span class="_ _1"></span> </span></div><div class="t m0 x8 h11 y334 ff6 fs6 fc3 sc0 ls0 ws0">Spółka w związku z<span class="_ _1"></span> niewielkim wpływe<span class="_ _1"></span>m wojny w Ukraini<span class="_ _1"></span>e na d<span class="_ _1"></span>ziałaln<span class="_ _1"></span>ość  <span class="_ _1"></span>Spółki nie dokonuje ko<span class="_ _1"></span>rekt wartości </div><div class="t m0 x8 h11 y116 ff6 fs6 fc3 sc0 ls0 ws0">przedstawionych<span class="_ _1"></span> <span class="_ _16"> </span>w <span class="_ _27"> </span>sprawozdaniu <span class="_ _27"> </span>finansowym <span class="_ _16"> </span>w <span class="_ _27"> </span>celu <span class="_ _16"> </span>odzwierciedlenia <span class="_ _27"> </span>zdarzeń <span class="_ _16"> </span>po <span class="_ _27"> </span>zakończeniu <span class="_ _27"> </span>okresu </div><div class="t m0 x8 h11 y335 ff2 fs6 fc3 sc0 ls0 ws0">sprawozdawczego.<span class="_ _1"></span><span class="fc4"> </span></div><div class="t m0 x8 h11 ya2 ff6 fs6 fc3 sc0 ls0 ws0">Zarząd <span class="_ _f"></span>Spółki <span class="_ _f"></span>na <span class="_ _f"></span>bieżąco <span class="_ _f"></span>monitoruje <span class="_ _f"></span>sytuację <span class="_ _f"></span>w <span class="_ _f"></span>Spółce <span class="_ _1"></span>ora<span class="_ _1"></span>z <span class="_ _1"></span>w <span class="_ _f"></span>jej <span class="_ _f"></span>otoczeniu <span class="_ _f"></span>i <span class="_ _13"></span><span class="ff2">- <span class="_ _f"></span>w <span class="_ _f"></span>odpowiedzi <span class="_ _f"></span>na <span class="_ _f"></span>dyn<span class="_ _1"></span>amicznie </span></div><div class="t m0 x8 h11 y336 ff6 fs6 fc3 sc0 ls0 ws0">zmieniającą  się  sytuację  <span class="ff2">-  </span>podejmuje  szereg  dział<span class="_ _1"></span>ań  zaradczych.  Dzięki  temu  Spółka  nie  notuje  na  dzień </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi xd y4d w7 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">27<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y4f ff6 fs6 fc3 sc0 ls0 ws0">publikacji <span class="_ _28"> </span>niniejszego <span class="_ _28"> </span>raportu <span class="_ _28"> </span>istotnych, <span class="_ _28"> </span>ujemnych <span class="_ _28"> </span>konsekwencji <span class="_ _d"> </span>w <span class="_ _28"> </span>obszarze <span class="_ _28"> </span>swojej <span class="_ _28"> </span>działalności, </div><div class="t m0 x8 h11 y2c3 ff2 fs6 fc3 sc0 ls0 ws0">spowodowanej kon<span class="_ _1"></span>fliktem w Ukrainie. <span class="_ _1"></span> </div><div class="t m0 x8 h11 y2c4 ff6 fs6 fc3 sc0 ls0 ws0">Na chwilę obecną nie jest <span class="_ _1"></span>możliwe przedstawi<span class="_ _1"></span>enie precyzyjny<span class="_ _1"></span>ch danych liczbowych,<span class="_ _1"></span> dotyczących </div><div class="t m0 x8 h11 y31b ff6 fs6 fc3 sc0 ls0 ws0">potencjalnego wpływu d<span class="_ _1"></span>ziałań wojenny<span class="_ _1"></span>ch na Spółkę w ś<span class="_ _1"></span>rednim i długim terminie. Istnieje r<span class="_ _1"></span>yzyko, że </div><div class="t m0 x8 h11 y55 ff6 fs6 fc3 sc0 ls0 ws0">przedłużające s<span class="_ _1"></span>ię działania wojenne mogą mieć ne<span class="_ _1"></span>gatywny wpływ n<span class="_ _1"></span>a wyniki STALPROF<span class="_ _1"></span><span class="ff2">IL <span class="_ _1"></span>S.A. w kolejnych </span></div><div class="t m0 x8 h1a y31c ff6 fs6 fc3 sc0 ls0 ws0">kwartałach roku<span class="_ _1"></span> 2022.<span class="ff4"> <span class="_ _e"> </span> </span></div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi xd y4d w7 h10" alt="" 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szwXu4CHcBqNUykiUAF6r4OAAAgmvu68F7uoAXAajVMpIlABeq+DgAAIJr7uvBe7qAFwGo1TKSJQAXqvg4AACCa+7rwXu6gBcBqNUykiUAF6r4OAAAgmvu68F7uoAXAajVMpIlA9TojiDYcDg0BwGo1TKSJQFsv6r4OMzu/KkEAq9UwkSYCbZ37umwOWgCsVsNEmggUNT08PwctAFarYSJNBNo893XZHLQAWK2GiTQRKGp6eH4OWgCsVsNEmgi0ee7rsnVdZwgAVqthIk0E2npRV9Oz83PQAmC1GibSRKDNc1+XzUELgNVqmEgTgaKmh+fnoAXAajVMpIlAm+e+LpuDFgCr1TCRJgJFTQ/Pz0ELgNVqmEgTgTbPfR0AAEB4UVfTAQAAormvC+/ltRoCgNVqmEgTgbYeqPs6AACAaO7rwnu5gxYAq9UwkSYCFaj7OgAAgGju68J7uYMWAKvVMJEmAhWo+zoAAIBo7uvCe7mDFgCr1TCRJgIVqPs6AACAaO7rwnu5gxYAq9UwkSYC1euMINpwODQEAKvVMJEmAm29qPs6zOz8qgQBrFbDRJoItHXu67I5aAGwWg0TaSJQ1PTw/By0AFithok0EWjz3Ndlc9ACYLUaJtJEoKjp4fk5aAGwWg0TaSLQ5rmvy9Z1nSEAWK2GiTQRaOtFXU3Pzs9BC4DVaphIE4E2z31dNgctAFarYSJNBIqaHp6fgxYAq9UwkSYCbZ77umwOWgCsVsNEmggUNT08PwctAFarYSJNBNo893UAAADhRV1NBwAAiOa+LryX12oIAFarYSJNBNp6oO7rAAAAormvC+/lDloArFbDRJoIVKDu6wAAAKK5rwvv5Q5aAKxWw0SaCFSg7usAAACiua8L7+UOWgCsVsNEmghUoO7rAAAAormvC+/lDloArFbDRJoIVKDu6wAAAKK5rwvv5Q5aAKxWw0SaCFSvM4Jow+HQEACsVsNEmgi09aLu6zCz86sSBLBaDRNpItDWua/L5qAFwGo1TKSJQFHTw/Nz0AJgtRom0kSgzXNfl81BC4DVaphIE4Gipofn56AFwGo1TKSJQJvnvi5b13WGAGC1GibSRKCtF3U1PTs/By0AVqthIk0E2jz3ddkctABYrYaJNBEoanp4fg5aAKxWw0SaCLR57uuyOWgBsFoNE2kiUPS6bHNzc7XW0WhUax0MBr3XWmspZcXX8acvfl3DW63Lm3gez+N5PM80PM/yq3Ujn2o1bzJtz9P7lPEwDS06xPnXcZrmPDPPMzc358/Ss8T1KwAAQDb3deG9vFZDALBaDRNpItDWA3VfBwAAEM19XXgvd9ACYLUaJtJEoAJ1XwcAABDNfV14L3fQAmC1GibSRKACdV8HAAAQzX1deC930AJgtRom0kSgAnVfBwAAEM19XXgvd9ACYLUaJtJEoAJ1XwcAABDNfV14L3fQAmC1GibSRKB6nRFEGw6HhgBgtRom0kSgrRd1X4eZnV+VIIDVaphIE4G2zn1dNgctAFarYSJNBIqaHp6fgxYAq9UwkSYCbZ77umwOWgCsVsNEmggUNT08PwctAFarYSJNBNo893XZuq4zBACr1TCRJgJtvair6dn5OWgBsFoNE2ki0Oa5r8vmoAXAajVMpIlAUdPD83PQAmC1GibSRKDNc1+XzUELgNVqmEgTgaKmh+fnoAXAajVMpIlAm+e+DgAAILyoq+kAAADR3NeF9/JaDQHAajVMpIlAWw/UfR0AAEA093XhvdxBC4DVaphIE4EK1H0dAABANPd14b3cQQuA1WqYSBOBCtR9HQAAQDT3deG93EELgNVqmEgTgQrUfR0AAEA093XhvdxBC4DVaphIE4HqdUYQbTgcGgKA1WqYSBOBtl7UfR1mdn5VggBWq2EiTQTaOvd12Ry0AFithok0EShqenh+DloArFbDRJoItHnu67I5aAGwWg0TaSJQ1PTw/By0AFithok0EWjz3Ndl67rOEACsVsNEmgi09aKupmfn56AFwGo1TKSJQJvnvi6bgxYAq9UwkSYCRa/LNjc3V2sdjUa11sFg0HuttZZSVnwdf/ri1zW81bq8iefxPJ7H80zD8yy/WjfyqVbzJtP2PL1PGQ/T0KJDnH8dp2nOM/M8c3Nz/iw9S1y/hufnAh3AajVMpIlABSpOAACAaL4OM7yX12oIAFarYSJNBKrXEcwPlASwWg0TaSJQfB1meH6+MBrAajVMpIlAm+e+LpuDFgCr1TCRJgJFTQ/Pz0ELgNVqmEgTgTbPfV02By0AVqthIk0Eipoenp+DFgCr1TCRJgJtnvu6bF3XGQKA1WqYSBOBtl7U1fTs/By0AFithok0EWjz3Ndlc9ACYLUaJtJEoKjp4fk5aAGwWg0TaSLQ5rmvy+agBcBqNUykiUBR08Pzc9ACYLUaJtJEoM1zXwcAABBe1NV0AACAaO7rwnt5rYYAYLUaJtJEoK0H6r4OAAAgmvu68F7uoAXAajVMpIlABeq+DgAAIJr7uvBe7qAFwGo1TKSJQAXqvg4AACCa+7rwXu6gBcBqNUykiUAF6r4OAAAgmvu68F7uoAXAajVMpIlA9TojiDYcDg0BwGo1TKSJQFsv6r4OMzu/KkEAq9UwkSYCbZ37umwOWgCsVsNEmggUNT08PwctAFarYSJNBNo893XZHLQAWK2GiTQRKGp6eH4OWgCsVsNEmgi0ee7rsnVdZwgAVqthIk0EqtcRbG5urtY6Go1qrYPBoPc6/rEkK76OP33x6xreal3exPN4Hs/jeabheZZfrRv5VKt5k2l7nt6njIdpaNEhzr+O0zTnmXmeubk5f5aeJa5fw/NzgQ5gtRom0kSgzXNfl80FOoDVaphIE4Gipofn56AFwGo1TKSJQJvnvi6bgxYAq9UwkSYCRU0Pz89BC4DVaphIE4E2z30dAABAeFFX0wEAAKK5rwvv5bUaAoDVaphIE4G2Hqj7OgAAgGju68J7uYMWAKvVMJEmAhWo+zoAAIBo7uvCe7mDFgCr1TCRJgIVqPs6AACAaO7rwnu5gxYAq9UwkSYCFaj7OgAAgGju68J7uYMWAKvVMJEmAtXrjCDacDg0BACr1TCRJgJtvaj7Oszs/KoEAaxWw0SaCLR17uuyOWgBsFoNE2kiUNT08PwctABYrYaJNBFo89zXZXPQAmC1GibSRKCo6eH5OWgBsFoNE2ki0Oa5r8vWdZ0hAFithok0EWjrRV1Nz87PQQuA1WqYSBOBNs99XTYHLQBWq2EiTQSKmh6en4MWAKvVMJEmAm2e+7psDloArFbDRJoIFDU9PD8HLQBWq2EiTQTaPPd1AAAA4UVdTQcAAIjmvi68l9dqCABWq2EiTQTaeqDu6wAAAKK5rwvv5bXWWkejUa11MBj0XsfHMCu+jj998esa3mpd3sTzeB7P43mm4XmWX60b+VSreZNpe57ep4wZWnSIvUDNeZaex5+lZ6oXuK9L73USBLBaDRNpIlC9TpwAAADBfB1meC93gQ5gtRom0kSgAnVfBwAAEM19XXgvd9ACYLUaJtJEoAJ1XwcAABDNfV14L3fQAmC1GibSRKB6nRFEGw6HhgBgtRom0kSgrRd1X4eZnZ8fPAJgtRom0kSgzXNfl81BC4DVaphIE4Gipofn56AFwGo1TKSJQJvnvi6bgxYAq9UwkSYCRU0Pz89BC4DVaphIE4E2z31dtq7rDAHAajVMpIlAWy/qanp2fg5aAKxWw0SaCLR57uuyOWgBsFoNE2kiUNT08PwctABYrYaJNBFo89zXZXPQAmC1GibSRKCo6eH5OWgBsFoNE2ki0Oa5rwMAAAgv6mo6AABANPd14b28VkMAsFoNE2ki0NYDdV8HAAAQzX1deC930AJgtRom0kSgAnVfBwAAEM19XXgvd9ACYLUaJtJEoAJ1XwcAABDNfV14L3fQAmC1GibSRKACdV8HAAAQzX1deC930AJgtRom0kSgAnVfBwAAEM19XXgvd9ACYLUaJtJEoHqdEUR77rnnDAHAajVMpIlA9TqCbdmypdY6Go1qrYPBoPc6PoZZ8XX86Ytf1/BW6/ImnsfzeB7PMw3Ps/xq3cinWs2bTNvz9D5lPExDiw5x/nWcpjnPzPNs2bLFn6VniX+/Ljy/KkEAq9UwkSYCbZ37umzD4dAQAKxWw0SaCLT1oq6mZ+fnoAXAajVMpIlAm+e+LlvXdYYAYLUaJtJEoK0XdTU9Oz8HLQBWq2EiTQTaPPd12Ry0AFithok0EShqenh+DloArFbDRJoItHnu67I5aAGwWg0TaSJQ1PTw/By0AFithok0EWjz3NcBAACEF3U1HQAAIJr7uvBeXqshAFithok0EWjrgbqvAwAAiOa+LryXO2gBsFoNE2kiUIG6rwMAAIjmvi68lztoAbBaDRNpIlCBuq8DAACI5r4uvJc7aAGwWg0TaSJQgbqvAwAAiOa+LryXO2gBsFoNE2kiUIG6rwMAAIjmvi68lztoAbBaDRNpIlC9zgiiDYdDQwCwWg0TaSLQ1ou6r8PMzq9KEMBqNUykiUBb574um4MWAKvVMJEmAkVND8/PQQuA1WqYSBOBNs99XTYHLQBWq2EiTQSKmh6en4MWAKvVMJEmAm2e+7psXdcZAoDVaphIE4G2XtTV9Oz8HLQAWK2GiTQRaPPc12Vz0AJgtRom0kSgqOnh+TloAbBaDRNpItDmua/L5qAFwGo1TKSJQNHrss3NzdVaR6NRrXUwGPRea62llBVfx5+++HUNb7Uub+J5PI/n8TzT8DzLr9aNfKrVvMm0PU/vU8bDNLToEOdfx2ma88w8z9zcnD9LzxLXrwAAANnc14X38loNAcBqNUykiUBbD9R9HQAAQDT3deG93EELgNVqmEgTgQrUfR0AAEA093XhvdxBC4DVaphIE4EK1H0dAABANPd14b3cQQuA1WqYSBOBCtR9HQAAQDT3deG93EELgNVqmEgTgQrUfR0AAEA093XhvdxBC4DVaphIE4HqdUYQbTgcGgKA1WqYSBOBtl7UfR1mdn5VggBWq2EiTQTaOvd12Ry0AFithok0EShqenh+DloArFbDRJoItHnu67I5aAGwWg0TaSJQ1PTw/By0AFithok0EWjz3Ndl67rOEACsVsNEmgi09aKupmfn56AFwGo1TKSJQJvnvi6bgxYAq9UwkSYCRU0Pz89BC4DVaphIE4E2z31dNgctAFarYSJNBIqaHp6fgxYAq9UwkSYCbZ77OgAAgPCirqYDAABEc18X3strNQQAq9UwkSYCbT1Q93UAAADR3NeF93IHLQBWq2EiTQQqUPd1AAAA0dzXhfdyBy0AVqthIk0EKlD3dQAAANHc14X3cgctAFarYSJNBKrXGcEM/H9yNBrVWgeDQe91/H/XFV/Hn774dQ1vtS5v4nk8j+fxPNPwPMuv1o18qtW8ybQ9z5KfaGgzEOLiJmDOs/E8/hQ9a6XA12GmlzoJAlithok0EWjj3NdlGw6HhgBgtRom0kSgrRd1NT07PwctAFarYSJNBNo893XZHLQAWK2GiTQRKGp6eH4OWgCsVsNEmgi0ee7rsjloAbBaDRNpIlDU9PD8HLQAWK2GiTQRaPPc12Xrus4QAKxWw0SaCLT1oq6mZ+fnoAXAajVMpIlAm+e+LpuDFgCr1TCRJgJFTQ/Pz0ELgNVqmEgTgTbPfV02By0AVqthIk0Eipoenp+DFgCr1TCRJgJtnvs6AACA8KKupgMAAERzXxfey2s1BACr1TCRJgJtPVD3dQAAANHc14X3cgctAFarYSJNBCpQ93UAAADR3NeF93IHLQBWq2EiTQQqUPd1AAAA0dzXhfdyBy0AVqthIk0EKlD3dQAAANHc14X3cgctAFarYSJNBCpQ93UAAADR3NeF93IHLQBWq2EiTQSq1xlBtOFwaAgAVqthIk0E2npR93WY2flVCQJYrYaJNBFo69zXZXPQAmC1GibSRKCo6eH5OWgBsFoNE2ki0Oa5r8vmoAXAajVMpIlAUdPD83PQAmC1GibSRKDNc1+Xres6Q0E7WmIAACAASURBVACwWg0TaSLQ1ou6mp6dn4MWAKvVMJEmAm2e+7psDloArFbDRJoIFDU9PD8HLQBWq2EiTQTaPPd12Ry0AFithok0EShqenh+DloArFbDRJoItHnu6wAAAMKLupoOAAAQzX1deC+v1RAArFbDRJoItPVA3dcBAABEc18X3ssdtABYrYaJNBGoQN3XAQAARHNfF97LHbQAWK2GiTQRqF5nBDPw/8nRaFRrHQwGvdfx/11XfB1/+uLXNbzVuryJ5/E8nsfzTMPzLL9aN/KpVvMm0/Y8S36ioc1AiIubgDnPxvP4U/SslQJfh5le6iQIYLUaJtJEoI1zX5et6zpDALBaDRNpItDWi7qanp2fgxYAq9UwkSYCbZ77umwOWgCsVsNEmggUNT08PwctAFarYSJNBNo893UAAADhRV1NBwAAiOa+LryX+4GSAFarYSJNBCpQ93UAAADR3NeF93IHLQBWq2EiTQQqUPd1AAAA0dzXhfdyBy0AVqthIk0EKlD3dQAAANHc14X3cgctAFarYSJNBCpQ93UAAADR3NeF93IHLQBWq2EiTQSq1xlBtOFwaAgAVqthIk0E2npR93WY2flVCQJYrYaJNBFo69zXZXPQAmC1GibSRKCo6eH5OWgBsFoNE2ki0Oa5r8vmoAXAajVMpIlAUdPD83PQAmC1GibSRKDNc1+Xres6QwCwWg0TaSLQ1ou6mp6dn4MWAKvVMJEmAm2e+7psDloArFbDRJoIFDU9PD8HLQBWq2EiTQTaPPd12Ry0AFithok0EShqenh+DloArFbDRJoItHnu67I5aAGwWg0TaSJQ1PTw/By0AFithok0EWjz3NcBAACEF3U1HQAAIJr7uvBeXmutdTQa1VoHg0HvtdY6/pjlX8efvvh1DW+1Lm/ieTyP5/E80/A8y6/WjXyq1bzJtD1P71PGDC06xF6g5jxLz+PP0jPVC9zXpfc6CQJYrYaJNBGoXidOAACAYL4OM7yXu0AHsFoNE2kiUIG6rwMAAIjmvi68lztoAbBaDRNpIlCBuq8DAACI5r4uvJc7aAGwWg0TaSJQvc4Iog2HQ0MAsFoNE2ki0NaLuq/DzM7PDx4BsFoNE2ki0Oa5r8vmoAXAajVMpIlAUdPD83PQAmC1GibSRKDNc1+XzUELgNVqmEgTgaKmh+fnoAXAajVMpIlAm+e+LlvXdYYAYLUaJtJEoK0XdTU9Oz8HLQBWq2EiTQTaPPd12Ry0AFithok0EShqenh+DloArFbDRJoItHnu67I5aAGwWg0TaSJQ1PTw/By0AFithok0EWjz3Ndlc9ACYLUaJtJEoKjp4fk5aAGwWg0TaSLQ5rmvAwAACC/qajoAAEA093XhvbxWQwCwWg0TaSLQ1gN1XwcAABDNfV14L3fQAmC1GibSRKACdV8HAAAQzX1deC930AJgtRom0kSgAnVfBwAAEM19XXgvd9ACYLUaJtJEoAJ1XwcAABDNfV14L3fQAmC1GibSRKB6nRFEGw6HhgBgtRom0kSgrRd1X4eZnV+VIIDVaphIE4G2zn1dNgctAFarYSJNBIqaHp6fgxYAq9UwkSYCbZ77umwOWgCsVsNEmggUNT08PwctAFarYSJNBNo893XZuq4zBACr1TCRJgJtvair6dn5OWgBsFoNE2ki0Oa5r8vmoAXAajVMpIlAUdPD83PQAmC1GibSRKDNc1+XzUELgNVqmEgTgaKmh+fnoAXAajVMpIlAm+e+bhb+PzkajWqtg8Gg91prHX/A8q/jT1/8uoa3Wpc38Tyex/N4nml4nuVX60Y+1WreZNqeZ8lPNLQZCHH+Tx3mPDPP40/Rs1YK1HQHLQBYrYaJNAWKXgcAAMDXja/DDO/l///rIgCwWg0TaSLQdgN1XwcAABDNfV14L3fQAmC1GibSRKB6nRFEGw6HhgBgtRom0kSgrRd1X4eZnZ9vZARgtRom0kSgzXNfl81BC4DVaphIE4Gipofn56AFwGo1TKSJQJvnvi6bgxYAq9UwkSYCRU0Pz89BC4DVaphIE4E2z31dtq7rDAHAajVMpIlAWy/qanp2fg5aAKxWw0SaCLR57uuyOWgBsFoNE2kiUNT08PwctABYrYaJNBFo89zXZXPQAmC1GibSRKCo6eH5OWgBsFoNE2ki0Oa5rwMAAAgv6mo6AABANPd14b28VkMAsFoNE2ki0NYDdV8HAAAQzX1deC930AJgtRom0kSgAnVfBwAAEM19XXgvd9ACYLUaJtJEoAJ1XwcAABDNfV14L3fQAmC1GibSRKACdV8HAAAQzX1deC930AJgtRom0kSgep0RAAAA6HV8PdVaR6NRrXUwGPRex8cwK76OP33x6xreal3exPN4Hs/jeabheZZfrRv5VKt5k2l7niU/0dBmIMT5P3WY88w8jz9Fz1op8O/XAQAARHNfF97LfWE0gNVqmEgTgQrUfR0AAEA093XhvdxBC4DVaphIE4EK1H0dAABANPd14b3cQQuA1WqYSBOBCtR9HQAAQDT3deG93EELgNVqmEgTgQrUfR0AAEA093XhvdxBC4DVaphIE4HqdUYQbTgcGgKA1WqYSBOBtl7UfR1mdn5VggBWq2EiTQTaOvd12Ry0AFithok0EShqenh+DloArFbDRJoItHnu67I5aAGwWg0TaSJQ1PTw/By0AFithok0EWjz3Ndl67rOEACsVsNEmgi09aKupmfn56AFwGo1TKSJQJvnvi6bgxYAq9UwkSYCRU0Pz89BC4DVaphIE4E2z31dNgctAFarYSJNBIqaHp6fgxYAq9UwkSYCbZ77umwOWgCsVsNEmggUNT08PwctAFarYSJNBNo893UAAADhRV1NBwAAiOa+LryX12oIAFarYSJNBKrXEWw4HBoCgNVqmEgTgep1BNu0aVOtdTQa1VoHg0HvdXwMs+Lr+NMXv67hrdblTTyP5/E8nmcanmf51bqRT7WaN5m25+l9yniYhhYd4vzrOE1znpnn2bRpkz9LzxL/fl14fr6REYDVaphIE4E2z31dNj94BMBqNUykiUBR08Pzc9ACYLUaJtJEoM1zX5fNQQuA1WqYSBOBoqaH5+egBcBqNUykiUCb574um4MWAKvVMJEmAkVND8/PQQuA1WqYSBOBNs99HQAAQHhRV9MBAACiua8L7+W1GgKA1WqYSBOBth6o+zoAAIBo7uvCe7mDFgCr1TCRJgIVqPs6AACAaO7rwnu5gxYAq9UwkSYCFaj7OgAAgGju68J7uYMWAKvVMJEmAhWo+zoAAIBo7uvCe7mDFgCr1TCRJgLV64wg2nA4NAQAq9UwkSYCbb2o+zrM7PyqBAGsVsNEmgi0de7rsjloAbBaDRNpIlDU9PD8HLQAWK2GiTQRaPPc12Vz0AJgtRom0kSgqOnh+TloAbBaDRNpItDmua/L1nWdIQBYrYaJNBFo60VdTc/Oz0ELgNVqmEgTgTbPfV02By0AVqthIk0Eipoenp+DFgCr1TCRJgJtnvu6Wfj/5Gg0qrUOBoPea611/AHLv44/ffHrGt5qXd7E83gez+N5puF5ll+tG/lUq3mTaXueJT/R0GYgxPk/dZjzzDyPP0XPWilQ0x20AGC1GibSFCjR3Ndl84NHAKxWw0SaCBQ1PTw/By0AVqthIk0E2jz3ddkctABYrYaJNBEoanp4fg5aAKxWw0SaCLR57uuyOWgBsFoNE2kiUNT08PwctABYrYaJNBFo89zXZeu6zhAArFbDRJoItPWirqZn5+egBcBqNUykiUCb574um4MWAKvVMJEmAkVND8/PQQuA1WqYSBOBNs99XTYHLQBWq2EiTQSKmh6en4MWAKvVMJEmAm2e+zoAAIDwoq6mAwAARHNfF97LazUEAKvVMJEmAm09UPd1AAAA0dzXhfdyBy0AVqthIk0EKlD3dQAAANHc14X3cgctAFarYSJNBCpQ93UAAADR3NeF93IHLQBWq2EiTQQqUPd1AAAA0dzXhfdyBy0AVqthIk0EqtcZQbThcGgIAFarYSJNBNp6Ufd1mNn5VQkCWK2GiTQRaOvc12Vz0AJgtRom0kSgqOnh+TloAbBaDRNpItDmua/L5qAFwGo1TKSJQFHTw/Nz0AJgtRom0kSgzXNfl63rOkMAsFoNE2ki0NaLupqenZ+DFgCr1TCRJgJtnvu6bA5aAKxWw0SaCBS9Ltvc3FytdTQa1VoHg0HvtdZaSlnxdfzpi1/X8Fbr8iaex/N4Hs8zDc+z/GrdyKdazZtM2/P0PmU8TEOLDnH+dZymOc/M88zNzfmz9Cxx/Rqenwt0AKvVMJEmAm2e+7psLtABrFbDRJoIFDU9PD8HLQBWq2EiTQTaPPd1AAAA4UVdTQcAAIjmvi68l9dqCABWq2EiTQTaeqDu6wAAAKK5rwvv5Q5aAKxWw0SaCFSg7usAAACiua8L7+UOWgCsVsNEmghUoO7rAAAAormvC+/lDloArFbDRJoIVKDu6wAAAKK5rwvv5Q5aAKxWw0SaCFSvM4Jow+HQEACsVsNEmgi09aLu6zCz86sSBLBaDRNpItDWua/L5qAFwGo1TKSJQFHTw/Nz0AJgtRom0kSgzXNfl81BC4DVaphIE4Gipofn56AFwGo1TKSJQJvnvi5b13WGAGC1GibSRKCtF3U1PTs/By0AVqthIk0E2jz3ddkctABYrYaJNBEoanp4fg5aAKxWw0SaCLR57uuyOWgBsFoNE2kiUNT08PwctABYrYaJNBFo89zXZXPQAmC1GibSRKCo6eH5OWgBsFoNE2ki0Oa5rwMAAAgv6mo6AABANPd14b28VkMAsFoNE2ki0NYDdV8HAAAQzX1deC+vtdY6Go1qrYPBoPc6PoZZ8XX86Ytf1/BW6/ImnsfzeB7PMw3Ps/xq3cinWs2bTNvz9D5lzNCiQ+wFas6z9Dz+LD1TvcB9XXqvkyCA1WqYSBOB6nXiBAAACObrMMN7uQt0AKvVMJEmAhWo+zoAAIBo7uvCe7mDFgCr1TCRJgLV64wg2nA4NAQAq9UwkSYCbb2o+zrM7Px8IyMAq9UwkSYCbZ77umwOWgCsVsNEmggUNT08PwctAFarYSJNBNo893XZHLQAWK2GiTQRKGp6eH4OWgCsVsNEmgi0ee7rsnVdZwgAVqthIk0E2npRV9Oz83PQAmC1GibSRKDNc1+XzUELgNVqmEgTgaKmh+fnoAXAajVMpIlAm+e+LpuDFgCr1TCRJgJFTQ/Pz0ELgNVqmEgTgTbPfV02By0AVqthIk0Eipoenp+DFgCr1TCRJgJtnvs6AACA8KKupgMAAERzXxfey2s1BACr1TCRJgJtPVD3dQAAANHc14X3cgctAFarYSJNBCpQ93UAAADR3NeF93IHLQBWq2EiTQQqUPd1AAAA0dzXhfdyBy0AVqthIk0EKlD3dQAAANHc14X3cgctAFarYSJNBKrXGUG04XBoCABWq2EiTQTaelH3dZjZ+VUJAlithok0EWjr3Ndle+655wwBwGo1TKSJQPU6gm3ZsqXWOhqNaq2DwaD3Ov6y6RVfx5+++HUNb7Uub+J5PI/n8TzT8DzLr9aNfKrVvMm0PU/vU8bDNLToEOdfx2ma88w8z5YtW/xZepa4fg3PzwU6gNVqmEgTgTbPfV22rusMAcBqNUykiUBbL+pqenZ+DloArFbDRJoItHnu67I5aAGwWg0TaSJQ1PTw/By0AFithok0EWjz3Ndlc9ACYLUaJtJEoKjp4fk5aAGwWg0TaSLQ5rmvy+agBcBqNUykiUBR08Pzc9ACYLUaJtJEoM1zXwcAABBe1NV0AACAaO7rwnt5rYYAYLUaJtJEoK0H6r4OAAAgmvu68F7uoAXAajVMpIlABeq+DgAAIJr7uvBe7qAFwGo1TKSJQAXqvg4AACCa+7rwXu6gBcBqNUykiUAF6r4OAAAgmvu68F7uoAXAajVMpIlA9TojiDYcDg0BwGo1TKSJQFsv6r4OMzu/KkEAq9UwkSYCbZ37umwOWgCsVsNEmggUNT08PwctAFarYSJNBNo893XZHLQAWK2GiTQRKGp6eH4OWgCsVsNEmgi0ee7rsnVdZwgAVqthIk0E2npRV9Oz83PQAmC1GibSRKDNc1+XzUELgNVqmEgTgaKmh+fnoAXAajVMpIlAm+e+LpuDFgCr1TCRJgJFTQ/Pz0ELgNVqmEgTgTbPfR0AAEB4UVfTAQAAormvC+/ltRoCgNVqmEgTgbYeqPs6AACAaO7rwnu5gxYAq9UwkSYCFaj7OgAAgGju68J7uYMWAKvVMJEmAhWo+zoAAIBo7uvCe7mDFgCr1TCRJgIVqPs6AACAaO7rwnu5gxYAq9UwkSYC1euMINpwODQEAKvVMJEmAm29qPs6zOz8qgQBrFbDRJoItHXu67I5aAGwWg0TaSJQ1PTw/By0AFithok0EWjz3Ndlc9ACYLUaJtJEoKjp4fk5aAGwWg0TaSLQ5rmvC3b8+PHx/ydHo1GtdTAY9F7H3752xdfxpy9+XcNbrcubeB7P43k8zzQ8z/KrdSOfajVvMm3Ps+QnGtoMhDjfBMx5Np7n6aef9mfpWSvqajoAAEA093UAAAB6HQAAAHodAAAAeh0AAIBeBwAAgF4HAACAXgcAAIBeBwAAoNcBAACg1wEAAKDXAQAAoNcBAADodQAAAOh1AAAA6HUAAADodQAAAHodAAAAeh0AAAB6HQAAgF4HAACAXgcAAIBeBwAAgF4HAACg1wEAAKDXAQAAoNcBAACg1wEAAOh1AAAA6HUAAADodQAAAOh1AAAAeh0AAAB6HQAAAHodAAAAeh0AAIBeBwAAgF4HAACAXgcAAKDXAQAAoNcBAACg1wEAAKDXAQAA6HUAAADodQAAAOh1AAAA6HUAAAB6HQAAAHodAAAAeh0AAAB6HQAAgF4HAACAXgcAAIBeBwAAgF4HAACg1wEAAKDXAQAAoNcBAADodQAAAOh1AAAA6HUAAADodQAAAHodAAAAeh0AAAB6HQAAAHodAACAXgcAAIBeBwAAgF4HAACAXgcAAKDXAQAAoNcBAACg1wEAAKDXAQAA6HUAAADodQAAAOh1AAAAeh0AAAB6HQAAAHodAAAAeh0AAIBeBwAAgF4HAACAXgcAAIBeBwAAoNcBAACg1wEAAKDXAQAAoNcBAADodQAAAOh1AAAA6HUAAADodQAAAHodAAAAeh0AAAB6HQAAgF4HAACAXgcAAIBeBwAAgF4HAACg1wEAAKDXAQAAoNcBAACg1wEAAOh1AAAA6HUAAADodQAAAOh1AAAAeh0AAAB6HQAAAHodAAAAeh0AAIBeBwAAgF4HAACAXgcAAKDXAQAAoNcBAACg1wEAAKDXAQAA6HUAAADodQAAAOh1AAAA6HUAAAB6HQAAAHodAAAAeh0AAAB6HQAAgF4HAACAXgcAAIBeBwAAgF4HAACg1wEAAKDXAQAAoNcBAADodQAAAOh1AAAA6HUAAADodQAAAHodAAAAeh0AAAB6HQAAAHodAACAXgcAAIBeBwAAgF4HAACAXgcAAKDXAQAAoNcBAACg1wEAAOh1AAAA6HUAAADodQAAAOh1AAAAeh0AAAB6HQAAAHodAAAAeh0AAIBeBwAAgF4HAACAXgcAAIBeBwAAoNcBAPD/2rNDG4SBKADDJamsL7Z4PI6Q4LpCJ+gKiIYdWIAhcJ2BMAFoDAp/KByHvst93wQv76k/D0DXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAAF0HAACArgMAANB1AAAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAXQcAAICuAwAAQNcBAACg6wAAAHQdAAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAOg6AAAAdB0AAAC6DgAAAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAABA1wEAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAQNcBAADoOgAAAHQdAAAAug4AAABdBwAAoOsAAADQdQAAAOg6AAAAdB0AAICuAwAAQNcBAACg6wAAANB1AAAAug4AAABdBwAAgK4DAADQdQAAAOg6AAAAdB0AAAC6DgAAQNcBAACg6wAAANB1AAAA6DoAAABdBwAAgK4DAABA1wEAAKDrAAAAdB0AAAC6DgAAQRfvPQAAAYVJREFUAF0HAACg6wAAANB1AAAA6DoAAAB0HQAAgK4DAABA1wEAAKDrAAAA0HUAAAC6DgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAF0HAACArgMAAEDXAQAAoOsAAAB0HQAAALoOAAAAXQcAAICuAwAA0HUAAADoOgAAAHQdAAAAug4AAEDXAQAAoOsAAADQdQAAAHzVVgAAACU7nK+3+8seYrq2OY2bxIf0rwMAgKKJuv8ez3f6Q/rXAQAA1eW4t4Sf+mlOf0j/OgAAgLzpOgAAAF0HAACArgMAAEDXAQAA6DoAAAB0HQAAALoOAAAAXQcAAKDrAAAA0HUAAADoOgAAAHQdAACArgMAAEDXAQAAoOsAAADQdQAAALoOAAAAXQcAAICuAwAAKF3dT7MtAAAAxCQeTdv10r8OAABKN+xWlhDTtU36Qy5CCE4FAACQL/86AAAAXQcAAICuAwAAQNcBAADoOgAAAHLzAYIBi8kC4tFKAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">28<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x36 h12 y10 ff4 fs4 fc3 sc0 ls0 ws0">III.<span class="ff9"> <span class="_ _2"> </span></span>R<span class="fs8">OCZNE JEDNOSTKO<span class="_ _1"></span>WE SPRAWOZDANIE F<span class="_ _1"></span>INANSOWE<span class="_ _1"></span></span>. </div><div class="t m0 x8 hb y337 ff3 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x2f h19 y338 ff4 fs2 fc3 sc0 lsb ws0">1.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">S<span class="fs5">PRAWOZDANIE Z </span>S<span class="fs5">YTUACJI </span>F<span class="fs5">INANSOWEJ </span> </span></span></div><div class="t m0 x8 hb y339 ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y33a w8 h1e"><div class="t m0 x37 ha y33b ff4 fs5 fc3 sc0 ls0 ws0">AKTYWA </div><div class="t m0 x38 ha y33c ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff4"> </span></div></div><div class="c x2 y33a wf h1e"><div class="t m0 xd ha y5e ff4 fs5 fc3 sc0 ls0 ws0">Numer noty </div></div><div class="c x39 y33a w10 h1e"><div class="t m0 x1f ha y33b ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x3a ha y33c ff4 fs5 fc3 sc0 ls1 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x3b y33a w11 h1e"><div class="t m0 x1f ha y33b ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x3a ha y33c ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x10 y33d w8 h1f"><div class="t m0 x18 ha y33e ff5 fs5 fc3 sc0 ls0 ws0">Aktywa trwałe (długoterminowe)<span class="ff4"> </span></div></div><div class="c x2 y33d wf h1f"><div class="t m0 x21 hd y33e ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x39 y33d w10 h1f"><div class="t m0 x28 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">175 435<span class="ls0"> </span></div></div><div class="c x3b y33d w11 h1f"><div class="t m0 x28 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">174 517<span class="ls0"> </span></div></div><div class="c x10 y33f w8 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Rzeczowe aktywa trwałe<span class="ff2"> </span></div></div><div class="c x2 y33f wf h20"><div class="t m0 x23 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 1 </div></div><div class="c x39 y33f w10 h20"><div class="t m0 x28 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">106 016<span class="ls0"> </span></div></div><div class="c x3b y33f w11 h20"><div class="t m0 x28 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">107 690<span class="ls0"> </span></div></div><div class="c x10 yab w8 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Inne wartości niematerialne<span class="ff2"> </span></div></div><div class="c x2 yab wf h20"><div class="t m0 x23 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 2 </div></div><div class="c x39 yab w10 h20"><div class="t m0 x3c hd y340 ff2 fs5 fc3 sc0 ls1 ws0">500<span class="ls0"> </span></div></div><div class="c x3b yab w11 h20"><div class="t m0 x3c hd y340 ff2 fs5 fc3 sc0 ls1 ws0">515<span class="ls0"> </span></div></div><div class="c x10 y341 w8 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Długoterminowe aktywa finansowe<span class="ff2"> </span></div></div><div class="c x2 y341 wf h20"><div class="t m0 x23 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 3 </div></div><div class="c x39 y341 w10 h20"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">55 087<span class="ls0"> </span></div></div><div class="c x3b y341 w11 h20"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">54 010<span class="ls0"> </span></div></div><div class="c x10 y342 w8 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Aktywa z tytułu odroczonego podatku dochodowego<span class="ff2"> </span></div></div><div class="c x2 y342 wf h20"><div class="t m0 xd hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 18 </div></div><div class="c x39 y342 w10 h20"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">13 418<span class="ls0"> </span></div></div><div class="c x3b y342 w11 h20"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">11 752<span class="ls0"> </span></div></div><div class="c x10 y124 w8 h21"><div class="t m0 x18 hd y343 ff6 fs5 fc3 sc0 ls0 ws0">Długoterminowe należności i rozliczenia międzyokres<span class="_ _0"></span>owe<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x2 y124 wf h21"><div class="t m0 x23 hd y343 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 5 </div></div><div class="c x39 y124 w10 h21"><div class="t m0 x3c hd y343 ff2 fs5 fc3 sc0 ls1 ws0">414<span class="ls0"> </span></div></div><div class="c x3b y124 w11 h21"><div class="t m0 x3c hd y343 ff2 fs5 fc3 sc0 ls1 ws0">550<span class="ls0"> </span></div></div><div class="c x10 y344 w8 h22"><div class="t m0 x18 ha y33e ff5 fs5 fc3 sc0 ls0 ws0">Aktywa obrotowe (krótkoterminowe)<span class="ff4"> </span></div></div><div class="c x2 y344 wf h22"><div class="t m0 x21 hd y33e ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x39 y344 w10 h22"><div class="t m0 x28 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">400 157<span class="ls0"> </span></div></div><div class="c x3b y344 w11 h22"><div class="t m0 x28 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">276 923<span class="ls0"> </span></div></div><div class="c x10 y345 w8 h20"><div class="t m0 x18 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">Zapasy </div></div><div class="c x2 y345 wf h20"><div class="t m0 x23 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 4 </div></div><div class="c x39 y345 w10 h20"><div class="t m0 x28 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">172 731<span class="ls0"> </span></div></div><div class="c x3b y345 w11 h20"><div class="t m0 x28 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">119 901<span class="ls0"> </span></div></div><div class="c x10 y346 w8 h23"><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">Krótkoterminowe należności i rozliczenia mię<span class="_ _0"></span>dzyokresowe, </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">w tym: </div></div><div class="c x2 y346 wf h23"><div class="t m0 x23 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 5 </div></div><div class="c x39 y346 w10 h23"><div class="t m0 x28 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">182 171<span class="ls0"> </span></div></div><div class="c x3b y346 w11 h23"><div class="t m0 x28 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">112 521<span class="ls0"> </span></div></div><div class="c x10 y34a w8 h24"><div class="t m0 x16 hd y34b ff6 fs5 fc3 sc0 ls0 ws0">należności z tytułu dostaw i usług<span class="ff2"> </span></div></div><div class="c x2 y34a wf h24"><div class="t m0 x23 hd y34b ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 5 </div></div><div class="c x39 y34a w10 h24"><div class="t m0 x28 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">180 321<span class="ls0"> </span></div></div><div class="c x3b y34a w11 h24"><div class="t m0 x28 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">107 182<span class="ls0"> </span></div></div><div class="c x10 y27f w8 h24"><div class="t m0 x16 hd y34b ff6 fs5 fc3 sc0 ls0 ws0">należności z tytułu przekazanych zaliczek<span class="ff2"> </span></div></div><div class="c x2 y27f wf h24"><div class="t m0 x23 hd y34b ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 5 </div></div><div class="c x39 y27f w10 h24"><div class="t m0 x3e hd y34b ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x3b y27f w11 h24"><div class="t m0 x3c hd y34b ff2 fs5 fc3 sc0 ls1 ws0">149<span class="ls0"> </span></div></div><div class="c x10 y8e w8 h24"><div class="t m0 x16 hd y34b ff6 fs5 fc3 sc0 ls0 ws0">rozliczenia międzyokresowe z tytułu wyceny kontraktów<span class="ff2"> </span></div></div><div class="c x2 y8e wf h24"><div class="t m0 x23 hd y34b ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 5 </div></div><div class="c x39 y8e w10 h24"><div class="t m0 x3f hd y34b ff2 fs5 fc3 sc0 ls0 ws0">2 </div></div><div class="c x3b y8e w11 h24"><div class="t m0 x40 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">3 697<span class="ls0"> </span></div></div><div class="c x10 y12c w8 h25"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Krótkoterminowe aktywa finansowe<span class="ff2"> </span></div></div><div class="c x2 y12c wf h25"><div class="t m0 x21 hd y340 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x39 y12c w10 h25"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">25 852<span class="ls0"> </span></div></div><div class="c x3b y12c w11 h25"><div class="t m0 x3f hd y340 ff2 fs5 fc3 sc0 ls0 ws0">3 </div></div><div class="c x10 y34c w8 h25"><div class="t m0 x18 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">Walutowe kontrakty terminowe </div></div><div class="c x2 y34c wf h25"><div class="t m0 xd hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 24 </div></div><div class="c x39 y34c w10 h25"><div class="t m0 x3f hd y340 ff2 fs5 fc3 sc0 ls0 ws0">1 </div></div><div class="c x3b y34c w11 h25"><div class="t m0 x41 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x10 y34d w8 h25"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Środki pieniężne i ich ekwiwalenty<span class="ff2"> </span></div></div><div class="c x2 y34d wf h25"><div class="t m0 x23 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 6 </div></div><div class="c x39 y34d w10 h25"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">19 402<span class="ls0"> </span></div></div><div class="c x3b y34d w11 h25"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">44 482<span class="ls0"> </span></div></div><div class="c x10 y34e w8 h26"><div class="t m0 x42 ha y34f ff4 fs5 fc3 sc0 ls0 ws0">Aktywa razem </div></div><div class="c x2 y34e wf h26"><div class="t m0 x21 hd y34f ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x39 y34e w10 h26"><div class="t m0 x28 ha y34f ff4 fs5 fc3 sc0 ls1 ws0">575 592<span class="ls0"> </span></div></div><div class="c x3b y34e w11 h26"><div class="t m0 x28 ha y34f ff4 fs5 fc3 sc0 ls1 ws0">451 440<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y350 ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y351 ff2 fs6 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">29<span class="ls0"> </span></div></div><div class="c x10 y352 w8 h27"><div class="t m0 x37 ha y353 ff4 fs5 fc3 sc0 ls0 ws0">PASYWA </div><div class="t m0 x38 ha y354 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff4"> </span></div></div><div class="c x2 y352 wf h27"><div class="t m0 xd ha y355 ff4 fs5 fc3 sc0 ls0 ws0">Numer noty </div></div><div class="c x39 y352 w10 h27"><div class="t m0 x1f ha y353 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x3a ha y354 ff4 fs5 fc3 sc0 ls1 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x3b y352 w11 h27"><div class="t m0 x1f ha y353 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x3a ha y354 ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x10 y356 w8 h1f"><div class="t m0 x18 ha y357 ff5 fs5 fc3 sc0 ls0 ws0">Kapitał własny<span class="ff4"> </span></div></div><div class="c x2 y356 wf h1f"><div class="t m0 x21 hd y357 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x39 y356 w10 h1f"><div class="t m0 x28 ha y357 ff4 fs5 fc3 sc0 ls1 ws0">354 209<span class="ls0"> </span></div></div><div class="c x3b y356 w11 h1f"><div class="t m0 x28 ha y357 ff4 fs5 fc3 sc0 ls1 ws0">249 006<span class="ls0"> </span></div></div><div class="c x10 y358 w8 h20"><div class="t m0 x18 hd y359 ff6 fs5 fc3 sc0 ls0 ws0">Kapitał podstawowy<span class="ff2"> </span></div></div><div class="c x2 y358 wf h20"><div class="t m0 x23 hd y359 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 7 </div></div><div class="c x39 y358 w10 h20"><div class="t m0 x40 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">1 750<span class="ls0"> </span></div></div><div class="c x3b y358 w11 h20"><div class="t m0 x40 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">1 750<span class="ls0"> </span></div></div><div class="c x10 y81 w8 h23"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">Nadwyżka ze sprzedaży akcji powyżej ich wartości </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">nominalnej </div></div><div class="c x2 y81 wf h23"><div class="t m0 x21 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x39 y81 w10 h23"><div class="t m0 x40 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">8 000<span class="ls0"> </span></div></div><div class="c x3b y81 w11 h23"><div class="t m0 x40 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">8 000<span class="ls0"> </span></div></div><div class="c x10 y35a w8 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Kapitał zapasowy<span class="ff2"> </span></div></div><div class="c x2 y35a wf h20"><div class="t m0 x23 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 8 </div></div><div class="c x39 y35a w10 h20"><div class="t m0 x28 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">212 103<span class="ls0"> </span></div></div><div class="c x3b y35a w11 h20"><div class="t m0 x28 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">201 009<span class="ls0"> </span></div></div><div class="c x10 y35b w8 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Kapitał rezerwowy z aktualizacji wyceny aktywów<span class="ff2"> </span></div></div><div class="c x2 y35b wf h20"><div class="t m0 x23 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 8 </div></div><div class="c x39 y35b w10 h20"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">25 937<span class="ls0"> </span></div></div><div class="c x3b y35b w11 h20"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">24 353<span class="ls0"> </span></div></div><div class="c x10 y35c w8 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Zysk / (strata) z lat ubiegłych i roku bieżącego<span class="ff2"> </span></div></div><div class="c x2 y35c wf h20"><div class="t m0 x21 hd y340 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x39 y35c w10 h20"><div class="t m0 x28 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">106 419<span class="ls0"> </span></div></div><div class="c x3b y35c w11 h20"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">13 894<span class="ls0"> </span></div></div><div class="c x10 y35d w8 h1f"><div class="t m0 x18 ha y33e ff5 fs5 fc3 sc0 ls0 ws0">Zobowiązania długoterminowe<span class="ff4"> </span></div></div><div class="c x2 y35d wf h1f"><div class="t m0 x21 hd y33e ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x39 y35d w10 h1f"><div class="t m0 x3d ha y33e ff4 fs5 fc3 sc0 ls1 ws0">17 580<span class="ls0"> </span></div></div><div class="c x3b y35d w11 h1f"><div class="t m0 x3d ha y33e ff4 fs5 fc3 sc0 ls1 ws0">30 890<span class="ls0"> </span></div></div><div class="c x10 y35e w8 h20"><div class="t m0 x18 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">Rezerwy </div></div><div class="c x2 y35e wf h20"><div class="t m0 x23 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 9 </div></div><div class="c x39 y35e w10 h20"><div class="t m0 x40 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">1 250<span class="ls0"> </span></div></div><div class="c x3b y35e w11 h20"><div class="t m0 x3c hd y340 ff2 fs5 fc3 sc0 ls1 ws0">885<span class="ls0"> </span></div></div><div class="c x10 y210 w8 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Rezerwa z tytułu odroczonego podatku dochodowego<span class="ff2"> </span></div></div><div class="c x2 y210 wf h20"><div class="t m0 xd hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 18 </div></div><div class="c x39 y210 w10 h20"><div class="t m0 x40 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">4 293<span class="ls0"> </span></div></div><div class="c x3b y210 w11 h20"><div class="t m0 x40 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">4 394<span class="ls0"> </span></div></div><div class="c x10 y35f w8 h28"><div class="t m0 x18 hd y360 ff6 fs5 fc3 sc0 ls0 ws0">Długoterminowe kredyty bankowe i pożyczki<span class="ff2"> </span></div></div><div class="c x2 y35f wf h28"><div class="t m0 xd hd y360 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 10 </div></div><div class="c x39 y35f w10 h28"><div class="t m0 x3e hd y360 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x3b y35f w11 h28"><div class="t m0 x3d hd y360 ff2 fs5 fc3 sc0 ls1 ws0">13 421<span class="ls0"> </span></div></div><div class="c x10 y361 w8 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Pozostałe długoterminowe zobowiązania finansowe<span class="ff2"> </span></div></div><div class="c x2 y361 wf h20"><div class="t m0 xd hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 12 </div></div><div class="c x39 y361 w10 h20"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">11 437<span class="ls0"> </span></div></div><div class="c x3b y361 w11 h20"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">11 570<span class="ls0"> </span></div></div><div class="c x10 yd8 w8 h23"><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">Długoterminowe zobowiązania i rozliczenia </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">międzyokresowe<span class="ff2"> </span></div></div><div class="c x2 yd8 wf h23"><div class="t m0 xd hd y349 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 11 </div></div><div class="c x39 yd8 w10 h23"><div class="t m0 x3c hd y349 ff2 fs5 fc3 sc0 ls1 ws0">600<span class="ls0"> </span></div></div><div class="c x3b yd8 w11 h23"><div class="t m0 x3c hd y349 ff2 fs5 fc3 sc0 ls1 ws0">620<span class="ls0"> </span></div></div><div class="c x10 y362 w8 h1f"><div class="t m0 x18 ha y33e ff5 fs5 fc3 sc0 ls0 ws0">Zobowiązania krótkoterminowe<span class="ff4"> </span></div></div><div class="c x2 y362 wf h1f"><div class="t m0 x21 hd y33e ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x39 y362 w10 h1f"><div class="t m0 x28 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">203 803<span class="ls0"> </span></div></div><div class="c x3b y362 w11 h1f"><div class="t m0 x28 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">171 544<span class="ls0"> </span></div></div><div class="c x10 y363 w8 h20"><div class="t m0 x18 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">Rezerwy </div></div><div class="c x2 y363 wf h20"><div class="t m0 x23 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 9 </div></div><div class="c x39 y363 w10 h20"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">18 931<span class="ls0"> </span></div></div><div class="c x3b y363 w11 h20"><div class="t m0 x40 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">7 704<span class="ls0"> </span></div></div><div class="c x10 y364 w8 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Krótkoterminowe kredyty bankowe i pożyczki<span class="ff2"> </span></div></div><div class="c x2 y364 wf h20"><div class="t m0 xd hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 10 </div></div><div class="c x39 y364 w10 h20"><div class="t m0 x3f hd y340 ff2 fs5 fc3 sc0 ls0 ws0">2 </div></div><div class="c x3b y364 w11 h20"><div class="t m0 x3c hd y340 ff2 fs5 fc3 sc0 ls1 ws0">107<span class="ls0"> </span></div></div><div class="c x10 y365 w8 h23"><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">Krótkoterminowa część długoterminowych kredytów </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">bankowych i pożyczek<span class="ff2"> </span></div></div><div class="c x2 y365 wf h23"><div class="t m0 xd hd y366 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 10 </div></div><div class="c x39 y365 w10 h23"><div class="t m0 x3e hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x3b y365 w11 h23"><div class="t m0 x40 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">2 328<span class="ls0"> </span></div></div><div class="c x10 y367 w8 h25"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Pozostałe krótkoterminowe zobowiązania finansowe<span class="ff2"> </span></div></div><div class="c x2 y367 wf h25"><div class="t m0 xd hd y340 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 12 </div></div><div class="c x39 y367 w10 h25"><div class="t m0 x40 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">2 690<span class="ls0"> </span></div></div><div class="c x3b y367 w11 h25"><div class="t m0 x40 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">2 342<span class="ls0"> </span></div></div><div class="c x10 y368 w8 h23"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">Krótkoterminowe zobowiązania i rozliczenia </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">międzyokresowe, w tym:<span class="ff2"> </span></div></div><div class="c x2 y368 wf h23"><div class="t m0 xd hd y349 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 11 </div></div><div class="c x39 y368 w10 h23"><div class="t m0 x28 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">156 908<span class="ls0"> </span></div></div><div class="c x3b y368 w11 h23"><div class="t m0 x28 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">152 911<span class="ls0"> </span></div></div><div class="c x10 y369 w8 h24"><div class="t m0 x16 hd y34b ff6 fs5 fc3 sc0 ls0 ws0">zobowiązania z tytułu dostaw i usług<span class="ff2"> </span></div></div><div class="c x2 y369 wf h24"><div class="t m0 xd hd y34b ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 11 </div></div><div class="c x39 y369 w10 h24"><div class="t m0 x28 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">128 864<span class="ls0"> </span></div></div><div class="c x3b y369 w11 h24"><div class="t m0 x3d hd y34b ff2 fs5 fc3 sc0 ls1 ws0">96 039<span class="ls0"> </span></div></div><div class="c x10 y36a w8 h24"><div class="t m0 x16 hd y34b ff6 fs5 fc3 sc0 ls0 ws0">zobowiązania z tytułu otrzymanych zaliczek<span class="ff2"> </span></div></div><div class="c x2 y36a wf h24"><div class="t m0 xd hd y34b ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 11 </div></div><div class="c x39 y36a w10 h24"><div class="t m0 x3c hd y34b ff2 fs5 fc3 sc0 ls1 ws0">378<span class="ls0"> </span></div></div><div class="c x3b y36a w11 h24"><div class="t m0 x3d hd y34b ff2 fs5 fc3 sc0 ls1 ws0">17 705<span class="ls0"> </span></div></div><div class="c x10 y36b w8 h29"><div class="t m0 x16 hd y36c ff6 fs5 fc3 sc0 ls0 ws0">rozliczenia międzyokresowe z tytułu wyceny kontraktów<span class="ff2"> </span></div></div><div class="c x2 y36b wf h29"><div class="t m0 xd hd y36c ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 11 </div></div><div class="c x39 y36b w10 h29"><div class="t m0 x3d hd y36c ff2 fs5 fc3 sc0 ls1 ws0">16 275<span class="ls0"> </span></div></div><div class="c x3b y36b w11 h29"><div class="t m0 x3d hd y36c ff2 fs5 fc3 sc0 ls1 ws0">31 423<span class="ls0"> </span></div></div><div class="c x10 y2b8 w8 h2a"><div class="t m0 x18 hd y36d ff6 fs5 fc3 sc0 ls0 ws0">Zobowiązania z tytułu podatku dochodowego<span class="ff2"> </span></div></div><div class="c x2 y2b8 wf h2a"><div class="t m0 x21 hd y36d ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x39 y2b8 w10 h2a"><div class="t m0 x3d hd y36d ff2 fs5 fc3 sc0 ls1 ws0">25 272<span class="ls0"> </span></div></div><div class="c x3b y2b8 w11 h2a"><div class="t m0 x40 hd y36d ff2 fs5 fc3 sc0 ls1 ws0">6 152<span class="ls0"> </span></div></div><div class="c x10 y36e w8 h2b"><div class="t m0 x18 hd y36f ff2 fs5 fc3 sc0 ls0 ws0">Walutowe kontrakty terminowe </div></div><div class="c x2 y36e wf h2b"><div class="t m0 xd hd y36f ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR 24 </div></div><div class="c x39 y36e w10 h2b"><div class="t m0 x43 hd y36f ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x3b y36e w11 h2b"><div class="t m0 x43 hd y36f ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x10 y370 w8 h2c"><div class="t m0 x42 ha y371 ff4 fs5 fc3 sc0 ls0 ws0">Pasywa razem </div></div><div class="c x2 y370 wf h2c"><div class="t m0 x21 hd y371 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x39 y370 w10 h2c"><div class="t m0 x28 ha y371 ff4 fs5 fc3 sc0 ls1 ws0">575 592<span class="ls0"> </span></div></div><div class="c x3b y370 w11 h2c"><div class="t m0 x28 ha y371 ff4 fs5 fc3 sc0 ls1 ws0">451 440<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hd y372 ff2 fs5 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y373 ff2 fs6 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="fs5"> </span></div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">30<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2a h19 y374 ff4 fs2 fc3 sc0 lsb ws0">2.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">S<span class="ff5 fs5">PRAWOZDANIE Z ZYSKÓW LUB STRAT I INNYCH CAŁKOWITYCH DOCHODÓW</span> </span></span></div><div class="t m0 x8 hb y375 ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y376 w12 h27"><div class="t m0 x43 ha y33b ff4 fs5 fc3 sc0 ls0 ws0">WARIANT KALKULACYJNY </div><div class="t m0 x44 ha y60 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff4"> </span></div></div><div class="c x45 y376 w13 h27"><div class="t m0 x46 ha y33b ff4 fs5 fc3 sc0 ls0 ws0">Numer </div><div class="t m0 x26 ha y60 ff4 fs5 fc3 sc0 ls0 ws0">noty </div></div><div class="c x47 y376 w14 h27"><div class="t m0 x48 ha y33b ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. </div><div class="t m0 x49 ha y60 ff4 fs5 fc3 sc0 ls0 ws0">do 31.12.2021 </div></div><div class="c x3b y376 w15 h27"><div class="t m0 x4a ha y33b ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do </div><div class="t m0 x1b ha y60 ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x10 y377 w12 h1f"><div class="t m0 x18 ha y378 ff5 fs5 fc3 sc0 ls0 ws0">Przychody ze sprzedaży produktów, usług, towarów i<span class="_ _0"></span> </div><div class="t m0 x18 ha y379 ff5 fs5 fc3 sc0 ls0 ws0">materiałów<span class="ff4"> </span></div></div><div class="c x45 y377 w13 h1f"><div class="t m0 x4a hd y378 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR  </div><div class="t m0 x4b hd y379 ff2 fs5 fc3 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x47 y377 w14 h1f"><div class="t m0 x4c ha y33e ff4 fs5 fc3 sc0 ls1 ws0">1 040 219<span class="ls0"> </span></div></div><div class="c x3b y377 w15 h1f"><div class="t m0 x4d ha y33e ff4 fs5 fc3 sc0 ls1 ws0">759 379<span class="ls0"> </span></div></div><div class="c x10 y37a w12 h1f"><div class="t m0 x18 ha y33e ff5 fs5 fc3 sc0 ls0 ws0">Koszty sprzedanych produktów, usług, towarów i materiałów<span class="ff4"> </span></div></div><div class="c x45 y37a w13 h1f"><div class="t m0 x4a hd y378 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR </div><div class="t m0 x4b hd y379 ff2 fs5 fc3 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x47 y37a w14 h1f"><div class="t m0 x4e ha y33e ff4 fs5 fc3 sc0 ls1 ws0">859 452<span class="ls0"> </span></div></div><div class="c x3b y37a w15 h1f"><div class="t m0 x4d ha y33e ff4 fs5 fc3 sc0 ls1 ws0">705 804<span class="ls0"> </span></div></div><div class="c x10 y37b w12 h1f"><div class="t m0 x18 ha y33e ff4 fs5 fc3 sc0 ls0 ws0">Zysk / <span class="ff5">(strata) brutto ze sprzedaży</span> </div></div><div class="c x45 y37b w13 h1f"><div class="t m0 x4f hd y33e ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y37b w14 h1f"><div class="t m0 x4e ha y33e ff4 fs5 fc3 sc0 ls1 ws0">180 767<span class="ls0"> </span></div></div><div class="c x3b y37b w15 h1f"><div class="t m0 x50 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">53 575<span class="ls0"> </span></div></div><div class="c x10 y37c w12 h23"><div class="t m0 x18 hd y366 ff6 fs5 fc3 sc0 ls0 ws0">Pozostałe przychody<span class="ff2"> </span></div></div><div class="c x45 y37c w13 h23"><div class="t m0 x4a hd y347 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR </div><div class="t m0 x4b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x47 y37c w14 h23"><div class="t m0 x4d hd y366 ff2 fs5 fc3 sc0 ls1 ws0">3 744<span class="ls0"> </span></div></div><div class="c x3b y37c w15 h23"><div class="t m0 x41 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">2 993<span class="ls0"> </span></div></div><div class="c x10 y37d w12 h23"><div class="t m0 x18 hd y349 ff6 fs5 fc3 sc0 ls0 ws0">Koszty sprzedaży<span class="ff2"> </span></div></div><div class="c x45 y37d w13 h23"><div class="t m0 x4a hd y59 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR </div><div class="t m0 x4b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x47 y37d w14 h23"><div class="t m0 x4 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">28 073<span class="ls0"> </span></div></div><div class="c x3b y37d w15 h23"><div class="t m0 x50 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">21 858<span class="ls0"> </span></div></div><div class="c x10 y37e w12 h23"><div class="t m0 x18 hd y349 ff6 fs5 fc3 sc0 ls0 ws0">Koszty ogólnego zarządu<span class="ff2"> </span></div></div><div class="c x45 y37e w13 h23"><div class="t m0 x4a hd y59 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR </div><div class="t m0 x4b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">15<span class="ls0"> </span></div></div><div class="c x47 y37e w14 h23"><div class="t m0 x4 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">26 435<span class="ls0"> </span></div></div><div class="c x3b y37e w15 h23"><div class="t m0 x50 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">19 070<span class="ls0"> </span></div></div><div class="c x10 y37f w12 h2d"><div class="t m0 x18 hd y380 ff6 fs5 fc3 sc0 ls0 ws0">Pozostałe koszty<span class="ff2"> </span></div></div><div class="c x45 y37f w13 h2d"><div class="t m0 x4a hd y381 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR </div><div class="t m0 x4b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">16<span class="ls0"> </span></div></div><div class="c x47 y37f w14 h2d"><div class="t m0 x4d hd y380 ff2 fs5 fc3 sc0 ls1 ws0">1 341<span class="ls0"> </span></div></div><div class="c x3b y37f w15 h2d"><div class="t m0 x41 hd y380 ff2 fs5 fc3 sc0 ls1 ws0">1 451<span class="ls0"> </span></div></div><div class="c x10 y382 w12 h1f"><div class="t m0 x18 ha y33e ff4 fs5 fc3 sc0 ls0 ws0">Zysk / (strata) z <span class="ff5">działalności operacyjnej</span> </div></div><div class="c x45 y382 w13 h1f"><div class="t m0 x4f hd y33e ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y382 w14 h1f"><div class="t m0 x4e ha y33e ff4 fs5 fc3 sc0 ls1 ws0">128 662<span class="ls0"> </span></div></div><div class="c x3b y382 w15 h1f"><div class="t m0 x50 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">14 189<span class="ls0"> </span></div></div><div class="c x10 y383 w12 h2e"><div class="t m0 x18 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c x45 y383 w13 h2e"><div class="t m0 x4a hd y59 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR </div><div class="t m0 x4b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">17<span class="ls0"> </span></div></div><div class="c x47 y383 w14 h2e"><div class="t m0 x4d hd y349 ff2 fs5 fc3 sc0 ls1 ws0">3 341<span class="ls0"> </span></div></div><div class="c x3b y383 w15 h2e"><div class="t m0 x41 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">4 358<span class="ls0"> </span></div></div><div class="c x10 y384 w12 h23"><div class="t m0 x18 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c x45 y384 w13 h23"><div class="t m0 x4a hd y59 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR </div><div class="t m0 x4b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">17<span class="ls0"> </span></div></div><div class="c x47 y384 w14 h23"><div class="t m0 x4d hd y349 ff2 fs5 fc3 sc0 ls1 ws0">1 125<span class="ls0"> </span></div></div><div class="c x3b y384 w15 h23"><div class="t m0 x41 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">1 585<span class="ls0"> </span></div></div><div class="c x10 y385 w12 h1f"><div class="t m0 x18 ha y33e ff4 fs5 fc3 sc0 ls0 ws0">Zysk / (strata) brutto </div></div><div class="c x45 y385 w13 h1f"><div class="t m0 x4f hd y33e ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y385 w14 h1f"><div class="t m0 x4e ha y33e ff4 fs5 fc3 sc0 ls1 ws0">130 878<span class="ls0"> </span></div></div><div class="c x3b y385 w15 h1f"><div class="t m0 x50 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">16 962<span class="ls0"> </span></div></div><div class="c x10 y386 w12 h23"><div class="t m0 x18 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">Podatek dochodowy </div></div><div class="c x45 y386 w13 h23"><div class="t m0 x4a hd y347 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR </div><div class="t m0 x4b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">18<span class="ls0"> </span></div></div><div class="c x47 y386 w14 h23"><div class="t m0 x4 h2f y349 ff7 fs5 fc3 sc0 ls1 ws0">24 459<span class="ls0"> </span></div></div><div class="c x3b y386 w15 h23"><div class="t m0 x41 h2f y349 ff7 fs5 fc3 sc0 ls1 ws0">3 068<span class="ls0"> </span></div></div><div class="c x10 y387 w12 h1f"><div class="t m0 x18 ha y33e ff4 fs5 fc3 sc0 ls0 ws0">Zysk / (strata) netto z <span class="ff5">działalności gospod<span class="_ _0"></span>arczej<span class="_ _1"></span><span class="ff4"> </span></span></div></div><div class="c x45 y387 w13 h1f"><div class="t m0 x4f hd y33e ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y387 w14 h1f"><div class="t m0 x4e ha y33e ff4 fs5 fc3 sc0 ls1 ws0">106 419<span class="ls0"> </span></div></div><div class="c x3b y387 w15 h1f"><div class="t m0 x50 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">13 894<span class="ls0"> </span></div></div><div class="c x10 y388 w12 h1f"><div class="t m0 x18 ha y33e ff4 fs5 fc3 sc0 ls0 ws0">Zysk / (strata) netto za rok obrotowy </div></div><div class="c x45 y388 w13 h1f"><div class="t m0 x4f hd y33e ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y388 w14 h1f"><div class="t m0 x4e ha y33e ff4 fs5 fc3 sc0 ls1 ws0">106 419<span class="ls0"> </span></div></div><div class="c x3b y388 w15 h1f"><div class="t m0 x50 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">13 894<span class="ls0"> </span></div></div><div class="c x10 y389 w12 h1f"><div class="t m0 x18 ha y33e ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe dochody całkowite<span class="ff4"> </span></div></div><div class="c x45 y389 w13 h1f"><div class="t m0 x4f ha y33e ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y389 w14 h1f"><div class="t m0 x4d ha y33e ff4 fs5 fc3 sc0 ls1 ws0">1 584<span class="ls0"> </span></div></div><div class="c x3b y389 w15 h1f"><div class="t m0 x51 ha y33e ff4 fs5 fc3 sc0 ls0 ws0">(1 852) </div></div><div class="c x10 y38a w12 h2d"><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">Pozycje, które zostaną przekwalifikowane na zyski lub s<span class="_ _0"></span>traty po </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">spełnieniu określonych warunków<span class="ff2"> </span></div></div><div class="c x45 y38a w13 h2d"><div class="t m0 x4f hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y38a w14 h2d"><div class="t m0 x4d hd y366 ff2 fs5 fc3 sc0 ls1 ws0">1 777<span class="ls0"> </span></div></div><div class="c x3b y38a w15 h2d"><div class="t m0 x51 hd y366 ff2 fs5 fc3 sc0 ls0 ws0">(1 777) </div></div><div class="c x10 y38b w12 h30"><div class="t m0 x18 hd y38c ff6 fs5 fc3 sc0 ls0 ws0">Zyski / (straty) z tytułu aktualizacji wyceny aktywów<span class="ff2"> </span></div></div><div class="c x45 y38b w13 h30"><div class="t m0 x4f hd y38c ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y38b w14 h30"><div class="t m0 x4d hd y38c ff2 fs5 fc3 sc0 ls1 ws0">1 777<span class="ls0"> </span></div></div><div class="c x3b y38b w15 h30"><div class="t m0 x51 hd y38c ff2 fs5 fc3 sc0 ls0 ws0">(1 777) </div></div><div class="c x10 y38d w12 h30"><div class="t m0 x18 hd y38e ff6 fs5 fc3 sc0 ls0 ws0">Pozycje, które nie zostaną przekwalifikowane<span class="ff2"> </span></div></div><div class="c x45 y38d w13 h30"><div class="t m0 x4f hd y38e ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y38d w14 h30"><div class="t m0 x52 hd y38e ff2 fs5 fc3 sc0 ls0 ws0">(193) </div></div><div class="c x3b y38d w15 h30"><div class="t m0 x43 hd y38e ff2 fs5 fc3 sc0 ls0 ws0">(75) </div></div><div class="c x10 y98 w12 h23"><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">Zyski / (straty) aktuarialne dotyczące rezerw na świadczenia </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">pracownicze </div></div><div class="c x45 y98 w13 h23"><div class="t m0 x4f hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y98 w14 h23"><div class="t m0 x52 hd y366 ff2 fs5 fc3 sc0 ls0 ws0">(238) </div></div><div class="c x3b y98 w15 h23"><div class="t m0 x43 hd y366 ff2 fs5 fc3 sc0 ls0 ws0">(92) </div></div><div class="c x10 y38f w12 h23"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">Podatek dochodowy dotyczący rezerw na świadczenia </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">pracownicze </div></div><div class="c x45 y38f w13 h23"><div class="t m0 x4a hd y59 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR </div><div class="t m0 x4b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">18<span class="ls0"> </span></div></div><div class="c x47 y38f w14 h23"><div class="t m0 x53 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c x3b y38f w15 h23"><div class="t m0 x54 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">17<span class="ls0"> </span></div></div><div class="c x10 y390 w12 h1f"><div class="t m0 x43 ha y357 ff5 fs5 fc3 sc0 ls0 ws0">Dochody całkowite razem<span class="ff4"> </span></div></div><div class="c x45 y390 w13 h1f"><div class="t m0 x4f ha y357 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y390 w14 h1f"><div class="t m0 x4e ha y357 ff4 fs5 fc3 sc0 ls1 ws0">108 003<span class="ls0"> </span></div></div><div class="c x3b y390 w15 h1f"><div class="t m0 x50 ha y357 ff4 fs5 fc3 sc0 ls1 ws0">12 042<span class="ls0"> </span></div></div><div class="c x10 y391 w16 h20"><div class="t m0 x55 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x45 y391 w17 h20"><div class="t m0 x4f hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x47 y391 w18 h20"><div class="t m0 x25 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x3b y391 w19 h20"><div class="t m0 x28 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y392 w1a h31"><div class="t m0 x55 hd y393 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x45 y392 w13 h31"><div class="t m0 x46 ha y394 ff4 fs5 fc3 sc0 ls0 ws0">Numer </div><div class="t m0 x26 ha y395 ff4 fs5 fc3 sc0 ls0 ws0">noty </div></div><div class="c x47 y392 w14 h31"><div class="t m0 x48 ha y394 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. </div><div class="t m0 x49 ha y395 ff4 fs5 fc3 sc0 ls0 ws0">do 31.12.2021 </div></div><div class="c x3b y392 w15 h31"><div class="t m0 x4a ha y394 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do </div><div class="t m0 x1b ha y395 ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x10 y396 w12 h20"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Zysk / (strata) na jedną akcję: (w zł)<span class="ff4"> </span></div></div><div class="c x45 y397 w13 h32"><div class="t m0 x4a hd y398 ff2 fs5 fc3 sc0 ls0 ws0">NOTA NR </div><div class="t m0 x4b hd y399 ff2 fs5 fc3 sc0 ls1 ws0">23<span class="ls0"> </span></div></div><div class="c x47 y396 w14 h20"><div class="t m0 x25 hd y340 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x3b y396 w15 h20"><div class="t m0 x28 hd y340 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y39a w12 h2d"><div class="t m0 x18 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">- podstawowy z wyniku <span class="ff6">finansowego działalności </span></div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">kontynuowanej </div></div><div class="c x47 y39a w14 h2d"><div class="t m0 x3c hd y349 ff2 fs5 fc3 sc0 ls0 ws0">6,08 </div></div><div class="c x3b y39a w15 h2d"><div class="t m0 x3f hd y349 ff2 fs5 fc3 sc0 ls0 ws0">0,79 </div></div><div class="c x10 y397 w12 h20"><div class="t m0 x18 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">- podstawowy z wyniku finansowego za rok obrotowy </div></div><div class="c x47 y397 w14 h20"><div class="t m0 x3c hd y340 ff2 fs5 fc3 sc0 ls0 ws0">6,08 </div></div><div class="c x3b y397 w15 h20"><div class="t m0 x3f hd y340 ff2 fs5 fc3 sc0 ls0 ws0">0,79 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y39b ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y39c ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y39d ff2 fs6 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi xd y4d w7 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha yc ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb yd ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y4e w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2a h19 y374 ff4 fs2 fc3 sc0 lsb ws0">3.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">S<span class="ff5 fs5">PRAWOZDANIE Z PRZEPŁYWÓW PIENIĘŻNYCH</span> </span></span></div></div><div class="c x10 y39e w1b h33"><div class="t m0 x56 ha y39f ff5 fs5 fc3 sc0 ls0 ws0">METODA POŚREDNIA<span class="ff4"> </span></div><div class="t m0 x35 ha y349 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff4"> </span></div></div><div class="c x57 y39e w1c h33"><div class="t m0 x14 ha y3a0 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od </div><div class="t m0 x4b ha y347 ff4 fs5 fc3 sc0 ls1 ws0">01.01. do </div><div class="t m0 x26 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x58 y39e w1d h33"><div class="t m0 x16 ha y3a0 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od </div><div class="t m0 x27 ha y347 ff4 fs5 fc3 sc0 ls1 ws0">01.01. do </div><div class="t m0 x4b ha y348 ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x10 y53 w1e h34"><div class="t m0 x59 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">PRZEPŁYWY ŚRODKÓW PIENIĘŻNYCH Z DZIAŁALNOŚCI OPERACYJNEJ<span class="ff2"> </span></div></div><div class="c x10 y3a1 w1b hc"><div class="t m0 x18 ha y3a2 ff4 fs5 fc3 sc0 ls0 ws0">Zysk / (strata) przed opodatkowaniem </div></div><div class="c x57 y3a1 w1c hc"><div class="t m0 x20 ha y3a2 ff4 fs5 fc3 sc0 ls1 ws0">130 878<span class="ls0"> </span></div></div><div class="c x58 y3a1 w1d hc"><div class="t m0 x12 ha y3a2 ff4 fs5 fc3 sc0 ls1 ws0">16 962<span class="ls0"> </span></div></div><div class="c x10 y3a3 w1b hc"><div class="t m0 x18 ha y3a2 ff4 fs5 fc3 sc0 ls0 ws0">Korekty o pozycje: </div></div><div class="c x57 y3a3 w1c hc"><div class="t m0 x5a ha y3a2 ff4 fs5 fc3 sc0 ls0 ws0">(109 134) </div></div><div class="c x58 y3a3 w1d hc"><div class="t m0 x12 ha y3a2 ff4 fs5 fc3 sc0 ls1 ws0">67 544<span class="ls0"> </span></div></div><div class="c x10 y3a4 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Amortyzacja środków trwałych<span class="ff2"> </span></div></div><div class="c x57 y3a4 w1c hc"><div class="t m0 x5b hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">6 776<span class="ls0"> </span></div></div><div class="c x58 y3a4 w1d hc"><div class="t m0 x5c hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">6 037<span class="ls0"> </span></div></div><div class="c x10 y3a5 w1b hc"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Amortyzacja wartości niematerialnych<span class="ff2"> </span></div></div><div class="c x57 y3a5 w1c hc"><div class="t m0 x5c hd y62 ff2 fs5 fc3 sc0 ls1 ws0">119<span class="ls0"> </span></div></div><div class="c x58 y3a5 w1d hc"><div class="t m0 x5d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">55<span class="ls0"> </span></div></div><div class="c x10 y3a6 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Zyski / straty z tytułu różnic kursowych<span class="ff2"> </span></div></div><div class="c x57 y3a6 w1c hc"><div class="t m0 x28 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(260) </div></div><div class="c x58 y3a6 w1d hc"><div class="t m0 x5e hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">325<span class="ls0"> </span></div></div><div class="c x10 y3a7 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Przychody z tytułu odsetek<span class="ff2"> </span></div></div><div class="c x57 y3a7 w1c hc"><div class="t m0 x28 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(131) </div></div><div class="c x58 y3a7 w1d hc"><div class="t m0 x5f hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(143) </div></div><div class="c x10 y3a8 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Koszty z tytułu odsetek<span class="ff2"> </span></div></div><div class="c x57 y3a8 w1c hc"><div class="t m0 x5c hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">962<span class="ls0"> </span></div></div><div class="c x58 y3a8 w1d hc"><div class="t m0 x5c hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">1 067<span class="ls0"> </span></div></div><div class="c x10 y3a9 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Przychody z tytułu dywidend<span class="ff2"> </span></div></div><div class="c x57 y3a9 w1c hc"><div class="t m0 x60 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(2 369) </div></div><div class="c x58 y3a9 w1d hc"><div class="t m0 x28 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(2 171) </div></div><div class="c x10 y3aa w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Zysk / strata z tytułu działalności inwestycyjnej<span class="ff2"> </span></div></div><div class="c x57 y3aa w1c hc"><div class="t m0 x28 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(133) </div></div><div class="c x58 y3aa w1d hc"><div class="t m0 x5f hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(265) </div></div><div class="c x10 y3ab w1b hc"><div class="t m0 x18 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">Zmiana stanu rezerw </div></div><div class="c x57 y3ab w1c hc"><div class="t m0 x61 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">11 591<span class="ls0"> </span></div></div><div class="c x58 y3ab w1d hc"><div class="t m0 x5c hd y62 ff2 fs5 fc3 sc0 ls1 ws0">5 972<span class="ls0"> </span></div></div><div class="c x10 y3ac w1b h35"><div class="t m0 x18 hd y3ad ff6 fs5 fc3 sc0 ls0 ws0">Zmiana stanu zapasów<span class="ff2"> </span></div></div><div class="c x57 y3ac w1c h35"><div class="t m0 x62 hd y3ad ff2 fs5 fc3 sc0 ls0 ws0">(52 831) </div></div><div class="c x58 y3ac w1d h35"><div class="t m0 x12 hd y3ad ff2 fs5 fc3 sc0 ls1 ws0">19 439<span class="ls0"> </span></div></div><div class="c x10 y3ae w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Zmiana stanu należności i rozliczeń międzyokresowych czynnych<span class="ff2"> </span></div></div><div class="c x57 y3ae w1c hc"><div class="t m0 x62 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(56 718) </div></div><div class="c x58 y3ae w1d hc"><div class="t m0 x12 hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">49 327<span class="ls0"> </span></div></div><div class="c x10 y3af w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Zmiana stanu zobowiązań i rozliczeń międzyokres<span class="_ _0"></span>owych biernych<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x57 y3af w1c hc"><div class="t m0 x60 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(8 840) </div></div><div class="c x58 y3af w1d hc"><div class="t m0 x28 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(9 031) </div></div><div class="c x10 y3b0 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Zapłacony / zwrócony podatek <span class="ff2">dochodowy </span></div></div><div class="c x57 y3b0 w1c hc"><div class="t m0 x60 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(7 062) </div></div><div class="c x58 y3b0 w1d hc"><div class="t m0 x28 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(2 976) </div></div><div class="c x10 y3b1 w1b hc"><div class="t m0 x18 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">Inne korekty </div></div><div class="c x57 y3b1 w1c hc"><div class="t m0 x28 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(238) </div></div><div class="c x58 y3b1 w1d hc"><div class="t m0 x4d hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">(92) </div></div><div class="c x10 y3b2 w1b h36"><div class="t m0 x18 ha y3b3 ff5 fs5 fc3 sc0 ls0 ws0">Przepływy środków pieniężnych netto z działal<span class="_ _0"></span>ności operacyjnej<span class="ff4"> </span></div></div><div class="c x57 y3b2 w1c h36"><div class="t m0 x61 ha y3b3 ff4 fs5 fc3 sc0 ls1 ws0">21 744<span class="ls0"> </span></div></div><div class="c x58 y3b2 w1d h36"><div class="t m0 x12 ha y3b3 ff4 fs5 fc3 sc0 ls1 ws0">84 506<span class="ls0"> </span></div></div><div class="c x10 y3b4 w1e h37"><div class="t m0 x63 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">PRZEPŁYWY ŚRODKÓW PIENIĘŻNYCH Z DZIAŁALNOŚCI INWESTYCYJNEJ<span class="ff2"> </span></div></div><div class="c x10 y3b5 w1b h38"><div class="t m0 x18 hd y3b6 ff6 fs5 fc3 sc0 ls0 ws0">Wpływy ze sprzedaży środków trwałych i wartości <span class="ff2">niematerialnych </span></div></div><div class="c x57 y3b5 w1c h38"><div class="t m0 x5c hd y3b6 ff2 fs5 fc3 sc0 ls1 ws0">211<span class="ls0"> </span></div></div><div class="c x58 y3b5 w1d h38"><div class="t m0 x5c hd y3b6 ff2 fs5 fc3 sc0 ls1 ws0">1 372<span class="ls0"> </span></div></div><div class="c x10 y365 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Wpływy z tytułu odsetek<span class="ff2"> </span></div></div><div class="c x57 y365 w1c hc"><div class="t m0 x64 hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">86<span class="ls0"> </span></div></div><div class="c x58 y365 w1d hc"><div class="t m0 x5e hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">145<span class="ls0"> </span></div></div><div class="c x10 y3b7 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Wpływy z tytułu dywidend<span class="ff2"> </span></div></div><div class="c x57 y3b7 w1c hc"><div class="t m0 x5b hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">2 369<span class="ls0"> </span></div></div><div class="c x58 y3b7 w1d hc"><div class="t m0 x5c hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">2 171<span class="ls0"> </span></div></div><div class="c x10 y3b8 w1b hc"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Spłaty udzielonych pożyczek<span class="ff2"> </span></div></div><div class="c x57 y3b8 w1c hc"><div class="t m0 x61 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">30 700<span class="ls0"> </span></div></div><div class="c x58 y3b8 w1d hc"><div class="t m0 x12 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">27 081<span class="ls0"> </span></div></div><div class="c x10 y3b9 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Inne wpływy inwestycyjne<span class="ff2"> </span></div></div><div class="c x57 y3b9 w1c hc"><div class="t m0 x5c hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">448<span class="ls0"> </span></div></div><div class="c x58 y3b9 w1d hc"><div class="t m0 x5e hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">258<span class="ls0"> </span></div></div><div class="c x10 y3ba w1b h23"><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">Wydatki na nabycie rzeczowych aktywów trwałych i wartości </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">niematerialnych </div></div><div class="c x57 y3ba w1c h23"><div class="t m0 x5b hd y349 ff2 fs5 fc3 sc0 ls1 ws0">2 058<span class="ls0"> </span></div></div><div class="c x58 y3ba w1d h23"><div class="t m0 x12 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">13 516<span class="ls0"> </span></div></div><div class="c x10 y3bb w1b h39"><div class="t m0 x18 hd y3bc ff6 fs5 fc3 sc0 ls0 ws0">Wydatki na nabycie krótkoterminowych aktywów finansowych<span class="ff2"> </span></div></div><div class="c x57 y3bb w1c h39"><div class="t m0 x61 hd y3bc ff2 fs5 fc3 sc0 ls1 ws0">25 804<span class="ls0"> </span></div></div><div class="c x58 y3bb w1d h39"><div class="t m0 x53 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x10 y3bd w1b h3a"><div class="t m0 x18 hd y3be ff6 fs5 fc3 sc0 ls0 ws0">Udzielone pożyczki<span class="ff2"> </span></div></div><div class="c x57 y3bd w1c h3a"><div class="t m0 x61 hd y3be ff2 fs5 fc3 sc0 ls1 ws0">30 000<span class="ls0"> </span></div></div><div class="c x58 y3bd w1d h3a"><div class="t m0 x12 hd y3be ff2 fs5 fc3 sc0 ls1 ws0">27 209<span class="ls0"> </span></div></div><div class="c x10 y7b w1b hc"><div class="t m0 x18 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">Inne wydatki </div></div><div class="c x57 y7b w1c hc"><div class="t m0 x64 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">48<span class="ls0"> </span></div></div><div class="c x58 y7b w1d hc"><div class="t m0 x5d hd y62 ff2 fs5 fc3 sc0 ls1 ws0">39<span class="ls0"> </span></div></div><div class="c x10 y3bf w1b h3b"><div class="t m0 x18 ha y3c0 ff5 fs5 fc3 sc0 ls0 ws0">Przepływy środków pieniężnych netto z działal<span class="_ _0"></span>ności inwestycyjnej<span class="_ _1"></span><span class="ff4"> </span></div></div><div class="c x57 y3bf w1c h3b"><div class="t m0 x62 ha y3c0 ff4 fs5 fc3 sc0 ls0 ws0">(24 096) </div></div><div class="c x58 y3bf w1d h3b"><div class="t m0 x28 ha y3c0 ff4 fs5 fc3 sc0 ls0 ws0">(9 737) </div></div><div class="c x10 y3c1 w1e h37"><div class="t m0 x65 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">PRZEPŁYWY ŚRODKÓW PIENIĘŻNYCH Z DZIAŁALNOŚCI FINANSOWEJ<span class="ff2"> </span></div></div><div class="c x10 y372 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Wpływy z kredytów i pożyczek<span class="ff2"> </span></div></div><div class="c x57 y372 w1c hc"><div class="t m0 x66 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x58 y372 w1d hc"><div class="t m0 x5c hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">7 234<span class="ls0"> </span></div></div><div class="c x10 y3c2 w1b hc"><div class="t m0 x18 hd y62 ff6 fs5 fc3 sc0 ls0 ws0">Spłata kredytów i pożyczek<span class="ff2"> </span></div></div><div class="c x57 y3c2 w1c hc"><div class="t m0 x61 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">15 854<span class="ls0"> </span></div></div><div class="c x58 y3c2 w1d hc"><div class="t m0 x12 hd y62 ff2 fs5 fc3 sc0 ls1 ws0">34 305<span class="ls0"> </span></div></div><div class="c x10 y3c3 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Płatności zobowiązań z tytułu umów leasingu finansowego<span class="ff2"> </span></div></div><div class="c x57 y3c3 w1c hc"><div class="t m0 x5b hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">3 016<span class="ls0"> </span></div></div><div class="c x58 y3c3 w1d hc"><div class="t m0 x5c hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">2 774<span class="ls0"> </span></div></div><div class="c x10 y3c4 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Dywidendy wypłacone akcjonariuszom Spółki<span class="ff2"> </span></div></div><div class="c x57 y3c4 w1c hc"><div class="t m0 x5b hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">2 800<span class="ls0"> </span></div></div><div class="c x58 y3c4 w1d hc"><div class="t m0 x5c hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">1 225<span class="ls0"> </span></div></div><div class="c x10 y3c5 w1b hc"><div class="t m0 x18 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">Zapłacone odsetki<span class="ff2"> </span></div></div><div class="c x57 y3c5 w1c hc"><div class="t m0 x5c hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">457<span class="ls0"> </span></div></div><div class="c x58 y3c5 w1d hc"><div class="t m0 x5e hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">793<span class="ls0"> </span></div></div><div class="c x10 y3c6 w1b hc"><div class="t m0 x18 hd y3a2 ff2 fs5 fc3 sc0 ls0 ws0">Inne wydatki </div></div><div class="c x57 y3c6 w1c hc"><div class="t m0 x5c hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">476<span class="ls0"> </span></div></div><div class="c x58 y3c6 w1d hc"><div class="t m0 x5e hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">283<span class="ls0"> </span></div></div><div class="c x10 y3c7 w1b h3b"><div class="t m0 x18 ha y3b3 ff5 fs5 fc3 sc0 ls0 ws0">Przepływy środków pieniężnych netto z działal<span class="_ _0"></span>ności finansowej<span class="_ _1"></span><span class="ff4"> </span></div></div><div class="c x57 y3c7 w1c h3b"><div class="t m0 x62 ha y3b3 ff4 fs5 fc3 sc0 ls0 ws0">(22 603) </div></div><div class="c x58 y3c7 w1d h3b"><div class="t m0 x25 ha y3b3 ff4 fs5 fc3 sc0 ls0 ws0">(32 146) </div></div><div class="c x10 y182 w1b h3c"><div class="t m0 x18 ha y3c8 ff5 fs5 fc3 sc0 ls0 ws0">Zwiększenie / (zmniejszenie) stanu środków pi<span class="_ _0"></span>eniężnych i </div><div class="t m0 x18 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">ekwiwalentów środków pieniężnych<span class="ff4"> </span></div></div><div class="c x57 y182 w1c h3c"><div class="t m0 x62 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">(24 955) </div></div><div class="c x58 y182 w1d h3c"><div class="t m0 x12 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">42 623<span class="ls0"> </span></div></div><div class="c x10 y3c9 w1b h23"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Środki pieniężne i ekwiwalenty środków pieniężnych  na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x57 y3c9 w1c h23"><div class="t m0 x61 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">44 482<span class="ls0"> </span></div></div><div class="c x58 y3c9 w1d h23"><div class="t m0 x5c ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 733<span class="ls0"> </span></div></div><div class="c x10 y3ca w1b h23"><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">Zyski / (straty) z tytułu różnic kursowych dotyczące wyceny środków </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">pieniężnych i ekwiwalentów środków pieniężnych<span class="ff2"> </span></div></div><div class="c x57 y3ca w1c h23"><div class="t m0 x28 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">(125) </div></div><div class="c x58 y3ca w1d h23"><div class="t m0 x5e hd y349 ff2 fs5 fc3 sc0 ls1 ws0">126<span class="ls0"> </span></div></div><div class="c x10 y3cb w1b h23"><div class="t m0 x18 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Środki pieniężne i ekwiwalenty środków pieniężnych  na koniec </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x57 y3cb w1c h23"><div class="t m0 x61 ha y366 ff4 fs5 fc3 sc0 ls1 ws0">19 402<span class="ls0"> </span></div></div><div class="c x58 y3cb w1d h23"><div class="t m0 x12 ha y366 ff4 fs5 fc3 sc0 ls1 ws0">44 482<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hb y3cc ff3 fs6 fc3 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w1f h3d" ><div class="pc pc20 w1f h3d"><img class="bi x1 y3cd w20 h3e" alt="" 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"/><div class="c x1 y1 w21 h3d"><div class="t m0 x67 ha y3ce ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok obrotowy 20<span class="ls1">21</span> </div><div class="t m0 x67 hb y3cf ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x9 y3d0 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">32<span class="ls0"> </span></div></div><div class="c x1 y1 w21 h3d"><div class="t m0 x68 h19 y3d1 ff4 fs2 fc3 sc0 lsb ws0">4.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">S<span class="ff5 fs5">PRAWOZDANIE ZE ZMIAN W KAPITALE WŁASNYM</span> </span></span></div><div class="t m0 x67 hb y3d2 ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x60 y3d3 w22 h3f"><div class="t m0 x54 ha y3d4 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c x69 y3d3 w23 h3f"><div class="t m0 x6a ha y3d5 ff5 fs5 fc3 sc0 ls0 ws0">Kapitał </div><div class="t m0 x6b ha y3d6 ff4 fs5 fc3 sc0 ls0 ws0">podstawowy </div></div><div class="c x6c y3d3 w24 h3f"><div class="t m0 x48 ha y3d7 ff5 fs5 fc3 sc0 ls0 ws0">Nadwyżka ze sprzedaży </div><div class="t m0 x3a ha y3d4 ff5 fs5 fc3 sc0 ls0 ws0">akcji powyżej ich </div><div class="t m0 x24 ha y3d8 ff5 fs5 fc3 sc0 ls0 ws0">wartości nominalnej<span class="ff4"> </span></div></div><div class="c x6d y3d3 w25 h3f"><div class="t m0 x6e ha y3d5 ff5 fs5 fc3 sc0 ls0 ws0">Kapitał         </div><div class="t m0 x4b ha y3d6 ff4 fs5 fc3 sc0 ls0 ws0">zapasowy </div></div><div class="c x6f y3d3 wa h3f"><div class="t m0 x70 ha y3d7 ff5 fs5 fc3 sc0 ls0 ws0">Kapitał rezerwowy z </div><div class="t m0 x71 ha y3d4 ff4 fs5 fc3 sc0 ls0 ws0">aktualizacji wyceny </div><div class="t m0 x61 ha y3d8 ff5 fs5 fc3 sc0 ls0 ws0">aktywów<span class="ff4"> </span></div></div><div class="c x72 y3d3 w26 h3f"><div class="t m0 x3a ha y3d5 ff4 fs5 fc3 sc0 ls0 ws0">Zysk / (strata) z lat </div><div class="t m0 x18 ha y3d6 ff5 fs5 fc3 sc0 ls0 ws0">ubiegłych i roku bieżącego<span class="ff4"> </span></div></div><div class="c x73 y3d3 w24 h3f"><div class="t m0 x5 ha y3d4 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c x60 y3d9 w22 h20"><div class="t m0 x18 ha y359 ff5 fs5 fc3 sc0 ls0 ws0">Saldo na dzień 01.01.2021 roku<span class="ff4"> </span></div></div><div class="c x69 y3d9 w23 h20"><div class="t m0 x40 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">1 750<span class="ls0"> </span></div></div><div class="c x6c y3d9 w24 h20"><div class="t m0 x74 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">8 000<span class="ls0"> </span></div></div><div class="c x6d y3d9 w25 h20"><div class="t m0 x60 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">201 009<span class="ls0"> </span></div></div><div class="c x6f y3d9 wa h20"><div class="t m0 x8 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">24 353<span class="ls0"> </span></div></div><div class="c x72 y3d9 w26 h20"><div class="t m0 x65 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">13 894<span class="ls0"> </span></div></div><div class="c x73 y3d9 w24 h20"><div class="t m0 x75 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">249 006<span class="ls0"> </span></div></div><div class="c x60 y3da w22 h23"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">Zyski / (straty) z tytułu aktualizacji wyceny </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">aktywów (akcje i udziały w spółkach zależnych)<span class="ff2"> </span></div></div><div class="c x69 y3da w23 h23"><div class="t m0 x76 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3da w24 h23"><div class="t m0 x77 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3da w25 h23"><div class="t m0 x53 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y3da wa h23"><div class="t m0 x78 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">1 777<span class="ls0"> </span></div></div><div class="c x72 y3da w26 h23"><div class="t m0 x2b hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x73 y3da w24 h23"><div class="t m0 x74 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 777<span class="ls0"> </span></div></div><div class="c x60 y3db w22 h2d"><div class="t m0 x18 hd y381 ff6 fs5 fc3 sc0 ls0 ws0">Zyski / (straty) aktuarialne dotyczące rezerw </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">na świadczenia pracownicze<span class="ff2"> </span></div></div><div class="c x69 y3db w23 h2d"><div class="t m0 x76 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3db w24 h2d"><div class="t m0 x77 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3db w25 h2d"><div class="t m0 x53 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y3db wa h2d"><div class="t m0 x56 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">(238) </div></div><div class="c x72 y3db w26 h2d"><div class="t m0 x2b hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x73 y3db w24 h2d"><div class="t m0 x54 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">(238) </div></div><div class="c x60 y3dc w22 h40"><div class="t m0 x18 hd y58 ff6 fs5 fc3 sc0 ls0 ws0">Podatek dochodowy związany z pozycjami </div><div class="t m0 x18 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">prezentowanymi w kapitale lub </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">przeniesionymi z kapitału<span class="ff2"> </span></div></div><div class="c x69 y3dc w23 h40"><div class="t m0 x76 hd y59 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3dc w24 h40"><div class="t m0 x77 hd y59 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3dc w25 h40"><div class="t m0 x53 hd y59 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y3dc wa h40"><div class="t m0 x38 hd y59 ff2 fs5 fc3 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c x72 y3dc w26 h40"><div class="t m0 x2b hd y59 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x73 y3dc w24 h40"><div class="t m0 x3 ha y59 ff4 fs5 fc3 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c x60 y3dd w22 h3b"><div class="t m0 x18 hd y3c0 ff6 fs5 fc3 sc0 ls0 ws0">Podział zysku netto<span class="ff2"> </span></div></div><div class="c x69 y3dd w23 h3b"><div class="t m0 x76 hd y3c0 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3dd w24 h3b"><div class="t m0 x77 hd y3c0 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3dd w25 h3b"><div class="t m0 x67 hd y3c0 ff2 fs5 fc3 sc0 ls1 ws0">11 094<span class="ls0"> </span></div></div><div class="c x6f y3dd wa h3b"><div class="t m0 x79 hd y3c0 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x72 y3dd w26 h3b"><div class="t m0 x63 hd y3c0 ff2 fs5 fc3 sc0 ls0 ws0">(11 094) </div></div><div class="c x73 y3dd w24 h3b"><div class="t m0 xc ha y3c0 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x60 y3de w22 h41"><div class="t m0 x18 hd ya ff2 fs5 fc3 sc0 ls0 ws0">Zysk / (strata) za rok obrotowy </div></div><div class="c x69 y3de w23 h41"><div class="t m0 x76 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3de w24 h41"><div class="t m0 x77 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3de w25 h41"><div class="t m0 x53 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y3de wa h41"><div class="t m0 x79 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x72 y3de w26 h41"><div class="t m0 x3e hd ya ff2 fs5 fc3 sc0 ls1 ws0">106 419<span class="ls0"> </span></div></div><div class="c x73 y3de w24 h41"><div class="t m0 x75 ha ya ff4 fs5 fc3 sc0 ls1 ws0">106 419<span class="ls0"> </span></div></div><div class="c x60 y3df w22 h42"><div class="t m0 x18 hd y3e0 ff2 fs5 fc3 sc0 ls0 ws0">Dywidendy </div></div><div class="c x69 y3df w23 h42"><div class="t m0 x76 hd y3e0 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3df w24 h42"><div class="t m0 x77 hd y3e0 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3df w25 h42"><div class="t m0 x53 hd y3e0 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y3df wa h42"><div class="t m0 x79 hd y3e0 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x72 y3df w26 h42"><div class="t m0 x59 hd y3e0 ff2 fs5 fc3 sc0 ls0 ws0">(2 800) </div></div><div class="c x73 y3df w24 h42"><div class="t m0 x3f ha y3e0 ff4 fs5 fc3 sc0 ls0 ws0">(2 800) </div></div><div class="c x60 y3e1 w22 h25"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Saldo na dzień 31.12.2021 roku<span class="ff4"> </span></div></div><div class="c x69 y3e1 w23 h25"><div class="t m0 x40 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">1 750<span class="ls0"> </span></div></div><div class="c x6c y3e1 w24 h25"><div class="t m0 x74 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">8 000<span class="ls0"> </span></div></div><div class="c x6d y3e1 w25 h25"><div class="t m0 x60 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">212 103<span class="ls0"> </span></div></div><div class="c x6f y3e1 wa h25"><div class="t m0 x8 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">25 937<span class="ls0"> </span></div></div><div class="c x72 y3e1 w26 h25"><div class="t m0 x3e ha y340 ff4 fs5 fc3 sc0 ls1 ws0">106 419<span class="ls0"> </span></div></div><div class="c x73 y3e1 w24 h25"><div class="t m0 x75 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">354 209<span class="ls0"> </span></div></div><div class="c x7a y3e2 w27 h37"><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x69 y3e2 w28 h37"><div class="t m0 x76 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3e2 w29 h37"><div class="t m0 x77 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3e2 w2a h37"><div class="t m0 x53 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y3e2 w2b h37"><div class="t m0 x79 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x72 y3e2 w2c h37"><div class="t m0 x2b ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x73 y3e2 w29 h37"><div class="t m0 x77 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x7a y3e3 w22 h28"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Saldo na dzień 01.01.2020 roku<span class="ff4"> </span></div></div><div class="c x69 y3e3 w23 h28"><div class="t m0 x40 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">1 750<span class="ls0"> </span></div></div><div class="c x6c y3e3 w24 h28"><div class="t m0 x74 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">8 000<span class="ls0"> </span></div></div><div class="c x6d y3e3 w25 h28"><div class="t m0 x7a ha y340 ff4 fs5 fc3 sc0 ls1 ws0">187 094<span class="ls0"> </span></div></div><div class="c x6f y3e3 wa h28"><div class="t m0 x8 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">26 204<span class="ls0"> </span></div></div><div class="c x72 y3e3 w26 h28"><div class="t m0 x65 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">15 140<span class="ls0"> </span></div></div><div class="c x73 y3e3 w24 h28"><div class="t m0 x75 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">238 188<span class="ls0"> </span></div></div><div class="c x7a y3e4 w22 h23"><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">Zyski / (straty) z tytułu aktualizacji wyceny </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">aktywów<span class="ff2"> </span>(akcje i udziały w spółkach zależnych)<span class="ff2"> </span></div></div><div class="c x69 y3e4 w23 h23"><div class="t m0 x76 hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3e4 w24 h23"><div class="t m0 x77 hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3e4 w25 h23"><div class="t m0 x53 hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y3e4 wa h23"><div class="t m0 x0 hd y366 ff2 fs5 fc3 sc0 ls0 ws0">(1 776) </div></div><div class="c x72 y3e4 w26 h23"><div class="t m0 x2b hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x73 y3e4 w24 h23"><div class="t m0 x3f ha y366 ff4 fs5 fc3 sc0 ls0 ws0">(1 776) </div></div><div class="c x7a y180 w22 h2e"><div class="t m0 x18 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">Zyski / (straty) aktuarialne <span class="ff6">dotyczące rezerw </span></div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">na świadczenia pracownicze<span class="ff2"> </span></div></div><div class="c x69 y180 w23 h2e"><div class="t m0 x76 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y180 w24 h2e"><div class="t m0 x77 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y180 w25 h2e"><div class="t m0 x53 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y180 wa h2e"><div class="t m0 x7b hd y349 ff2 fs5 fc3 sc0 ls0 ws0">(92) </div></div><div class="c x72 y180 w26 h2e"><div class="t m0 x2b hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x73 y180 w24 h2e"><div class="t m0 x7c ha y349 ff4 fs5 fc3 sc0 ls0 ws0">(92) </div></div><div class="c x7a y3e5 w22 h43"><div class="t m0 x18 hd y58 ff6 fs5 fc3 sc0 ls0 ws0">Podatek dochodowy związany z pozycjami </div><div class="t m0 x18 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">prezentowanymi w kapitale lub </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">przeniesionymi z kapitału<span class="ff2"> </span></div></div><div class="c x69 y3e5 w23 h43"><div class="t m0 x76 hd y347 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3e5 w24 h43"><div class="t m0 x77 hd y347 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3e5 w25 h43"><div class="t m0 x53 hd y347 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y3e5 wa h43"><div class="t m0 x38 hd y347 ff2 fs5 fc3 sc0 ls1 ws0">17<span class="ls0"> </span></div></div><div class="c x72 y3e5 w26 h43"><div class="t m0 x2b hd y347 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x73 y3e5 w24 h43"><div class="t m0 x3 ha y347 ff4 fs5 fc3 sc0 ls1 ws0">17<span class="ls0"> </span></div></div><div class="c x7a y3e6 w22 h41"><div class="t m0 x18 hd ya ff6 fs5 fc3 sc0 ls0 ws0">Podział zysku netto<span class="ff2"> </span></div></div><div class="c x69 y3e6 w23 h41"><div class="t m0 x76 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3e6 w24 h41"><div class="t m0 x77 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3e6 w25 h41"><div class="t m0 x67 hd ya ff2 fs5 fc3 sc0 ls1 ws0">13 915<span class="ls0"> </span></div></div><div class="c x6f y3e6 wa h41"><div class="t m0 x79 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x72 y3e6 w26 h41"><div class="t m0 x63 hd ya ff2 fs5 fc3 sc0 ls0 ws0">(13 915) </div></div><div class="c x73 y3e6 w24 h41"><div class="t m0 xc ha ya ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x7a y3e7 w22 h42"><div class="t m0 x18 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0">Zysk / (strata) za rok obrotowy </div></div><div class="c x69 y3e7 w23 h42"><div class="t m0 x76 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3e7 w24 h42"><div class="t m0 x77 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3e7 w25 h42"><div class="t m0 x53 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y3e7 wa h42"><div class="t m0 x79 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x72 y3e7 w26 h42"><div class="t m0 x65 hd y3bc ff2 fs5 fc3 sc0 ls1 ws0">13 894<span class="ls0"> </span></div></div><div class="c x73 y3e7 w24 h42"><div class="t m0 x43 ha y3bc ff4 fs5 fc3 sc0 ls1 ws0">13 894<span class="ls0"> </span></div></div><div class="c x7a y3e8 w22 h42"><div class="t m0 x18 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0">Dywidendy </div></div><div class="c x69 y3e8 w23 h42"><div class="t m0 x76 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6c y3e8 w24 h42"><div class="t m0 x77 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6d y3e8 w25 h42"><div class="t m0 x53 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y3e8 wa h42"><div class="t m0 x79 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x72 y3e8 w26 h42"><div class="t m0 x59 hd y3bc ff2 fs5 fc3 sc0 ls0 ws0">(1 225) </div></div><div class="c x73 y3e8 w24 h42"><div class="t m0 x3f ha y3bc ff4 fs5 fc3 sc0 ls0 ws0">(1 225) </div></div><div class="c x7a y3e9 w22 h28"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Saldo na dzień 31.12.2020 roku<span class="ff4"> </span></div></div><div class="c x69 y3e9 w23 h28"><div class="t m0 x40 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">1 750<span class="ls0"> </span></div></div><div class="c x6c y3e9 w24 h28"><div class="t m0 x74 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">8 000<span class="ls0"> </span></div></div><div class="c x6d y3e9 w25 h28"><div class="t m0 x7a ha y340 ff4 fs5 fc3 sc0 ls1 ws0">201 009<span class="ls0"> </span></div></div><div class="c x6f y3e9 wa h28"><div class="t m0 x8 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">24 353<span class="ls0"> </span></div></div><div class="c x72 y3e9 w26 h28"><div class="t m0 x65 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">13 894<span class="ls0"> </span></div></div><div class="c x73 y3e9 w24 h28"><div class="t m0 x75 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">249 006<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x1 y3cd w5 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3eb ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x9 y3d0 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">33<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2a h19 y3ec ff4 fs2 fc3 sc0 lsb ws0">5.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">R<span class="ff5 fs5">ZECZOWE AKTYWA TRWAŁE <span class="fs2">–</span><span class="ff4"> NOTA NR </span></span>1 </span></span></div></div><div class="c x10 y3ed w2d h44"><div class="t m0 x7d ha y34b ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do 31.12.2021 </div></div><div class="c x10 y3ee w2e h23"><div class="t m0 x64 ha y349 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c x7e y3ee w2f h23"><div class="t m0 x18 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">Grunty </div></div><div class="c x7f y3ee w30 h23"><div class="t m0 x23 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">Budynki i </div><div class="t m0 x80 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">budowle </div></div><div class="c x81 y3ee w31 h23"><div class="t m0 x26 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Środki </div><div class="t m0 x4a ha y348 ff4 fs5 fc3 sc0 ls0 ws0">transportu </div></div><div class="c x82 y3ee we h23"><div class="t m0 x83 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">Maszyny i </div><div class="t m0 x23 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">Urządzenia<span class="ff4"> </span></div></div><div class="c x84 y3ee w32 h23"><div class="t m0 x49 ha y349 ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe<span class="ff4"> </span></div></div><div class="c x85 y3ee w33 h23"><div class="t m0 x86 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c x10 y3ef w34 h23"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartość brutto na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x7e y3ef w2f h23"><div class="t m0 x4a ha y349 ff4 fs5 fc3 sc0 ls1 ws0">10 406<span class="ls0"> </span></div></div><div class="c x7f y3ef w30 h23"><div class="t m0 x6e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">96 386<span class="ls0"> </span></div></div><div class="c x81 y3ef w31 h23"><div class="t m0 x6a ha y349 ff4 fs5 fc3 sc0 ls1 ws0">9 034<span class="ls0"> </span></div></div><div class="c x82 y3ef we h23"><div class="t m0 x1d ha y349 ff4 fs5 fc3 sc0 ls1 ws0">31 082<span class="ls0"> </span></div></div><div class="c x84 y3ef w32 h23"><div class="t m0 x1c ha y349 ff4 fs5 fc3 sc0 ls1 ws0">10 526<span class="ls0"> </span></div></div><div class="c x85 y3ef w33 h23"><div class="t m0 x12 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">157 434<span class="ls0"> </span></div></div><div class="c x10 y3f0 w34 h23"><div class="t m0 x18 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Wartość brutto na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu (po korektach) </div></div><div class="c x7e y3f0 w2f h23"><div class="t m0 x4a ha y366 ff4 fs5 fc3 sc0 ls1 ws0">10 406<span class="ls0"> </span></div></div><div class="c x7f y3f0 w30 h23"><div class="t m0 x6e ha y366 ff4 fs5 fc3 sc0 ls1 ws0">96 386<span class="ls0"> </span></div></div><div class="c x81 y3f0 w31 h23"><div class="t m0 x6a ha y366 ff4 fs5 fc3 sc0 ls1 ws0">9 034<span class="ls0"> </span></div></div><div class="c x82 y3f0 we h23"><div class="t m0 x1d ha y366 ff4 fs5 fc3 sc0 ls1 ws0">31 082<span class="ls0"> </span></div></div><div class="c x84 y3f0 w32 h23"><div class="t m0 x1c ha y366 ff4 fs5 fc3 sc0 ls1 ws0">10 526<span class="ls0"> </span></div></div><div class="c x85 y3f0 w33 h23"><div class="t m0 x12 ha y366 ff4 fs5 fc3 sc0 ls1 ws0">157 434<span class="ls0"> </span></div></div><div class="c x10 y3f1 w34 h45"><div class="t m0 x46 ha y5f ff5 fs5 fc3 sc0 ls0 ws0">Zwiększenia<span class="ff4"> </span></div></div><div class="c x7e y3f1 w2f h45"><div class="t m0 x21 ha y5f ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x7f y3f1 w30 h45"><div class="t m0 x62 ha y5f ff4 fs5 fc3 sc0 ls1 ws0">215<span class="ls0"> </span></div></div><div class="c x81 y3f1 w31 h45"><div class="t m0 x6a ha y5f ff4 fs5 fc3 sc0 ls1 ws0">1 127<span class="ls0"> </span></div></div><div class="c x82 y3f1 we h45"><div class="t m0 x1e ha y5f ff4 fs5 fc3 sc0 ls1 ws0">3 239<span class="ls0"> </span></div></div><div class="c x84 y3f1 w32 h45"><div class="t m0 x68 ha y5f ff4 fs5 fc3 sc0 ls1 ws0">630<span class="ls0"> </span></div></div><div class="c x85 y3f1 w33 h45"><div class="t m0 x87 ha y5f ff4 fs5 fc3 sc0 ls1 ws0">5 211<span class="ls0"> </span></div></div><div class="c x10 y3f2 w34 h37"><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- nabycie </div></div><div class="c x7e y3f2 w2f h37"><div class="t m0 x21 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x7f y3f2 w30 h37"><div class="t m0 x28 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x81 y3f2 w31 h37"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">325<span class="ls0"> </span></div></div><div class="c x82 y3f2 we h37"><div class="t m0 x61 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">872<span class="ls0"> </span></div></div><div class="c x84 y3f2 w32 h37"><div class="t m0 x68 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">269<span class="ls0"> </span></div></div><div class="c x85 y3f2 w33 h37"><div class="t m0 x87 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">1 466<span class="ls0"> </span></div></div><div class="c x10 y3f3 w34 h34"><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- leasing </div></div><div class="c x7e y3f3 w2f h34"><div class="t m0 x21 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x7f y3f3 w30 h34"><div class="t m0 x60 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">62<span class="ls0"> </span></div></div><div class="c x81 y3f3 w31 h34"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">735<span class="ls0"> </span></div></div><div class="c x82 y3f3 we h34"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">2 142<span class="ls0"> </span></div></div><div class="c x84 y3f3 w32 h34"><div class="t m0 x68 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">318<span class="ls0"> </span></div></div><div class="c x85 y3f3 w33 h34"><div class="t m0 x87 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">3 257<span class="ls0"> </span></div></div><div class="c x10 y3f4 w34 h34"><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- inne </div></div><div class="c x7e y3f4 w2f h34"><div class="t m0 x21 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x7f y3f4 w30 h34"><div class="t m0 x62 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">153<span class="ls0"> </span></div></div><div class="c x81 y3f4 w31 h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">67<span class="ls0"> </span></div></div><div class="c x82 y3f4 we h34"><div class="t m0 x61 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">225<span class="ls0"> </span></div></div><div class="c x84 y3f4 w32 h34"><div class="t m0 x5f hd y348 ff2 fs5 fc3 sc0 ls1 ws0">43<span class="ls0"> </span></div></div><div class="c x85 y3f4 w33 h34"><div class="t m0 x50 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">488<span class="ls0"> </span></div></div><div class="c x10 y3f5 w34 h45"><div class="t m0 x46 ha y3f6 ff4 fs5 fc3 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x7e y3f5 w2f h45"><div class="t m0 x21 ha y3f6 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x7f y3f5 w30 h45"><div class="t m0 x28 ha y3f6 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x81 y3f5 w31 h45"><div class="t m0 x1e ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">983<span class="ls0"> </span></div></div><div class="c x82 y3f5 we h45"><div class="t m0 x61 ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">431<span class="ls0"> </span></div></div><div class="c x84 y3f5 w32 h45"><div class="t m0 x5f ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">56<span class="ls0"> </span></div></div><div class="c x85 y3f5 w33 h45"><div class="t m0 x87 ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">1 470<span class="ls0"> </span></div></div><div class="c x10 y3f7 w34 h34"><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">sprzedaż</span> </div></div><div class="c x7e y3f7 w2f h34"><div class="t m0 x21 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x7f y3f7 w30 h34"><div class="t m0 x28 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x81 y3f7 w31 h34"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">701<span class="ls0"> </span></div></div><div class="c x82 y3f7 we h34"><div class="t m0 x61 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">273<span class="ls0"> </span></div></div><div class="c x84 y3f7 w32 h34"><div class="t m0 x3c hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x85 y3f7 w33 h34"><div class="t m0 x50 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">974<span class="ls0"> </span></div></div><div class="c x10 y3f8 w34 h37"><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- likwidacja </div></div><div class="c x7e y3f8 w2f h37"><div class="t m0 x21 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x7f y3f8 w30 h37"><div class="t m0 x28 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x81 y3f8 w31 h37"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">233<span class="ls0"> </span></div></div><div class="c x82 y3f8 we h37"><div class="t m0 x61 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">158<span class="ls0"> </span></div></div><div class="c x84 y3f8 w32 h37"><div class="t m0 x5f hd y348 ff2 fs5 fc3 sc0 ls1 ws0">56<span class="ls0"> </span></div></div><div class="c x85 y3f8 w33 h37"><div class="t m0 x50 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">447<span class="ls0"> </span></div></div><div class="c x10 yfd w34 h34"><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- inne </div></div><div class="c x7e yfd w2f h34"><div class="t m0 x21 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x7f yfd w30 h34"><div class="t m0 x28 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x81 yfd w31 h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">49<span class="ls0"> </span></div></div><div class="c x82 yfd we h34"><div class="t m0 x5c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x84 yfd w32 h34"><div class="t m0 x3c hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x85 yfd w33 h34"><div class="t m0 x88 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">49<span class="ls0"> </span></div></div><div class="c x10 y3f9 w34 h45"><div class="t m0 x18 ha y3f6 ff5 fs5 fc3 sc0 ls0 ws0">Wartość brutto na koniec <span class="ff4">okresu </span></div></div><div class="c x7e y3f9 w2f h45"><div class="t m0 x4a ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">10 406<span class="ls0"> </span></div></div><div class="c x7f y3f9 w30 h45"><div class="t m0 x6e ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">96 601<span class="ls0"> </span></div></div><div class="c x81 y3f9 w31 h45"><div class="t m0 x6a ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">9 178<span class="ls0"> </span></div></div><div class="c x82 y3f9 we h45"><div class="t m0 x1d ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">33 890<span class="ls0"> </span></div></div><div class="c x84 y3f9 w32 h45"><div class="t m0 x1c ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">11 100<span class="ls0"> </span></div></div><div class="c x85 y3f9 w33 h45"><div class="t m0 x12 ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">161 175<span class="ls0"> </span></div></div><div class="c x10 y3fa w34 h2d"><div class="t m0 x18 ha y381 ff5 fs5 fc3 sc0 ls0 ws0">Wartość umorzenia na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x7e y3fa w2f h2d"><div class="t m0 x4b ha y366 ff4 fs5 fc3 sc0 ls1 ws0">279<span class="ls0"> </span></div></div><div class="c x7f y3fa w30 h2d"><div class="t m0 x6e ha y366 ff4 fs5 fc3 sc0 ls1 ws0">25 170<span class="ls0"> </span></div></div><div class="c x81 y3fa w31 h2d"><div class="t m0 x6a ha y366 ff4 fs5 fc3 sc0 ls1 ws0">5 322<span class="ls0"> </span></div></div><div class="c x82 y3fa we h2d"><div class="t m0 x1d ha y366 ff4 fs5 fc3 sc0 ls1 ws0">14 471<span class="ls0"> </span></div></div><div class="c x84 y3fa w32 h2d"><div class="t m0 x25 ha y366 ff4 fs5 fc3 sc0 ls1 ws0">4 502<span class="ls0"> </span></div></div><div class="c x85 y3fa w33 h2d"><div class="t m0 x5c ha y366 ff4 fs5 fc3 sc0 ls1 ws0">49 744<span class="ls0"> </span></div></div><div class="c x10 y2b2 w34 h23"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartość umorzenia na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu  (po korektach) </div></div><div class="c x7e y2b2 w2f h23"><div class="t m0 x4b ha y349 ff4 fs5 fc3 sc0 ls1 ws0">279<span class="ls0"> </span></div></div><div class="c x7f y2b2 w30 h23"><div class="t m0 x6e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">25 170<span class="ls0"> </span></div></div><div class="c x81 y2b2 w31 h23"><div class="t m0 x6a ha y349 ff4 fs5 fc3 sc0 ls1 ws0">5 322<span class="ls0"> </span></div></div><div class="c x82 y2b2 we h23"><div class="t m0 x1d ha y349 ff4 fs5 fc3 sc0 ls1 ws0">14 471<span class="ls0"> </span></div></div><div class="c x84 y2b2 w32 h23"><div class="t m0 x25 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">4 502<span class="ls0"> </span></div></div><div class="c x85 y2b2 w33 h23"><div class="t m0 x5c ha y349 ff4 fs5 fc3 sc0 ls1 ws0">49 744<span class="ls0"> </span></div></div><div class="c x10 y3fb w34 h46"><div class="t m0 x46 hd y3fc ff2 fs5 fc3 sc0 ls0 ws0">amortyzacja za okres </div></div><div class="c x7e y3fb w2f h46"><div class="t m0 x71 hd y3fc ff2 fs5 fc3 sc0 ls1 ws0">51<span class="ls0"> </span></div></div><div class="c x7f y3fb w30 h46"><div class="t m0 x21 hd y3fc ff2 fs5 fc3 sc0 ls1 ws0">2 736<span class="ls0"> </span></div></div><div class="c x81 y3fb w31 h46"><div class="t m0 x1e hd y3fc ff2 fs5 fc3 sc0 ls1 ws0">255<span class="ls0"> </span></div></div><div class="c x82 y3fb we h46"><div class="t m0 x1e hd y3fc ff2 fs5 fc3 sc0 ls1 ws0">1 423<span class="ls0"> </span></div></div><div class="c x84 y3fb w32 h46"><div class="t m0 x68 hd y3fc ff2 fs5 fc3 sc0 ls1 ws0">312<span class="ls0"> </span></div></div><div class="c x85 y3fb w33 h46"><div class="t m0 x87 ha y3fc ff4 fs5 fc3 sc0 ls1 ws0">4 777<span class="ls0"> </span></div></div><div class="c x10 y3fd w34 h23"><div class="t m0 x46 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">amortyzacja środków w leasingu </div><div class="t m0 x46 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">za okres </div></div><div class="c x7e y3fd w2f h23"><div class="t m0 x71 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">96<span class="ls0"> </span></div></div><div class="c x7f y3fd w30 h23"><div class="t m0 x62 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">112<span class="ls0"> </span></div></div><div class="c x81 y3fd w31 h23"><div class="t m0 x1e hd y349 ff2 fs5 fc3 sc0 ls1 ws0">862<span class="ls0"> </span></div></div><div class="c x82 y3fd we h23"><div class="t m0 x61 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">897<span class="ls0"> </span></div></div><div class="c x84 y3fd w32 h23"><div class="t m0 x5f hd y349 ff2 fs5 fc3 sc0 ls1 ws0">32<span class="ls0"> </span></div></div><div class="c x85 y3fd w33 h23"><div class="t m0 x87 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 999<span class="ls0"> </span></div></div><div class="c x10 y3fe w34 h46"><div class="t m0 x46 hd y379 ff6 fs5 fc3 sc0 ls0 ws0">inne zwiększenia<span class="ff2"> </span></div></div><div class="c x7e y3fe w2f h46"><div class="t m0 x21 hd y379 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x7f y3fe w30 h46"><div class="t m0 x28 hd y379 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x81 y3fe w31 h46"><div class="t m0 x89 hd y379 ff2 fs5 fc3 sc0 ls0 ws0">1 </div></div><div class="c x82 y3fe we h46"><div class="t m0 x5c hd y379 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x84 y3fe w32 h46"><div class="t m0 x52 hd y379 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x85 y3fe w33 h46"><div class="t m0 x8a hd y379 ff2 fs5 fc3 sc0 ls0 ws0">1 </div></div><div class="c x10 y3ff w34 h34"><div class="t m0 x46 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">zmniejszenia </div></div><div class="c x7e y3ff w2f h34"><div class="t m0 x21 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x7f y3ff w30 h34"><div class="t m0 x28 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x81 y3ff w31 h34"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">879<span class="ls0"> </span></div></div><div class="c x82 y3ff we h34"><div class="t m0 x61 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">427<span class="ls0"> </span></div></div><div class="c x84 y3ff w32 h34"><div class="t m0 x5f hd y348 ff2 fs5 fc3 sc0 ls1 ws0">56<span class="ls0"> </span></div></div><div class="c x85 y3ff w33 h34"><div class="t m0 x87 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">1 362<span class="ls0"> </span></div></div><div class="c x10 y400 w34 h23"><div class="t m0 x18 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Wartość umorzenia na koniec </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x7e y400 w2f h23"><div class="t m0 x4b ha y349 ff4 fs5 fc3 sc0 ls1 ws0">426<span class="ls0"> </span></div></div><div class="c x7f y400 w30 h23"><div class="t m0 x6e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">28 018<span class="ls0"> </span></div></div><div class="c x81 y400 w31 h23"><div class="t m0 x6a ha y349 ff4 fs5 fc3 sc0 ls1 ws0">5 561<span class="ls0"> </span></div></div><div class="c x82 y400 we h23"><div class="t m0 x1d ha y349 ff4 fs5 fc3 sc0 ls1 ws0">16 364<span class="ls0"> </span></div></div><div class="c x84 y400 w32 h23"><div class="t m0 x25 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">4 790<span class="ls0"> </span></div></div><div class="c x85 y400 w33 h23"><div class="t m0 x5c ha y349 ff4 fs5 fc3 sc0 ls1 ws0">55 159<span class="ls0"> </span></div></div><div class="c x10 y401 w34 h40"><div class="t m0 x18 hd y58 ff6 fs5 fc3 sc0 ls0 ws0">Wartość uwzględniająca <span class="ff2">umorzenie </span></div><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">i odpis z tytułu utraty wartości na </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">koniec okresu </div></div><div class="c x7e y401 w2f h40"><div class="t m0 x4b hd y347 ff2 fs5 fc3 sc0 ls1 ws0">426<span class="ls0"> </span></div></div><div class="c x7f y401 w30 h40"><div class="t m0 x6e hd y347 ff2 fs5 fc3 sc0 ls1 ws0">28 018<span class="ls0"> </span></div></div><div class="c x81 y401 w31 h40"><div class="t m0 x6a hd y347 ff2 fs5 fc3 sc0 ls1 ws0">5 561<span class="ls0"> </span></div></div><div class="c x82 y401 we h40"><div class="t m0 x1d hd y347 ff2 fs5 fc3 sc0 ls1 ws0">16 364<span class="ls0"> </span></div></div><div class="c x84 y401 w32 h40"><div class="t m0 x25 hd y347 ff2 fs5 fc3 sc0 ls1 ws0">4 790<span class="ls0"> </span></div></div><div class="c x85 y401 w33 h40"><div class="t m0 x5c hd y347 ff2 fs5 fc3 sc0 ls1 ws0">55 159<span class="ls0"> </span></div></div><div class="c x10 y402 w34 h45"><div class="t m0 x18 ha y5f ff5 fs5 fc3 sc0 ls0 ws0">Wartość netto na koniec okresu<span class="ff4"> </span></div></div><div class="c x7e y402 w2f h45"><div class="t m0 x80 ha y5f ff4 fs5 fc3 sc0 ls1 ws0">9 980<span class="ls0"> </span></div></div><div class="c x7f y402 w30 h45"><div class="t m0 x6e ha y5f ff4 fs5 fc3 sc0 ls1 ws0">68 583<span class="ls0"> </span></div></div><div class="c x81 y402 w31 h45"><div class="t m0 x6a ha y5f ff4 fs5 fc3 sc0 ls1 ws0">3 617<span class="ls0"> </span></div></div><div class="c x82 y402 we h45"><div class="t m0 x1d ha y5f ff4 fs5 fc3 sc0 ls1 ws0">17 526<span class="ls0"> </span></div></div><div class="c x84 y402 w32 h45"><div class="t m0 x25 ha y5f ff4 fs5 fc3 sc0 ls1 ws0">6 310<span class="ls0"> </span></div></div><div class="c x85 y402 w33 h45"><div class="t m0 x12 ha y5f ff4 fs5 fc3 sc0 ls1 ws0">106 016<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hb y403 ff3 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y404 ff2 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y405 w35 h47"><div class="t m0 x18 hd ya ff2 fs5 fc3 sc0 ls1 ws0">1.<span class="ls0"> </span></div></div><div class="c x77 y405 w36 h47"><div class="t m0 x18 hd ya ff6 fs5 fc3 sc0 ls0 ws0">Wartość inwestycji rozpoczętych:<span class="ff2"> </span></div></div><div class="c x8b y405 w37 h47"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8c y405 w38 h47"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8d y405 w38 h47"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8e y405 w37 h47"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y405 w38 h47"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8f y405 w39 h47"><div class="t m0 x62 hd ya ff2 fs5 fc3 sc0 ls1 ws0">206<span class="ls0">  </span></div></div><div class="c x10 y406 w35 h48"><div class="t m0 x18 hd ya ff2 fs5 fc3 sc0 ls1 ws0">2.<span class="ls0"> </span></div></div><div class="c x77 y406 w36 h48"><div class="t m0 x18 hd ya ff2 fs5 fc3 sc0 ls0 ws0">Zaliczki przekazane na zakup <span class="ff6">środków trwałych:</span> </div></div><div class="c x8b y406 w37 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8c y406 w38 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8d y406 w38 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8e y406 w37 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y406 w38 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8f y406 w39 h48"><div class="t m0 x60 hd ya ff2 fs5 fc3 sc0 ls1 ws0">66<span class="ls0">  </span></div></div><div class="c x10 y407 w35 h48"><div class="t m0 x18 hd ya ff2 fs5 fc3 sc0 ls1 ws0">3.<span class="ls0"> </span></div></div><div class="c x77 y407 w36 h48"><div class="t m0 x18 hd ya ff2 fs5 fc3 sc0 ls0 ws0">Hipoteki: </div></div><div class="c x8b y407 w37 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8c y407 w38 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8d y407 w38 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8e y407 w37 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y407 w38 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8f y407 w39 h48"><div class="t m0 x1f hd ya ff2 fs5 fc3 sc0 ls1 ws0">45 000<span class="ls0">  </span></div></div><div class="c x10 y408 w35 h48"><div class="t m0 x18 hd ya ff2 fs5 fc3 sc0 ls1 ws0">4.<span class="ls0"> </span></div></div><div class="c x77 y408 w36 h48"><div class="t m0 x18 hd ya ff6 fs5 fc3 sc0 ls0 ws0">Zastaw na środkach trwałych:<span class="ff2"> </span></div></div><div class="c x8b y408 w37 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8c y408 w38 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8d y408 w38 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8e y408 w37 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y408 w38 h48"><div class="t m0 x25 hd ya ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8f y408 w39 h48"><div class="t m0 x1f hd ya ff2 fs5 fc3 sc0 ls1 ws0">12 206<span class="ls0">  </span></div></div><div class="c x10 y409 w35 h48"><div class="t m0 x18 hd ya ff2 fs5 fc3 sc0 ls1 ws0">5.<span class="ls0"> </span></div></div><div class="c x77 y409 w3a h48"><div class="t m0 x18 hd ya ff6 fs5 fc3 sc0 ls0 ws0">Wartość bilansowa netto aktywów będących na dzień 31.12.20<span class="ff2">21</span>r. przedmiotem leasingu, z podziałem na grupy wg KŚT:<span class="ff2"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y40a ff2 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y40b w3b h20"><div class="t m0 x4d ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Grupa wg KŚT<span class="ff4"> </span></div></div><div class="c x90 y40b w3c h20"><div class="t m0 x26 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">wartość brutto<span class="ff4"> </span></div></div><div class="c x91 y40b w3d h20"><div class="t m0 x71 ha y340 ff4 fs5 fc3 sc0 ls0 ws0">umorzenie </div></div><div class="c x84 y40b w3e h20"><div class="t m0 x27 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">wartość netto<span class="ff4"> </span></div></div><div class="c x10 y40c w3b h37"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  0 </div></div><div class="c x90 y40c w3c h37"><div class="t m0 x52 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">6 818<span class="ls0"> </span></div></div><div class="c x91 y40c w3d h37"><div class="t m0 x41 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">275<span class="ls0"> </span></div></div><div class="c x84 y40c w3e h37"><div class="t m0 x92 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">6 543<span class="ls0"> </span></div></div><div class="c x10 y40d w3b h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  I </div></div><div class="c x90 y40d w3c h34"><div class="t m0 x66 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">185<span class="ls0"> </span></div></div><div class="c x91 y40d w3d h34"><div class="t m0 x41 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">185<span class="ls0"> </span></div></div><div class="c x84 y40d w3e h34"><div class="t m0 x0 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x10 y40e w3b h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  II </div></div><div class="c x90 y40e w3c h34"><div class="t m0 x63 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x91 y40e w3d h34"><div class="t m0 x3e hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x84 y40e w3e h34"><div class="t m0 x0 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x10 y40f w3b h37"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  III </div></div><div class="c x90 y40f w3c h37"><div class="t m0 x63 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x91 y40f w3d h37"><div class="t m0 x3e hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x84 y40f w3e h37"><div class="t m0 x0 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x10 y410 w3b h37"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  IV </div></div><div class="c x90 y410 w3c h37"><div class="t m0 x66 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">905<span class="ls0"> </span></div></div><div class="c x91 y410 w3d h37"><div class="t m0 x41 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">442<span class="ls0"> </span></div></div><div class="c x84 y410 w3e h37"><div class="t m0 x93 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">463<span class="ls0"> </span></div></div><div class="c x10 y411 w3b h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  V </div></div><div class="c x90 y411 w3c h34"><div class="t m0 x52 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">2 754<span class="ls0"> </span></div></div><div class="c x91 y411 w3d h34"><div class="t m0 x41 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">175<span class="ls0"> </span></div></div><div class="c x84 y411 w3e h34"><div class="t m0 x92 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">2 579<span class="ls0"> </span></div></div><div class="c x10 y412 w3b h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  VI  </div></div><div class="c x90 y412 w3c h34"><div class="t m0 x52 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">5 991<span class="ls0"> </span></div></div><div class="c x91 y412 w3d h34"><div class="t m0 x94 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">1 783<span class="ls0"> </span></div></div><div class="c x84 y412 w3e h34"><div class="t m0 x92 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">4 208<span class="ls0"> </span></div></div><div class="c x10 yea w3b h37"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa VII </div></div><div class="c x90 yea w3c h37"><div class="t m0 x52 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">4 645<span class="ls0"> </span></div></div><div class="c x91 yea w3d h37"><div class="t m0 x94 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">1 939<span class="ls0"> </span></div></div><div class="c x84 yea w3e h37"><div class="t m0 x92 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">2 706<span class="ls0"> </span></div></div><div class="c x10 y413 w3b h49"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa VIII </div></div><div class="c x90 y413 w3c h49"><div class="t m0 x66 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">318<span class="ls0"> </span></div></div><div class="c x91 y413 w3d h49"><div class="t m0 x3f hd y348 ff2 fs5 fc3 sc0 ls1 ws0">32<span class="ls0"> </span></div></div><div class="c x84 y413 w3e h49"><div class="t m0 x93 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">286<span class="ls0"> </span></div></div><div class="c x10 y414 w3b h34"><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c x90 y414 w3c h34"><div class="t m0 x95 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">21 616<span class="ls0"> </span></div></div><div class="c x91 y414 w3d h34"><div class="t m0 x94 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">4 831<span class="ls0"> </span></div></div><div class="c x84 y414 w3e h34"><div class="t m0 x66 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">16 785<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y415 ff2 fs6 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi xd y416 w7 h4a" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3eb ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y417 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">34<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y418 ff2 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y419 w3f h42"><div class="t m0 x96 ha y3e0 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do 31.12.2020 </div></div><div class="c x10 y41a w2e h2d"><div class="t m0 x64 ha y349 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c x7e y41a w40 h2d"><div class="t m0 x23 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">Grunty </div></div><div class="c x97 y41a we h2d"><div class="t m0 x24 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">Budynki i </div><div class="t m0 x14 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">budowle </div></div><div class="c x98 y41a wd h2d"><div class="t m0 x4b ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Środki </div><div class="t m0 x46 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">transportu </div></div><div class="c x99 y41a w41 h2d"><div class="t m0 x48 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">Maszyny i </div><div class="t m0 x18 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">Urządzenia<span class="ff4"> </span></div></div><div class="c x9a y41a wb h2d"><div class="t m0 x83 ha y349 ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe<span class="ff4"> </span></div></div><div class="c x9b y41a we h2d"><div class="t m0 x16 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c x10 y41b w34 h23"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartość brutto na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x7e y41b w40 h23"><div class="t m0 x3a ha y349 ff4 fs5 fc3 sc0 ls1 ws0">9 503<span class="ls0"> </span></div></div><div class="c x97 y41b we h23"><div class="t m0 x1d ha y349 ff4 fs5 fc3 sc0 ls1 ws0">94 581<span class="ls0"> </span></div></div><div class="c x98 y41b wd h23"><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">8 627<span class="ls0"> </span></div></div><div class="c x99 y41b w41 h23"><div class="t m0 x4f ha y349 ff4 fs5 fc3 sc0 ls1 ws0">28 085<span class="ls0"> </span></div></div><div class="c x9a y41b wb h23"><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">4 640<span class="ls0"> </span></div></div><div class="c x9b y41b we h23"><div class="t m0 x1b ha y349 ff4 fs5 fc3 sc0 ls1 ws0">145 436<span class="ls0"> </span></div></div><div class="c x10 y41c w34 h23"><div class="t m0 x18 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Wartość brutto na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu (po korektach) </div></div><div class="c x7e y41c w40 h23"><div class="t m0 x3a ha y366 ff4 fs5 fc3 sc0 ls1 ws0">9 503<span class="ls0"> </span></div></div><div class="c x97 y41c we h23"><div class="t m0 x1d ha y366 ff4 fs5 fc3 sc0 ls1 ws0">94 581<span class="ls0"> </span></div></div><div class="c x98 y41c wd h23"><div class="t m0 x1e ha y366 ff4 fs5 fc3 sc0 ls1 ws0">8 627<span class="ls0"> </span></div></div><div class="c x99 y41c w41 h23"><div class="t m0 x4f ha y366 ff4 fs5 fc3 sc0 ls1 ws0">28 085<span class="ls0"> </span></div></div><div class="c x9a y41c wb h23"><div class="t m0 x1e ha y366 ff4 fs5 fc3 sc0 ls1 ws0">4 640<span class="ls0"> </span></div></div><div class="c x9b y41c we h23"><div class="t m0 x1b ha y366 ff4 fs5 fc3 sc0 ls1 ws0">145 436<span class="ls0"> </span></div></div><div class="c x10 y41d w34 h45"><div class="t m0 x16 ha y5f ff5 fs5 fc3 sc0 ls0 ws0">Zwiększenia<span class="ff4"> </span></div></div><div class="c x7e y41d w40 h45"><div class="t m0 x9c ha y5f ff4 fs5 fc3 sc0 ls1 ws0">903<span class="ls0"> </span></div></div><div class="c x97 y41d we h45"><div class="t m0 x1e ha y5f ff4 fs5 fc3 sc0 ls1 ws0">1 805<span class="ls0"> </span></div></div><div class="c x98 y41d wd h45"><div class="t m0 x61 ha y5f ff4 fs5 fc3 sc0 ls1 ws0">852<span class="ls0"> </span></div></div><div class="c x99 y41d w41 h45"><div class="t m0 x6a ha y5f ff4 fs5 fc3 sc0 ls1 ws0">4 908<span class="ls0"> </span></div></div><div class="c x9a y41d wb h45"><div class="t m0 x1e ha y5f ff4 fs5 fc3 sc0 ls1 ws0">5 921<span class="ls0"> </span></div></div><div class="c x9b y41d we h45"><div class="t m0 x1d ha y5f ff4 fs5 fc3 sc0 ls1 ws0">14 389<span class="ls0"> </span></div></div><div class="c x10 y41e w34 h37"><div class="t m0 x1f hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- nabycie </div></div><div class="c x7e y41e w40 h37"><div class="t m0 x1c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x97 y41e we h37"><div class="t m0 x5b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">24<span class="ls0"> </span></div></div><div class="c x98 y41e wd h37"><div class="t m0 x5b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">13<span class="ls0"> </span></div></div><div class="c x99 y41e w41 h37"><div class="t m0 x6a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">3 885<span class="ls0"> </span></div></div><div class="c x9a y41e wb h37"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">5 915<span class="ls0"> </span></div></div><div class="c x9b y41e we h37"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">9 837<span class="ls0"> </span></div></div><div class="c x10 y41f w34 h34"><div class="t m0 x1f hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- leasing </div></div><div class="c x7e y41f w40 h34"><div class="t m0 x9c hd y348 ff2 fs5 fc3 sc0 ls1 ws0">903<span class="ls0"> </span></div></div><div class="c x97 y41f we h34"><div class="t m0 x5b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x98 y41f wd h34"><div class="t m0 x61 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">836<span class="ls0"> </span></div></div><div class="c x99 y41f w41 h34"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">994<span class="ls0"> </span></div></div><div class="c x9a y41f wb h34"><div class="t m0 x5c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x9b y41f we h34"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">2 745<span class="ls0"> </span></div></div><div class="c x10 y420 w34 h34"><div class="t m0 x1f hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- inne </div></div><div class="c x7e y420 w40 h34"><div class="t m0 x1c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x97 y420 we h34"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">1 769<span class="ls0"> </span></div></div><div class="c x98 y420 wd h34"><div class="t m0 x3d hd y348 ff2 fs5 fc3 sc0 ls0 ws0">3 </div></div><div class="c x99 y420 w41 h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">29<span class="ls0"> </span></div></div><div class="c x9a y420 wb h34"><div class="t m0 x3d hd y348 ff2 fs5 fc3 sc0 ls0 ws0">6 </div></div><div class="c x9b y420 we h34"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">1 807<span class="ls0"> </span></div></div><div class="c x10 y421 w34 h37"><div class="t m0 x16 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x7e y421 w40 h37"><div class="t m0 x1c ha y348 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x97 y421 we h37"><div class="t m0 x5c ha y348 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x98 y421 wd h37"><div class="t m0 x61 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">445<span class="ls0"> </span></div></div><div class="c x99 y421 w41 h37"><div class="t m0 x6a ha y348 ff4 fs5 fc3 sc0 ls1 ws0">1 911<span class="ls0"> </span></div></div><div class="c x9a y421 wb h37"><div class="t m0 x5b ha y348 ff4 fs5 fc3 sc0 ls1 ws0">35<span class="ls0"> </span></div></div><div class="c x9b y421 we h37"><div class="t m0 x1e ha y348 ff4 fs5 fc3 sc0 ls1 ws0">2 391<span class="ls0"> </span></div></div><div class="c x10 y422 w34 h37"><div class="t m0 x1f hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">sprzedaż</span> </div></div><div class="c x7e y422 w40 h37"><div class="t m0 x1c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x97 y422 we h37"><div class="t m0 x5c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x98 y422 wd h37"><div class="t m0 x61 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">441<span class="ls0"> </span></div></div><div class="c x99 y422 w41 h37"><div class="t m0 x6a hd y348 ff2 fs5 fc3 sc0 ls0 ws0">1 <span class="ls1">733</span> </div></div><div class="c x9a y422 wb h37"><div class="t m0 x95 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x9b y422 we h37"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">2 174<span class="ls0"> </span></div></div><div class="c x10 y423 w34 h34"><div class="t m0 x1f hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- likwidacja </div></div><div class="c x7e y423 w40 h34"><div class="t m0 x1c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x97 y423 we h34"><div class="t m0 x5c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x98 y423 wd h34"><div class="t m0 x95 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x99 y423 w41 h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">49<span class="ls0"> </span></div></div><div class="c x9a y423 wb h34"><div class="t m0 x5b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">35<span class="ls0"> </span></div></div><div class="c x9b y423 we h34"><div class="t m0 x5b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">84<span class="ls0"> </span></div></div><div class="c x10 y424 w34 h37"><div class="t m0 x1f hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- inne </div></div><div class="c x7e y424 w40 h37"><div class="t m0 x1c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x97 y424 we h37"><div class="t m0 x5c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x98 y424 wd h37"><div class="t m0 x3d hd y348 ff2 fs5 fc3 sc0 ls0 ws0">4 </div></div><div class="c x99 y424 w41 h37"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">129<span class="ls0"> </span></div></div><div class="c x9a y424 wb h37"><div class="t m0 x95 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x9b y424 we h37"><div class="t m0 x61 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">133<span class="ls0"> </span></div></div><div class="c x10 y425 w34 h45"><div class="t m0 x18 ha y3f6 ff5 fs5 fc3 sc0 ls0 ws0">Wartość brutto na koniec okresu<span class="ff4"> </span></div></div><div class="c x7e y425 w40 h45"><div class="t m0 x49 ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">10 406<span class="ls0"> </span></div></div><div class="c x97 y425 we h45"><div class="t m0 x1d ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">96 386<span class="ls0"> </span></div></div><div class="c x98 y425 wd h45"><div class="t m0 x1e ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">9 034<span class="ls0"> </span></div></div><div class="c x99 y425 w41 h45"><div class="t m0 x4f ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">31 082<span class="ls0"> </span></div></div><div class="c x9a y425 wb h45"><div class="t m0 x1d ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">10 526<span class="ls0"> </span></div></div><div class="c x9b y425 we h45"><div class="t m0 x1b ha y3f6 ff4 fs5 fc3 sc0 ls1 ws0">157 434<span class="ls0"> </span></div></div><div class="c x10 y1af w34 h2d"><div class="t m0 x18 ha y3c8 ff5 fs5 fc3 sc0 ls0 ws0">Wartość umorzenia na początek </div><div class="t m0 x18 ha y426 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x7e y1af w40 h2d"><div class="t m0 x9c ha y427 ff4 fs5 fc3 sc0 ls1 ws0">134<span class="ls0"> </span></div></div><div class="c x97 y1af we h2d"><div class="t m0 x1d ha y427 ff4 fs5 fc3 sc0 ls1 ws0">22 476<span class="ls0"> </span></div></div><div class="c x98 y1af wd h2d"><div class="t m0 x1e ha y427 ff4 fs5 fc3 sc0 ls1 ws0">4 793<span class="ls0"> </span></div></div><div class="c x99 y1af w41 h2d"><div class="t m0 x4f ha y427 ff4 fs5 fc3 sc0 ls1 ws0">13 928<span class="ls0"> </span></div></div><div class="c x9a y1af wb h2d"><div class="t m0 x1e ha y427 ff4 fs5 fc3 sc0 ls1 ws0">4 259<span class="ls0"> </span></div></div><div class="c x9b y1af we h2d"><div class="t m0 x1d ha y427 ff4 fs5 fc3 sc0 ls1 ws0">45 590<span class="ls0"> </span></div></div><div class="c x10 y428 w34 h23"><div class="t m0 x18 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Wartość umorzenia na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu  (po korektach) </div></div><div class="c x7e y428 w40 h23"><div class="t m0 x9c ha y349 ff4 fs5 fc3 sc0 ls1 ws0">134<span class="ls0"> </span></div></div><div class="c x97 y428 we h23"><div class="t m0 x1d ha y349 ff4 fs5 fc3 sc0 ls1 ws0">22 476<span class="ls0"> </span></div></div><div class="c x98 y428 wd h23"><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">4 793<span class="ls0"> </span></div></div><div class="c x99 y428 w41 h23"><div class="t m0 x4f ha y349 ff4 fs5 fc3 sc0 ls1 ws0">13 928<span class="ls0"> </span></div></div><div class="c x9a y428 wb h23"><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">4 259<span class="ls0"> </span></div></div><div class="c x9b y428 we h23"><div class="t m0 x1d ha y349 ff4 fs5 fc3 sc0 ls1 ws0">45 590<span class="ls0"> </span></div></div><div class="c x10 y429 w34 h46"><div class="t m0 x16 hd y379 ff2 fs5 fc3 sc0 ls0 ws0">amortyzacja za okres </div></div><div class="c x7e y429 w40 h46"><div class="t m0 x5a hd y379 ff2 fs5 fc3 sc0 ls1 ws0">50<span class="ls0"> </span></div></div><div class="c x97 y429 we h46"><div class="t m0 x1e hd y379 ff2 fs5 fc3 sc0 ls1 ws0">2 587<span class="ls0"> </span></div></div><div class="c x98 y429 wd h46"><div class="t m0 x61 hd y379 ff2 fs5 fc3 sc0 ls1 ws0">225<span class="ls0"> </span></div></div><div class="c x99 y429 w41 h46"><div class="t m0 x6a hd y379 ff2 fs5 fc3 sc0 ls1 ws0">1 022<span class="ls0"> </span></div></div><div class="c x9a y429 wb h46"><div class="t m0 x61 hd y379 ff2 fs5 fc3 sc0 ls1 ws0">278<span class="ls0"> </span></div></div><div class="c x9b y429 we h46"><div class="t m0 x1e ha y379 ff4 fs5 fc3 sc0 ls1 ws0">4 162<span class="ls0"> </span></div></div><div class="c x10 y42a w34 h23"><div class="t m0 x16 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">amortyzacja środków w </div><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">leasingu za okres </div></div><div class="c x7e y42a w40 h23"><div class="t m0 x5a hd y349 ff2 fs5 fc3 sc0 ls1 ws0">95<span class="ls0"> </span></div></div><div class="c x97 y42a we h23"><div class="t m0 x61 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">108<span class="ls0"> </span></div></div><div class="c x98 y42a wd h23"><div class="t m0 x61 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">745<span class="ls0"> </span></div></div><div class="c x99 y42a w41 h23"><div class="t m0 x1e hd y349 ff2 fs5 fc3 sc0 ls1 ws0">927<span class="ls0"> </span></div></div><div class="c x9a y42a wb h23"><div class="t m0 x95 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x9b y42a we h23"><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 875<span class="ls0"> </span></div></div><div class="c x10 y42b w34 h37"><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">zmniejszenia </div></div><div class="c x7e y42b w40 h37"><div class="t m0 x1c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x97 y42b we h37"><div class="t m0 x3d hd y348 ff2 fs5 fc3 sc0 ls0 ws0">1 </div></div><div class="c x98 y42b wd h37"><div class="t m0 x61 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">441<span class="ls0"> </span></div></div><div class="c x99 y42b w41 h37"><div class="t m0 x6a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">1 406<span class="ls0"> </span></div></div><div class="c x9a y42b wb h37"><div class="t m0 x5b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">35<span class="ls0"> </span></div></div><div class="c x9b y42b we h37"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls1 ws0">1 883<span class="ls0"> </span></div></div><div class="c x10 y42c w34 h23"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartość umorzenia na koniec </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x7e y42c w40 h23"><div class="t m0 x9c ha y349 ff4 fs5 fc3 sc0 ls1 ws0">279<span class="ls0"> </span></div></div><div class="c x97 y42c we h23"><div class="t m0 x1d ha y349 ff4 fs5 fc3 sc0 ls1 ws0">25 170<span class="ls0"> </span></div></div><div class="c x98 y42c wd h23"><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">5 322<span class="ls0"> </span></div></div><div class="c x99 y42c w41 h23"><div class="t m0 x4f ha y349 ff4 fs5 fc3 sc0 ls1 ws0">14 471<span class="ls0"> </span></div></div><div class="c x9a y42c wb h23"><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">4 502<span class="ls0"> </span></div></div><div class="c x9b y42c we h23"><div class="t m0 x1d ha y349 ff4 fs5 fc3 sc0 ls1 ws0">49 744<span class="ls0"> </span></div></div><div class="c x10 y42d w34 h23"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">Odpis aktualizujący z tyt. utraty </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">wartości na początek okresu<span class="ff2"> </span></div></div><div class="c x7e y42d w40 h23"><div class="t m0 x1c hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x97 y42d we h23"><div class="t m0 x5c hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x98 y42d wd h23"><div class="t m0 x5c hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x99 y42d w41 h23"><div class="t m0 x67 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x9a y42d wb h23"><div class="t m0 x5c hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x9b y42d we h23"><div class="t m0 x5c hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x10 y42e w34 h40"><div class="t m0 x18 hd y58 ff6 fs5 fc3 sc0 ls0 ws0">Wartość uwzględniająca umorzenie </div><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">i odpis z tytułu utraty wartości na </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">koniec okresu </div></div><div class="c x7e y42e w40 h40"><div class="t m0 x9c hd y59 ff2 fs5 fc3 sc0 ls1 ws0">279<span class="ls0"> </span></div></div><div class="c x97 y42e we h40"><div class="t m0 x1d hd y59 ff2 fs5 fc3 sc0 ls1 ws0">25 170<span class="ls0"> </span></div></div><div class="c x98 y42e wd h40"><div class="t m0 x1e hd y59 ff2 fs5 fc3 sc0 ls1 ws0">5 322<span class="ls0"> </span></div></div><div class="c x99 y42e w41 h40"><div class="t m0 x4f hd y59 ff2 fs5 fc3 sc0 ls1 ws0">14 471<span class="ls0"> </span></div></div><div class="c x9a y42e wb h40"><div class="t m0 x1e hd y59 ff2 fs5 fc3 sc0 ls1 ws0">4 502<span class="ls0"> </span></div></div><div class="c x9b y42e we h40"><div class="t m0 x1d hd y59 ff2 fs5 fc3 sc0 ls1 ws0">49 744<span class="ls0"> </span></div></div><div class="c x10 y42f w34 h37"><div class="t m0 x18 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">Wartość netto na koniec <span class="ff4">okresu </span></div></div><div class="c x7e y42f w40 h37"><div class="t m0 x49 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">10 127<span class="ls0"> </span></div></div><div class="c x97 y42f we h37"><div class="t m0 x1d ha y348 ff4 fs5 fc3 sc0 ls1 ws0">71 216<span class="ls0"> </span></div></div><div class="c x98 y42f wd h37"><div class="t m0 x1e ha y348 ff4 fs5 fc3 sc0 ls1 ws0">3 712<span class="ls0"> </span></div></div><div class="c x99 y42f w41 h37"><div class="t m0 x4f ha y348 ff4 fs5 fc3 sc0 ls1 ws0">16 611<span class="ls0"> </span></div></div><div class="c x9a y42f wb h37"><div class="t m0 x1e ha y348 ff4 fs5 fc3 sc0 ls1 ws0">6 024<span class="ls0"> </span></div></div><div class="c x9b y42f we h37"><div class="t m0 x1b ha y348 ff4 fs5 fc3 sc0 ls1 ws0">107 690<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y430 ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y431 ff2 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y432 w35 h4b"><div class="t m0 x18 hd y3f6 ff2 fs5 fc3 sc0 ls1 ws0">1.<span class="ls0"> </span></div></div><div class="c x77 y432 w36 h4b"><div class="t m0 x18 hd y3f6 ff6 fs5 fc3 sc0 ls0 ws0">Wartość inwestycji rozpoczętych:<span class="ff2"> </span></div></div><div class="c x8b y432 w37 h4b"><div class="t m0 x25 hd y3f6 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8c y432 w38 h4b"><div class="t m0 x25 hd y3f6 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8d y432 w38 h4b"><div class="t m0 x25 hd y3f6 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8e y432 w37 h4b"><div class="t m0 x25 hd y3f6 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y432 w38 h4b"><div class="t m0 x25 hd y3f6 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8f y432 w39 h4b"><div class="t m0 x62 hd y3f6 ff2 fs5 fc3 sc0 ls1 ws0">361<span class="ls0"> </span></div></div><div class="c x10 y433 w35 h4c"><div class="t m0 x18 hd y434 ff2 fs5 fc3 sc0 ls1 ws0">2.<span class="ls0"> </span></div></div><div class="c x77 y433 w36 h4c"><div class="t m0 x18 hd y434 ff6 fs5 fc3 sc0 ls0 ws0">Zaliczki przekazane na zakup środków trwałych:<span class="ff2"> </span></div></div><div class="c x8b y433 w37 h4c"><div class="t m0 x25 hd y434 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8c y433 w38 h4c"><div class="t m0 x25 hd y434 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8d y433 w38 h4c"><div class="t m0 x25 hd y434 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8e y433 w37 h4c"><div class="t m0 x25 hd y434 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y433 w38 h4c"><div class="t m0 x25 hd y434 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8f y433 w39 h4c"><div class="t m0 x67 hd y434 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x10 y435 w35 h4d"><div class="t m0 x18 hd y434 ff2 fs5 fc3 sc0 ls1 ws0">3.<span class="ls0"> </span></div></div><div class="c x77 y435 w36 h4d"><div class="t m0 x18 hd y434 ff2 fs5 fc3 sc0 ls0 ws0">Hipoteki: </div></div><div class="c x8b y435 w37 h4d"><div class="t m0 x25 hd y434 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8c y435 w38 h4d"><div class="t m0 x25 hd y434 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8d y435 w38 h4d"><div class="t m0 x25 hd y434 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8e y435 w37 h4d"><div class="t m0 x25 hd y434 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y435 w38 h4d"><div class="t m0 x25 hd y434 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8f y435 w39 h4d"><div class="t m0 x1f hd y434 ff2 fs5 fc3 sc0 ls1 ws0">56 850<span class="ls0"> </span></div></div><div class="c x10 y436 w35 h4d"><div class="t m0 x18 hd y3f6 ff2 fs5 fc3 sc0 ls1 ws0">4.<span class="ls0"> </span></div></div><div class="c x77 y436 w36 h4d"><div class="t m0 x18 hd y3f6 ff6 fs5 fc3 sc0 ls0 ws0">Zastaw na środkach trwałych:<span class="ff2"> </span></div></div><div class="c x8b y436 w37 h4d"><div class="t m0 x25 hd y3f6 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8c y436 w38 h4d"><div class="t m0 x25 hd y3f6 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8d y436 w38 h4d"><div class="t m0 x25 hd y3f6 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8e y436 w37 h4d"><div class="t m0 x25 hd y3f6 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x6f y436 w38 h4d"><div class="t m0 x25 hd y3f6 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x8f y436 w39 h4d"><div class="t m0 x62 hd y3f6 ff2 fs5 fc3 sc0 ls1 ws0">993<span class="ls0"> </span></div></div><div class="c x10 y437 w42 h2e"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">5. Wartość bilansowa netto aktywów będących na dzień 31.12.20<span class="ff2 ls1">20</span>r. przedmiotem leasingu finansowego z opcją zakupu, z </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">podziałem na grupy wg KŚT:<span class="ff2"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y438 ff2 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y439 w3b h20"><div class="t m0 x4d ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Grupa wg KŚT<span class="ff4"> </span></div></div><div class="c x90 y439 w3c h20"><div class="t m0 x26 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">wartość brutto<span class="ff4"> </span></div></div><div class="c x91 y439 w3d h20"><div class="t m0 x71 ha y340 ff4 fs5 fc3 sc0 ls0 ws0">umorzenie </div></div><div class="c x84 y439 w3e h20"><div class="t m0 x27 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">wartość netto<span class="ff4"> </span></div></div><div class="c x10 y43a w3b h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  0 </div></div><div class="c x90 y43a w3c h34"><div class="t m0 x52 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">6 818<span class="ls0"> </span></div></div><div class="c x91 y43a w3d h34"><div class="t m0 x41 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">178<span class="ls0"> </span></div></div><div class="c x84 y43a w3e h34"><div class="t m0 x92 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">6 640<span class="ls0"> </span></div></div><div class="c x10 y43b w3b h37"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  I </div></div><div class="c x90 y43b w3c h37"><div class="t m0 x66 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">195<span class="ls0"> </span></div></div><div class="c x91 y43b w3d h37"><div class="t m0 x41 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">144<span class="ls0"> </span></div></div><div class="c x84 y43b w3e h37"><div class="t m0 x9d hd y348 ff2 fs5 fc3 sc0 ls1 ws0">51<span class="ls0"> </span></div></div><div class="c x10 y43c w3b h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  II </div></div><div class="c x90 y43c w3c h34"><div class="t m0 x63 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x91 y43c w3d h34"><div class="t m0 x3e hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x84 y43c w3e h34"><div class="t m0 x0 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x10 y43d w3b h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  III </div></div><div class="c x90 y43d w3c h34"><div class="t m0 x63 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x91 y43d w3d h34"><div class="t m0 x3e hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x84 y43d w3e h34"><div class="t m0 x0 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x10 y43e w3b h37"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  IV </div></div><div class="c x90 y43e w3c h37"><div class="t m0 x66 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">697<span class="ls0"> </span></div></div><div class="c x91 y43e w3d h37"><div class="t m0 x41 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">237<span class="ls0"> </span></div></div><div class="c x84 y43e w3e h37"><div class="t m0 x93 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">460<span class="ls0"> </span></div></div><div class="c x10 y28a w3b h37"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  V </div></div><div class="c x90 y28a w3c h37"><div class="t m0 x66 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">820<span class="ls0"> </span></div></div><div class="c x91 y28a w3d h37"><div class="t m0 x3f hd y348 ff2 fs5 fc3 sc0 ls1 ws0">82<span class="ls0"> </span></div></div><div class="c x84 y28a w3e h37"><div class="t m0 x93 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">738<span class="ls0"> </span></div></div><div class="c x10 y2a2 w3b h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa  VI  </div></div><div class="c x90 y2a2 w3c h34"><div class="t m0 x52 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">5 991<span class="ls0"> </span></div></div><div class="c x91 y2a2 w3d h34"><div class="t m0 x94 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">1 184<span class="ls0"> </span></div></div><div class="c x84 y2a2 w3e h34"><div class="t m0 x92 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">4 807<span class="ls0"> </span></div></div><div class="c x10 y43f w3b h49"><div class="t m0 x18 hd y426 ff2 fs5 fc3 sc0 ls0 ws0">Grupa VII </div></div><div class="c x90 y43f w3c h49"><div class="t m0 x52 hd y426 ff2 fs5 fc3 sc0 ls1 ws0">4 410<span class="ls0"> </span></div></div><div class="c x91 y43f w3d h49"><div class="t m0 x94 hd y426 ff2 fs5 fc3 sc0 ls1 ws0">1 341<span class="ls0"> </span></div></div><div class="c x84 y43f w3e h49"><div class="t m0 x92 hd y426 ff2 fs5 fc3 sc0 ls1 ws0">3 069<span class="ls0"> </span></div></div><div class="c x10 y440 w3b h37"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">Grupa VIII </div></div><div class="c x90 y440 w3c h37"><div class="t m0 x63 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x91 y440 w3d h37"><div class="t m0 x3e hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x84 y440 w3e h37"><div class="t m0 x0 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x10 y114 w3b h34"><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c x90 y114 w3c h34"><div class="t m0 x95 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">18 931<span class="ls0"> </span></div></div><div class="c x91 y114 w3d h34"><div class="t m0 x94 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">3 166<span class="ls0"> </span></div></div><div class="c x84 y114 w3e h34"><div class="t m0 x66 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">15 765<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hd y251 ff2 fs5 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi xd y416 w7 h4a" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3eb ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y417 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">35<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x30 h4e y441 ff4 fs2 fc3 sc0 ls0 ws0"> </div><div class="t m0 x2a h19 y2c3 ff4 fs2 fc3 sc0 lsb ws0">6.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">W<span class="ff5 fs5">ARTOŚCI NIEMATERIALNE<span class="ff4"> </span><span class="fs2">–</span><span class="ff4"> NOTA NR </span></span>2 </span></span></div><div class="t m0 x8 hb y442 ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y443 w43 h4f"><div class="t m0 x9e ha y62 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do 31.12.2021 </div></div><div class="c x10 y444 w44 h50"><div class="t m0 x12 ha y445 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c x9f y446 w45 h2e"><div class="t m0 xd ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartości <span class="ff4">niematerialne wytworzone </span></div><div class="t m0 x62 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">we własnym zakresie<span class="ff4"> </span></div></div><div class="c xa0 y446 w46 h2e"><div class="t m0 x1d ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe wartości </div><div class="t m0 x7a ha y348 ff4 fs5 fc3 sc0 ls0 ws0">niematerialne </div></div><div class="c x85 y444 we h50"><div class="t m0 x16 ha y445 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c x9f y444 w47 h43"><div class="t m0 x16 ha y58 ff4 fs5 fc3 sc0 ls0 ws0">Patenty, znaki </div><div class="t m0 x49 ha y347 ff4 fs5 fc3 sc0 ls0 ws0">firmowe, prace </div><div class="t m0 x71 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">rozwojowe </div></div><div class="c xa1 y444 w48 h43"><div class="t m0 x49 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe<span class="ff4"> </span></div></div><div class="c xa0 y444 wc h43"><div class="t m0 xd ha y58 ff4 fs5 fc3 sc0 ls0 ws0">Patenty, znaki </div><div class="t m0 x18 ha y347 ff4 fs5 fc3 sc0 ls0 ws0">firmowe, prace </div><div class="t m0 x24 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">rozwojowe </div></div><div class="c x84 y444 w32 h43"><div class="t m0 x49 ha y58 ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x16 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">wartości </div><div class="t m0 xd ha y348 ff4 fs5 fc3 sc0 ls0 ws0">niematerialne </div></div><div class="c x10 y447 w49 h23"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartość brutto na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x9f y447 w47 h23"><div class="t m0 x59 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 y447 w48 h23"><div class="t m0 x3c ha y349 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa0 y447 wc h23"><div class="t m0 x3c ha y349 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x84 y447 w32 h23"><div class="t m0 x25 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 700<span class="ls0"> </span></div></div><div class="c x85 y447 we h23"><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 700<span class="ls0"> </span></div></div><div class="c x10 y448 w49 h23"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartość brutto na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu (po korektach) </div></div><div class="c x9f y448 w47 h23"><div class="t m0 x59 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 y448 w48 h23"><div class="t m0 x52 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa0 y448 wc h23"><div class="t m0 x52 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x84 y448 w32 h23"><div class="t m0 x25 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 700<span class="ls0"> </span></div></div><div class="c x85 y448 we h23"><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 700<span class="ls0"> </span></div></div><div class="c x10 y449 w49 h24"><div class="t m0 x46 ha y34b ff5 fs5 fc3 sc0 ls0 ws0">Zwiększenia<span class="ff4"> </span></div></div><div class="c x9f y449 w47 h24"><div class="t m0 x59 ha y34b ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 y449 w48 h24"><div class="t m0 x52 ha y34b ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa0 y449 wc h24"><div class="t m0 x52 ha y34b ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x84 y449 w32 h24"><div class="t m0 x68 ha y34b ff4 fs5 fc3 sc0 ls1 ws0">103<span class="ls0"> </span></div></div><div class="c x85 y449 we h24"><div class="t m0 x61 ha y34b ff4 fs5 fc3 sc0 ls1 ws0">103<span class="ls0"> </span></div></div><div class="c x10 y228 w49 h51"><div class="t m0 x16 hd y44a ff2 fs5 fc3 sc0 ls0 ws0">- nabycie </div></div><div class="c x9f y228 w47 h51"><div class="t m0 x10 hd y44a ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa1 y228 w48 h51"><div class="t m0 x3c hd y44a ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa0 y228 wc h51"><div class="t m0 x3c hd y44a ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x84 y228 w32 h51"><div class="t m0 x68 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">103<span class="ls0"> </span></div></div><div class="c x85 y228 we h51"><div class="t m0 x61 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">103<span class="ls0"> </span></div></div><div class="c x10 y2af w49 h34"><div class="t m0 x46 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c x9f y2af w47 h34"><div class="t m0 x59 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 y2af w48 h34"><div class="t m0 x52 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa0 y2af wc h34"><div class="t m0 x52 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x84 y2af w32 h34"><div class="t m0 x5f ha y348 ff4 fs5 fc3 sc0 ls1 ws0">82<span class="ls0"> </span></div></div><div class="c x85 y2af we h34"><div class="t m0 x5b ha y348 ff4 fs5 fc3 sc0 ls1 ws0">82<span class="ls0"> </span></div></div><div class="c x10 y44b w49 h34"><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- likwidacja </div></div><div class="c x9f y44b w47 h34"><div class="t m0 x59 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 y44b w48 h34"><div class="t m0 x3c hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa0 y44b wc h34"><div class="t m0 x3c hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x84 y44b w32 h34"><div class="t m0 x5f hd y348 ff2 fs5 fc3 sc0 ls1 ws0">82<span class="ls0"> </span></div></div><div class="c x85 y44b we h34"><div class="t m0 x5b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">82<span class="ls0"> </span></div></div><div class="c x10 y361 w49 h2d"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartość brutto na koniec </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x9f y361 w47 h2d"><div class="t m0 x59 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 y361 w48 h2d"><div class="t m0 x52 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa0 y361 wc h2d"><div class="t m0 x52 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x84 y361 w32 h2d"><div class="t m0 x25 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 721<span class="ls0"> </span></div></div><div class="c x85 y361 we h2d"><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 721<span class="ls0"> </span></div></div><div class="c x10 yd8 w49 h23"><div class="t m0 x18 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Wartość umorzenia na </div><div class="t m0 x18 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">początek okresu<span class="ff4"> </span></div></div><div class="c x9f yd8 w47 h23"><div class="t m0 x59 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 yd8 w48 h23"><div class="t m0 x3c ha y349 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa0 yd8 wc h23"><div class="t m0 x3c ha y349 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x84 yd8 w32 h23"><div class="t m0 x25 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 185<span class="ls0"> </span></div></div><div class="c x85 yd8 we h23"><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 185<span class="ls0"> </span></div></div><div class="c x10 y44c w49 h40"><div class="t m0 x18 ha y58 ff5 fs5 fc3 sc0 ls0 ws0">Wartość umorzenia na<span class="ff4"> </span></div><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">początek okresu<span class="ff4"> (po </span></div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">korektach) </div></div><div class="c x9f y44c w47 h40"><div class="t m0 x59 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 y44c w48 h40"><div class="t m0 x52 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa0 y44c wc h40"><div class="t m0 x52 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x84 y44c w32 h40"><div class="t m0 x25 ha y59 ff4 fs5 fc3 sc0 ls1 ws0">1 185<span class="ls0"> </span></div></div><div class="c x85 y44c we h40"><div class="t m0 x1e ha y59 ff4 fs5 fc3 sc0 ls1 ws0">1 185<span class="ls0"> </span></div></div><div class="c x10 y44d w49 h4f"><div class="t m0 x46 hd y62 ff2 fs5 fc3 sc0 ls0 ws0">amortyzacja za okres </div></div><div class="c x9f y44d w47 h4f"><div class="t m0 x10 hd y62 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa1 y44d w48 h4f"><div class="t m0 x3c hd y62 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa0 y44d wc h4f"><div class="t m0 x3c hd y62 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x84 y44d w32 h4f"><div class="t m0 x5f hd y62 ff2 fs5 fc3 sc0 ls1 ws0">99<span class="ls0"> </span></div></div><div class="c x85 y44d we h4f"><div class="t m0 x5b ha y62 ff4 fs5 fc3 sc0 ls1 ws0">99<span class="ls0"> </span></div></div><div class="c x10 y44e w49 h2e"><div class="t m0 x46 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">amortyzacja WNiP w </div><div class="t m0 x46 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">leasingu za okres </div></div><div class="c x9f y44e w47 h2e"><div class="t m0 x10 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa1 y44e w48 h2e"><div class="t m0 x3c hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa0 y44e wc h2e"><div class="t m0 x3c hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x84 y44e w32 h2e"><div class="t m0 x5f hd y349 ff2 fs5 fc3 sc0 ls1 ws0">19<span class="ls0"> </span></div></div><div class="c x85 y44e we h2e"><div class="t m0 x5b ha y349 ff4 fs5 fc3 sc0 ls1 ws0">19<span class="ls0"> </span></div></div><div class="c x10 y44f w49 h37"><div class="t m0 x46 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">zmniejszenia </div></div><div class="c x9f y44f w47 h37"><div class="t m0 x10 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa1 y44f w48 h37"><div class="t m0 x3c hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa0 y44f wc h37"><div class="t m0 x3c hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x84 y44f w32 h37"><div class="t m0 x5f hd y348 ff2 fs5 fc3 sc0 ls1 ws0">82<span class="ls0"> </span></div></div><div class="c x85 y44f we h37"><div class="t m0 x5b hd y348 ff2 fs5 fc3 sc0 ls1 ws0">82<span class="ls0"> </span></div></div><div class="c x10 y450 w49 h23"><div class="t m0 x18 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Wartość umorzenia na </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">koniec okresu </div></div><div class="c x9f y450 w47 h23"><div class="t m0 x59 ha y366 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 y450 w48 h23"><div class="t m0 x52 ha y366 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa0 y450 wc h23"><div class="t m0 x52 ha y366 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x84 y450 w32 h23"><div class="t m0 x25 ha y366 ff4 fs5 fc3 sc0 ls1 ws0">1 221<span class="ls0"> </span></div></div><div class="c x85 y450 we h23"><div class="t m0 x1e ha y366 ff4 fs5 fc3 sc0 ls1 ws0">1 221<span class="ls0"> </span></div></div><div class="c x10 y19a w49 h43"><div class="t m0 x18 hd y58 ff6 fs5 fc3 sc0 ls0 ws0">Odpis aktualizujący z tyt. </div><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">utraty wartości na początek </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x9f y19a w47 h43"><div class="t m0 x59 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 y19a w48 h43"><div class="t m0 x3c hd y347 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa0 y19a wc h43"><div class="t m0 x3c hd y347 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x84 y19a w32 h43"><div class="t m0 x52 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x85 y19a we h43"><div class="t m0 x5c hd y347 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x10 y451 w49 h52"><div class="t m0 x18 hd y452 ff6 fs5 fc3 sc0 ls0 ws0">Wartość uwzględniająca </div><div class="t m0 x18 hd y58 ff6 fs5 fc3 sc0 ls0 ws0">umorzenie i odpis z tytułu </div><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">utraty wartości na koniec </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x9f y451 w47 h52"><div class="t m0 x59 hd y453 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 y451 w48 h52"><div class="t m0 x52 hd y453 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa0 y451 wc h52"><div class="t m0 x52 hd y453 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x84 y451 w32 h52"><div class="t m0 x25 hd y453 ff2 fs5 fc3 sc0 ls1 ws0">1 221<span class="ls0"> </span></div></div><div class="c x85 y451 we h52"><div class="t m0 x1e hd y453 ff2 fs5 fc3 sc0 ls1 ws0">1 221<span class="ls0"> </span></div></div><div class="c x10 y454 w49 h23"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartość netto na koniec </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c x9f y454 w47 h23"><div class="t m0 x59 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa1 y454 w48 h23"><div class="t m0 x52 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa0 y454 wc h23"><div class="t m0 x52 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x84 y454 w32 h23"><div class="t m0 x68 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">500<span class="ls0"> </span></div></div><div class="c x85 y454 we h23"><div class="t m0 x61 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">500<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hb y7d ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y455 w35 h23"><div class="t m0 x4a hd y59 ff2 fs5 fc3 sc0 ls1 ws0">1.<span class="ls0"> </span></div></div><div class="c x77 y455 w4a h23"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">Wartości niematerialne obejmują zakupione licencje na oprogramowanie komputerowe aktywowane<span class="_ _0"></span> przez okres od </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">dwóch do pięciu lat.<span class="ff2"> </span></div></div><div class="c x10 y456 w35 h34"><div class="t m0 x4a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">2.<span class="ls0"> </span></div></div><div class="c x77 y456 w4b h34"><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">Nakłady poniesione w okresie i nie oddane<span class="_ _0"></span> do użytkowania:<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xa2 y456 w4c h34"><div class="t m0 x3d hd y348 ff2 fs5 fc3 sc0 ls1 ws0">76<span class="ls0">  </span></div></div><div class="c x10 y457 w35 h37"><div class="t m0 x4a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">3.<span class="ls0"> </span></div></div><div class="c x77 y457 w4a h37"><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">Wartość bilansowa netto aktywów będących na dzień <span class="ff2">31.12.2021r. przedmiotem leasingu: </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y458 ff2 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y459 w4d h3a"><div class="t m0 x41 hd y3c0 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa3 y459 w4e h3a"><div class="t m0 x4a ha y3c0 ff5 fs5 fc3 sc0 ls0 ws0">wartość brutto<span class="ff4"> </span></div></div><div class="c xb y459 w4f h3a"><div class="t m0 x26 ha y3c0 ff4 fs5 fc3 sc0 ls0 ws0">umorzenie </div></div><div class="c xa4 y459 w4e h3a"><div class="t m0 xa5 ha y3c0 ff5 fs5 fc3 sc0 ls0 ws0">wartość netto<span class="ff4"> </span></div></div><div class="c x10 y45a w4d h4d"><div class="t m0 x18 hd y434 ff2 fs5 fc3 sc0 ls0 ws0">oprogramowanie komputerowe </div></div><div class="c xa3 y45a w4e h4d"><div class="t m0 x95 hd y434 ff2 fs5 fc3 sc0 ls1 ws0">60<span class="ls0"> </span></div></div><div class="c xb y45a w4f h4d"><div class="t m0 x95 hd y434 ff2 fs5 fc3 sc0 ls0 ws0">40 </div></div><div class="c xa4 y45a w4e h4d"><div class="t m0 x95 hd y434 ff2 fs5 fc3 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x10 y45b w4d h48"><div class="t m0 x18 ha y3e0 ff4 fs5 fc3 sc0 ls0 ws0">RAZEM </div></div><div class="c xa3 y45b w4e h48"><div class="t m0 x95 ha y3e0 ff4 fs5 fc3 sc0 ls1 ws0">60<span class="ls0"> </span></div></div><div class="c xb y45b w4f h48"><div class="t m0 x95 ha y3e0 ff4 fs5 fc3 sc0 ls0 ws0">40 </div></div><div class="c xa4 y45b w4e h48"><div class="t m0 x95 ha y3e0 ff4 fs5 fc3 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y45c ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y413 ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y315 ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y45d ff2 fs6 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi xd y416 w7 h4a" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3eb ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y417 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">36<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y418 ff2 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y45e w50 h53"><div class="t m0 xa6 ha y359 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do 31.12.2020 </div></div><div class="c x10 y45f w51 h54"><div class="t m0 x5f ha y398 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c xa3 y460 w52 h55"><div class="t m0 x6e ha y58 ff5 fs5 fc3 sc0 ls0 ws0">Wartości niematerialne </div><div class="t m0 x3a ha y347 ff5 fs5 fc3 sc0 ls0 ws0">wytworzone we własnym </div><div class="t m0 x5c ha y348 ff4 fs5 fc3 sc0 ls0 ws0">zakresie </div></div><div class="c xa4 y460 w53 h55"><div class="t m0 x1a ha y461 ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe wartości </div><div class="t m0 x61 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">niematerialne </div></div><div class="c x85 y45f w54 h54"><div class="t m0 x3a ha y398 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c xa3 y45f w4e h40"><div class="t m0 x48 ha y58 ff4 fs5 fc3 sc0 ls0 ws0">Patenty, znaki </div><div class="t m0 x4a ha y59 ff4 fs5 fc3 sc0 ls0 ws0">firmowe, prace </div><div class="t m0 x14 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">rozwojowe </div></div><div class="c xb y45f w55 h40"><div class="t m0 x6b ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe<span class="ff4"> </span></div></div><div class="c xa4 y45f w4e h40"><div class="t m0 x48 ha y58 ff4 fs5 fc3 sc0 ls0 ws0">Patenty, znaki </div><div class="t m0 x4a ha y59 ff4 fs5 fc3 sc0 ls0 ws0">firmowe, prace </div><div class="t m0 x14 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">rozwojowe </div></div><div class="c xa7 y45f w55 h40"><div class="t m0 x6b ha y58 ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x4b ha y59 ff5 fs5 fc3 sc0 ls0 ws0">wartości </div><div class="t m0 xa5 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">niematerialne </div></div><div class="c x10 y462 w4d h23"><div class="t m0 x18 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Wartość brutto na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c xa3 y462 w4e h23"><div class="t m0 x51 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb y462 w55 h23"><div class="t m0 xa8 ha y349 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa4 y462 w4e h23"><div class="t m0 xa8 ha y349 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa7 y462 w55 h23"><div class="t m0 x89 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 184<span class="ls0"> </span></div></div><div class="c x85 y462 w54 h23"><div class="t m0 x7a ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 184<span class="ls0"> </span></div></div><div class="c x10 y463 w4d h53"><div class="t m0 x16 ha y359 ff5 fs5 fc3 sc0 ls0 ws0">Zwiększenia<span class="ff4"> </span></div></div><div class="c xa3 y463 w4e h53"><div class="t m0 x51 ha y359 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb y463 w55 h53"><div class="t m0 x51 ha y359 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa4 y463 w4e h53"><div class="t m0 x51 ha y359 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa7 y463 w55 h53"><div class="t m0 x3d ha y359 ff4 fs5 fc3 sc0 ls1 ws0">516<span class="ls0"> </span></div></div><div class="c x85 y463 w54 h53"><div class="t m0 x5b ha y359 ff4 fs5 fc3 sc0 ls1 ws0">516<span class="ls0"> </span></div></div><div class="c x10 y464 w4d h53"><div class="t m0 x1f hd y359 ff2 fs5 fc3 sc0 ls0 ws0">- nabycie </div></div><div class="c xa3 y464 w4e h53"><div class="t m0 xa8 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb y464 w55 h53"><div class="t m0 xa8 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa4 y464 w4e h53"><div class="t m0 xa8 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa7 y464 w55 h53"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">482<span class="ls0"> </span></div></div><div class="c x85 y464 w54 h53"><div class="t m0 x5b hd y359 ff2 fs5 fc3 sc0 ls1 ws0">482<span class="ls0"> </span></div></div><div class="c x10 y465 w4d h56"><div class="t m0 x1f hd y359 ff2 fs5 fc3 sc0 ls0 ws0">- leasing </div></div><div class="c xa3 y465 w4e h56"><div class="t m0 xa8 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb y465 w55 h56"><div class="t m0 xa8 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa4 y465 w4e h56"><div class="t m0 xa8 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa7 y465 w55 h56"><div class="t m0 x95 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">34<span class="ls0"> </span></div></div><div class="c x85 y465 w54 h56"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">34<span class="ls0"> </span></div></div><div class="c x10 y466 w4d h53"><div class="t m0 x16 ha y343 ff4 fs5 fc3 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c xa3 y466 w4e h53"><div class="t m0 x51 ha y343 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb y466 w55 h53"><div class="t m0 x51 ha y343 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa4 y466 w4e h53"><div class="t m0 x51 ha y343 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa7 y466 w55 h53"><div class="t m0 x51 ha y343 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x85 y466 w54 h53"><div class="t m0 x64 ha y343 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x10 y467 w4d h23"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartość brutto na koniec </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c xa3 y467 w4e h23"><div class="t m0 x51 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb y467 w55 h23"><div class="t m0 x51 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa4 y467 w4e h23"><div class="t m0 x51 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa7 y467 w55 h23"><div class="t m0 x89 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 700<span class="ls0"> </span></div></div><div class="c x85 y467 w54 h23"><div class="t m0 x7a ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 700<span class="ls0"> </span></div></div><div class="c x10 y468 w4d h2d"><div class="t m0 x18 ha y381 ff5 fs5 fc3 sc0 ls0 ws0">Wartość umorzenia na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c xa3 y468 w4e h2d"><div class="t m0 xa8 ha y349 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb y468 w55 h2d"><div class="t m0 xa8 ha y349 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa4 y468 w4e h2d"><div class="t m0 xa8 ha y349 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa7 y468 w55 h2d"><div class="t m0 x89 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 130<span class="ls0"> </span></div></div><div class="c x85 y468 w54 h2d"><div class="t m0 x7a ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 130<span class="ls0"> </span></div></div><div class="c x10 y469 w4d h53"><div class="t m0 x16 hd y359 ff2 fs5 fc3 sc0 ls0 ws0">amortyzacja za okres </div></div><div class="c xa3 y469 w4e h53"><div class="t m0 xa8 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb y469 w55 h53"><div class="t m0 xa8 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa4 y469 w4e h53"><div class="t m0 xa8 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa7 y469 w55 h53"><div class="t m0 x95 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">41<span class="ls0"> </span></div></div><div class="c x85 y469 w54 h53"><div class="t m0 x3d ha y359 ff4 fs5 fc3 sc0 ls1 ws0">41<span class="ls0"> </span></div></div><div class="c x10 y46a w4d h23"><div class="t m0 x16 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">amortyzacja WNiP w leasingu </div><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">za okres </div></div><div class="c xa3 y46a w4e h23"><div class="t m0 xa8 hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb y46a w55 h23"><div class="t m0 xa8 hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa4 y46a w4e h23"><div class="t m0 xa8 hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa7 y46a w55 h23"><div class="t m0 x95 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x85 y46a w54 h23"><div class="t m0 x3d ha y366 ff4 fs5 fc3 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c x10 y46b w4d h23"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartość <span class="ff4">umorzenia na koniec </span></div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c xa3 y46b w4e h23"><div class="t m0 x51 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb y46b w55 h23"><div class="t m0 x51 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa4 y46b w4e h23"><div class="t m0 x51 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa7 y46b w55 h23"><div class="t m0 x89 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 185<span class="ls0"> </span></div></div><div class="c x85 y46b w54 h23"><div class="t m0 x7a ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 185<span class="ls0"> </span></div></div><div class="c x10 y46c w4d h40"><div class="t m0 x18 hd y46d ff6 fs5 fc3 sc0 ls0 ws0">Wartość uwzględniająca </div><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">umorzenie i odpis z tytułu utraty </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">wartości na koniec okresu<span class="ff2"> </span></div></div><div class="c xa3 y46c w4e h40"><div class="t m0 x51 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb y46c w55 h40"><div class="t m0 x51 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa4 y46c w4e h40"><div class="t m0 x51 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa7 y46c w55 h40"><div class="t m0 x89 hd y59 ff2 fs5 fc3 sc0 ls1 ws0">1 185<span class="ls0"> </span></div></div><div class="c x85 y46c w54 h40"><div class="t m0 x7a hd y59 ff2 fs5 fc3 sc0 ls1 ws0">1 185<span class="ls0"> </span></div></div><div class="c x10 y46e w4d h53"><div class="t m0 x18 ha y343 ff5 fs5 fc3 sc0 ls0 ws0">Wartość netto na koniec okresu<span class="ff4"> </span></div></div><div class="c xa3 y46e w4e h53"><div class="t m0 x51 ha y343 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb y46e w55 h53"><div class="t m0 x51 ha y343 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa4 y46e w4e h53"><div class="t m0 x51 ha y343 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xa7 y46e w55 h53"><div class="t m0 x3d ha y343 ff4 fs5 fc3 sc0 ls1 ws0">515<span class="ls0"> </span></div></div><div class="c x85 y46e w54 h53"><div class="t m0 x5b ha y343 ff4 fs5 fc3 sc0 ls1 ws0">515<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hb y46f ff3 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 hb y470 ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y471 w35 h2e"><div class="t m0 x4a hd y59 ff2 fs5 fc3 sc0 ls1 ws0">1.<span class="ls0"> </span></div></div><div class="c x77 y471 w4a h2e"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">Wartości niematerialne obejmują zakupione <span class="ff2">licencje na oprogramowanie komputerowe aktywowane przez okres od </span></div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">dwóch do pięciu lat.<span class="ff2"> </span></div></div><div class="c x10 y472 w35 h37"><div class="t m0 x4a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">2.<span class="ls0"> </span></div></div><div class="c x77 y472 w4b h37"><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">Nakłady poniesione w okresie i nie oddane<span class="_ _0"></span> do użytkowania:<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xa2 y472 w4c h37"><div class="t m0 x4e hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> <span class="ls1">42 </span> </div></div><div class="c x10 y473 w35 h49"><div class="t m0 x4a hd y474 ff2 fs5 fc3 sc0 ls1 ws0">3.<span class="ls0"> </span></div></div><div class="c x77 y473 w4a h49"><div class="t m0 x18 hd y474 ff6 fs5 fc3 sc0 ls0 ws0">Wartość bilansowa netto aktywów będących na dzień 31.12.2020r. przedmiotem leasingu:<span class="ff2"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hb y475 ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y3bd w4d h3a"><div class="t m0 x41 hd y3c0 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xa3 y3bd w4e h3a"><div class="t m0 x4a ha y3c0 ff5 fs5 fc3 sc0 ls0 ws0">wartość brutto<span class="ff4"> </span></div></div><div class="c xb y3bd w4f h3a"><div class="t m0 x26 ha y3c0 ff4 fs5 fc3 sc0 ls0 ws0">umorzenie </div></div><div class="c xa4 y3bd w4e h3a"><div class="t m0 xa5 ha y3c0 ff5 fs5 fc3 sc0 ls0 ws0">wartość netto<span class="ff4"> </span></div></div><div class="c x10 y476 w4d h4d"><div class="t m0 x18 hd y3f6 ff2 fs5 fc3 sc0 ls0 ws0">oprogramowanie komputerowe </div></div><div class="c xa3 y476 w4e h4d"><div class="t m0 x95 hd y3f6 ff2 fs5 fc3 sc0 ls1 ws0">59<span class="ls0"> </span></div></div><div class="c xb y476 w4f h4d"><div class="t m0 x95 hd y3f6 ff2 fs5 fc3 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c xa4 y476 w4e h4d"><div class="t m0 x95 hd y3f6 ff2 fs5 fc3 sc0 ls1 ws0">39<span class="ls0"> </span></div></div><div class="c x10 y477 w4d h57"><div class="t m0 x18 ha ya ff4 fs5 fc3 sc0 ls0 ws0">RAZEM </div></div><div class="c xa3 y477 w4e h57"><div class="t m0 x95 ha ya ff4 fs5 fc3 sc0 ls1 ws0">59<span class="ls0"> </span></div></div><div class="c xb y477 w4f h57"><div class="t m0 x95 ha ya ff4 fs5 fc3 sc0 ls1 ws0">20<span class="ls0"> </span></div></div><div class="c xa4 y477 w4e h57"><div class="t m0 x95 ha ya ff4 fs5 fc3 sc0 ls1 ws0">39<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hb y2ba ff3 fs6 fc3 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff2 fs5"> </span></div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi xd y416 w7 h4a" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3eb ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y417 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">37<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x30 h4e y441 ff4 fs2 fc3 sc0 ls0 ws0"> </div><div class="t m0 x2a h19 y2c3 ff4 fs2 fc3 sc0 lsb ws0">7.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">A<span class="fs5">KTYWA FINANSOWE </span><span class="ff5">–</span><span class="fs5"> NOTA NR </span>3 </span></span></div><div class="t m0 x8 hb y442 ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y31b w56 h20"><div class="t m0 xa9 ha y340 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do 31.12.2021 </div></div><div class="c x10 y478 w57 h58"><div class="t m0 x75 ha y479 ff5 fs5 fc3 sc0 ls0 ws0">AKCJE I UDZIAŁY W JEDNOSTKACH ZALEŻNYCH<span class="ff4"> </span></div><div class="t m0 x31 ha y33e ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff4"> </span></div></div><div class="c xaa y478 w58 h58"><div class="t m0 x6e ha y479 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x19 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c xab y478 w59 h58"><div class="t m0 x6e ha y479 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x19 ha y33e ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x10 y61 w5a h20"><div class="t m0 xac ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Akcje spółek notowanych na giełdzie<span class="ff2"> </span></div></div><div class="c x10 y47a w57 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Wartość na początek okresu<span class="ff2"> </span></div></div><div class="c xaa y47a w58 h20"><div class="t m0 xad hd y340 ff2 fs5 fc3 sc0 ls1 ws0">52 308<span class="ls0"> </span></div></div><div class="c xab y47a w59 h20"><div class="t m0 xad hd y340 ff2 fs5 fc3 sc0 ls1 ws0">54 085<span class="ls0"> </span></div></div><div class="c x10 y47b w57 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Zwiększenia<span class="ff2"> </span></div></div><div class="c xaa y47b w58 h20"><div class="t m0 x4 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">1 777<span class="ls0"> </span></div></div><div class="c xab y47b w59 h20"><div class="t m0 x8a hd y340 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x10 y47c w57 h20"><div class="t m0 x18 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c xaa y47c w58 h20"><div class="t m0 x8a hd y340 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xab y47c w59 h20"><div class="t m0 x4 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">1 777<span class="ls0"> </span></div></div><div class="c x10 y47d w57 h20"><div class="t m0 x16 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">wycena wartości godziwej<span class="ff2"> </span></div></div><div class="c xaa y47d w58 h20"><div class="t m0 x8a hd y340 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xab y47d w59 h20"><div class="t m0 x4 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">1 777<span class="ls0"> </span></div></div><div class="c x10 y47e w57 h20"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Wartość na koniec okresu<span class="ff4"> </span></div></div><div class="c xaa y47e w58 h20"><div class="t m0 xad ha y340 ff4 fs5 fc3 sc0 ls1 ws0">54 085<span class="ls0"> </span></div></div><div class="c xab y47e w59 h20"><div class="t m0 xad ha y340 ff4 fs5 fc3 sc0 ls1 ws0">52 308<span class="ls0"> </span></div></div><div class="c x10 y47f w5a h20"><div class="t m0 x31 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Akcje/udziały spółek nie notowanych na giełdzie<span class="ff2"> </span></div></div><div class="c x10 y480 w57 h28"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Wartość na początek okresu<span class="ff2"> </span></div></div><div class="c xaa y480 w58 h28"><div class="t m0 x11 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">102<span class="ls0"> </span></div></div><div class="c xab y480 w59 h28"><div class="t m0 x11 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">102<span class="ls0"> </span></div></div><div class="c x10 y481 w57 h20"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Wartość na koniec okresu<span class="ff2"> </span></div></div><div class="c xaa y481 w58 h20"><div class="t m0 x11 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">102<span class="ls0"> </span></div></div><div class="c xab y481 w59 h20"><div class="t m0 x11 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">102<span class="ls0"> </span></div></div><div class="c x10 y482 w57 h59"><div class="t m0 x18 ha y483 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c xaa y482 w58 h59"><div class="t m0 xad ha y483 ff4 fs5 fc3 sc0 ls1 ws0">54 187<span class="ls0"> </span></div></div><div class="c xab y482 w59 h59"><div class="t m0 xad ha y483 ff4 fs5 fc3 sc0 ls1 ws0">52 410<span class="ls0"> </span></div></div><div class="c x10 y484 w5b h51"><div class="t m0 xae hd y44a ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xaf y484 w5c h51"><div class="t m0 x5 hd y44a ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xaa y484 w5d h51"><div class="t m0 x60 hd y44a ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xab y484 w5e h51"><div class="t m0 x60 hd y44a ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y25e w5b h34"><div class="t m0 xae hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xaf y25e w5c h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xaa y25e w5d h34"><div class="t m0 x60 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xab y25e w5e h34"><div class="t m0 x60 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y485 w5f h5a"><div class="t m0 x2a ha y486 ff5 fs5 fc3 sc0 ls0 ws0">POZOSTAŁE AKTYWA FINANSOWE<span class="ff4"> </span></div><div class="t m0 x30 ha y487 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff4"> </span></div></div><div class="c xaa y12b w5d h20"><div class="t m0 x60 hd y340 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xab y12b w5e h20"><div class="t m0 x60 ha y340 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xaa y485 w58 h23"><div class="t m0 x6e ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x19 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c xab y485 w59 h23"><div class="t m0 x6e ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x19 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x10 y488 w57 h20"><div class="t m0 x18 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">Obligacje </div></div><div class="c xaa y488 w58 h20"><div class="t m0 xad hd y340 ff2 fs5 fc3 sc0 ls1 ws0">25 804<span class="ls0"> </span></div></div><div class="c xab y488 w59 h20"><div class="t m0 x63 hd y340 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y489 w57 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Udzielone pożyczki, w tym :<span class="ff2"> </span></div></div><div class="c xaa y489 w58 h20"><div class="t m0 x11 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">904<span class="ls0"> </span></div></div><div class="c xab y489 w59 h20"><div class="t m0 x4 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">1 603<span class="ls0"> </span></div></div><div class="c x10 y155 w57 h20"><div class="t m0 x16 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">długoterminowe<span class="ff2"> </span></div></div><div class="c xaa y155 w58 h20"><div class="t m0 x11 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">900<span class="ls0"> </span></div></div><div class="c xab y155 w59 h20"><div class="t m0 x4 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">1 600<span class="ls0"> </span></div></div><div class="c x10 y48a w57 h20"><div class="t m0 x16 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">krótkoterminowe<span class="ff2"> </span></div></div><div class="c xaa y48a w58 h20"><div class="t m0 x92 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">4 </div></div><div class="c xab y48a w59 h20"><div class="t m0 x92 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">3 </div></div><div class="c x10 y48b w57 h5b"><div class="t m0 x18 hd y3e0 ff6 fs5 fc3 sc0 ls0 ws0">Pozostałe należności<span class="ff2"> </span></div></div><div class="c xaa y48b w58 h5b"><div class="t m0 x66 hd y3e0 ff2 fs5 fc3 sc0 ls1 ws0">44<span class="ls0"> </span></div></div><div class="c xab y48b w59 h5b"><div class="t m0 x8a hd y3e0 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x10 y48c w57 h25"><div class="t m0 xb0 ha y340 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c xaa y48c w58 h25"><div class="t m0 xad ha y340 ff4 fs5 fc3 sc0 ls1 ws0">26 752<span class="ls0"> </span></div></div><div class="c xab y48c w59 h25"><div class="t m0 x4 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">1 603<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y48d ff2 fs6 fc3 sc0 ls0 ws0">  <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w1f h3d" ><div class="pc pc26 w1f h3d"><img class="bi x1 y3cd w20 h3e" alt="" 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"/><div class="c x1 y1 w21 h3d"><div class="t m0 x67 ha y48e ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok obrotowy 20<span class="ls1">21</span> </div><div class="t m0 x67 hb y3cf ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x9 y3d0 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">38<span class="ls0"> </span></div></div><div class="c x1 y1 w21 h3d"><div class="t m0 x68 h19 y48f ff4 fs2 fc3 sc0 lsb ws0">8.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">Z<span class="fs5">APASY </span><span class="ff5">–</span><span class="fs5"> NOTA NR </span>4 </span></span></div><div class="t m0 x67 h11 y490 ff2 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x7a y491 w60 h25"><div class="t m0 xb1 ha y340 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do 31.12.2021 </div></div><div class="c x60 y492 w61 h5c"><div class="t m0 x6e ha y493 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff4"> </span></div></div><div class="c x79 y494 w62 h5d"><div class="t m0 x26 ha y495 ff5 fs5 fc3 sc0 ls0 ws0">Wycena według </div><div class="t m0 x4a ha y496 ff4 fs5 fc3 sc0 ls0 ws0">ceny nabycia/kosztu </div><div class="t m0 x26 ha y58 ff4 fs5 fc3 sc0 ls0 ws0">wytworzenia na </div><div class="t m0 x4b ha y59 ff4 fs5 fc3 sc0 ls0 ws0">koniec okresu </div></div><div class="c xb2 y494 w63 h5d"><div class="t m0 x4a ha y495 ff5 fs5 fc3 sc0 ls0 ws0">Wycena według </div><div class="t m0 xa5 ha y496 ff5 fs5 fc3 sc0 ls0 ws0">wartości netto </div><div class="t m0 x14 ha y58 ff5 fs5 fc3 sc0 ls0 ws0">możliwej do </div><div class="t m0 xb3 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">uzyskania </div></div><div class="c xb4 y494 w64 h5d"><div class="t m0 x23 ha y497 ff5 fs5 fc3 sc0 ls0 ws0">Kwota odpisów </div><div class="t m0 x23 ha y498 ff5 fs5 fc3 sc0 ls0 ws0">aktualizujących </div><div class="t m0 x71 ha y499 ff5 fs5 fc3 sc0 ls0 ws0">wartości </div><div class="t m0 x6b ha y461 ff5 fs5 fc3 sc0 ls0 ws0">zapasów na </div><div class="t m0 x48 ha y349 ff5 fs5 fc3 sc0 ls0 ws0">początek okresu<span class="ff4"> </span></div></div><div class="c xb5 y494 w65 h5d"><div class="t m0 x24 ha y49a ff5 fs5 fc3 sc0 ls0 ws0">Kwoty odwrócenia </div><div class="t m0 x22 ha y495 ff5 fs5 fc3 sc0 ls0 ws0">odpisów </div><div class="t m0 x18 ha y496 ff5 fs5 fc3 sc0 ls0 ws0">aktualizujących zapasy </div><div class="t m0 x21 ha y58 ff5 fs5 fc3 sc0 ls0 ws0">ujęte jako </div><div class="t m0 x83 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">pomniejszenie tych </div><div class="t m0 x24 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">odpisów w okresie<span class="ff4"> </span></div></div><div class="c x13 y494 w66 h5d"><div class="t m0 x83 ha y497 ff5 fs5 fc3 sc0 ls0 ws0">Kwoty odpisów </div><div class="t m0 xb6 ha y498 ff5 fs5 fc3 sc0 ls0 ws0">aktualizujących </div><div class="t m0 x48 ha y499 ff5 fs5 fc3 sc0 ls0 ws0">wartości zapasów </div><div class="t m0 x48 ha y461 ff5 fs5 fc3 sc0 ls0 ws0">ujętych w okresie </div><div class="t m0 x27 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">jako koszt </div></div><div class="c xb7 y494 w25 h5d"><div class="t m0 x48 ha y497 ff5 fs5 fc3 sc0 ls0 ws0">Kwota odpisów </div><div class="t m0 xa5 ha y498 ff5 fs5 fc3 sc0 ls0 ws0">aktualizujących </div><div class="t m0 x27 ha y499 ff5 fs5 fc3 sc0 ls0 ws0">wartości </div><div class="t m0 x49 ha y461 ff5 fs5 fc3 sc0 ls0 ws0">zapasów na </div><div class="t m0 x80 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">koniec okresu </div></div><div class="c x72 y494 w67 h5d"><div class="t m0 x27 ha y495 ff5 fs5 fc3 sc0 ls0 ws0">Wartość </div><div class="t m0 x4a ha y496 ff5 fs5 fc3 sc0 ls0 ws0">zapasów ujętych </div><div class="t m0 x14 ha y58 ff4 fs5 fc3 sc0 ls0 ws0">jako koszt w </div><div class="t m0 x6e ha y59 ff4 fs5 fc3 sc0 ls0 ws0">okresie </div></div><div class="c xb8 y494 w66 h5d"><div class="t m0 x1b ha y495 ff5 fs5 fc3 sc0 ls0 ws0">Wartość </div><div class="t m0 x27 ha y496 ff4 fs5 fc3 sc0 ls0 ws0">bilansowa </div><div class="t m0 x18 ha y58 ff5 fs5 fc3 sc0 ls0 ws0">zapasów na koniec </div><div class="t m0 x86 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c xb9 y494 w25 h5d"><div class="t m0 x27 ha y497 ff5 fs5 fc3 sc0 ls0 ws0">Wartość </div><div class="t m0 x70 ha y498 ff5 fs5 fc3 sc0 ls0 ws0">zapasów </div><div class="t m0 x83 ha y499 ff5 fs5 fc3 sc0 ls0 ws0">stanowiących </div><div class="t m0 x23 ha y461 ff4 fs5 fc3 sc0 ls0 ws0">zabezpieczenie </div><div class="t m0 x49 ha y349 ff5 fs5 fc3 sc0 ls0 ws0">zobowiązań<span class="ff4"> </span></div></div><div class="c x79 y492 w62 h49"><div class="t m0 x25 hd y426 ff2 fs5 fc3 sc0 ls0 ws0">1 </div></div><div class="c xb2 y492 w63 h49"><div class="t m0 xba hd y426 ff2 fs5 fc3 sc0 ls0 ws0">1 </div></div><div class="c xb4 y492 w64 h49"><div class="t m0 x20 hd y426 ff2 fs5 fc3 sc0 ls0 ws0">2 </div></div><div class="c xb5 y492 w65 h49"><div class="t m0 x5b hd y426 ff2 fs5 fc3 sc0 ls0 ws0">3 </div></div><div class="c x13 y492 w66 h49"><div class="t m0 x5 hd y426 ff2 fs5 fc3 sc0 ls0 ws0">4 </div></div><div class="c xb7 y492 w25 h49"><div class="t m0 xa hd y426 ff2 fs5 fc3 sc0 ls0 ws0">5 = 2 - 3 + 4 </div></div><div class="c x72 y492 w67 h49"><div class="t m0 x1e hd y426 ff2 fs5 fc3 sc0 ls0 ws0">6 </div></div><div class="c xb8 y492 w66 h49"><div class="t m0 x9c hd y426 ff2 fs5 fc3 sc0 ls0 ws0">7 = 1 - 5 </div></div><div class="c xb9 y492 w25 h49"><div class="t m0 x1e hd y426 ff2 fs5 fc3 sc0 ls0 ws0">8 </div></div><div class="c x60 y49b w61 h20"><div class="t m0 x18 hd y359 ff6 fs5 fc3 sc0 ls0 ws0">Materiały<span class="ff2"> </span></div></div><div class="c x79 y49b w62 h20"><div class="t m0 x5d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">1 735<span class="ls0"> </span></div></div><div class="c xb2 y49b w63 h20"><div class="t m0 x88 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb4 y49b w64 h20"><div class="t m0 x4d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">436<span class="ls0"> </span></div></div><div class="c xb5 y49b w65 h20"><div class="t m0 x93 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">394<span class="ls0"> </span></div></div><div class="c x13 y49b w66 h20"><div class="t m0 x50 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">578<span class="ls0"> </span></div></div><div class="c xb7 y49b w25 h20"><div class="t m0 x40 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">620<span class="ls0"> </span></div></div><div class="c x72 y49b w67 h20"><div class="t m0 x4e hd y359 ff2 fs5 fc3 sc0 ls1 ws0">7 474<span class="ls0"> </span></div></div><div class="c xb8 y49b w66 h20"><div class="t m0 x87 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">1 115<span class="ls0"> </span></div></div><div class="c xb9 y49c w25 h5e"><div class="t m0 x67 hd y49d ff2 fs5 fc3 sc0 ls1 ws0">73 727<span class="ls0"> </span></div></div><div class="c x60 y49e w61 h20"><div class="t m0 x18 hd y359 ff2 fs5 fc3 sc0 ls0 ws0">Produkty w toku </div></div><div class="c x79 y49e w62 h20"><div class="t m0 x5d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">3 218<span class="ls0"> </span></div></div><div class="c xb2 y49e w63 h20"><div class="t m0 x88 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb4 y49e w64 h20"><div class="t m0 x75 hd y359 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb5 y49e w65 h20"><div class="t m0 x3 hd y359 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x13 y49e w66 h20"><div class="t m0 xbb hd y359 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb7 y49e w25 h20"><div class="t m0 x41 hd y359 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x72 y49e w67 h20"><div class="t m0 x41 hd y359 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb8 y49e w66 h20"><div class="t m0 x87 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">3 218<span class="ls0"> </span></div></div><div class="c x60 y49c w61 h20"><div class="t m0 x18 hd y359 ff2 fs5 fc3 sc0 ls0 ws0">Towary </div></div><div class="c x79 y49c w62 h20"><div class="t m0 x4 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">185 748<span class="ls0"> </span></div></div><div class="c xb2 y49c w63 h20"><div class="t m0 x88 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb4 y49c w64 h20"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">2 670<span class="ls0"> </span></div></div><div class="c xb5 y49c w65 h20"><div class="t m0 x92 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">7 310<span class="ls0"> </span></div></div><div class="c x13 y49c w66 h20"><div class="t m0 x5c hd y359 ff2 fs5 fc3 sc0 ls1 ws0">21 990<span class="ls0"> </span></div></div><div class="c xb7 y49c w25 h20"><div class="t m0 x67 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">17 350<span class="ls0"> </span></div></div><div class="c x72 y49c w67 h20"><div class="t m0 x7a hd y359 ff2 fs5 fc3 sc0 ls1 ws0">738 578<span class="ls0"> </span></div></div><div class="c xb8 y49c w66 h20"><div class="t m0 x12 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">168 398<span class="ls0"> </span></div></div><div class="c x60 y49f w61 h20"><div class="t m0 x6e ha y359 ff4 fs5 fc3 sc0 ls0 ws0">RAZEM </div></div><div class="c x79 y49f w62 h20"><div class="t m0 x4 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">190 701<span class="ls0"> </span></div></div><div class="c xb2 y49f w63 h20"><div class="t m0 x88 ha y359 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb4 y49f w64 h20"><div class="t m0 x3d ha y359 ff4 fs5 fc3 sc0 ls1 ws0">3 106<span class="ls0"> </span></div></div><div class="c xb5 y49f w65 h20"><div class="t m0 x92 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">7 704<span class="ls0"> </span></div></div><div class="c x13 y49f w66 h20"><div class="t m0 x5c ha y359 ff4 fs5 fc3 sc0 ls1 ws0">22 568<span class="ls0"> </span></div></div><div class="c xb7 y49f w25 h20"><div class="t m0 x67 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">17 970<span class="ls0"> </span></div></div><div class="c x72 y49f w67 h20"><div class="t m0 x7a ha y359 ff4 fs5 fc3 sc0 ls1 ws0">746 052<span class="ls0"> </span></div></div><div class="c xb8 y49f w66 h20"><div class="t m0 x12 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">172 731<span class="ls0"> </span></div></div><div class="c xb9 y49f w25 h20"><div class="t m0 x67 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">73 727<span class="ls0"> </span></div></div><div class="c x7a y4a0 w60 h43"><div class="t m0 x18 hd y58 ff2 fs5 fc3 sc0 lsf ws0">W <span class="ff6 ls0">roku <span class="_ _1"></span>2021 <span class="_ _1"></span>Spółka  <span class="_ _1"></span>odwróciła, część doko<span class="_ _1"></span>nanego odpisu aktualizującego <span class="_ _1"></span>wartość <span class="_ _1"></span>zapasów w <span class="_ _1"></span>kwocie 7 <span class="_ _1"></span>704 <span class="_ _1"></span>tys. zł<span class="_ _1"></span>, w <span class="_ _1"></span>związku z <span class="_ _1"></span>ich <span class="_ _13"></span>sprzedażą lub likwidacją <span class="_ _1"></span>(kolumna <span class="_ _1"></span>3). <span class="_ _1"></span>Wartość zapasów <span class="_ _1"></span>ujętych <span class="_ _1"></span>jako koszt </span></div><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">w <span class="_ _f"></span>roku <span class="_ _13"></span>2021 <span class="_ _f"></span>została <span class="_ _13"></span>wykazana <span class="_ _f"></span>wg <span class="_ _f"></span>cen <span class="_ _13"></span>zakupu, <span class="_ _f"></span>po <span class="_ _f"></span>pomniejszen<span class="_ _1"></span>iu <span class="_ _f"></span>o<span class="_ _1"></span> <span class="_ _f"></span>odpisy <span class="_ _f"></span>aktualizujące <span class="_ _f"></span>(ko<span class="_ _1"></span>lumna <span class="_ _f"></span>6). <span class="_ _13"></span>Na <span class="_ _f"></span>zapasach <span class="_ _f"></span>ustanowiony <span class="_ _13"></span>jest <span class="_ _f"></span>zastaw <span class="_ _f"></span>w<span class="_ _1"></span> <span class="_ _f"></span>wys. <span class="_ _13"></span>73 <span class="_ _f"></span>727 <span class="_ _13"></span>tys. <span class="_ _f"></span>zł <span class="_ _f"></span>na <span class="_ _f"></span>zabezpieczenie <span class="_ _f"></span>kredytów<span class="_ _1"></span> <span class="_ _f"></span>u<span class="_ _f"></span><span class="ff2">dzielonych </span></div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">Spółce  przez banki (kolumna 8).<span class="ff2"> </span></div></div><div class="c x7a y4a1 w64 h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x79 y4a1 w68 h34"><div class="t m0 x67 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb2 y4a1 w69 h34"><div class="t m0 x20 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb4 y4a1 w6a h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb5 y4a1 w6b h34"><div class="t m0 x68 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x13 y4a1 w6c h34"><div class="t m0 x61 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb7 y4a1 w6d h34"><div class="t m0 x1c hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x72 y4a1 w2a h34"><div class="t m0 x1c hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb8 y4a1 w6c h34"><div class="t m0 x61 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb9 y4a1 w6d h34"><div class="t m0 x1c hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x7a y4a2 w60 h20"><div class="t m0 xb1 ha y340 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do 31.12.2020 </div></div><div class="c x60 y4a3 w61 h5c"><div class="t m0 x6e ha y4a4 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff4"> </span></div></div><div class="c x79 y4a5 w62 h5f"><div class="t m0 x26 ha y495 ff5 fs5 fc3 sc0 ls0 ws0">Wycena według </div><div class="t m0 x4a ha y4a6 ff4 fs5 fc3 sc0 ls0 ws0">ceny nabycia/kosztu </div><div class="t m0 x26 ha y58 ff4 fs5 fc3 sc0 ls0 ws0">wytworzenia na </div><div class="t m0 xb3 ha y347 ff4 fs5 fc3 sc0 ls0 ws0">koniec okresu </div></div><div class="c xb2 y4a5 w63 h5f"><div class="t m0 x4a ha y495 ff5 fs5 fc3 sc0 ls0 ws0">Wycena według </div><div class="t m0 xa5 ha y4a6 ff5 fs5 fc3 sc0 ls0 ws0">wartości netto </div><div class="t m0 x14 ha y58 ff5 fs5 fc3 sc0 ls0 ws0">możliwej do </div><div class="t m0 xb3 ha y347 ff4 fs5 fc3 sc0 ls0 ws0">uzyskania </div></div><div class="c xb4 y4a5 w64 h5f"><div class="t m0 x23 ha y497 ff5 fs5 fc3 sc0 ls0 ws0">Kwota odpisów </div><div class="t m0 x23 ha y4a7 ff5 fs5 fc3 sc0 ls0 ws0">aktualizujących </div><div class="t m0 x71 ha y499 ff5 fs5 fc3 sc0 ls0 ws0">wartości </div><div class="t m0 x6b ha y461 ff5 fs5 fc3 sc0 ls0 ws0">zapasów na </div><div class="t m0 x48 ha y349 ff5 fs5 fc3 sc0 ls0 ws0">początek okresu<span class="ff4"> </span></div></div><div class="c xb5 y4a5 w65 h5f"><div class="t m0 x24 ha y4a8 ff5 fs5 fc3 sc0 ls0 ws0">Kwoty odwrócenia </div><div class="t m0 x22 ha y495 ff5 fs5 fc3 sc0 ls0 ws0">odpisów </div><div class="t m0 x18 ha y4a6 ff5 fs5 fc3 sc0 ls0 ws0">aktualizujących zapasy </div><div class="t m0 x21 ha y58 ff5 fs5 fc3 sc0 ls0 ws0">ujęte jako </div><div class="t m0 x83 ha y347 ff4 fs5 fc3 sc0 ls0 ws0">pomniejszenie tych </div><div class="t m0 x24 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">odpisów w okresie<span class="ff4"> </span></div></div><div class="c x13 y4a5 w66 h5f"><div class="t m0 x83 ha y497 ff5 fs5 fc3 sc0 ls0 ws0">Kwoty odpisów </div><div class="t m0 xb6 ha y4a7 ff5 fs5 fc3 sc0 ls0 ws0">aktualizujących </div><div class="t m0 x48 ha y499 ff5 fs5 fc3 sc0 ls0 ws0">wartości zapasów </div><div class="t m0 x48 ha y461 ff5 fs5 fc3 sc0 ls0 ws0">ujętych w okresie </div><div class="t m0 x27 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">jako koszt </div></div><div class="c xb7 y4a5 w25 h5f"><div class="t m0 x48 ha y497 ff5 fs5 fc3 sc0 ls0 ws0">Kwota odpisów </div><div class="t m0 xa5 ha y4a7 ff5 fs5 fc3 sc0 ls0 ws0">aktualizujących </div><div class="t m0 x27 ha y499 ff5 fs5 fc3 sc0 ls0 ws0">wartości </div><div class="t m0 x49 ha y461 ff5 fs5 fc3 sc0 ls0 ws0">zapasów na </div><div class="t m0 x80 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">koniec okresu </div></div><div class="c x72 y4a5 w67 h5f"><div class="t m0 x27 ha y495 ff5 fs5 fc3 sc0 ls0 ws0">Wartość </div><div class="t m0 x4a ha y4a6 ff5 fs5 fc3 sc0 ls0 ws0">zapasów ujętych </div><div class="t m0 x14 ha y58 ff4 fs5 fc3 sc0 ls0 ws0">jako koszt w </div><div class="t m0 x6e ha y347 ff4 fs5 fc3 sc0 ls0 ws0">okresie </div></div><div class="c xb8 y4a5 w66 h5f"><div class="t m0 x1b ha y495 ff5 fs5 fc3 sc0 ls0 ws0">Wartość </div><div class="t m0 x27 ha y4a6 ff4 fs5 fc3 sc0 ls0 ws0">bilansowa </div><div class="t m0 x18 ha y58 ff5 fs5 fc3 sc0 ls0 ws0">zapasów na koniec </div><div class="t m0 x86 ha y347 ff4 fs5 fc3 sc0 ls0 ws0">okresu </div></div><div class="c xb9 y4a5 w25 h5f"><div class="t m0 x27 ha y497 ff5 fs5 fc3 sc0 ls0 ws0">Wartość </div><div class="t m0 x70 ha y4a7 ff5 fs5 fc3 sc0 ls0 ws0">zapasów </div><div class="t m0 x83 ha y499 ff5 fs5 fc3 sc0 ls0 ws0">stanowiącyc<span class="ff4 ls22">h </span></div><div class="t m0 x23 ha y461 ff4 fs5 fc3 sc0 ls0 ws0">zabezpieczenie </div><div class="t m0 x49 ha y349 ff5 fs5 fc3 sc0 ls0 ws0">zobowiązań<span class="ff4"> </span></div></div><div class="c x79 y4a3 w62 h34"><div class="t m0 x25 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">1 </div></div><div class="c xb2 y4a3 w63 h34"><div class="t m0 xba hd y348 ff2 fs5 fc3 sc0 ls0 ws0">1 </div></div><div class="c xb4 y4a3 w64 h34"><div class="t m0 x20 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">2 </div></div><div class="c xb5 y4a3 w65 h34"><div class="t m0 x5b hd y348 ff2 fs5 fc3 sc0 ls0 ws0">3 </div></div><div class="c x13 y4a3 w66 h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">4 </div></div><div class="c xb7 y4a3 w25 h34"><div class="t m0 xa hd y348 ff2 fs5 fc3 sc0 ls0 ws0">5 = 2 - 3 + 4 </div></div><div class="c x72 y4a3 w67 h34"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls0 ws0">6 </div></div><div class="c xb8 y4a3 w66 h34"><div class="t m0 x9c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">7 = 1 - 5 </div></div><div class="c xb9 y4a3 w25 h34"><div class="t m0 x1e hd y348 ff2 fs5 fc3 sc0 ls0 ws0">8 </div></div><div class="c x60 y4a9 w61 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Materiały<span class="ff2"> </span></div></div><div class="c x79 y4a9 w62 h20"><div class="t m0 x5d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">4 929<span class="ls0"> </span></div></div><div class="c xb2 y4a9 w63 h20"><div class="t m0 x88 hd y340 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb4 y4a9 w64 h20"><div class="t m0 x4d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">524<span class="ls0"> </span></div></div><div class="c xb5 y4a9 w65 h20"><div class="t m0 x93 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">407<span class="ls0"> </span></div></div><div class="c x13 y4a9 w66 h20"><div class="t m0 x50 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">319<span class="ls0"> </span></div></div><div class="c xb7 y4a9 w25 h20"><div class="t m0 x40 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">436<span class="ls0"> </span></div></div><div class="c x72 y4a9 w67 h20"><div class="t m0 x67 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">18 225<span class="ls0"> </span></div></div><div class="c xb8 y4a9 w66 h20"><div class="t m0 x87 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">4 493<span class="ls0"> </span></div></div><div class="c xb9 y4aa w25 h5e"><div class="t m0 x7a hd y4ab ff2 fs5 fc3 sc0 ls1 ws0">101 601<span class="ls0"> </span></div></div><div class="c x60 y4ac w61 h20"><div class="t m0 x18 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">Produkty w toku </div></div><div class="c x79 y4ac w62 h20"><div class="t m0 x5d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">1 467<span class="ls0"> </span></div></div><div class="c xb2 y4ac w63 h20"><div class="t m0 x88 hd y340 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb4 y4ac w64 h20"><div class="t m0 x75 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb5 y4ac w65 h20"><div class="t m0 x3 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x13 y4ac w66 h20"><div class="t m0 xbb hd y340 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb7 y4ac w25 h20"><div class="t m0 x41 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x72 y4ac w67 h20"><div class="t m0 x41 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb8 y4ac w66 h20"><div class="t m0 x87 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">1 467<span class="ls0"> </span></div></div><div class="c x60 y4aa w61 h20"><div class="t m0 x18 hd y340 ff2 fs5 fc3 sc0 ls0 ws0">Towary </div></div><div class="c x79 y4aa w62 h20"><div class="t m0 x4 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">116 611<span class="ls0"> </span></div></div><div class="c xb2 y4aa w63 h20"><div class="t m0 x88 hd y340 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb4 y4aa w64 h20"><div class="t m0 x3d hd y340 ff2 fs5 fc3 sc0 ls1 ws0">2 710<span class="ls0"> </span></div></div><div class="c xb5 y4aa w65 h20"><div class="t m0 x92 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">1 108<span class="ls0"> </span></div></div><div class="c x13 y4aa w66 h20"><div class="t m0 x87 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">1 068<span class="ls0"> </span></div></div><div class="c xb7 y4aa w25 h20"><div class="t m0 x4e hd y340 ff2 fs5 fc3 sc0 ls1 ws0">2 670<span class="ls0"> </span></div></div><div class="c x72 y4aa w67 h20"><div class="t m0 x7a hd y340 ff2 fs5 fc3 sc0 ls1 ws0">441 275<span class="ls0"> </span></div></div><div class="c xb8 y4aa w66 h20"><div class="t m0 x12 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">113 941<span class="ls0"> </span></div></div><div class="c x60 y4ad w61 h28"><div class="t m0 x6e ha y340 ff4 fs5 fc3 sc0 ls0 ws0">RAZEM </div></div><div class="c x79 y4ad w62 h28"><div class="t m0 x4 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">123 007<span class="ls0"> </span></div></div><div class="c xb2 y4ad w63 h28"><div class="t m0 xa8 ha y340 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xb4 y4ad w64 h28"><div class="t m0 x3d ha y340 ff4 fs5 fc3 sc0 ls1 ws0">3 234<span class="ls0"> </span></div></div><div class="c xb5 y4ad w65 h28"><div class="t m0 x92 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">1 515<span class="ls0"> </span></div></div><div class="c x13 y4ad w66 h28"><div class="t m0 x87 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">1 387<span class="ls0"> </span></div></div><div class="c xb7 y4ad w25 h28"><div class="t m0 x4e ha y340 ff4 fs5 fc3 sc0 ls1 ws0">3 106<span class="ls0"> </span></div></div><div class="c x72 y4ad w67 h28"><div class="t m0 x7a ha y340 ff4 fs5 fc3 sc0 ls1 ws0">459 500<span class="ls0"> </span></div></div><div class="c xb8 y4ad w66 h28"><div class="t m0 x12 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">119 901<span class="ls0"> </span></div></div><div class="c xb9 y4ad w25 h28"><div class="t m0 x7a ha y340 ff4 fs5 fc3 sc0 ls1 ws0">101 601<span class="ls0"> </span></div></div><div class="c x7a y4ae w6e h40"><div class="t m0 x18 hd y4af ff6 fs5 fc3 sc0 ls0 ws0">W roku 2020 <span class="_ _1"></span>Spółka  odwróciła, część dokonanego odpisu aktualizującego <span class="_ _1"></span>wartość zapasów w <span class="_ _1"></span>kwocie 1 515 tys. zł, w <span class="_ _1"></span>związku z ic<span class="_ _f"></span>h sprzedażą lub likwidacją (<span class="_ _1"></span>kolumna 3). <span class="_ _1"></span>Wartość zapasów </div><div class="t m0 x18 hd y4b0 ff6 fs5 fc3 sc0 ls0 ws0">ujętych <span class="_ _1"></span>jako<span class="_ _1"></span> <span class="_ _f"></span>koszt <span class="_ _f"></span>w <span class="_ _f"></span>roku <span class="_ _f"></span>2020 <span class="_ _13"></span>została <span class="_ _1"></span>w<span class="_ _1"></span>ykazana <span class="_ _1"></span>wg <span class="_ _f"></span>c<span class="_ _1"></span>en <span class="_ _1"></span>zakupu, <span class="_ _f"></span>po <span class="_ _f"></span>pomniejszeniu <span class="_ _f"></span>o <span class="_ _f"></span>odpisy <span class="_ _f"></span>aktualizujące <span class="_ _f"></span>(kolumna <span class="_ _f"></span>6). <span class="_ _f"></span>Na <span class="_ _f"></span>zapasach <span class="_ _f"></span>ustanowiony <span class="_ _f"></span>jest <span class="_ _f"></span>zastaw <span class="_ _f"></span>w <span class="_ _f"></span>wy<span class="_ _f"></span>s. <span class="_ _f"></span>101 <span class="_ _f"></span>601 <span class="_ _f"></span>tys. <span class="_ _f"></span>z<span class="_ _1"></span>ł <span class="_ _f"></span>na </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">zabezpieczenie kredytów udzielonych S<span class="_ _0"></span>półce  przez banki (kolumna 8).<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xb9 y4ae w6d h40"><div class="t m0 x1c hd y4b0 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w21 h3d"><div class="t m0 x67 h11 y4b1 ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 xa7 h11 y4b2 ff2 fs6 fc3 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x1 y3cd w5 h10" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3cf ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x9 y3d0 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">39<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2a h19 y4b3 ff4 fs2 fc3 sc0 lsb ws0">9.<span class="ff9 ls0"> <span class="_ _d"> </span><span class="ff4">N<span class="ff5 fs5">ALEŻNOŚCI I ROZLICZENIA MIĘDZYOKRESOWE <span class="fs2">–</span><span class="ff4"> NOTA NR </span></span>5 </span></span></div><div class="t m0 x8 hd y4b4 ff2 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c x10 y4b5 w6f h2c"><div class="t m0 xbc ha y34f ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c xbd y4b5 w70 h2c"><div class="t m0 x4a ha y34f ff5 fs5 fc3 sc0 ls0 ws0">Na dzień 31.12.2021<span class="ff4"> </span></div></div><div class="c xbe y4b5 w71 h2c"><div class="t m0 x4a ha y34f ff5 fs5 fc3 sc0 ls0 ws0">Na dzień 31.12.2020<span class="ff4"> </span></div></div><div class="c x10 y4b6 w72 h25"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Należności z tytułu dostaw i usług<span class="ff4"> </span></div></div><div class="c xbd y4b6 w70 h25"><div class="t m0 x4 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">183 627<span class="ls0"> </span></div></div><div class="c xbe y4b6 w71 h25"><div class="t m0 x4 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">110 977<span class="ls0"> </span></div></div><div class="c x10 y3a4 w72 h25"><div class="t m0 x16 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">część długoterminowa<span class="ff2"> </span></div></div><div class="c xbd y3a4 w70 h25"><div class="t m0 x53 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">172<span class="ls0"> </span></div></div><div class="c xbe y3a4 w71 h25"><div class="t m0 x53 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">172<span class="ls0"> </span></div></div><div class="c x10 y4b7 w72 h51"><div class="t m0 x1f hd y3be ff6 fs5 fc3 sc0 ls0 ws0">od pozostałych jednostek<span class="ff2"> </span></div></div><div class="c xbd y4b7 w70 h51"><div class="t m0 x53 hd y3be ff2 fs5 fc3 sc0 ls1 ws0">172<span class="ls0"> </span></div></div><div class="c xbe y4b7 w71 h51"><div class="t m0 x53 hd y3be ff2 fs5 fc3 sc0 ls1 ws0">172<span class="ls0"> </span></div></div><div class="c x10 y4b8 w72 h20"><div class="t m0 x16 hd y359 ff6 fs5 fc3 sc0 ls0 ws0">część krótkoterminowa<span class="ff2"> </span></div></div><div class="c xbd y4b8 w70 h20"><div class="t m0 x4 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">183 455<span class="ls0"> </span></div></div><div class="c xbe y4b8 w71 h20"><div class="t m0 x4 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">110 805<span class="ls0"> </span></div></div><div class="c x10 y4b9 w72 h51"><div class="t m0 x1f hd y3be ff6 fs5 fc3 sc0 ls0 ws0">od jednostek zależnych<span class="ff2"> </span></div></div><div class="c xbd y4b9 w70 h51"><div class="t m0 x4d hd y3be ff2 fs5 fc3 sc0 ls1 ws0">45 878<span class="ls0"> </span></div></div><div class="c xbe y4b9 w71 h51"><div class="t m0 x4d hd y3be ff2 fs5 fc3 sc0 ls1 ws0">23 338<span class="ls0"> </span></div></div><div class="c x10 y4ba w72 h51"><div class="t m0 x1f hd y44a ff6 fs5 fc3 sc0 ls0 ws0">od jednostek powiązanych<span class="ff2"> </span></div></div><div class="c xbd y4ba w70 h51"><div class="t m0 x53 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">600<span class="ls0"> </span></div></div><div class="c xbe y4ba w71 h51"><div class="t m0 x53 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">184<span class="ls0"> </span></div></div><div class="c x10 y4bb w72 h51"><div class="t m0 x1f hd y44a ff6 fs5 fc3 sc0 ls0 ws0">od pozostałych jednostek<span class="ff2"> </span></div></div><div class="c xbd y4bb w70 h51"><div class="t m0 x4 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">136 977<span class="ls0"> </span></div></div><div class="c xbe y4bb w71 h51"><div class="t m0 x4d hd y44a ff2 fs5 fc3 sc0 ls1 ws0">87 283<span class="ls0"> </span></div></div><div class="c x10 y4bc w72 h3b"><div class="t m0 x18 ha y3c0 ff5 fs5 fc3 sc0 ls0 ws0">Należności z tytułu przekazanych zaliczek<span class="ff4"> </span></div></div><div class="c xbd y4bc w70 h3b"><div class="t m0 xbf ha y3c0 ff4 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xbe y4bc w71 h3b"><div class="t m0 x53 ha y3c0 ff4 fs5 fc3 sc0 ls1 ws0">149<span class="ls0"> </span></div></div><div class="c x10 y4bd w72 h20"><div class="t m0 x16 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">część krótkoterminowa<span class="ff2"> </span></div></div><div class="c xbd y4bd w70 h20"><div class="t m0 xbf hd y340 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xbe y4bd w71 h20"><div class="t m0 x53 hd y340 ff2 fs5 fc3 sc0 ls1 ws0">149<span class="ls0"> </span></div></div><div class="c x10 y4be w72 h60"><div class="t m0 x1f hd y4bf ff6 fs5 fc3 sc0 ls0 ws0">od pozostałych <span class="ff2">jednostek </span></div></div><div class="c xbd y4be w70 h60"><div class="t m0 x7c hd y4bf ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xbe y4be w71 h60"><div class="t m0 x53 hd y4bf ff2 fs5 fc3 sc0 ls1 ws0">149<span class="ls0"> </span></div></div><div class="c x10 y4c0 w72 h20"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe należności<span class="ff4"> </span></div></div><div class="c xbd y4c0 w70 h20"><div class="t m0 x4d ha y340 ff4 fs5 fc3 sc0 ls1 ws0">12 776<span class="ls0"> </span></div></div><div class="c xbe y4c0 w71 h20"><div class="t m0 x4d ha y340 ff4 fs5 fc3 sc0 ls1 ws0">12 486<span class="ls0"> </span></div></div><div class="c x10 y4c1 w72 h42"><div class="t m0 x16 hd y3e0 ff6 fs5 fc3 sc0 ls0 ws0">część krótkoterminowa<span class="ff2"> </span></div></div><div class="c xbd y4c1 w70 h42"><div class="t m0 x4d hd y3e0 ff2 fs5 fc3 sc0 ls1 ws0">12 776<span class="ls0"> </span></div></div><div class="c xbe y4c1 w71 h42"><div class="t m0 x4d hd y3e0 ff2 fs5 fc3 sc0 ls1 ws0">12 486<span class="ls0"> </span></div></div><div class="c x10 y4c2 w72 h51"><div class="t m0 x1f hd y3be ff6 fs5 fc3 sc0 ls0 ws0">od pozostałych jednostek<span class="ff2"> </span></div></div><div class="c xbd y4c2 w70 h51"><div class="t m0 x4d hd y3be ff2 fs5 fc3 sc0 ls1 ws0">12 776<span class="ls0"> </span></div></div><div class="c xbe y4c2 w71 h51"><div class="t m0 x4d hd y3be ff2 fs5 fc3 sc0 ls1 ws0">12 486<span class="ls0"> </span></div></div><div class="c x10 y4c3 w72 h20"><div class="t m0 x18 ha y359 ff5 fs5 fc3 sc0 ls0 ws0">Rozliczenia międzyokresowe czynne<span class="ff4"> </span></div></div><div class="c xbd y4c3 w70 h20"><div class="t m0 x50 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">1 120<span class="ls0"> </span></div></div><div class="c xbe y4c3 w71 h20"><div class="t m0 x50 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">4 886<span class="ls0"> </span></div></div><div class="c x10 y2ec w72 h61"><div class="t m0 x16 hd y434 ff6 fs5 fc3 sc0 ls0 ws0">część długoterminowa<span class="ff2"> </span></div></div><div class="c xbd y2ec w70 h61"><div class="t m0 x53 hd y434 ff2 fs5 fc3 sc0 ls1 ws0">414<span class="ls0"> </span></div></div><div class="c xbe y2ec w71 h61"><div class="t m0 x53 hd y434 ff2 fs5 fc3 sc0 ls1 ws0">550<span class="ls0"> </span></div></div><div class="c x10 y4c4 w72 h51"><div class="t m0 x16 hd y44a ff6 fs5 fc3 sc0 ls0 ws0">część krótkoterminowa<span class="ff2"> </span></div></div><div class="c xbd y4c4 w70 h51"><div class="t m0 x53 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">706<span class="ls0"> </span></div></div><div class="c xbe y4c4 w71 h51"><div class="t m0 x50 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">4 336<span class="ls0"> </span></div></div><div class="c x10 y4c5 w72 h3b"><div class="t m0 x18 ha y3c0 ff4 fs5 fc3 sc0 ls0 ws0">Odpisy <span class="ff5">aktualizujące z tytułu utraty wartości na poc<span class="_ _0"></span>zątek okresu<span class="_ _1"></span><span class="ff4"> </span></span></div></div><div class="c xbd y4c5 w70 h3b"><div class="t m0 x4d ha y3c0 ff4 fs5 fc3 sc0 ls1 ws0">15 427<span class="ls0"> </span></div></div><div class="c xbe y4c5 w71 h3b"><div class="t m0 x4d ha y3c0 ff4 fs5 fc3 sc0 ls1 ws0">15 620<span class="ls0"> </span></div></div><div class="c x10 y4c6 w72 h23"><div class="t m0 x18 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Odpisy aktualizujące z tytułu utraty wartości na po<span class="_ _0"></span>czątek okresu (po </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">korektach) </div></div><div class="c xbd y4c6 w70 h23"><div class="t m0 x4d ha y349 ff4 fs5 fc3 sc0 ls1 ws0">15 427<span class="ls0"> </span></div></div><div class="c xbe y4c6 w71 h23"><div class="t m0 x4d ha y349 ff4 fs5 fc3 sc0 ls1 ws0">15 620<span class="ls0"> </span></div></div><div class="c x10 y4c7 w72 h20"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Ujęcie w okresie odpisów aktualizujących z tytułu utraty wartości, w tym:<span class="ff4"> </span></div></div><div class="c xbd y4c7 w70 h20"><div class="t m0 x53 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">491<span class="ls0"> </span></div></div><div class="c xbe y4c7 w71 h20"><div class="t m0 x53 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">886<span class="ls0"> </span></div></div><div class="c x10 y4c8 w72 h51"><div class="t m0 x16 hd y44a ff6 fs5 fc3 sc0 ls0 ws0">należności z tytułu dostaw i usług, w tym:<span class="ff2"> </span></div></div><div class="c xbd y4c8 w70 h51"><div class="t m0 x53 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">491<span class="ls0"> </span></div></div><div class="c xbe y4c8 w71 h51"><div class="t m0 x53 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">427<span class="ls0"> </span></div></div><div class="c x10 y4c9 w72 h34"><div class="t m0 x1f hd y348 ff6 fs5 fc3 sc0 ls0 ws0">należność główna<span class="ff2"> </span></div></div><div class="c xbd y4c9 w70 h34"><div class="t m0 xbb hd y348 ff2 fs5 fc3 sc0 ls1 ws0">14<span class="ls0"> </span></div></div><div class="c xbe y4c9 w71 h34"><div class="t m0 xbb hd y348 ff2 fs5 fc3 sc0 ls1 ws0">29<span class="ls0"> </span></div></div><div class="c x10 y48a w72 h34"><div class="t m0 x1f hd y348 ff6 fs5 fc3 sc0 ls0 ws0">należność odsetkowa<span class="ff2"> </span></div></div><div class="c xbd y48a w70 h34"><div class="t m0 x53 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">477<span class="ls0"> </span></div></div><div class="c xbe y48a w71 h34"><div class="t m0 x53 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">398<span class="ls0"> </span></div></div><div class="c x10 y32b w72 h60"><div class="t m0 x16 hd y44a ff6 fs5 fc3 sc0 ls0 ws0">pozostałe należności<span class="ff2"> </span></div></div><div class="c xbd y32b w70 h60"><div class="t m0 x7c hd y44a ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xbe y32b w71 h60"><div class="t m0 x53 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">459<span class="ls0"> </span></div></div><div class="c x10 y4ca w72 h20"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Odwrócenie w okresie odpisu aktuali<span class="_ _0"></span>zującego z tytułu utraty wartości<span class="_ _1"></span><span class="ff4"> </span></div></div><div class="c xbd y4ca w70 h20"><div class="t m0 x53 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">980<span class="ls0"> </span></div></div><div class="c xbe y4ca w71 h20"><div class="t m0 x50 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">1 079<span class="ls0"> </span></div></div><div class="c x10 y7b w72 h20"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Odpisy aktualizujące z tytułu utraty wartości na koniec okresu, w tym:<span class="ff4"> </span></div></div><div class="c xbd y7b w70 h20"><div class="t m0 x4d ha y340 ff4 fs5 fc3 sc0 ls1 ws0">14 938<span class="ls0"> </span></div></div><div class="c xbe y7b w71 h20"><div class="t m0 x4d ha y340 ff4 fs5 fc3 sc0 ls1 ws0">15 427<span class="ls0"> </span></div></div><div class="c x10 y4cb w72 h51"><div class="t m0 x16 hd y44a ff6 fs5 fc3 sc0 ls0 ws0">należności z tytułu dostaw i usług, w tym:<span class="ff2"> </span></div></div><div class="c xbd y4cb w70 h51"><div class="t m0 x50 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">3 306<span class="ls0"> </span></div></div><div class="c xbe y4cb w71 h51"><div class="t m0 x50 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">3 795<span class="ls0"> </span></div></div><div class="c x10 y4cc w72 h62"><div class="t m0 x1f hd y36c ff6 fs5 fc3 sc0 ls0 ws0">należność główna<span class="ff2"> </span></div></div><div class="c xbd y4cc w70 h62"><div class="t m0 x50 hd y36c ff2 fs5 fc3 sc0 ls1 ws0">2 687<span class="ls0"> </span></div></div><div class="c xbe y4cc w71 h62"><div class="t m0 x50 hd y36c ff2 fs5 fc3 sc0 ls1 ws0">3 110<span class="ls0"> </span></div></div><div class="c x10 y4cd w72 h34"><div class="t m0 x1f hd y348 ff6 fs5 fc3 sc0 ls0 ws0">należność odsetkowa<span class="ff2"> </span></div></div><div class="c xbd y4cd w70 h34"><div class="t m0 x53 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">619<span class="ls0"> </span></div></div><div class="c xbe y4cd w71 h34"><div class="t m0 x53 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">685<span class="ls0"> </span></div></div><div class="c x10 y4ce w72 h51"><div class="t m0 x16 hd y44a ff6 fs5 fc3 sc0 ls0 ws0">pozostałe należności<span class="ff2"> </span></div></div><div class="c xbd y4ce w70 h51"><div class="t m0 x4d hd y44a ff2 fs5 fc3 sc0 ls1 ws0">11 632<span class="ls0"> </span></div></div><div class="c xbe y4ce w71 h51"><div class="t m0 x4d hd y44a ff2 fs5 fc3 sc0 ls1 ws0">11 632<span class="ls0"> </span></div></div><div class="c x10 y4cf w72 h20"><div class="t m0 xbc ha y340 ff4 fs5 fc3 sc0 ls0 ws0">RAZEM </div></div><div class="c xbd y4cf w70 h20"><div class="t m0 x4 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">182 585<span class="ls0"> </span></div></div><div class="c xbe y4cf w71 h20"><div class="t m0 x4 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">113 071<span class="ls0"> </span></div></div><div class="c x10 y4d0 w73 h34"><div class="t m0 xc0 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xbd y4d0 w62 h34"><div class="t m0 x67 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xbe y4d0 w74 h34"><div class="t m0 x67 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hd y4d1 ff2 fs5 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 hd y4d2 ff2 fs5 fc3 sc0 ls0 ws0">Odpisy <span class="_ _12"> </span><span class="ff6">aktualizujące  z <span class="_ _12"> </span>tytułu  u<span class="_ _0"></span>traty <span class="_ _14"> </span>wartości <span class="_ _14"> </span>ujęto <span class="_ _14"> </span>w <span class="_ _14"> </span>pozostałych <span class="_ _12"> </span>kosztach  (nale<span class="_ _0"></span>żności <span class="_ _14"> </span>główne) <span class="_ _14"> </span>i <span class="_ _14"> </span>kosztach <span class="_ _14"> </span>finansowych </span></div><div class="t m0 x8 hd y4d3 ff6 fs5 fc3 sc0 ls0 ws0">(odsetki) w Sprawozdaniu z Zysków lub Strat i Innych Całkowitych Dochodów.<span class="ff2"> </span></div><div class="t m0 x8 hd y4d4 ff6 fs5 fc3 sc0 ls0 ws0">Spółka, naliczając odsetki dla jednostek n<span class="_ _0"></span>iepowiązanych, jednocześnie tworzy na nie odpisy aktualizujące.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 hd y4d5 ff2 fs5 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi xd y416 w7 h4a" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3cf ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y417 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">40<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2a h19 y4d6 ff4 fs2 fc3 sc0 ls0 ws0">10.<span class="ff9"> <span class="_ _f"></span><span class="ff5">Ś<span class="_ _1"></span><span class="fs5">RODKI PIENIĘŻNE I ICH EKWIWA<span class="_ _0"></span>LENTY <span class="fs2">–</span><span class="ff4"> NOTA NR <span class="fs2">6 </span></span></span></span></span></div></div><div class="c x0 y4d7 w75 h63"><div class="t m0 x33 ha y8 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c xc1 y4d7 w58 h63"><div class="t m0 x6e ha y4d8 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x19 ha y3b6 ff4 fs5 fc3 sc0 ls1 ws0">31.12.20<span class="ls0">21 </span></div></div><div class="c xc2 y4d7 w59 h63"><div class="t m0 x6e ha y4d8 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x19 ha y3b6 ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x0 y4d9 w76 h53"><div class="t m0 x18 hd y359 ff6 fs5 fc3 sc0 ls0 ws0">Środki pieniężne w banku i w kasie<span class="ff2"> </span></div></div><div class="c xc1 y4d9 w58 h53"><div class="t m0 x5c hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> <span class="ls1">6 103 </span> </div></div><div class="c xc2 y4d9 w59 h53"><div class="t m0 x5c hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> <span class="ls1">6 539 </span> </div></div><div class="c x0 y4da w76 h53"><div class="t m0 x18 hd y359 ff6 fs5 fc3 sc0 ls0 ws0">Lokaty krótkoterminowe<span class="ff2"> </span></div></div><div class="c xc1 y4da w58 h53"><div class="t m0 x68 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> <span class="ls1">13 299 </span> </div></div><div class="c xc2 y4da w59 h53"><div class="t m0 x68 hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> <span class="ls1">37 943 </span> </div></div><div class="c x0 y4db w76 h53"><div class="t m0 x33 ha y359 ff4 fs5 fc3 sc0 ls0 ws0">RAZEM </div></div><div class="c xc1 y4db w58 h53"><div class="t m0 x68 ha y359 ff4 fs5 fc3 sc0 ls0 ws0"> <span class="ls1">19 402 </span> </div></div><div class="c xc2 y4db w59 h53"><div class="t m0 x68 ha y359 ff4 fs5 fc3 sc0 ls0 ws0"> <span class="ls1">44 482 </span> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y4dc ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y4dd ff2 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y4de w77 h2c"><div class="t m0 x6b ha y4df ff5 fs5 fc3 sc0 ls0 ws0">TRANSAKCJE NIEPIENIĘŻNE WYKAZAN<span class="_ _0"></span>E W RACHUNKU PRZEPŁYWÓW PIE<span class="_ _1"></span>NIĘŻNYCH WYŁĄCZONE Z DZIAŁA<span class="_ _0"></span>LNOŚCI </div><div class="t m0 xc3 ha y3be ff4 fs5 fc3 sc0 ls0 ws0">INWESTYTYJNEJ I FINANSOWEJ </div></div><div class="c x10 y16f w78 h64"><div class="t m0 x33 ha y4e0 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c xc4 y16f w79 h64"><div class="t m0 x6e ha y4e1 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x19 ha y3e0 ff4 fs5 fc3 sc0 ls1 ws0">31.12.20<span class="ls0">21 </span></div></div><div class="c xc5 y16f w7a h64"><div class="t m0 x6e ha y4e1 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x19 ha y3e0 ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x10 y4e2 w7b h53"><div class="t m0 x18 hd y359 ff6 fs5 fc3 sc0 ls0 ws0">Nabycie aktywów w drodze leasingu finansowego<span class="ff2"> </span></div></div><div class="c xc4 y4e2 w79 h53"><div class="t m0 x4 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">3 257<span class="ls0"> </span></div></div><div class="c xc5 y4e2 w7a h53"><div class="t m0 x4 hd y359 ff2 fs5 fc3 sc0 ls1 ws0">2 779<span class="ls0"> </span></div></div><div class="c x10 y4e3 w7b h53"><div class="t m0 xc6 ha y359 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c xc4 y4e3 w79 h53"><div class="t m0 x4 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">3 257<span class="ls0"> </span></div></div><div class="c xc5 y4e3 w7a h53"><div class="t m0 x4 ha y359 ff4 fs5 fc3 sc0 ls0 ws0">2 <span class="ls1">779</span> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y37f ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x2a h19 yff ff4 fs2 fc3 sc0 ls0 ws0">11.<span class="ff9"> <span class="_ _f"></span></span>K<span class="ff5 fs5">APITAŁ PODSTAWOWY <span class="fs2">–</span><span class="ff4"> NOTA NR </span></span>7 </div><div class="t m0 x8 hb y345 ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x0 y4e4 w7c h20"><div class="t m0 x18 ha y4e5 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xc1 y4e4 w5d h20"><div class="t m0 x63 hd y4e5 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xc2 y4e4 w5e h20"><div class="t m0 x63 hd y4e5 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x0 y4e6 w7c h34"><div class="t m0 xc7 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xc1 y4e6 w5d h34"><div class="t m0 x63 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xc2 y4e6 w5e h34"><div class="t m0 x63 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x0 y4e7 w7d h2c"><div class="t m0 x5 ha y4e8 ff5 fs5 fc3 sc0 ls0 ws0">LICZBA AKCJI SKŁADAJĄCYCH SIĘ NA KAPITAŁ PODSTAWOWY<span class="ff4"> </span></div><div class="t m0 xc8 ha y3c0 ff4 fs5 fc3 sc0 ls0 ws0">(szt.)<span class="ff2"> </span></div></div><div class="c xc1 y4e7 w58 h2c"><div class="t m0 x6e ha y4e8 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x19 ha y3c0 ff4 fs5 fc3 sc0 ls1 ws0">31.12.20<span class="ls0">21 </span></div></div><div class="c xc2 y4e7 w59 h2c"><div class="t m0 x6e ha y4e8 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień </div><div class="t m0 x19 ha y3c0 ff4 fs5 fc3 sc0 ls1 ws0">31.12.2020<span class="ls0"> </span></div></div><div class="c x0 y4e9 w7e h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Akcje zwykłe o wartości nominalnej 0,10 zł<span class="ff2"> </span></div></div><div class="c xc1 y4e9 w58 h20"><div class="t m0 xba hd y340 ff2 fs5 fc3 sc0 ls1 ws0">17 500 000<span class="ls0"> </span></div></div><div class="c xc2 y4e9 w59 h20"><div class="t m0 xba hd y340 ff2 fs5 fc3 sc0 ls1 ws0">17 500 000<span class="ls0"> </span></div></div><div class="c x0 y4ea w7e h20"><div class="t m0 x33 ha y340 ff4 fs5 fc3 sc0 ls0 ws0">RAZEM </div></div><div class="c xc1 y4ea w58 h20"><div class="t m0 xba ha y340 ff4 fs5 fc3 sc0 ls1 ws0">17 500 000<span class="ls0"> </span></div></div><div class="c xc2 y4ea w59 h20"><div class="t m0 xba ha y340 ff4 fs5 fc3 sc0 ls1 ws0">17 500 000<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y4eb ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 hd yde ff2 fs5 fc3 sc0 ls0 ws0"> </div><div class="t m0 x2a h19 y4ec ff4 fs2 fc3 sc0 ls0 ws0">12.<span class="ff9"> <span class="_ _f"></span></span>K<span class="ff5 fs5">APITAŁY REZERWOWE<span class="_ _1"></span></span>,<span class="fs5"> <span class="ff5">ZAPASOWE I KAPITAŁY Z AKTUA<span class="_ _0"></span>LIZACJI WYCE<span class="_ _1"></span>NY <span class="fs2">–</span><span class="ff4"> NOTA NR <span class="fs2">8 </span></span></span></span></div><div class="t m0 x8 h11 y4ed ff2 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y4ee w3f h28"><div class="t m0 x96 ha y340 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do 31.12.2021 </div></div><div class="c x10 y265 w7f h31"><div class="t m0 xc9 ha y393 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c xca y265 w80 h31"><div class="t m0 x19 ha y394 ff5 fs5 fc3 sc0 ls0 ws0">Kapitał </div><div class="t m0 x14 ha y4ef ff4 fs5 fc3 sc0 ls0 ws0">zapasowy </div></div><div class="c xcb y265 w81 h31"><div class="t m0 x6e ha y394 ff5 fs5 fc3 sc0 ls0 ws0">Kapitał rezerwowy<span class="ff4"> <span class="ls23">z </span></span></div><div class="t m0 xd ha y4ef ff5 fs5 fc3 sc0 ls0 ws0">aktualizacji wyceny aktywów<span class="ff4"> </span></div></div><div class="c x85 y265 wc h31"><div class="t m0 x70 ha y393 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c x10 y4f0 w7f h65"><div class="t m0 x18 ha y4f1 ff5 fs5 fc3 sc0 ls0 ws0">Saldo na początek okresu<span class="ff4"> </span></div></div><div class="c xca y4f0 w80 h65"><div class="t m0 x1d ha y4f1 ff4 fs5 fc3 sc0 ls1 ws0">201 009<span class="ls0"> </span></div></div><div class="c xcb y4f0 w81 h65"><div class="t m0 xc9 ha y4f1 ff4 fs5 fc3 sc0 ls1 ws0">24 353<span class="ls0"> </span></div></div><div class="c x85 y4f0 wc h65"><div class="t m0 x1a ha y4f1 ff4 fs5 fc3 sc0 ls1 ws0">225 362<span class="ls0"> </span></div></div><div class="c x10 y2bb w7f h23"><div class="t m0 x18 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">Zyski / <span class="ff6">(straty) z tytułu aktualizacji wyceny aktywów </span></div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">(akcje i udziały w spółkach zależnych)<span class="ff2"> </span></div></div><div class="c xca y2bb w80 h23"><div class="t m0 x52 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xcb y2bb w81 h23"><div class="t m0 x77 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">1 777<span class="ls0"> </span></div></div><div class="c x85 y2bb wc h23"><div class="t m0 x25 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">1 777<span class="ls0"> </span></div></div><div class="c x10 y4f2 w7f h23"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">Zyski / (straty) aktuarialne dotyczące rezerw na </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">świadczenia pracownicze<span class="ff2"> </span></div></div><div class="c xca y4f2 w80 h23"><div class="t m0 x52 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xcb y4f2 w81 h23"><div class="t m0 x37 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">(238) </div></div><div class="c x85 y4f2 wc h23"><div class="t m0 x4c hd y349 ff2 fs5 fc3 sc0 ls0 ws0">(238) </div></div><div class="c x10 y4f3 w7f h40"><div class="t m0 x18 hd y58 ff6 fs5 fc3 sc0 ls0 ws0">Podatek dochodowy związany z pozycjami </div><div class="t m0 x18 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">prezentowanymi w kapitale lub przeniesionymi z </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">kapitału<span class="ff2"> </span></div></div><div class="c xca y4f3 w80 h40"><div class="t m0 x52 hd y59 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xcb y4f3 w81 h40"><div class="t m0 x2e hd y59 ff2 fs5 fc3 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c x85 y4f3 wc h40"><div class="t m0 x5f hd y59 ff2 fs5 fc3 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c x10 y4f4 w7f h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Podział zysku netto<span class="ff2"> </span></div></div><div class="c xca y4f4 w80 h20"><div class="t m0 x1e hd y340 ff2 fs5 fc3 sc0 ls1 ws0">11 094<span class="ls0"> </span></div></div><div class="c xcb y4f4 w81 h20"><div class="t m0 xae hd y340 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x85 y4f4 wc h20"><div class="t m0 x1c hd y340 ff2 fs5 fc3 sc0 ls1 ws0">11 094<span class="ls0"> </span></div></div><div class="c x10 y4f5 w7f h20"><div class="t m0 x18 ha y340 ff4 fs5 fc3 sc0 ls0 ws0">Saldo na koniec okresu </div></div><div class="c xca y4f5 w80 h20"><div class="t m0 x1d ha y340 ff4 fs5 fc3 sc0 ls1 ws0">212 103<span class="ls0"> </span></div></div><div class="c xcb y4f5 w81 h20"><div class="t m0 xc9 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">25 937<span class="ls0"> </span></div></div><div class="c x85 y4f5 wc h20"><div class="t m0 x1a ha y340 ff4 fs5 fc3 sc0 ls1 ws0">238 040<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y1e4 ff2 fs6 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi xd y416 w7 h4a" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3cf ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y417 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">41<span class="ls0"> </span></div></div><div class="c x10 y4f6 w3f h53"><div class="t m0 x96 ha y359 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do 31.12.2020 </div></div><div class="c x10 y4f7 w82 h66"><div class="t m0 xc9 ha y4f8 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c xca y4f7 w83 h66"><div class="t m0 x19 ha y4f9 ff5 fs5 fc3 sc0 ls0 ws0">Kapitał </div><div class="t m0 x14 ha y4fa ff4 fs5 fc3 sc0 ls0 ws0">zapasowy </div></div><div class="c xcb y4f7 w84 h66"><div class="t m0 x6e ha y4f9 ff5 fs5 fc3 sc0 ls0 ws0">Kapitał rezerwowy z </div><div class="t m0 xd ha y4fa ff5 fs5 fc3 sc0 ls0 ws0">aktualizacji wyceny aktywów<span class="ff4"> </span></div></div><div class="c x85 y4f7 wc h66"><div class="t m0 x70 ha y4f8 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c x10 y4fb w82 h67"><div class="t m0 x18 ha y4fc ff5 fs5 fc3 sc0 ls0 ws0">Saldo na początek okresu<span class="ff4"> </span></div></div><div class="c xca y4fb w83 h67"><div class="t m0 x1d ha y4fc ff4 fs5 fc3 sc0 ls1 ws0">187 094<span class="ls0"> </span></div></div><div class="c xcb y4fb w84 h67"><div class="t m0 xc9 ha y4fc ff4 fs5 fc3 sc0 ls1 ws0">26 204<span class="ls0"> </span></div></div><div class="c x85 y4fb wc h67"><div class="t m0 x1a ha y4fc ff4 fs5 fc3 sc0 ls1 ws0">213 298<span class="ls0"> </span></div></div><div class="c x10 y41d w82 h23"><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">Zyski / (straty) z tytułu aktualizacji wyceny aktywów </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">(akcje i udziały w spółkach zależnych)<span class="ff2"> </span></div></div><div class="c xca y41d w83 h23"><div class="t m0 x52 hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xcb y41d w84 h23"><div class="t m0 x56 hd y366 ff2 fs5 fc3 sc0 ls0 ws0">(1 776) </div></div><div class="c x85 y41d wc h23"><div class="t m0 x20 hd y366 ff2 fs5 fc3 sc0 ls0 ws0">(1 776) </div></div><div class="c x10 y4fd w82 h23"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">Zyski / (straty) z tytułu sprzedaży udziałów w spółce </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">zależnej<span class="ff2"> </span></div></div><div class="c xca y4fd w83 h23"><div class="t m0 x52 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xcb y4fd w84 h23"><div class="t m0 xcc hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x85 y4fd wc h23"><div class="t m0 x52 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x10 y4fe w82 h23"><div class="t m0 x18 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">Zyski / (straty) <span class="ff6">aktuarialne dotyczące rezerw na </span></div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">świadczenia pracownicze<span class="ff2"> </span></div></div><div class="c xca y4fe w83 h23"><div class="t m0 x52 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xcb y4fe w84 h23"><div class="t m0 xcd hd y349 ff2 fs5 fc3 sc0 ls0 ws0">(92) </div></div><div class="c x85 y4fe wc h23"><div class="t m0 x12 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">(92) </div></div><div class="c x10 y466 w82 h40"><div class="t m0 x18 hd y58 ff6 fs5 fc3 sc0 ls0 ws0">Podatek dochodowy związany z pozycjami </div><div class="t m0 x18 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">prezentowanymi w kapitale lub przeniesionymi z </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">kapitału<span class="ff2"> </span></div></div><div class="c xca y466 w83 h40"><div class="t m0 x52 hd y59 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xcb y466 w84 h40"><div class="t m0 x2e hd y59 ff2 fs5 fc3 sc0 ls1 ws0">17<span class="ls0"> </span></div></div><div class="c x85 y466 wc h40"><div class="t m0 x5f hd y59 ff2 fs5 fc3 sc0 ls1 ws0">17<span class="ls0"> </span></div></div><div class="c x10 y37e w82 h53"><div class="t m0 x18 hd y359 ff6 fs5 fc3 sc0 ls0 ws0">Podział zysku netto<span class="ff2"> </span></div></div><div class="c xca y37e w83 h53"><div class="t m0 x1e hd y359 ff2 fs5 fc3 sc0 ls1 ws0">13 915<span class="ls0"> </span></div></div><div class="c xcb y37e w84 h53"><div class="t m0 xae hd y359 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x85 y37e wc h53"><div class="t m0 x1c hd y359 ff2 fs5 fc3 sc0 ls1 ws0">13 915<span class="ls0"> </span></div></div><div class="c x10 y88 w82 h53"><div class="t m0 x18 ha y359 ff4 fs5 fc3 sc0 ls0 ws0">Saldo na koniec okresu </div></div><div class="c xca y88 w83 h53"><div class="t m0 x1d ha y359 ff4 fs5 fc3 sc0 ls1 ws0">201 009<span class="ls0"> </span></div></div><div class="c xcb y88 w84 h53"><div class="t m0 xc9 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">24 353<span class="ls0"> </span></div></div><div class="c x85 y88 wc h53"><div class="t m0 x1a ha y359 ff4 fs5 fc3 sc0 ls1 ws0">225 362<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y4ff ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x2a h19 y500 ff4 fs2 fc3 sc0 ls0 ws0">13.<span class="ff9"> <span class="_ _f"></span></span>R<span class="fs5">E<span class="_ _1"></span>ZERWY </span><span class="ff5">–</span><span class="fs5"> NOTA NR </span>9 </div></div><div class="c x10 y501 w3f h20"><div class="t m0 x96 ha y359 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do 31.12.2021 </div></div><div class="c x10 y502 w85 h68"><div class="t m0 x25 ha y461 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c xce y502 w86 h68"><div class="t m0 x70 ha y496 ff4 fs5 fc3 sc0 ls0 ws0">Rezerwy </div><div class="t m0 x4b ha y58 ff5 fs5 fc3 sc0 ls0 ws0">dotyczące </div><div class="t m0 x83 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">zakończonych </div><div class="t m0 x49 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">kontraktów<span class="ff4"> </span></div></div><div class="c x97 y502 wc h68"><div class="t m0 x83 ha y499 ff4 fs5 fc3 sc0 ls0 ws0">Rezerwy na </div><div class="t m0 x48 ha y461 ff4 fs5 fc3 sc0 ls0 ws0">inne naprawy </div><div class="t m0 x23 ha y349 ff4 fs5 fc3 sc0 ls0 ws0">gwarancyjne </div></div><div class="c xcf y502 w87 h68"><div class="t m0 x4a ha y499 ff5 fs5 fc3 sc0 ls0 ws0">Rezerwy na świadczenia </div><div class="t m0 x16 ha y461 ff4 fs5 fc3 sc0 ls0 ws0">pracownicze i tym </div><div class="t m0 x1e ha y349 ff4 fs5 fc3 sc0 ls0 ws0">podobne </div></div><div class="c x9a y502 w31 h68"><div class="t m0 xa5 ha y58 ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe           </div><div class="t m0 x83 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">rezerwy </div></div><div class="c x85 y502 wc h68"><div class="t m0 x70 ha y461 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c x10 y503 w85 h23"><div class="t m0 x18 ha y347 ff5 fs5 fc3 sc0 ls0 ws0">Wartość na początek </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">okresu, w tym: </div></div><div class="c xce y503 w86 h23"><div class="t m0 x94 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">67<span class="ls0"> </span></div></div><div class="c x97 y503 wc h23"><div class="t m0 x25 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">5 196<span class="ls0"> </span></div></div><div class="c xcf y503 w87 h23"><div class="t m0 x93 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">2 800<span class="ls0"> </span></div></div><div class="c x9a y503 w31 h23"><div class="t m0 xba ha y349 ff4 fs5 fc3 sc0 ls1 ws0">526<span class="ls0"> </span></div></div><div class="c x85 y503 wc h23"><div class="t m0 x25 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">8 589<span class="ls0"> </span></div></div><div class="c x10 y504 w85 h2e"><div class="t m0 x46 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">krótkoterminowe na </span></div><div class="t m0 x46 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">początek okresu<span class="ff2"> </span></div></div><div class="c xce y504 w86 h2e"><div class="t m0 x94 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">67<span class="ls0"> </span></div></div><div class="c x97 y504 wc h2e"><div class="t m0 x25 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">5 196<span class="ls0"> </span></div></div><div class="c xcf y504 w87 h2e"><div class="t m0 x93 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">1 915<span class="ls0"> </span></div></div><div class="c x9a y504 w31 h2e"><div class="t m0 xba hd y349 ff2 fs5 fc3 sc0 ls1 ws0">526<span class="ls0"> </span></div></div><div class="c x85 y504 wc h2e"><div class="t m0 x25 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">7 704<span class="ls0"> </span></div></div><div class="c x10 y505 w85 h23"><div class="t m0 x46 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">długoterminowe na </span></div><div class="t m0 x46 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">początek okresu<span class="ff2"> </span></div></div><div class="c xce y505 w86 h23"><div class="t m0 x41 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x97 y505 wc h23"><div class="t m0 x52 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xcf y505 w87 h23"><div class="t m0 xd0 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">885<span class="ls0"> </span></div></div><div class="c x9a y505 w31 h23"><div class="t m0 x5b hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x85 y505 wc h23"><div class="t m0 x68 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">885<span class="ls0"> </span></div></div><div class="c x10 y506 w85 h20"><div class="t m0 x46 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Zwiększenia<span class="ff4"> </span></div></div><div class="c xce y506 w86 h20"><div class="t m0 x94 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x97 y506 wc h20"><div class="t m0 x25 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">8 675<span class="ls0"> </span></div></div><div class="c xcf y506 w87 h20"><div class="t m0 x93 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">7 753<span class="ls0"> </span></div></div><div class="c x9a y506 w31 h20"><div class="t m0 x6a ha y340 ff4 fs5 fc3 sc0 ls1 ws0">1 272<span class="ls0"> </span></div></div><div class="c x85 y506 wc h20"><div class="t m0 x1c ha y340 ff4 fs5 fc3 sc0 ls1 ws0">17 712<span class="ls0"> </span></div></div><div class="c x10 y507 w85 h2d"><div class="t m0 x16 hd y508 ff2 fs5 fc3 sc0 ls0 ws0">- utworzone w okresie i </div><div class="t m0 x16 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">zwiększenie istniejących<span class="ff2"> </span></div></div><div class="c xce y507 w86 h2d"><div class="t m0 x94 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">12<span class="ls0"> </span></div></div><div class="c x97 y507 wc h2d"><div class="t m0 x25 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">8 675<span class="ls0"> </span></div></div><div class="c xcf y507 w87 h2d"><div class="t m0 x93 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">7 <span class="ls1">753</span> </div></div><div class="c x9a y507 w31 h2d"><div class="t m0 x6a hd y349 ff2 fs5 fc3 sc0 ls1 ws0">1 272<span class="ls0"> </span></div></div><div class="c x85 y507 wc h2d"><div class="t m0 x1c hd y349 ff2 fs5 fc3 sc0 ls1 ws0">17 712<span class="ls0"> </span></div></div><div class="c x10 y509 w85 h20"><div class="t m0 x46 ha y340 ff4 fs5 fc3 sc0 ls0 ws0">Zmniejszenia </div></div><div class="c xce y509 w86 h20"><div class="t m0 x94 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x97 y509 wc h20"><div class="t m0 x68 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">198<span class="ls0"> </span></div></div><div class="c xcf y509 w87 h20"><div class="t m0 x93 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">5 663<span class="ls0"> </span></div></div><div class="c x9a y509 w31 h20"><div class="t m0 xba ha y340 ff4 fs5 fc3 sc0 ls1 ws0">238<span class="ls0"> </span></div></div><div class="c x85 y509 wc h20"><div class="t m0 x25 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">6 120<span class="ls0"> </span></div></div><div class="c x10 y50a w85 h23"><div class="t m0 x16 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">wykorzystane w ciągu </span></div><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">roku </div></div><div class="c xce y50a w86 h23"><div class="t m0 x94 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">21<span class="ls0"> </span></div></div><div class="c x97 y50a wc h23"><div class="t m0 x68 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">136<span class="ls0"> </span></div></div><div class="c xcf y50a w87 h23"><div class="t m0 x93 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">5 659<span class="ls0"> </span></div></div><div class="c x9a y50a w31 h23"><div class="t m0 xba hd y366 ff2 fs5 fc3 sc0 ls1 ws0">238<span class="ls0"> </span></div></div><div class="c x85 y50a wc h23"><div class="t m0 x25 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">6 054<span class="ls0"> </span></div></div><div class="c x10 y50b w85 h23"><div class="t m0 x16 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">rozwiązane ale </span></div><div class="t m0 x16 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">niewykorzystane </div></div><div class="c xce y50b w86 h23"><div class="t m0 x53 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x97 y50b wc h23"><div class="t m0 x5f hd y349 ff2 fs5 fc3 sc0 ls1 ws0">62<span class="ls0"> </span></div></div><div class="c xcf y50b w87 h23"><div class="t m0 xc9 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">4 </div></div><div class="c x9a y50b w31 h23"><div class="t m0 x68 hd y349 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x85 y50b wc h23"><div class="t m0 x5f hd y349 ff2 fs5 fc3 sc0 ls1 ws0">66<span class="ls0"> </span></div></div><div class="c x10 y4ce w85 h23"><div class="t m0 x18 ha y59 ff5 fs5 fc3 sc0 ls0 ws0">Wartość na koniec okresu </div><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">w tym: </div></div><div class="c xce y4ce w86 h23"><div class="t m0 x94 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">58<span class="ls0"> </span></div></div><div class="c x97 y4ce wc h23"><div class="t m0 x1c ha y349 ff4 fs5 fc3 sc0 ls1 ws0">13 673<span class="ls0"> </span></div></div><div class="c xcf y4ce w87 h23"><div class="t m0 x93 ha y349 ff4 fs5 fc3 sc0 ls1 ws0">4 890<span class="ls0"> </span></div></div><div class="c x9a y4ce w31 h23"><div class="t m0 x6a ha y349 ff4 fs5 fc3 sc0 ls1 ws0">1 560<span class="ls0"> </span></div></div><div class="c x85 y4ce wc h23"><div class="t m0 x1c ha y349 ff4 fs5 fc3 sc0 ls1 ws0">20 181<span class="ls0"> </span></div></div><div class="c x10 y50c w85 h23"><div class="t m0 x46 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">krótkoterminowe na </span></div><div class="t m0 x46 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">koniec okresu </div></div><div class="c xce y50c w86 h23"><div class="t m0 x94 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">58<span class="ls0"> </span></div></div><div class="c x97 y50c wc h23"><div class="t m0 x1c hd y349 ff2 fs5 fc3 sc0 ls1 ws0">13 673<span class="ls0"> </span></div></div><div class="c xcf y50c w87 h23"><div class="t m0 x93 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">3 640<span class="ls0"> </span></div></div><div class="c x9a y50c w31 h23"><div class="t m0 x6a hd y349 ff2 fs5 fc3 sc0 ls1 ws0">1 560<span class="ls0"> </span></div></div><div class="c x85 y50c wc h23"><div class="t m0 x1c hd y349 ff2 fs5 fc3 sc0 ls1 ws0">18 931<span class="ls0"> </span></div></div><div class="c x10 y10e w85 h23"><div class="t m0 x46 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">długoterminowe na </span></div><div class="t m0 x46 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">koniec okresu </div></div><div class="c xce y10e w86 h23"><div class="t m0 x41 hd y366 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x97 y10e wc h23"><div class="t m0 x52 hd y366 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xcf y10e w87 h23"><div class="t m0 x93 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">1 250<span class="ls0"> </span></div></div><div class="c x9a y10e w31 h23"><div class="t m0 x5b hd y366 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x85 y10e wc h23"><div class="t m0 x25 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">1 250<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hd y50d ff6 fs5 fc3 sc0 ls0 ws0">Zgodnie <span class="_ _1"></span>z <span class="_ _f"></span>M<span class="_ _1"></span>SR <span class="_ _f"></span>19 <span class="_ _f"></span> <span class="_ _f"></span>Spółka <span class="_ _f"></span>ujawnia <span class="_ _f"></span>analizę <span class="_ _f"></span>wrażliwości <span class="_ _f"></span>dla <span class="_ _f"></span>każdeg<span class="_ _1"></span>o <span class="_ _f"></span>istotnego <span class="_ _f"></span>założenia <span class="_ _f"></span>aktuarialnego <span class="_ _f"></span>na <span class="_ _f"></span>koniec <span class="_ _f"></span>okresu </div><div class="t m0 x8 hd y412 ff6 fs5 fc3 sc0 ls0 ws0">sprawozdawczego, pokazującą jaki wpływ na zobowiązanie miałyby zmiany odpowiednich założeń aktuarialn<span class="_ _0"></span>ych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 hd y50e ff6 fs5 fc3 sc0 ls0 ws0">W związku z powyższym dokonano analizy wrażliwości dla następujących założeń:<span class="ff2"> </span></div><div class="t m0 x8 hd y50f ff2 fs5 fc3 sc0 ls0 ws0">- zmiana stopy dyskontowej o +/- 0,5 p.p, </div><div class="t m0 x8 hd y510 ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">zmiana stopy wzrostu przyszłych wynagrodzeń o +/</span>- 0,5 p.p, </div><div class="t m0 x8 hd y511 ff2 fs5 fc3 sc0 ls0 ws0">- zmiana ws<span class="ff6">kaźnika rotacji pracowników o +/</span>- 0,5 p.p. </div><div class="t m0 x8 hd y512 ff2 fs5 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi xd y416 w7 h4a" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3cf ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y417 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">42<span class="ls0"> </span></div></div><div class="c x10 y513 w88 h20"><div class="t m0 x18 hd y340 ff6 fs5 fc3 sc0 ls0 ws0">Wyniki przeprowadzonych kalkulacji kształtują<span class="ff2"> </span>się następująco (w tys. zł):<span class="ff2"> </span></div></div><div class="c xd1 y513 w89 h20"><div class="t m0 x5a hd y340 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y1ae w8a h69"><div class="t m0 x27 ha y514 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff4"> </span></div></div><div class="c xd2 y1ae w8b h69"><div class="t m0 xb6 ha y515 ff5 fs5 fc3 sc0 ls0 ws0">Wartość </div><div class="t m0 xa5 ha y516 ff4 fs5 fc3 sc0 ls0 ws0">bilansowa </div></div><div class="c xf y517 w8c h6a"><div class="t m0 xd3 ha y36d ff5 fs5 fc3 sc0 ls0 ws0">ANALIZA WRAŻLIWOŚCI<span class="ff4"> </span></div></div><div class="c xf y518 w8d h2a"><div class="t m0 x21 ha y36d ff4 fs5 fc3 sc0 ls0 ws0">stopa dyskontowa </div></div><div class="c x9e y518 w8e h2a"><div class="t m0 x46 ha y36d ff5 fs5 fc3 sc0 ls0 ws0">stopa wzrostu wynagrodzeń<span class="ff4"> </span></div></div><div class="c xd4 y518 w8f h2a"><div class="t m0 x86 ha y36d ff5 fs5 fc3 sc0 ls0 ws0">wskaźnik rotacji<span class="ff4"> </span></div></div><div class="c xf y1ae w90 h34"><div class="t m0 x16 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">-0,50% </div></div><div class="c xd5 y1ae w91 h34"><div class="t m0 x4f ha y348 ff4 fs5 fc3 sc0 ls0 ws0">0,50% </div></div><div class="c x9e y1ae w92 h34"><div class="t m0 x16 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">-0,50% </div></div><div class="c xd6 y1ae w93 h34"><div class="t m0 x71 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">0,50% </div></div><div class="c xd4 y1ae w94 h34"><div class="t m0 x6b ha y348 ff4 fs5 fc3 sc0 ls0 ws0">-0,50% </div></div><div class="c xd1 y1ae w90 h34"><div class="t m0 x19 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">0,50% </div></div><div class="c x10 y519 w8a h23"><div class="t m0 x18 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">odprawy </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">emerytalne </div></div><div class="c xd2 y519 w8b h23"><div class="t m0 x1d hd y366 ff2 fs5 fc3 sc0 ls1 ws0">1 146<span class="ls0"> </span></div></div><div class="c xf y519 w90 h23"><div class="t m0 x62 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">1 201<span class="ls0"> </span></div></div><div class="c xd5 y519 w91 h23"><div class="t m0 x89 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">1 094<span class="ls0"> </span></div></div><div class="c x9e y519 w92 h23"><div class="t m0 x62 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">1 095<span class="ls0"> </span></div></div><div class="c xd6 y519 w93 h23"><div class="t m0 x4c hd y366 ff2 fs5 fc3 sc0 ls1 ws0">1 200<span class="ls0"> </span></div></div><div class="c xd4 y519 w94 h23"><div class="t m0 x1a hd y366 ff2 fs5 fc3 sc0 ls1 ws0">1 162<span class="ls0"> </span></div></div><div class="c xd1 y519 w90 h23"><div class="t m0 x62 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">1 130<span class="ls0"> </span></div></div><div class="c x10 y51a w8a h2e"><div class="t m0 x18 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">odprawy </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">rentowe </div></div><div class="c xd2 y51a w8b h2e"><div class="t m0 x20 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">115<span class="ls0"> </span></div></div><div class="c xf y51a w90 h2e"><div class="t m0 x25 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">120<span class="ls0"> </span></div></div><div class="c xd5 y51a w91 h2e"><div class="t m0 x3d hd y349 ff2 fs5 fc3 sc0 ls1 ws0">110<span class="ls0"> </span></div></div><div class="c x9e y51a w92 h2e"><div class="t m0 x25 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">111<span class="ls0"> </span></div></div><div class="c xd6 y51a w93 h2e"><div class="t m0 x4e hd y349 ff2 fs5 fc3 sc0 ls1 ws0">119<span class="ls0"> </span></div></div><div class="c xd4 y51a w94 h2e"><div class="t m0 x7a hd y349 ff2 fs5 fc3 sc0 ls1 ws0">118<span class="ls0"> </span></div></div><div class="c xd1 y51a w90 h2e"><div class="t m0 x25 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">113<span class="ls0"> </span></div></div><div class="c x10 y51b w8a h6b"><div class="t m0 x27 ha y51c ff4 fs5 fc3 sc0 ls0 ws0">RAZEM </div></div><div class="c xd2 y51b w8b h6b"><div class="t m0 x1d ha y51c ff4 fs5 fc3 sc0 ls1 ws0">1 261<span class="ls0"> </span></div></div><div class="c xf y51b w90 h6b"><div class="t m0 x62 ha y51c ff4 fs5 fc3 sc0 ls1 ws0">1 321<span class="ls0"> </span></div></div><div class="c xd5 y51b w91 h6b"><div class="t m0 x89 ha y51c ff4 fs5 fc3 sc0 ls1 ws0">1 204<span class="ls0"> </span></div></div><div class="c x9e y51b w92 h6b"><div class="t m0 x62 ha y51c ff4 fs5 fc3 sc0 ls1 ws0">1 206<span class="ls0"> </span></div></div><div class="c xd6 y51b w93 h6b"><div class="t m0 x4c ha y51c ff4 fs5 fc3 sc0 ls1 ws0">1 319<span class="ls0"> </span></div></div><div class="c xd4 y51b w94 h6b"><div class="t m0 x1a ha y51c ff4 fs5 fc3 sc0 ls1 ws0">1 280<span class="ls0"> </span></div></div><div class="c xd1 y51b w90 h6b"><div class="t m0 x62 ha y51c ff4 fs5 fc3 sc0 ls1 ws0">1 243<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hd y51d ff2 fs5 fc3 sc0 ls0 ws0"> <span class="_ _1c"> </span> <span class="_ _33"> </span> </div><div class="t m0 x2a h19 y20f ff4 fs2 fc3 sc0 ls0 ws0">14.<span class="ff9"> <span class="_ _f"></span></span>K<span class="ff5 fs5">REDYTY BANKOWE I POŻYCZKI <span class="fs2">–</span><span class="ff4"> NOTA NR </span></span>10 </div><div class="t m0 x8 hb y51e ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y51f w95 h34"><div class="t m0 xd7 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">Za okres od 01.01. do <span class="ls1">31.12.2021</span> </div></div><div class="c x10 yae w96 h6c"><div class="t m0 x49 ha y520 ff5 fs5 fc3 sc0 ls0 ws0">Spółka<span class="ff4"> </span></div></div><div class="c xd8 yae w97 h6c"><div class="t m0 xb3 ha y521 ff4 fs5 fc3 sc0 ls0 ws0">Linie kredytowe na </div><div class="t m0 x26 ha y4e5 ff4 fs5 fc3 sc0 ls0 ws0">finansowanie obrotu </div></div><div class="c xd9 yae w98 h6c"><div class="t m0 x1f ha y520 ff4 fs5 fc3 sc0 ls0 ws0">Limit </div></div><div class="c x81 y522 w99 h37"><div class="t m0 x86 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">Zadłużenie na:<span class="ff4"> </span></div></div><div class="c x58 yae w9a h6c"><div class="t m0 xd ha y521 ff5 fs5 fc3 sc0 ls0 ws0">Dostępny </div><div class="t m0 x4a ha y4e5 ff4 fs5 fc3 sc0 ls0 ws0">w walucie </div></div><div class="c xda yae w9b h6c"><div class="t m0 x18 ha y521 ff4 fs5 fc3 sc0 ls0 ws0">Oprocentow</div><div class="t m0 x70 ha y4e5 ff4 fs5 fc3 sc0 ls0 ws0">anie </div></div><div class="c xdb yae w9c h6c"><div class="t m0 x80 ha y521 ff4 fs5 fc3 sc0 ls0 ws0">Termin </div><div class="t m0 xb6 ha y4e5 ff5 fs5 fc3 sc0 ls0 ws0">spłaty<span class="ff4"> </span></div></div><div class="c x81 yae w9d h6d"><div class="t m0 x4a ha y523 ff4 fs5 fc3 sc0 ls1 ws0">2021<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c xcb yae w9e h6d"><div class="t m0 xa5 ha y523 ff4 fs5 fc3 sc0 ls1 ws0">2020<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x10 y524 w96 h6e"><div class="t m0 x18 ha y525 ff4 fs5 fc3 sc0 ls0 ws0">STALPROFIL </div><div class="t m0 x70 ha y526 ff4 fs5 fc3 sc0 ls0 ws0">S.A. </div></div><div class="c xd8 y527 w97 h6f"><div class="t m0 x19 hd y445 ff2 fs5 fc3 sc0 ls0 ws0">Kredyt w rachunku </div><div class="t m0 x23 hd y378 ff6 fs5 fc3 sc0 ls0 ws0">bieżącym w  mBank S.A.<span class="ff2"> </span></div></div><div class="c xd9 y527 w98 h6f"><div class="t m0 x5 hd y479 ff2 fs5 fc3 sc0 ls1 ws0">12 000<span class="ls0"> </span></div></div><div class="c x81 y527 w9d h6f"><div class="t m0 x5b hd y479 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xcb y527 w9e h6f"><div class="t m0 x5c hd y479 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x58 y527 w9a h6f"><div class="t m0 xa5 hd y479 ff2 fs5 fc3 sc0 ls0 ws0">PLN/EUR </div></div><div class="c xda y528 w9b h2d"><div class="t m0 xb6 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">WIBOR + </div><div class="t m0 x16 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">marża<span class="ff2"> </span></div></div><div class="c xdb y527 w9c h6f"><div class="t m0 xd hd y445 ff2 fs5 fc3 sc0 ls1 ws0">2022<span class="ls0">-</span>01<span class="ls0">-</span></div><div class="t m0 x19 hd y378 ff2 fs5 fc3 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c xda y527 w9b h23"><div class="t m0 x26 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">LIBOR + </div><div class="t m0 x16 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">marża<span class="ff2"> </span></div></div><div class="c xd8 y529 w97 h23"><div class="t m0 x19 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">Kredyt w rachunku </div><div class="t m0 x80 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">bieżącym w mBank S.A.<span class="ff2"> </span></div></div><div class="c xd9 y529 w98 h23"><div class="t m0 x89 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">5 000<span class="ls0"> </span></div></div><div class="c x81 y529 w9d h23"><div class="t m0 x5b hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xcb y529 w9e h23"><div class="t m0 x5c hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x58 y529 w9a h23"><div class="t m0 xb3 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">PLN </div></div><div class="c xda y529 w9b h23"><div class="t m0 xb6 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">WIBOR + </div><div class="t m0 x16 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">marża<span class="ff2"> </span></div></div><div class="c xdb y529 w9c h23"><div class="t m0 xd hd y59 ff2 fs5 fc3 sc0 ls1 ws0">2022<span class="ls0">-</span>01<span class="ls0">-</span></div><div class="t m0 x19 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c xd8 y52a w97 h23"><div class="t m0 x4b hd y59 ff2 fs5 fc3 sc0 ls0 ws0">Kredyt obrotowy w </div><div class="t m0 xdc hd y348 ff2 fs5 fc3 sc0 ls0 ws0">mBank S.A. </div></div><div class="c xd9 y52a w98 h23"><div class="t m0 x5 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">10 000<span class="ls0"> </span></div></div><div class="c x81 y52a w9d h23"><div class="t m0 x5b hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xcb y52a w9e h23"><div class="t m0 x5c hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x58 y52a w9a h23"><div class="t m0 xb3 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">PLN </div></div><div class="c xda y52a w9b h23"><div class="t m0 xb6 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">WIBOR + </div><div class="t m0 x16 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">marża<span class="ff2"> </span></div></div><div class="c xdb y52a w9c h23"><div class="t m0 xd hd y59 ff2 fs5 fc3 sc0 ls1 ws0">2022<span class="ls0">-</span>01<span class="ls0">-</span></div><div class="t m0 x19 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c xd8 y52b w97 h23"><div class="t m0 x4b hd y347 ff2 fs5 fc3 sc0 ls0 ws0">Kredyt obrotowy w </div><div class="t m0 xdc hd y348 ff2 fs5 fc3 sc0 ls0 ws0">mBank S.A. </div></div><div class="c xd9 y52b w98 h23"><div class="t m0 x5 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">10 000<span class="ls0"> </span></div></div><div class="c x81 y52b w9d h23"><div class="t m0 x5b hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xcb y52b w9e h23"><div class="t m0 x5c hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x58 y52b w9a h23"><div class="t m0 xb3 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">PLN </div></div><div class="c xda y52b w9b h23"><div class="t m0 xb6 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">WIBOR + </div><div class="t m0 x16 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">marża<span class="ff2"> </span></div></div><div class="c xdb y52b w9c h23"><div class="t m0 xd hd y347 ff2 fs5 fc3 sc0 ls1 ws0">2023<span class="ls0">-</span>01<span class="ls0">-</span></div><div class="t m0 x19 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c xd8 y52c w97 h23"><div class="t m0 x4b hd y347 ff2 fs5 fc3 sc0 ls0 ws0">Kredyt obrotowy w </div><div class="t m0 xdc hd y348 ff2 fs5 fc3 sc0 ls0 ws0">mBank S.A. </div></div><div class="c xd9 y52c w98 h23"><div class="t m0 x5 hd y366 ff2 fs5 fc3 sc0 ls1 ws0">10 000<span class="ls0"> </span></div></div><div class="c x81 y52c w9d h23"><div class="t m0 x5b hd y366 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xcb y52c w9e h23"><div class="t m0 x5c hd y366 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x58 y52c w9a h23"><div class="t m0 xb3 hd y366 ff2 fs5 fc3 sc0 ls0 ws0">PLN </div></div><div class="c xda y52c w9b h23"><div class="t m0 xb6 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">WIBOR + </div><div class="t m0 x16 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">marża<span class="ff2"> </span></div></div><div class="c xdb y52c w9c h23"><div class="t m0 xd hd y347 ff2 fs5 fc3 sc0 ls1 ws0">2023<span class="ls0">-</span>01<span class="ls0">-</span></div><div class="t m0 x19 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">31<span class="ls0"> </span></div></div><div class="c xd8 y52d w97 h5f"><div class="t m0 x19 hd y52e ff2 fs5 fc3 sc0 ls0 ws0">Kredyt w rachunku </div><div class="t m0 x49 hd y52f ff6 fs5 fc3 sc0 ls0 ws0">bieżącym oraz kredyt </div><div class="t m0 x6b hd y452 ff2 fs5 fc3 sc0 ls0 ws0">obrotowy w ramach </div><div class="t m0 x26 hd y3a0 ff2 fs5 fc3 sc0 ls0 ws0">wielocelowego limitu </div><div class="t m0 x80 hd y530 ff2 fs5 fc3 sc0 ls0 ws0">kredytowego w PKO BP </div><div class="t m0 x12 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">S.A. </div></div><div class="c xd9 y52d w98 h5f"><div class="t m0 x5 hd y531 ff2 fs5 fc3 sc0 ls1 ws0">95 000<span class="ls0"> </span></div></div><div class="c x81 y52d w9d h5f"><div class="t m0 x5b hd y531 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xcb y52d w9e h5f"><div class="t m0 x61 hd y531 ff2 fs5 fc3 sc0 ls1 ws0">100<span class="ls0"> </span></div></div><div class="c x58 y52d w9a h5f"><div class="t m0 xd hd y452 ff2 fs5 fc3 sc0 ls0 ws0">PLN/EUR/</div><div class="t m0 x16 hd y3a0 ff2 fs5 fc3 sc0 ls0 ws0">USD </div></div><div class="c xda y52d w9b h5f"><div class="t m0 x49 hd y52f ff2 fs5 fc3 sc0 ls0 ws0">WIBOR </div><div class="t m0 x4a hd y452 ff2 fs5 fc3 sc0 ls0 ws0">(EURIBOR/LI</div><div class="t m0 xa hd y3a0 ff2 fs5 fc3 sc0 ls0 ws0">BOR) + </div><div class="t m0 x16 hd y530 ff6 fs5 fc3 sc0 ls0 ws0">marża<span class="ff2"> </span></div></div><div class="c xdb y52d w9c h5f"><div class="t m0 xd hd y452 ff2 fs5 fc3 sc0 ls1 ws0">2024<span class="ls0">-</span>07<span class="ls0">-</span></div><div class="t m0 x19 hd y3a0 ff2 fs5 fc3 sc0 ls1 ws0">02<span class="ls0"> </span></div></div><div class="c xd8 y532 w97 h70"><div class="t m0 x19 hd y495 ff2 fs5 fc3 sc0 ls0 ws0">Kredyt w rachunku </div><div class="t m0 x49 hd y496 ff6 fs5 fc3 sc0 ls0 ws0">bieżącym oraz kredyt </div><div class="t m0 x6b hd y58 ff2 fs5 fc3 sc0 ls0 ws0">obrotowy w ramach </div><div class="t m0 x26 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">wielocelowego limitu </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">kredytowego w Pekao S.A. </div></div><div class="c xd9 y532 w98 h70"><div class="t m0 x5 hd y58 ff2 fs5 fc3 sc0 ls1 ws0">44 000<span class="ls0"> </span></div></div><div class="c x81 y532 w9d h70"><div class="t m0 x5b hd y58 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xcb y532 w9e h70"><div class="t m0 x5c hd y58 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x58 y532 w9a h70"><div class="t m0 xd hd y499 ff2 fs5 fc3 sc0 ls0 ws0">PLN/EUR/</div><div class="t m0 x16 hd y461 ff2 fs5 fc3 sc0 ls0 ws0">USD </div></div><div class="c xda y532 w9b h70"><div class="t m0 x49 hd y498 ff2 fs5 fc3 sc0 ls0 ws0">WIBOR </div><div class="t m0 x4a hd y499 ff2 fs5 fc3 sc0 ls0 ws0">(EURIBOR/LI</div><div class="t m0 xa hd y461 ff2 fs5 fc3 sc0 ls0 ws0">BOR) + </div><div class="t m0 x16 hd y349 ff6 fs5 fc3 sc0 ls0 ws0">marża<span class="ff2"> </span></div></div><div class="c xdb y532 w9c h70"><div class="t m0 xd hd y499 ff2 fs5 fc3 sc0 ls1 ws0">2023<span class="ls0">-</span>06<span class="ls0">-</span></div><div class="t m0 x19 hd y461 ff2 fs5 fc3 sc0 ls1 ws0">30<span class="ls0"> </span></div></div><div class="c xd8 y533 w97 h23"><div class="t m0 x19 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">Kredyt w rachunku </div><div class="t m0 x4a hd y348 ff6 fs5 fc3 sc0 ls0 ws0">bieżącym w ING Bank S.A.<span class="ff2"> </span></div></div><div class="c xd9 y533 w98 h23"><div class="t m0 x89 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">7 500<span class="ls0"> </span></div></div><div class="c x81 y533 w9d h23"><div class="t m0 x5b hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xcb y533 w9e h23"><div class="t m0 x5c hd y349 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x58 y533 w9a h23"><div class="t m0 xb3 hd y349 ff2 fs5 fc3 sc0 ls0 ws0">PLN </div></div><div class="c xda y533 w9b h23"><div class="t m0 xb6 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">WIBOR + </div><div class="t m0 x16 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">marża<span class="ff2"> </span></div></div><div class="c xdb y533 w9c h23"><div class="t m0 xd hd y347 ff2 fs5 fc3 sc0 ls1 ws0">2023<span class="ls0">-</span>07<span class="ls0">-</span></div><div class="t m0 x19 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">01<span class="ls0"> </span></div></div><div class="c xd8 y524 w97 h23"><div class="t m0 x48 hd y347 ff2 fs5 fc3 sc0 ls0 ws0">Karty kredytowe - mBank </div><div class="t m0 x21 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">S.A. PLN/EUR </div></div><div class="c xd9 y524 w98 h23"><div class="t m0 xa8 hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x81 y524 w9d h23"><div class="t m0 x67 hd y366 ff2 fs5 fc3 sc0 ls0 ws0">2 </div></div><div class="c xcb y524 w9e h23"><div class="t m0 xad hd y366 ff2 fs5 fc3 sc0 ls0 ws0">7 </div></div><div class="c x58 y524 w9a h23"><div class="t m0 xa5 hd y366 ff2 fs5 fc3 sc0 ls0 ws0">PLN/EUR </div></div><div class="c xda y524 w9b h23"><div class="t m0 x21 hd y366 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xdb y524 w9c h23"><div class="t m0 xd hd y347 ff2 fs5 fc3 sc0 ls1 ws0">2022<span class="ls0">-</span>01<span class="ls0">-</span></div><div class="t m0 x19 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">03<span class="ls0"> </span></div></div><div class="c x10 y534 w96 h62"><div class="t m0 x49 ha y36c ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c xd8 y534 w97 h62"><div class="t m0 x4 ha y36c ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xd9 y534 w98 h62"><div class="t m0 xba ha y36c ff4 fs5 fc3 sc0 ls1 ws0">193 500<span class="ls0"> </span></div></div><div class="c x81 y534 w9d h62"><div class="t m0 x67 ha y36c ff4 fs5 fc3 sc0 ls0 ws0">2 </div></div><div class="c xcb y534 w9e h62"><div class="t m0 x61 ha y36c ff4 fs5 fc3 sc0 ls1 ws0">107<span class="ls0"> </span></div></div><div class="c x58 y534 w9f h62"><div class="t m0 x1b hd y36c ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xda y534 wa0 h62"><div class="t m0 x21 hd y36c ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xdb y534 wa1 h62"><div class="t m0 x6e hd y36c ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y535 wa2 h46"><div class="t m0 x6a ha y3fc ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xd8 y535 wa3 h46"><div class="t m0 x4 ha y3fc ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xd9 y535 wa4 h46"><div class="t m0 x1e ha y3fc ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x81 y535 wa5 h46"><div class="t m0 x6a ha y3fc ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xcb y535 wa6 h46"><div class="t m0 x1d ha y3fc ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x84 y535 wa7 h46"><div class="t m0 x1b hd y3fc ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xda y535 wa0 h46"><div class="t m0 x21 hd y3fc ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xdb y535 wa1 h46"><div class="t m0 x6e hd y3fc ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y536 w96 h71"><div class="t m0 x49 ha y537 ff5 fs5 fc3 sc0 ls0 ws0">Spółka<span class="ff4"> </span></div></div><div class="c xd8 y536 w97 h71"><div class="t m0 x83 ha y538 ff4 fs5 fc3 sc0 ls0 ws0">Kredyt inwestycyjny w </div><div class="t m0 x1a ha y343 ff4 fs5 fc3 sc0 ls0 ws0">mBank S.A. </div></div><div class="c xd9 y536 w98 h71"><div class="t m0 x1f ha y537 ff4 fs5 fc3 sc0 ls0 ws0">Limit </div></div><div class="c x81 y539 w99 h37"><div class="t m0 x86 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">Zadłużenie na:<span class="ff4"> </span></div></div><div class="c x58 y536 w9a h71"><div class="t m0 x83 ha y537 ff4 fs5 fc3 sc0 ls0 ws0">Waluta </div></div><div class="c xda y536 w9b h71"><div class="t m0 x18 ha y538 ff4 fs5 fc3 sc0 ls0 ws0">Oprocentow</div><div class="t m0 x70 ha y343 ff4 fs5 fc3 sc0 ls0 ws0">anie </div></div><div class="c xdb y536 w9c h71"><div class="t m0 x80 ha y538 ff4 fs5 fc3 sc0 ls0 ws0">Termin </div><div class="t m0 xb6 ha y343 ff5 fs5 fc3 sc0 ls0 ws0">spłaty<span class="ff4"> </span></div></div><div class="c x81 y536 w9d h25"><div class="t m0 x4a ha y340 ff4 fs5 fc3 sc0 ls1 ws0">2021<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c xcb y536 w9e h25"><div class="t m0 xa5 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">2020<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x10 y53a w96 h54"><div class="t m0 x18 ha y4a4 ff4 fs5 fc3 sc0 ls0 ws0">STALPROFIL </div><div class="t m0 x70 ha y53b ff4 fs5 fc3 sc0 ls0 ws0">S.A. </div></div><div class="c xd8 y53c w97 h55"><div class="t m0 x80 hd y53d ff6 fs5 fc3 sc0 ls0 ws0">krótkoterminowa część </div><div class="t m0 x7a hd y3c8 ff2 fs5 fc3 sc0 ls0 ws0">kredytu </div><div class="t m0 x4b hd y348 ff6 fs5 fc3 sc0 ls0 ws0">długoterminowego<span class="ff2"> </span></div></div><div class="c xd9 y53a w98 h54"><div class="t m0 x5 hd y398 ff2 fs5 fc3 sc0 ls1 ws0">15 749<span class="ls0"> </span></div></div><div class="c x81 y53c w9d h55"><div class="t m0 x67 hd y3c8 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xcb y53c w9e h55"><div class="t m0 x1e hd y3c8 ff2 fs5 fc3 sc0 ls1 ws0">2 328<span class="ls0"> </span></div></div><div class="c x58 y53c w9a h55"><div class="t m0 xb3 hd y3c8 ff2 fs5 fc3 sc0 ls0 ws0">PLN </div></div><div class="c xda y53c w9b h55"><div class="t m0 xb6 hd y53e ff2 fs5 fc3 sc0 ls0 ws0">WIBOR + </div><div class="t m0 x16 hd y349 ff6 fs5 fc3 sc0 ls0 ws0">marża<span class="ff2"> </span></div></div><div class="c xdb y53c w9c h55"><div class="t m0 xd hd y53e ff2 fs5 fc3 sc0 ls1 ws0">2028<span class="ls0">-</span>06<span class="ls0">-</span></div><div class="t m0 x19 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">30<span class="ls0"> </span></div></div><div class="c xd8 y53a w97 h40"><div class="t m0 x24 hd y46d ff6 fs5 fc3 sc0 ls0 ws0">długoterminowa część </div><div class="t m0 x7a hd y59 ff2 fs5 fc3 sc0 ls0 ws0">kredytu </div><div class="t m0 x4b hd y348 ff6 fs5 fc3 sc0 ls0 ws0">długoterminowego<span class="ff2"> </span></div></div><div class="c x81 y53a w9d h40"><div class="t m0 x67 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xcb y53a w9e h40"><div class="t m0 x1d hd y59 ff2 fs5 fc3 sc0 ls1 ws0">13 421<span class="ls0"> </span></div></div><div class="c x58 y53a w9a h40"><div class="t m0 xb3 hd y59 ff2 fs5 fc3 sc0 ls0 ws0">PLN </div></div><div class="c xda y53a w9b h40"><div class="t m0 xb6 hd y453 ff2 fs5 fc3 sc0 ls0 ws0">WIBOR + </div><div class="t m0 x16 hd y349 ff6 fs5 fc3 sc0 ls0 ws0">marża<span class="ff2"> </span></div></div><div class="c xdb y53a w9c h40"><div class="t m0 xd hd y453 ff2 fs5 fc3 sc0 ls1 ws0">2028<span class="ls0">-</span>06<span class="ls0">-</span></div><div class="t m0 x19 hd y349 ff2 fs5 fc3 sc0 ls1 ws0">30<span class="ls0"> </span></div></div><div class="c x10 y53f w96 h37"><div class="t m0 x49 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c xd8 y53f w97 h37"><div class="t m0 x4 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xd9 y53f w98 h37"><div class="t m0 x5 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">15 749<span class="ls0"> </span></div></div><div class="c x81 y53f w9d h37"><div class="t m0 x67 ha y348 ff4 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xcb y53f w9e h37"><div class="t m0 x1d ha y348 ff4 fs5 fc3 sc0 ls1 ws0">15 749<span class="ls0"> </span></div></div><div class="c x58 y53f w9f h37"><div class="t m0 x1b ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xda y53f wa0 h37"><div class="t m0 x21 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xdb y53f wa1 h37"><div class="t m0 x6e hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hd y540 ff6 fs5 fc3 sc0 ls0 ws0">Walutę dla kredytów udzielonych w walucie innej niż PLN oznaczono w opisie.<span class="ff2"> </span></div><div class="t m0 x8 h11 y541 ff2 fs6 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi xd y416 w7 h4a" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3cf ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y417 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">43<span class="ls0"> </span></div></div><div class="c x10 y542 w35 h2d"><div class="t m0 xd ha y530 ff4 fs5 fc3 sc0 ls1 ws0">1.<span class="ls0"> </span></div></div><div class="c x77 y542 wa8 h2d"><div class="t m0 x18 ha y530 ff5 fs5 fc3 sc0 ls0 ws0">Uzgodnienie kwoty kredytów i pożyczek </div><div class="t m0 x18 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">krótkoterminowych z bilansem (tys.<span class="ff4"> </span><span class="ls24">zł)</span><span class="ff4"> </span></div></div><div class="c xdd y542 w94 h2d"><div class="t m0 x48 ha y530 ff4 fs5 fc3 sc0 ls1 ws0">2021<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x15 y542 w39 h2d"><div class="t m0 x4a ha y530 ff4 fs5 fc3 sc0 ls1 ws0">2020<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x10 y11c w35 h23"><div class="t m0 x14 hd y59 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y11c wa8 h23"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">Na saldo krótkoterminowych kredytów i pożyczek </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">wykazane w bilansie składa się:<span class="ff2"> </span></div></div><div class="c xdd y11c w94 h23"><div class="t m0 x18 hd y59 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x15 y11c w39 h23"><div class="t m0 x18 hd y59 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y543 w35 h34"><div class="t m0 x14 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y543 wa8 h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- kwota wykorzystanego kredytu </div></div><div class="c xdd y543 w94 h34"><div class="t m0 x1c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">2,00 </div></div><div class="c x15 y543 w39 h34"><div class="t m0 x6e hd y348 ff2 fs5 fc3 sc0 ls0 ws0">107,00 </div></div><div class="c x10 y544 w35 h37"><div class="t m0 x14 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y544 wa8 h37"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- kwota naliczonych odsetek od kredytu </div></div><div class="c xdd y544 w94 h37"><div class="t m0 x1c hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0,00 </div></div><div class="c x15 y544 w39 h37"><div class="t m0 xdc hd y348 ff2 fs5 fc3 sc0 ls0 ws0">0,00 </div></div><div class="c x10 y545 w35 h34"><div class="t m0 x14 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y545 wa9 h34"><div class="t m0 x4c hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb0 y545 wa3 h34"><div class="t m0 x38 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xde y545 waa h34"><div class="t m0 x66 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xdd y545 w94 h34"><div class="t m0 x1c ha y348 ff4 fs5 fc3 sc0 ls0 ws0">2,00 </div></div><div class="c x15 y545 w39 h34"><div class="t m0 x6e ha y348 ff4 fs5 fc3 sc0 ls0 ws0">107,00 </div></div><div class="c x10 y546 w35 h72"><div class="t m0 x14 hd y36c ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y546 wa9 h72"><div class="t m0 x4c hd y36c ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb0 y546 wa3 h72"><div class="t m0 x38 hd y36c ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xde y546 waa h72"><div class="t m0 x66 hd y36c ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xdd y546 w94 h72"><div class="t m0 x5f hd y36c ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x15 y546 w39 h72"><div class="t m0 xad hd y36c ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y547 w35 h37"><div class="t m0 xd ha y348 ff4 fs5 fc3 sc0 ls1 ws0">2.<span class="ls0"> </span></div></div><div class="c x77 y547 wa8 h37"><div class="t m0 x18 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">Zabezpieczenia kredytów bankowych (zł)<span class="ff2"> </span></div></div><div class="c xdd y547 w94 h37"><div class="t m0 x48 ha y348 ff4 fs5 fc3 sc0 ls1 ws0">2021<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x15 y547 w39 h37"><div class="t m0 x4a ha y348 ff4 fs5 fc3 sc0 ls1 ws0">2020<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0"> </span></div></div><div class="c x10 y548 w35 h34"><div class="t m0 x14 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y548 wa9 h34"><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xb0 y548 wa3 h34"><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xde y548 waa h34"><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xdd y548 w94 h34"><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x15 y548 w39 h34"><div class="t m0 x18 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y275 w35 h73"><div class="t m0 x14 hd y4e1 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y275 wa8 h73"><div class="t m0 xd0 ha y4e1 ff4 fs5 fc3 sc0 ls0 ws0">Stalprofil S.A.<span class="ff2"> </span></div></div><div class="c xdd y275 w94 h73"><div class="t m0 x5f hd y4e1 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x15 y275 w39 h73"><div class="t m0 xad hd y4e1 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y549 w35 h34"><div class="t m0 x14 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y549 wa8 h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- hipoteki na <span class="ff6">nieruchomościach:</span> </div></div><div class="c xdd y549 w94 h34"><div class="t m0 x6a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">45 000<span class="ls0"> </span></div></div><div class="c x15 y549 w39 h34"><div class="t m0 x1f hd y348 ff2 fs5 fc3 sc0 ls1 ws0">56 850<span class="ls0"> </span></div></div><div class="c x10 y54a w35 h34"><div class="t m0 x14 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y54a wa8 h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- zastaw rejestrowy na zapasach: </div></div><div class="c xdd y54a w94 h34"><div class="t m0 x6a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">73 727<span class="ls0"> </span></div></div><div class="c x15 y54a w39 h34"><div class="t m0 x3a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">101 601<span class="ls0"> </span></div></div><div class="c x10 y54b w35 h37"><div class="t m0 x14 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y54b wa8 h37"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">zastaw rejestrowy na rzeczowych aktywach trwałych:</span> </div></div><div class="c xdd y54b w94 h37"><div class="t m0 x6a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">11 752<span class="ls0"> </span></div></div><div class="c x15 y54b w39 h37"><div class="t m0 x21 hd y348 ff2 fs5 fc3 sc0 ls1 ws0">1 481<span class="ls0"> </span></div></div><div class="c x10 y54c w35 h37"><div class="t m0 x14 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y54c wa8 h37"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- cesje praw z polis ubezpieczeniowych: </div></div><div class="c xdd y54c w94 h37"><div class="t m0 x7a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">876<span class="ls0"> </span></div></div><div class="c x15 y54c w39 h37"><div class="t m0 x1f hd y348 ff2 fs5 fc3 sc0 ls1 ws0">41 001<span class="ls0"> </span></div></div><div class="c x10 y54d w35 h34"><div class="t m0 x14 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x77 y54d wa8 h34"><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">cesje wierzytelności handlowych:</span> </div></div><div class="c xdd y54d w94 h34"><div class="t m0 x6a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">21 273<span class="ls0"> </span></div></div><div class="c x15 y54d w39 h34"><div class="t m0 x3a hd y348 ff2 fs5 fc3 sc0 ls1 ws0">444 449<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y190 ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y54e ff6 fs6 fc3 sc0 ls0 ws0">Zabezpieczeniem spł<span class="_ _1"></span>aty kredytów zaciągniętych p<span class="_ _1"></span>rzez Stalprofil S.A. są <span class="_ _1"></span>także:<span class="_ _1"></span><span class="ff2"> <span class="_ _26"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span> </span></div><div class="t m0 x8 h11 y191 ff2 fs6 fc3 sc0 ls0 ws0">- <span class="ff6">wystawione przez Spół<span class="_ _1"></span>kę weksle włas<span class="_ _1"></span>ne in blanco i/lub<span class="_ _1"></span>,</span> <span class="_ _34"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span> </div><div class="t m0 x8 h11 y192 ff2 fs6 fc3 sc0 ls0 ws0">- <span class="ff6">upoważn<span class="_ _1"></span>ienie banku <span class="_ _1"></span>do <span class="_ _1"></span>potrącania <span class="_ _1"></span>zadłużen<span class="_ _1"></span>ia wymagalnego <span class="_ _1"></span>ze ś<span class="_ _1"></span>rodków zgro<span class="_ _1"></span>madzonych<span class="_ _1"></span> na <span class="_ _1"></span>rachunka<span class="_ _1"></span>ch w </span></div><div class="t m0 x8 h11 y193 ff2 fs6 fc3 sc0 ls0 ws0">danym banku<span class="_ _1"></span> i/lub, <span class="_ _35"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span> </div><div class="t m0 x8 h11 y54f ff2 fs6 fc3 sc0 ls0 ws0">-  <span class="ff6">pełnomocnictwo <span class="_ _15"> </span>dla <span class="_ _15"> </span>banku<span class="_ _1"></span>  do <span class="_ _15"> </span>dyspono<span class="_ _1"></span>wania  ś<span class="_ _1"></span>rodkami  zgromadzon<span class="_ _1"></span>ymi  na <span class="_ _15"> </span>rachunkach <span class="_ _15"> </span>banko<span class="_ _1"></span>wych  z </span></div><div class="t m0 x8 h11 y22a ff6 fs6 fc3 sc0 ls0 ws0">prawem blokady śro<span class="_ _1"></span>dków zgromadzony<span class="_ _1"></span>ch na rachunku d<span class="_ _1"></span>o określonej kwoty zad<span class="_ _1"></span>łużenia,<span class="_ _1"></span><span class="ff2"> <span class="_ _24"> </span> <span class="_ _1c"> </span> </span></div><div class="t m0 x8 h11 y22b ff2 fs6 fc3 sc0 ls0 ws0">- cesje praw z polis u<span class="_ _1"></span>bezpieczeniowych.<span class="_ _1"></span> <span class="_ _34"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span> <span class="_ _1c"> </span> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi xd y416 w7 h4a" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3cf ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y417 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">44<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2a h19 y4d6 ff4 fs2 fc3 sc0 ls0 ws0">15.<span class="ff9"> <span class="_ _f"></span></span>Z<span class="ff5 fs5">OBO<span class="_ _1"></span>WIĄZANIA I ROZLICZENIA MIĘDZYOKRESOWE <span class="fs2">–</span><span class="ff4"> NOTA NR </span></span>11 </div><div class="t m0 x8 hb y550 ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y551 wab h2c"><div class="t m0 xdf ha y371 ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c xe0 y551 wac h2c"><div class="t m0 x18 ha y371 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień 31.12.2021<span class="ff4"> </span></div></div><div class="c xe1 y551 wad h2c"><div class="t m0 x18 ha y371 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień 31.12.2020<span class="ff4"> </span></div></div><div class="c x10 y552 wae h20"><div class="t m0 x18 ha y359 ff5 fs5 fc3 sc0 ls0 ws0">Zobowiązania z tytułu dostaw i usług<span class="ff4"> </span></div></div><div class="c xe0 y552 wac h20"><div class="t m0 x5c ha y359 ff4 fs5 fc3 sc0 ls1 ws0">128 864<span class="ls0"> </span></div></div><div class="c xe1 y552 wad h20"><div class="t m0 x64 ha y359 ff4 fs5 fc3 sc0 ls1 ws0">96 039<span class="ls0"> </span></div></div><div class="c x10 y553 wae h24"><div class="t m0 x16 hd y3a2 ff6 fs5 fc3 sc0 ls0 ws0">część długoterminowa<span class="ff2"> </span></div></div><div class="c xe0 y553 wac h24"><div class="t m0 x75 hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">289<span class="ls0"> </span></div></div><div class="c xe1 y553 wad h24"><div class="t m0 x75 hd y3a2 ff2 fs5 fc3 sc0 ls1 ws0">333<span class="ls0"> </span></div></div><div class="c x10 y554 wae h51"><div class="t m0 x1f hd y44a ff6 fs5 fc3 sc0 ls0 ws0">wobec pozostałych jednostek<span class="ff2"> </span></div></div><div class="c xe0 y554 wac h51"><div class="t m0 x75 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">289<span class="ls0"> </span></div></div><div class="c xe1 y554 wad h51"><div class="t m0 x75 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">333<span class="ls0"> </span></div></div><div class="c x10 y41f wae h2a"><div class="t m0 x16 hd y36d ff6 fs5 fc3 sc0 ls0 ws0">część krótkoterminowa<span class="ff2"> </span></div></div><div class="c xe0 y41f wac h2a"><div class="t m0 x5c hd y36d ff2 fs5 fc3 sc0 ls1 ws0">128 575<span class="ls0"> </span></div></div><div class="c xe1 y41f wad h2a"><div class="t m0 x64 hd y36d ff2 fs5 fc3 sc0 ls1 ws0">95 706<span class="ls0"> </span></div></div><div class="c x10 y555 wae h51"><div class="t m0 x1f hd y44a ff6 fs5 fc3 sc0 ls0 ws0">wobec jednostek powiązanych<span class="ff2"> </span></div></div><div class="c xe0 y555 wac h51"><div class="t m0 x64 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">74 599<span class="ls0"> </span></div></div><div class="c xe1 y555 wad h51"><div class="t m0 x64 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">35 028<span class="ls0"> </span></div></div><div class="c x10 y556 wae h51"><div class="t m0 x1f hd y44a ff6 fs5 fc3 sc0 ls0 ws0">wobec pozostałych jednostek<span class="ff2"> </span></div></div><div class="c xe0 y556 wac h51"><div class="t m0 x64 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">53 976<span class="ls0"> </span></div></div><div class="c xe1 y556 wad h51"><div class="t m0 x64 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">60 678<span class="ls0"> </span></div></div><div class="c x10 y557 wae h42"><div class="t m0 x18 ha y3bc ff5 fs5 fc3 sc0 ls0 ws0">Zobowiązania z tytułu zaliczek na dostawy<span class="ff4"> </span></div></div><div class="c xe0 y557 wac h42"><div class="t m0 x75 ha y3bc ff4 fs5 fc3 sc0 ls1 ws0">378<span class="ls0"> </span></div></div><div class="c xe1 y557 wad h42"><div class="t m0 x64 ha y3bc ff4 fs5 fc3 sc0 ls1 ws0">17 705<span class="ls0"> </span></div></div><div class="c x10 y558 wae h24"><div class="t m0 x16 hd y34b ff6 fs5 fc3 sc0 ls0 ws0">część krótkoterminowa<span class="ff2"> </span></div></div><div class="c xe0 y558 wac h24"><div class="t m0 x75 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">378<span class="ls0"> </span></div></div><div class="c xe1 y558 wad h24"><div class="t m0 x64 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">17 705<span class="ls0"> </span></div></div><div class="c x10 y559 wae h51"><div class="t m0 x1f hd y44a ff6 fs5 fc3 sc0 ls0 ws0">wobec pozostałych jednostek<span class="ff2"> </span></div></div><div class="c xe0 y559 wac h51"><div class="t m0 x75 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">378<span class="ls0"> </span></div></div><div class="c xe1 y559 wad h51"><div class="t m0 x64 hd y44a ff2 fs5 fc3 sc0 ls1 ws0">17 705<span class="ls0"> </span></div></div><div class="c x10 y21 wae h20"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Pozostałe zobowiązania<span class="ff4"> </span></div></div><div class="c xe0 y21 wac h20"><div class="t m0 x64 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">11 083<span class="ls0"> </span></div></div><div class="c xe1 y21 wad h20"><div class="t m0 x51 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">7 551<span class="ls0"> </span></div></div><div class="c x10 y55a wae h49"><div class="t m0 x16 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">część długoterminowa<span class="ff2"> </span></div></div><div class="c xe0 y55a wac h49"><div class="t m0 x59 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c xe1 y55a wad h49"><div class="t m0 x59 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">- </div></div><div class="c x10 y55b wae h24"><div class="t m0 x16 hd y34b ff6 fs5 fc3 sc0 ls0 ws0">część krótkoterminowa<span class="ff2"> </span></div></div><div class="c xe0 y55b wac h24"><div class="t m0 x64 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">11 083<span class="ls0"> </span></div></div><div class="c xe1 y55b wad h24"><div class="t m0 x51 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">7 551<span class="ls0"> </span></div></div><div class="c x10 y55c wae h3b"><div class="t m0 x1f hd y3c0 ff6 fs5 fc3 sc0 ls0 ws0">wobec pozostałych jednostek<span class="ff2"> </span></div></div><div class="c xe0 y55c wac h3b"><div class="t m0 x64 hd y3c0 ff2 fs5 fc3 sc0 ls1 ws0">11 083<span class="ls0"> </span></div></div><div class="c xe1 y55c wad h3b"><div class="t m0 x51 hd y3c0 ff2 fs5 fc3 sc0 ls1 ws0">7 551<span class="ls0"> </span></div></div><div class="c x10 y55d wae h3b"><div class="t m0 x18 ha y3c0 ff5 fs5 fc3 sc0 ls0 ws0">Rozliczenia międzyokresowe bierne<span class="ff4"> </span></div></div><div class="c xe0 y55d wac h3b"><div class="t m0 x75 ha y3c0 ff4 fs5 fc3 sc0 ls1 ws0">287<span class="ls0"> </span></div></div><div class="c xe1 y55d wad h3b"><div class="t m0 x75 ha y3c0 ff4 fs5 fc3 sc0 ls1 ws0">174<span class="ls0"> </span></div></div><div class="c x10 y4e6 wae h24"><div class="t m0 x16 hd y34b ff6 fs5 fc3 sc0 ls0 ws0">część krótkoterminowa<span class="ff2"> </span></div></div><div class="c xe0 y4e6 wac h24"><div class="t m0 x75 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">287<span class="ls0"> </span></div></div><div class="c xe1 y4e6 wad h24"><div class="t m0 x75 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">174<span class="ls0"> </span></div></div><div class="c x10 y55e wae h20"><div class="t m0 x18 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Rozliczenia międzyokresowe przychodów<span class="ff4"> </span></div></div><div class="c xe0 y55e wac h20"><div class="t m0 x64 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">16 896<span class="ls0"> </span></div></div><div class="c xe1 y55e wad h20"><div class="t m0 x64 ha y340 ff4 fs5 fc3 sc0 ls1 ws0">32 062<span class="ls0"> </span></div></div><div class="c x10 y55f wae h24"><div class="t m0 x16 hd y34b ff6 fs5 fc3 sc0 ls0 ws0">część długoterminowa<span class="ff2"> </span></div></div><div class="c xe0 y55f wac h24"><div class="t m0 x75 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">600<span class="ls0"> </span></div></div><div class="c xe1 y55f wad h24"><div class="t m0 x75 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">620<span class="ls0"> </span></div></div><div class="c x10 y560 wae h24"><div class="t m0 x16 hd y34b ff6 fs5 fc3 sc0 ls0 ws0">część krótkoterminowa<span class="ff2"> </span></div></div><div class="c xe0 y560 wac h24"><div class="t m0 x64 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">16 296<span class="ls0"> </span></div></div><div class="c xe1 y560 wad h24"><div class="t m0 x64 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">31 442<span class="ls0"> </span></div></div><div class="c x10 yb7 wae h20"><div class="t m0 xdf ha y340 ff4 fs5 fc3 sc0 ls0 ws0">RAZEM </div></div><div class="c xe0 yb7 wac h20"><div class="t m0 x5c ha y340 ff4 fs5 fc3 sc0 ls1 ws0">157 508<span class="ls0"> </span></div></div><div class="c xe1 yb7 wad h20"><div class="t m0 x5c ha y340 ff4 fs5 fc3 sc0 ls1 ws0">153 531<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 hd y561 ff2 fs5 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y562 ff6 fs6 fc3 sc0 ls0 ws0">Warunki  transakcji  z<span class="_ _0"></span>  podmiotami <span class="_ _18"> </span>powiązany<span class="_ _1"></span>mi <span class="_ _18"> </span>przedstawion<span class="_ _1"></span>e  są <span class="_ _18"> </span>w  nocie <span class="_ _14"> </span>nr  22. <span class="_ _18"> </span>Zobowiązania  z  tyt<span class="_ _0"></span>ułu </div><div class="t m0 x8 h11 y155 ff6 fs6 fc3 sc0 ls0 ws0">dostaw <span class="_ _f"></span>i <span class="_ _f"></span>usług <span class="_ _1"></span>s<span class="_ _1"></span>ą <span class="_ _f"></span>nieoprocentowane <span class="_ _f"></span>i <span class="_ _1"></span>za<span class="_ _1"></span>zwyczaj <span class="_ _f"></span>rozliczane <span class="_ _f"></span>w <span class="_ _13"></span><span class="ff2">terminach <span class="_ _f"></span>30-</span>60 <span class="_ _f"></span>dni. <span class="_ _f"></span>Pozosta<span class="_ _1"></span>łe <span class="_ _1"></span>zo<span class="_ _1"></span>bowiązania </div><div class="t m0 x8 h11 y156 ff6 fs6 fc3 sc0 ls0 ws0">są nieoprocentowane z<span class="_ _1"></span>e średnim 14<span class="_ _1"></span><span class="ff2">-</span>21 dniowym ter<span class="_ _1"></span>minem płatnoś<span class="_ _1"></span>ci.<span class="ff2"> <span class="_ _e"> </span><span class="fs5"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi xd y416 w7 h4a" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x8 ha y3ea ff4 fs5 fc2 sc0 ls0 ws0">Sprawozdanie finansowe STALPROFIL S.A. za rok ob<span class="_ _0"></span>rotowy 20<span class="_ _1"></span><span class="ls1">21</span> </div><div class="t m0 x8 hb y3cf ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c xe y417 w6 hc"><div class="t m0 x14 hd yf ff2 fs5 fc3 sc0 ls1 ws0">45<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2a h19 y4d6 ff4 fs2 fc3 sc0 ls0 ws0">16.<span class="ff9"> <span class="_ _f"></span></span>P<span class="ff5 fs5">O<span class="_ _1"></span>ZOSTAŁE ZOBOWIĄZANIA<span class="_ _0"></span> FINANSOWE <span class="fs2">–</span><span class="ff4"> NOTA NR <span class="fs2">12 </span></span></span></div><div class="t m0 x8 hb y550 ff3 fs6 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y563 waf h20"><div class="t m0 xe2 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">ZOBOWIĄZANIA Z TYTUŁU UMÓW LEASINGU<span class="ff2"> </span></div></div><div class="c x10 y564 wb0 h34"><div class="t m0 xd0 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x90 y564 wb1 h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xe3 y564 w64 h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xe4 y564 wb2 h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xab y564 wb3 h34"><div class="t m0 x5 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y377 waf h20"><div class="t m0 xa5 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">PRZYSZŁE MINIMALNE OPŁATY LEASINGOWE ORAZ WARTOŚ<span class="_ _0"></span>Ć BI<span class="_ _1"></span>EŻĄCA MINIMALNYCH OPŁAT LEASINGOWYCH NETTO<span class="ff2"> </span></div></div><div class="c x10 y565 wb4 h74"><div class="t m0 x3f ha y4ab ff5 fs5 fc3 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c x90 y566 wb5 h20"><div class="t m0 x20 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień 31.12.2021<span class="ff4"> </span></div></div><div class="c xe4 y566 wb6 h20"><div class="t m0 x20 ha y340 ff5 fs5 fc3 sc0 ls0 ws0">Na dzień 31.12.2020<span class="ff4"> </span></div></div><div class="c x90 y565 wb7 h40"><div class="t m0 xb3 ha y453 ff4 fs5 fc3 sc0 ls0 ws0">Minimalne </div><div class="t m0 x9c ha y349 ff5 fs5 fc3 sc0 ls0 ws0">opłaty<span class="ff4"> </span></div></div><div class="c xe3 y565 w61 h40"><div class="t m0 x48 ha y46d ff5 fs5 fc3 sc0 ls0 ws0">Wartość bieżąca </div><div class="t m0 x14 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">minimalnych </div><div class="t m0 x86 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">opłat<span class="ff4"> </span></div></div><div class="c xe4 y565 wb8 h40"><div class="t m0 x16 ha y453 ff4 fs5 fc3 sc0 ls0 ws0">Minimalne </div><div class="t m0 x1b ha y349 ff5 fs5 fc3 sc0 ls0 ws0">opłaty<span class="ff4"> </span></div></div><div class="c xab y565 wb9 h40"><div class="t m0 x48 ha y46d ff5 fs5 fc3 sc0 ls0 ws0">Wartość bieżąca </div><div class="t m0 x14 ha y59 ff4 fs5 fc3 sc0 ls0 ws0">minimalnych </div><div class="t m0 x86 ha y348 ff5 fs5 fc3 sc0 ls0 ws0">opłat<span class="ff4"> </span></div></div><div class="c x10 y147 wba h20"><div class="t m0 x18 hd y359 ff2 fs5 fc3 sc0 ls0 ws0">w okresie do 1 roku </div></div><div class="c x90 y147 wb7 h20"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">3 054<span class="ls0"> </span></div></div><div class="c xe3 y147 w61 h20"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">2 690<span class="ls0"> </span></div></div><div class="c xe4 y147 wb8 h20"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">2 649<span class="ls0"> </span></div></div><div class="c xab y147 wb9 h20"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">2 342<span class="ls0"> </span></div></div><div class="c x10 y567 wba h20"><div class="t m0 x18 hd y359 ff2 fs5 fc3 sc0 ls25 ws0">w <span class="ls0">okresie od 1 roku do 5 lat </span></div></div><div class="c x90 y567 wb7 h20"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">5 784<span class="ls0"> </span></div></div><div class="c xe3 y567 w61 h20"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">4 899<span class="ls0"> </span></div></div><div class="c xe4 y567 wb8 h20"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">5 979<span class="ls0"> </span></div></div><div class="c xab y567 wb9 h20"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">5 032<span class="ls0"> </span></div></div><div class="c x10 y568 wba h20"><div class="t m0 x18 hd y359 ff6 fs5 fc3 sc0 ls0 ws0">w okresie powyżej 5 lat<span class="ff2"> </span></div></div><div class="c x90 y568 wb7 h20"><div class="t m0 x5b hd y359 ff2 fs5 fc3 sc0 ls1 ws0">13 402<span class="ls0"> </span></div></div><div class="c xe3 y568 w61 h20"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">6 538<span class="ls0"> </span></div></div><div class="c xe4 y568 wb8 h20"><div class="t m0 x5b hd y359 ff2 fs5 fc3 sc0 ls1 ws0">13 402<span class="ls0"> </span></div></div><div class="c xab y568 wb9 h20"><div class="t m0 x3d hd y359 ff2 fs5 fc3 sc0 ls1 ws0">6 538<span class="ls0"> </span></div></div><div class="c x10 y569 wba h1f"><div class="t m0 x3f ha y357 ff4 fs5 fc3 sc0 ls0 ws0">Razem </div></div><div class="c x90 y569 wb7 h1f"><div class="t m0 x5b ha y357 ff4 fs5 fc3 sc0 ls1 ws0">22 240<span class="ls0"> </span></div></div><div class="c xe3 y569 w61 h1f"><div class="t m0 x5b ha y357 ff4 fs5 fc3 sc0 ls1 ws0">14 127<span class="ls0"> </span></div></div><div class="c xe4 y569 wb8 h1f"><div class="t m0 x5b ha y357 ff4 fs5 fc3 sc0 ls1 ws0">22 030<span class="ls0"> </span></div></div><div class="c xab y569 wb9 h1f"><div class="t m0 x5b ha y357 ff4 fs5 fc3 sc0 ls1 ws0">13 912<span class="ls0"> </span></div></div><div class="c x10 y56a wba h2d"><div class="t m0 x46 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">w tym dotyczące wieczystego </div><div class="t m0 x46 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">użytkowania gruntów:<span class="ff2"> </span></div></div><div class="c x90 y56a wb7 h2d"><div class="t m0 x5b hd y349 ff2 fs5 fc3 sc0 ls1 ws0">14 466<span class="ls0"> </span></div></div><div class="c xe3 y56a w61 h2d"><div class="t m0 x3d hd y349 ff2 fs5 fc3 sc0 ls1 ws0">6 723<span class="ls0"> </span></div></div><div class="c xe4 y56a wb8 h2d"><div class="t m0 x5b hd y349 ff2 fs5 fc3 sc0 ls1 ws0">14 678<span class="ls0"> </span></div></div><div class="c xab y56a wb9 h2d"><div class="t m0 x3d hd y349 ff2 fs5 fc3 sc0 ls1 ws0">6 757<span class="ls0"> </span></div></div><div class="c x10 y56b wba h24"><div class="t m0 x16 hd y34b ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">długoterminowe</span> </div></div><div class="c x90 y56b wb7 h24"><div class="t m0 x5b hd y34b ff2 fs5 fc3 sc0 ls1 ws0">14 253<span class="ls0"> </span></div></div><div class="c xe3 y56b w61 h24"><div class="t m0 x3d hd y34b ff2 fs5 fc3 sc0 ls1 ws0">6 688<span class="ls0"> </span></div></div><div class="c xe4 y56b wb8 h24"><div class="t m0 x5b hd y34b ff2 fs5 fc3 sc0 ls1 ws0">14 465<span class="ls0"> </span></div></div><div class="c xab y56b wb9 h24"><div class="t m0 x3d hd y34b ff2 fs5 fc3 sc0 ls1 ws0">6 723<span class="ls0"> </span></div></div><div class="c x10 y56c wba h24"><div class="t m0 x16 hd y34b ff2 fs5 fc3 sc0 ls0 ws0">- <span class="ff6">krótkoterminowe</span> </div></div><div class="c x90 y56c wb7 h24"><div class="t m0 x64 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">213<span class="ls0"> </span></div></div><div class="c xe3 y56c w61 h24"><div class="t m0 x51 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">35<span class="ls0"> </span></div></div><div class="c xe4 y56c wb8 h24"><div class="t m0 x64 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">213<span class="ls0"> </span></div></div><div class="c xab y56c wb9 h24"><div class="t m0 x51 hd y34b ff2 fs5 fc3 sc0 ls1 ws0">34<span class="ls0"> </span></div></div><div class="c x10 y56d wb0 h34"><div class="t m0 xd0 hd y348 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x90 y56d wb1 h34"><div class="t m0 x5 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xe3 y56d w64 h34"><div class="t m0 x5 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xe4 y56d wb2 h34"><div class="t m0 x5 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xab y56d wb3 h34"><div class="t m0 x5 ha y348 ff4 fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c x10 y56e waf h23"><div class="t m0 x18 hd y59 ff6 fs5 fc3 sc0 ls0 ws0">Na dzień 31.12.2021r. Spółka jest stroną umów leasingu samochodów ciężarowych, dostawczych i osobowych oraz </div><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">maszyn i urządzeń.<span class="ff2"> </span></div></div><div class="c x10 y56f wbb h37"><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">Wartość netto miesięcznych rat wynosi:<span class="ff2"> </span></div></div><div class="c xab y56f wb3 h37"><div class="t m0 x1e hd y348 ff6 fs5 fc3 sc0 ls0 ws0">231 tys. zł<span class="ff2"> </span></div></div><div class="c x10 y570 waf h34"><div class="t m0 x18 hd y348 ff6 fs5 fc3 sc0 ls0 ws0">Płatność ostatniej raty leasingowej przypada na wrzesień  2026 r.<span class="ff2"> </span></div></div><div class="c x10 y571 wbb h23"><div class="t m0 x18 hd y347 ff6 fs5 fc3 sc0 ls0 ws0">Zobowiązania z tytułu naliczonych i nie<span class="_ _0"></span>zapłaconych  prowizji bankowych od udzielonych kredytów i </div><div class="t m0 x18 hd y348 ff2 fs5 fc3 sc0 ls0 ws0">gwarancji </div></div><div class="c xab y571 wb3 h23"><div class="t m0 x7a hd y349 ff6 fs5 fc3 sc0 ls0 ws0">75 tys. zł<span class="ff2"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8 h11 y572 ff2 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x8 h11 y573 ff2 fs6 fc3 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi xd y416 w7 h4a" alt="" 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l4c7QWCFa0V4guVw3kdwAh7gWBFa4X4QiWNu4ZdgJEXR3uBYEVrhfhC5XBeBzBiMpmIAFa0VogvVMy4a9gFGHlxtBcIVrRWiC9UDud1ACPsBYIVrRXiC5U07hp2AUZeHO0FghWtFeILlcN5HcAIe4FgRWuF+EIljbuGXYCRF0d7gWBFa4X4QuVwXgcAABA+7hp2AQAAojmvAxjRdZ0IYEVrhfhCxWRxXgcAABDNeR3ACHuBYEVrhfhCJWVxXgcAABDNeR3ACHuBYEVrhfhCJWVxXgcAABDNeR3ACHuBYEVrhfhCJWVxXgcAABDNeR3ACHuBYEVrhfhCmesAsvV9LwJY0VohvlDmOoBg+/btm28HPvs4m80Gj9PpdPA4eJf1HhfyVKHXs4Mf7FaeJO565vbkh7bY69m3b5+Xta2/+okgvlCJ/P06gLEXx87Lo6qSCqUV4gtlrgMAAGBb+DpMgBH+TraqkgqlFeILlZTFeR0AAEA053UAI+wFqiqpUFohvlBJWZzXAQAARHNeBzDCXqCqkgqlFeILlZTFeR0AAEA053UAI+wFqiqpUFohvlBJWZzXAQAARHNeBzDCXqCqkgqlFeILZa4DyNb3vQiqSiqUVogvVMy46+swAUZeHDsvj6pKKpRWiC9UDOd1ACPsBaoqqVBaIb5QSeOuYRdg5MXRXqCqkgqlFeILlcN5HcAIe4GqSiqUVogvVNK4a9gFGHlxtBeoqqRCaYX4QuVwXgcwYjKZiKCqpEJphfhCxYy7hl2AkRdHe4GqSiqUVogvVA7ndQAj7AWqKqlQWiG+UEnjrmEXYOTF0V6gqpIKpRXiC5XDeR3ACHuBqkoqlFaIL1TSuGvYBRh5cbQXqKqkQmmF+ELlcF4HAAAQPu4adgEAAKI5rwMY0XWdCKpKKpRWiC9UTBbndQAAANGc1wGMsBeoqqRCaYX4QiVlcV4HAAAQzXkdwAh7gapKKpRWiC9UUhbndQAAANGc1wGMsBeoqqRCaYX4QiVlcV4HAAAQzXkdwAh7gapKKpRWiC9UUhbndQAAANGc1wGMsBeoqqRCaYX4QpnrALL1fS+CqpIKpRXiCxUz7vo6TICRF8fOy6OqkgqlFeILFcN5HcAIe4GqSiqUVogvVNK4a9gFGHlxtBeoqqRCaYX4QuVwXgcwwl6gqpIKpRXiC5U07hp2AUZeHO0FqiqpUFohvlA5nNcBjJhMJiKoKqlQWiG+UDHjrmEXYOTF0V6gqpIKpRXiC5XDeR3ACHuBqkoqlFaIL1TSuGvYBRh5cbQXqKqkQmmF+ELlcF4HMMJeoKqSCqUV4guVNO4adgFGXhztBaoqqVBaIb5QOZzXAQAAhI+7hl0AAIBozusARnRdJ4KqkgqlFeILFZPFeR0AAEA053UAI+wFqiqpUFohvlBJWZzXAQAARHNeBzDCXqCqkgqlFeILlZTFeR0AAEA053UAI+wFqiqpUFohvlBJWZzXAQAARHNeBzDCXqCqkgqlFeILZa4DyNb3vQiqSiqUVogvVMy46+swAUZeHDsvj6pKKpRWiC9UDOd1ACPsBaoqqVBaIb5QSeOuYRdg5MXRXqCqkgqlFeILlcN5HcAIe4GqSiqUVogvVNK4a9gFGHlxtBeoqqRCaYX4QuVwXgcwYjKZiKCqpEJphfhCmevYJt0K7f//QI8NHmez2eBxOp0OHrfnSVyP69nN17O0tCTjwq9nXnWnPtitPEnc9cyT7skPbbHXs3ZF+zRb70nmrWouqB1/iV7vE9UfQGtDGQFGhgKHmHtgrnMTwcpSVVKE0kp8ocx1AAAApPJ1mPmjedeJAFaWqpIilFbiC1U6i/M6AACAaM7r8kdzOxZgZakqKUJpJb5QxbM4rwMAAIjmvC5/NLdjAVaWqpIilFbiC1U8i/M6AACAaM7r8kdzOxZgZakqKUJpJb5QxbM4rwMAAIjmvC5/NLdjAVaWqpIilFbiC2WuI1rf9yKAlaWqpAillfhClR53fR1m/C3s3ESwslSVFKG0El+o0pzXxbNjAVaWqpIilFbiC1V93DXsxt9COxZgZakqKUJpJb5QtTmvi2fHAqwsVSVFKK3EF6r6uGvYjb+FdizAylJVUoTSSnyhanNeF28ymYgAVpaqkiKUVuILVXrcNezG30I7FmBlqSopQmklvlC1Oa+LZ8cCrCxVJUUorcQXqvq4a9iNv4V2LMDKUlVShNJKfKFqc14Xz44FWFmqSopQWokvVPVx17AbfwvtWICVpaqkCKWV+ELV5rwOAAAgfNw17AIAAERzXpc/mnedCGBlqSopQmklvlClszivAwAAiOa8Ln80t2MBVpaqkiKUVuILVTyL8zoAAIBozuvyR3M7FmBlqSopQmklvlDFszivAwAAiOa8Ln80t2MBVpaqkiKUVuILVTyL8zoAAIBozuvyR3M7FmBlqSopQmklvlDmOqL1fS8CWFmqSopQWokvlLmOYPv27eu6bjqddl03373Y4HE2mw0e5++48nHTJ1ngU7ke17Nrr2e+styOxV7Pyter7f9gt/IkcdczT7onP7TFXs/aFe3TbL0nmbequaB2/CV6vU9UfwCtDWUEWMvfr8u/hZ2bCFaWqpIilFbiC2WuAwAAIJavw8wfzf3NUbCyVJUUobQSX6jiWZzXAQAARHNelz+a27EAK0tVSRFKK/GFKp7FeR0AAEA053X5o7kdC7CyVJUUobQSX6jiWZzXAQAARHNelz+a27EAK0tVSRFKK/GFKp7FeR0AAEA053X5o7kdC7CyVJUUobQSXyhzHdH6vhcBrCxVJUUorcQXqvS46+sw429h5yaClaWqpAillfhClea8Lp4dC7CyVJUUobQSX6jq465hN/4W2rEAK0tVSRFKK/GFqs15XTw7FmBlqSopQmklvlDVx13DbvwttGMBVpaqkiKUVuILVZvzuniTyUQEsLJUlRShtBJfqNLjrmE3/hbasQArS1VJEUor8YWqzXldPDsWYGWpKilCaSW+UNXHXcNu/C20YwFWlqqSIpRW4gtVm/O6eHYswMpSVVKE0kp8oaqPu4bd+FtoxwKsLFUlRSitxBeqNud1AAAA4eOuYRcAACCa87r80bzrRAArS1VJEUor8YUqncV5HQAAQDTndfmjuR0LsLJUlRShtBJfqOJZnNcBAABEc16XP5rbsQArS1VJEUor8YUqnsV5HQAAQDTndfmjuR0LsLJUlRShtBJfqOJZnNcBAABEc16XP5rbsQArS1VJEUor8YUy1xGt73sRwMpSVVKE0kp8oUqPu74OM/4Wdm4iWFmqSopQWokvVGnO6+LZsQArS1VJEUor8YWqPu4aduNvoR0LsLJUlRShtBJfqNqc18WzYwFWlqqSIpRW4gtVfdw17MbfQjsWYGWpKilCaSW+ULU5r4s3mUxEACtLVUkRSivxhSo97hp242+hHQuwslSVFKG0El+o2pzXxbNjAVaWqpIilFbiC1V93DXsxt9COxZgZakqKUJpJb5QtTmvi2fHAqwsVSVFKK3EF8pcR7alpaWu66bTadd1Xde11jZ4nM1mg8f5O6583PRJFvhUrsf17Nrrma8st2Ox17Py9Wr7P9itPEnc9cyT7skPbbHXs3ZF+zRb70nmrWouqB1/iV7vE9UfQGtDGQHWcoiZfwudRIOVpaqkCKWV+ELV5rwOAAAgfNw17AIAAERzXpc/mnedCGBlqSopQmklvlClszivAwAAiOa8Ln80t2MBVpaqkiKUVuILVTyL8zoAAIBozuvyR3M7FmBlqSopQmklvlDFszivAwAAiOa8Ln80t2MBVpaqkiKUVuILVTyL8zoAAIBozuvyR3M7FmBlqSopQmklvlDmOqL1fS8CWFmqSopQWokvVOlx19dhxt/Czk0EK0tVSRFKK/GFKs15XTw7FmBlqSopQmklvlDVx13DbvwttGMBVpaqkiKUVuILVZvzunh2LMDKUlVShNJKfKGqj7uG3fhbaMcCrCxVJUUorcQXqjbndfEmk4kIYGWpKilCaSW+UKXHXcNu/C20YwFWlqqSIpRW4gtVm/O6eHYswMpSVVKE0kp8oaqPu4bd+FtoxwKsLFUlRSitxBeqNud18exYgJWlqqQIpZX4QlUfdw278bfQjgVYWapKilBaiS9Ubc7rAAAAwsddwy4AAEA053X5o3nXiQBWlqqSIpRW4gtVOovzOgAAgGjO6/JHczsWYGWpKilCaSW+UMWzOK8DAACI5rwufzS3YwFWlqqSIpRW4gtVPIvzOgAAgGjO6/JHczsWYGWpKilCaSW+UMWzOK8DAACI5rwufzS3YwFWlqqSIpRW4gtVPIvzOgAAgGjO6/JHczsWYGWpKilCaSW+UOY6ovV9LwJYWapKilBaiS9U6XHX12HG38LOTQQrS1VJEUor8YUqzXldPDsWYGWpKilCaSW+UNXHXcNu/C20YwFWlqqSIpRW4gtVm/O6eHYswMpSVVKE0kp8oaqPu4bd+FtoxwKsLFUlRSitxBeqNud1e+STezqddl03/66vGzzOZrPB4/wdVz5u+iQLfCrX43p27fW4HUfjela+Xm3/B7uVJ9nD11M89a5aCLvtXoy+o8+6HSnvz9+th2JkIjDs2rEArCxVJRUKrcQXylwHAADAjvF1mPmjufNosLJUlRShtBJfqOJZnNcBAABEc16XP5rbsQArS1VJEUor8YUqnsV5HQAAQDTndfmjuR0LsLJUlRShtBJfqOJZnNcBAABEc16XP5rbsQArS1VJEUor8YUqnsV5HQAAQDTndfmjuR0LsLJUlRShtBJfKHMd0fq+FwGsLFUlRSitxBeq9Ljr6zDjb2HnJoKVpaqkCKWV+EKV5rwunh0LsLJUlRShtBJfqOrjrmE3/hbasQArS1VJEUor8YWqzXldPDsWYGWpKilCaSW+UNXHXcNu/C20YwFWlqqSIpRW4gtVm/O6eJPJRASwslSVFKG0El+o0uOuYTf+FtqxACtLVUkRSivxharNeV08OxZgZakqKUJpJb5Q1cddw278LbRjAVaWqpIilFbiC1Wb87p4dizAylJVUoTSSnyhqo+7ht34W2jHAqwsVSVFKK3EF6o253UAAADh465hFwAAIJrzuvzRvOtEACtLVUkRSivxhSqdxXkdAABANOd1+aO5HQuwslSVFKG0El+o4lmc1wEAAERzXpc/mtuxACtLVUkRSivxhTLXEc1PZgQrS1VJEUor8YUy15FtaWmp67rpdNp13Xz3YoPH2Ww2eJy/48rHTZ9kgU/lelzPrr2e+cpyOxZ7PStfr7b/g93Kk8RdzzzpnvzQFns9a1e0T7P1nmTequaC2vGX6PU+Uf0BtDaUEWAtf78u/xZ2biJYWapKilBaiS9Uac7r4jmJBitLVUkRSivxhao+7hp242+hHQuwslSVFKG0El+o2pzXAQAAhI+7hl0AAIBozuvyR3M/wQOsLFUlRSitxBeqeBbndQAAANGc1+WP5nYswMpSVVKE0kp8oYpncV4HAAAQzXld/mhuxwKsLFUlRSitxBeqeBbndQAAANGc1+WP5nYswMpSVVKE0kp8oYpncV4HAAAQzXld/mhuxwKsLFUlRSitxBfKXEe0vu9FACtLVUkRSivxhSo97vo6zPhb2LmJYGWpKilCaSW+UKU5r4tnxwKsLFUlRSitxBeq+rhr2I2/hXYswMpSVVKE0kp8oWpzXhfPjgVYWapKilBaiS9U9XHXsBt/C+1YgJWlqqQIpZX4QtXmvC7eZDIRAawsVSVFKK3EF6r0uGvYjb+FdizAylJVUoTSSnyhanNeF8+OBVhZqkqKUFqJL1T1cdewG38L7ViAlaWqpAillfhC1ea8Lp4dC7CyVJUUobQSX6jq465hN/4W2rEAK0tVSRFKK/GFqs15HQAAQPi4a9gFAACI5rwufzTvOhHAylJVUoTSSnyhSmdxXgcAABDNeV3+aG7HAqwsVSVFKK3EF6p4Fud1AAAA0ZzX5Y/mdizAylJVUoTSSnyhimdxXgcAABDNeV3+aG7HAqwsVSVFKDz5IbkAACAASURBVK3EF6p4Fud1AAAA0ZzX5Y/mdizAylJVUoTSSnyhimdxXgcAABDNeV3+aG7HAqwsVSVFKK3EF8pcxx745J5Op13XzT/LN3iczWaDx/k7rnzc9EkW+FSux/Xs2utxO47G9ax8vdr+D3YrT7KHr6d46l21EHbbvRh9R591O1Len79bD8XIRODrMPfAUOcmgpWlqqQIpZX4QpnrAAAASOXrMPNHc+fRYGWpKilCaSW+UMWzOK8DAACI5rwufzS3YwFWlqqSIpRW4gtlriNa3/cigJWlqqQIpZX4QpUed30dZvwt9B2BwMpSVVKE0kp8oWpzXhfPjgVYWapKilBaiS9U9XHXsBt/C+1YgJWlqqQIpZX4QtXmvC6eHQuwslSVFKG0El+o6uOuYTf+FtqxACtLVUkRSivxharNeV28yWQiAlhZqkqKUFqJL1TpcdewG38L7ViAlaWqpAillfhC1ea8Lp4dC7CyVJUUobQSX6jq465hN/4W2rEAK0tVSRFKK/GFqs15XTw7FmBlqSopQmklvlDVx13DbvwttGMBVpaqkiKUVuILVZvzOgAAgPBx17ALAAAQzXld/mjedSKAlaWqpAillfhClc7ivA4AACCa87r80dyOBVhZqkqKUFqJL1TxLM7rAAAAojmvyx/N7ViAlaWqpAillfhCmeuI5iczgpWlqqQIpZX4QpnryLa0tNR13XQ67bpuvnuxweNsNhs8zt9x5eOmT7LAp3I9rmfXXs98Zbkdi72ela9X2//BbuVJ4q5nnnRPfmiLvZ61K9qn2XpPMm9Vc0Ht+Ev0ep+o/gBaG8oIsJa/X5d/Czs3EawsVSVFKK3EF6o053XxnESDlaWqpAillfhCVR93Dbvxt9COBVhZqkqKUFqJL1Rtzuvi2bEAK0tVSRFKK/GFqj7uGnbjb6EdC7CyVJUUobQSX6janNcBAACEj7uGXQAAgGjO6/JH864TAawsVSVFKK3EF6p0Fud1AAAA0ZzX5Y/mdizAylJVUoTSSnyhimdxXgcAABDNeV3+aG7HAqwsVSVFKK3EF6p4Fud1AAAA0ZzX5Y/mdizAylJVUoTSSnyhimdxXgcAABDNeV3+aG7HAqwsVSVFKK3EF8pcR7S+70UAK0tVSRFKK/GFKj3u+jrM+FvYuYlgZakqKUJpJb5QpTmvi2fHAqwsVSVFKK3EF6r6uGvYjb+FdizAylJVUoTSSnyhanNeF8+OBVhZqkqKUFqJL1T1cdewG38L7ViAlaWqpAillfhC1ea8Lt5kMhEBrCxVJUUorcQXqvS4a9iNv4V2LMDKUlVShNJKfKFqc163Rz65p9Np13Xzn9K4weNsNhs8zt9x5eOmT7LAp3I9rmfXXo/bcTSuZ+Xr1fZ/sFt5kj18PcVT76qFsNvuxeg7+qzbkfL+/N16KEYmAsOuHQvAylJVUqHQSnyhzHUAAADsGF+HmT+aO48GK0tVSRFKK/GFKp7FeR0AAEA053X5o7kdC7CyVJUUobQSX6jiWZzXAQAARHNelz+a27EAK0tVSRFKK/GFKp7FeR0AAEA053X5o7kdC7CyVJUUobQSXyhzHdH6vhcBrCxVJUUorcQXqvS46+sw429h5yaClaWqpAillfhClea8Lp4dC7CyVJUUobQSX6jq465hN/4W2rEAK0tVSRFKK/GFqs15XTw7FmBlqSopQmklvlDVx13DbvwttGMBVpaqkiKUVuILVZvzuniTyUQEsLJUlRShtBJfqNLjrmE3/hbasQArS1VJEUor8YWqzXldPDsWYGWpKilCaSW+UNXHXcNu/C20YwFWlqqSIpRW4gtVm/O6eHYswMpSVVKE0kp8oaqPu4bd+FtoxwKsLFUlRSitxBeqNud1AAAA4eOuYRcAACCa87r80bzrRAArS1VJEUor8YUy1xH/yT2dTruum3+Wb/A4m80Gj/N3XPm46ZMs8Klcj+vZtdfjdhyN61n5erX9H+xWnmQPX0/x1LtqIey2ezH6jj7rdqS8P3+3HoqRicDXYe6Boc5NBCtLVUkRSivxharMeV083+kVrCxVJUUorcQXqvq4a9iNv4V2LMDKUlVShNJKfKFqc14Xz44FWFmqSopQWokvVPVx17AbfwvtWICVpaqkCKWV+ELV5rwunh0LsLJUlRShtBJfqOrjrmE3/hbasQArS1VJEUor8YWqzXldPDsWYGWpKilCaSW+UNXHXcNu/C20YwFWlqqSIpRW4gtVm/M6AACA8HHXsAsAABDNeV3+aN51IoCVpaqkCKWV+EKVzuK8DgAAIJrzuvzR3I4FWFmqSopQWokvVPEszusAAACiOa/LH83tWICVpaqkCKWV+EIVz+K8DgAAIJrzuvzR3I4FWFmqSopQWokvVPEszusAAACiOa/LH83tWICVpaqkCKWV+EKZ64jW970IYGWpKilCaSW+UKXHXV+HGX8LOzcRrCxVJUUorcQXqjTndfHsWICVpaqkCKWV+EJVH3cNu/G30I4FWFmqSopQWokvVG3O6+LZsQArS1VJEUor8YWqPu4aduNvoR0LsLJUlRShtBJfqNqc18WbTCYigJWlqqQIpZX4QpnrCLa0tNR13XQ67bpu/tM8NniczWaDx/k7rnzc9EkW+FSux/Xs2uuZryy3Y7HXs/L1avs/2K08Sdz1zJPuyQ9tsdezdkX7NFvvSeatai6oHX+JXu8T1R9Aa0MZAdZyiJl/C51Eg5WlqqQIpZX4QpnrVAAAAMjl6zDzR/OuEwGsLFUlRSitxBfKXEcw3+kVrCxVJUUorcQXqvq46+sw42+hrzAGK0tVSRFKK/GFqs15XTw7FmBlqSopQmklvlDVx13DbvwttGMBVpaqkiKUVuILVZvzunh2LMDKUlVShNJKfKGqj7uG3fhbaMcCrCxVJUUorcQXqjbndfEmk4kIYGWpKilCaSW+UKXHXcNu/C20YwFWlqqSIpRW4gtVm/O6eHYswMpSVVKE0kp8oaqPu4bd+FtoxwKsLFUlRSitxBeqNud18exYgJWlqqQIpZX4QlUfdw278bfQjgVYWapKilBaiS9Ubc7r4tmxACtLVUkRSivxhao+7hp242+hHQuwslSVFKG0El+o2pzXAQAAhI+7hl0AAIBozuvyR/OuEwGsLFUlRSitxBeqdBbndQAAANGc1+WP5nYswMpSVVKE0kp8oYpncV4HAAAQzXld/mhuxwKsLFUlRSitxBeqeBbndQAAANGc1+WP5nYswMpSVVKE0kp8oYpncV4HAAAQzXld/mhuxwKsLFUlRSitxBfKXEe0vu9FACtLVUkRSivxhSo97vo6zPhb2LmJYGWpKilCaSW+UKU5r4tnxwKsLFUlRSitxBeq+rhr2I2/hXYswMpSVVKE0kp8oWpzXhfPjgVYWapKilBaiS+UuY5s+/bt67puOp12XTf/7kAbPM5ms8Hj/B1XPm76JAt8Ktfjenbt9cxXltux2OtZ+Xq1/R/sVp4k7nrmSffkh7bY61m7on2arfck81Y1F9SOv0Sv94nqD6C1oYwAaznEzL+FTqLBylJVUoTSSnyhzHUqAAAA5PJ1mPmjuZ/MCFaWqpIilFbiC1U8i/M6AACAaM7r8kdzOxZgZakqKUJpJb5Q5jqi+U6vYGWpKilCaSW+UNXHXV+HGX8LfUcgsLJUlRShtBJfqNqc18WzYwFWlqqSIpRW4gtVfdw17MbfQjsWYGWpKilCaSW+ULU5r4tnxwKsLFUlRSitxBeq+rhr2I2/hXYswMpSVVKE0kp8oWpzXhdvMpmIAFaWqpIilFbiC1V63DXsxt9COxZgZakqKUJpJb5QtTmvi2fHAqwsVSVFKK3EF6r6uGvYjb+FdizAylJVUoTSSnyhanNeF8+OBVhZqkqKUFqJL1T1cdewG38L7ViAlaWqpAillfhC1ea8Lp4dC7CyVJUUobQSX6jq465hN/4W2rEAK0tVSRFKK/GFqs15HQAAQPi4a9gFAACI5rwufzTvOhHAylJVUoTSSnyhSmdxXgcAABDNeV3+aG7HAqwsVSVFKK3EF6p4Fud1AAAA0ZzX5Y/mdizAylJVUoTSSnyhimdxXgcAABDNeV3+aG7HAqwsVSVFKK3EF6p4Fud1AAAA0ZzX5Y/mdizAylJVUoTSSnyhzHVE6/teBLCyVJUUobQSX6jS466vw4y/hZ2bCFaWqpIilFbiC1Wa87p4dizAylJVUoTSSnyhqo+7ht34W2jHAqwsVSVFKK3EF6o253Xx7FiAlaWqpAillfhCVR93Dbvxt9COBVhZqkqKUFqJL1RtzuuyPfXUU/NP7ul02nXd/Lu+bvA4m80Gj/N3XPm46ZMs8Klcj+vZtdfjdhyN61n5erX9H+xWnmQPX0/x1LtqIey2ezH6jj7rdqS8P3+3HoqRcdewCwAAEM15HQAAgLkOAAAAcx0AAADmOgAAAHMdAAAA5joAAADMdQAAAJjrAAAAzHUAAACY6wAAADDXAQAAYK4DAAAw1wEAAGCuAwAAwFwHAACAuQ4AAMBcBwAAgLkOAAAAcx0AAIC5DgAAAHMdAAAA5joAAADMdQAAAOY6AAAAzHUAAACY6wAAADDXAQAAmOsAAAAw1wEAAGCuAwAAwFwHAABgrgMAAMBcBwAAgLkOAAAAcx0AAIC5DgAAAHMdAAAA5joAAABzHQAAAOY6AAAAzHUAAACY6wAAAMx1AAAAmOsAAAAw1wEAAGCuAwAAMNcBAABgrgMAAMBcBwAAgLkOAADAXAcAAIC5DgAAAHMdAAAA5joAAABzHQAAAOY6AAAAzHUAAADmOgAAAMx1AAAAmOsAAAAw1wEAAJjrAAAAMNcBAABgrgMAAMBcB/CcdF3Xdd38X+aPs9ls8DidTgePg3dZ73EhT5V4Pdv5obmevXc9z/PzWdgtPsmzfErvyKf0nnnB34brYfh/XQ4fPqwCwNq5zssjWNFaIb5Q5joAAAC2g6/DBBjhazzAitYK8YVKyuK8DgAAIJrzOoAR9gLBitYK8YVKyuK8DgAAIJrzOoAR9gLBitYK8YVKyuK8DgAAIJrzOoAR9gLBitYK8YVKyuK8DgAAIJrzOoAR9gLBitYK8YUy1wFk6/teBLCitUJ8oWLGXV+HCTDy4th5eQQrWivEFyqG8zqAEfYCwYrWCvGFShp3DbsAIy+O9gLBitYK8YXK4bwOYIS9QLCitUJ8oZLGXcMuwMiLo71AsKK1QnyhcjivAxgxmUxEACtaK8QXKmbcNewCjLw42gsEK1orxBcqh/M6gBH2AsGK1grxhUoadw27ACMvjvYCwYrWCvGFyuG8DmCEvUCworVCfKGSxl3DLsDIi6O9QLCitUJ8oXI4rwMAAAgfdw27AAAA0ZzXAYzouk4EsKK1QnyhYrI4rwMAAIjmvA5ghL1AsKK1QnyhkrI4rwMAAIjmvA5ghL1AsKK1QnyhkrI4rwMAAIjmvA5ghL1AsKK1QnyhzHUAe+SPjWcfZ7PZ4HE6nQ4eB++y3uNCnir0enbwg93Kk8Rdz9ye/NAWez1e0IC9//9bfB0mwOhQ5+VRVUmF0grxhTLXAQAAsB18HSbACF+7r6qkQmmF+EIlZXFeBwAAEM15HcAIe4GqSiqUVogvVFIW53UAAADRnNcBjLAXqKqkQmmF+EKZ6wCy9X0vgqqSCqUV4gsVM+76OkyAkRdHPxtHVUmF0grxhcrhvA5ghL1AVSUVSivEFypp3DXsAoy8ONoLVFVSobRCfKFyOK8DGGEvUFVJhdIK8YVKGncNuwAjL472AlWVVCitEF+oHM7rAEZMJhMRVJVUKK0QX6iYcdewCzDy4mgvUFVJhdIK8YXK4bwOYIS9QFUlFUorxBcqadw17AKMvDjaC1RVUqG0QnyhcjivAxhhL1BVSYXSCvGFShp3DbsAIy+O9gJVlVQorRBfqBzO6wBG2AtUVVKhtEJ8oZLGXcMuwMiLo71AVSUVSivEFyqH8zoAAIDwcdewCwAAEM15HcCIrutEUFVSobRCfKFisjivAwAAiOa8DmCEvUBVJRVKK8QXKimL8zoAAIBozusARtgLVFVSobRCfKGSsjivAwAAiOa8DmCEvUBVJRVKK8QXKimL8zoAAIBozusARtgLVFVSobRCfKHMdQDZ+r4XQVVJhdIK8YWKGXd9HSbAyItj5+VRVUmF0grxhYrhvA5ghL1AVSUVSivEFypp3DXsAoy8ONoLVFVSobRCfKFyOK8DGGEvUFVJhdIK8YVKGncNuwAjL472AlWVVCitEF+oHM7rAEZMJhMRVJVUKK0QX6iYcdewCzDy4mgvUFVJhdIK8YXK4bwOYIS9QFUlFUorxBcqadw17AKMvDjaC1RVUqG0QnyhcjivAxhhL1BVSYXSCvGFShp3DbsAIy+O9gJVlVQorRBfqBzO6wAAAMLHXcMuAABANOd1ACO6rhNBVUmF0grxhYrJ4rwOAAAgmvM6gBH2AlWVVCitEF+opCzO6wAAAKI5rwMYYS9QVUmF0grxhUrK4rwOAAAgmvM6gBH2AlWVVCitEF+opCzO6wAAAKI5rwMYYS9QVUmF0grxhTLXAWTr+14EVSUVSivEFypm3PV1mAAjL46dl0dVJRVKK8QXKobzOoAR9gJVlVQorRBfqKRx17ALMPLiaC9QVUmF0grxhcrhvA5ghL1AVSUVSivEFypp3DXsAoy8ONoLVFVSobRCfKFyOK8DGDGZTERQVVKhtEJ8oWLGXcMuwMiLo71AVSUVSivEFyqH8zqAEfYCVZVUKK0QX6ikcdewCzDy4mgvUFVJhdIK8YXK4bwOYIS9QFUlFUorxBfKXMf26VaY/+fGj7PZbPA4nU4Hj9vzJK7H9ezm61laWpJx4dczr7pTH+xWniTueuZJ9+SHttjrWbuifZqt9yTzVjUX1I6/RK/3ieoPoLWhjAAjQ4FDzD0w17mJYGWpKilCaSW+UOY6AAAAUvk6zPzRvOtEACtLVUkRSivxhSqdxXkdAABANOd1+aO5HQuwslSVFKG0El+o4lmc1wEAAERzXpc/mtuxACtLVUkRSivxhTLXEa3vexHAylJVUoTSSnyhSo+7vg4z/hb6CR5gZakqKUJpJb5QtTmvi2fHAqwsVSVFKK3EF6r6uGvYjb+FdizAylJVUoTSSnyhanNeF8+OBVhZqkqKUFqJL1T1cdewG38L7ViAlaWqpAillfhC1ea8Lt5kMhEBrCxVJUUorcQXqvS4a9iNv4V2LMDKUlVShNJKfKFqc14Xz44FWFmqSopQWokvVPVx17AbfwvtWICVpaqkCKWV+ELV5rwunh0LsLJUlRShtBJfqOrjrmE3/hbasQArS1VJEUor8YWqzXkdAABA+Lhr2AUAAIjmvC5/NO86EcDKUlVShNJKfKFKZ3FeBwAAEM15Xf5obscCrCxVJUUorcQXqngW53UAAADRnNflj+Z2LMDKUlVShNJKfKGKZ3FeBwAAEM15Xf5obscCrCxVJUUorcQXqngW53UAAADRnNflj+Z2LMDKUlVShNJKfKHMdUTr+14EsLJUlRShtBJfqNLjrq/DjL+FnZsIVpaqkiKUVuILVZrzunh2LMDKUlVShNJKfKGqj7uG3fhbaMcCrCxVJUUorcQXqjbndfHsWICVpaqkCKWV+EJVH3cNu/G30I4FWFmqSopQWokvVG3O6/bIJ/d0Ou26bv5dXzd4nM1mg8f5O6583PRJFvhUrsf17NrrcTuOxvWsfL3a/g92K0+yh6+neOpdtRB2270YfUefdTtS3p+/Ww/FyERg2LVjAVhZqkoqFFqJL1Q053XxJpOJCGBlqSopQmklvlClx13DbvwttGMBVpaqkiKUVuILVZvzunh2LMDKUlVShNJKfKGqj7uG3fhbaMcCrCxVJUUorcQXqjbndfHsWICVpaqkCKWV+EJVH3cNu/G30I4FWFmqSopQWokvVG3O6wAAAMLHXcMuAABANOd1+aN514kAVpaqkiKUVuILVTqL8zoAAIBozuvyR3M7FmBlqSopQmklvlDFszivAwAAiOa8Ln80t2MBVpaqkiKUVuILVTyL8zoAAIBozuvyR3M7FmBlqSopQmklvlDFszivAwAAiOa8Ln80t2MBVpaqkiKUVuILZa4jWt/3IoCVpaqkCKWV+EKVHnd9HWb8LezcRLCyVJUUobQSX6jSnNfFs2MBVpaqkiKUVuILVX3cNezG30I7FmBlqSopQmklvlC1Oa+LZ8cCrCxVJUUorcQXqvq4a9iNv4V2LMDKUlVShNJKfKFqc14XbzKZiABWlqqSIpRW4gtVetw17MbfQjsWYGWpKilCaSW+ULU5r4tnxwKsLFUlRSitxBeq+rhr2I2/hXYswMpSVVKE0kp8oWpzXhfPjgVYWapKilBaiS9U9XHXsBt/C+1YgJWlqqQIpZX4QtXmvA4AACB83DXsAgAARHNelz+ad50IYGWpKilCaSW+UKWzOK8DAACI5rwufzS3YwFWlqqSIpRW4gtVPIvzOgAAgGjO6/JHczsWYGWpKilCaSW+UMWzOK8DAACI5rwufzS3YwFWlqqSIpRW4gtVPIvzOgAAgGjO6/JHczsWYGWpKilCaSW+UOY6ovV9LwJYWapKilBaiS9U6XHX12HG38LOTQQrS1VJEUor8YUqzXldvMlkIgJYWapKilBaiS+UuY5gS0tLXddNp9Ou6+ZfbbzB42w2GzzO33Hl46ZPssCncj2uZ9dez3xluR2LvZ6Vr1fb/8Fu5UnirmeedE9+aIu9nrUr2qfZek8yb1VzQe34S/R6n6j+AFobygiwlkPM/FvoJBqsLFUlRSitxBeqNud18ZxEg5WlqqQIpZX4QlUfdw278bfQjgVYWapKilBaiS9Ubc7r4tmxACtLVUkRSivxhao+7hp242+hHQuwslSVFKG0El+o2pzXAQAAhI+7hl0AAIBozuvyR/OuEwGsLFUlRSitxBeqdBbndQAAANGc1+WP5nYswMpSVVKE0kp8oYpncV4HAAAQzXld/mhuxwKsLFUlRSitxBeqeBbndQAAANGc1+WP5nYswMpSVVKE0kp8oYpncV4HAAAQzXld/mhuxwKsLFUlRSitxBfKXEe0vu9FACtLVUkRSivxhSo97vo6zPhb2LmJYGWpKilCaSW+UKU5r4tnxwKsLFUlRSitxBeq+rhr2I2/hXYswMpSVVKE0kp8oWpzXhfPjgVYWapKilBaiS9U9XHXsBt/C+1YgJWlqqQIpZX4QtXmvC7eZDIRAawsVSVFKK3EF6r0uGvYjb+FdizAylJVUoTSSnyhanNeF8+OBVhZqkqKUFqJL1T1cdewG38L7ViAlaWqpAillfhC1ea8Lp4dC7CyVJUUobQSX6jq465hN/4W2rEAK0tVSRFKK/GFqs15HQAAQPi4a9gFAACI5rwufzTvOhHAylJVUoTSSnyhSmdxXgcAABDNeV3+aG7HAqwsVSVFKK3EF6p4Fud1AAAA0ZzX5Y/mdizAylJVUoTSSnyhimdxXgcAABDNeV3+aG7HAqwsVSVFKK3EF6p4Fud1AAAA0ZzX5Y/mdizAylJVUoTSSnyhzHVE6/teBLCyVJUUobQSX6jS466vw4y/hZ2bCFaWqpIilFbiC1Wa87p4dizAylJVUoTSSnyhqo+7ht34W2jHAqwsVSVFKK3EF6o253Xx7FiAlaWqpAillfhCmevItm/fvq7rptNp13Xz7w60weNsNhs8zt9x5eOmT7LAp3I9rmfXXs98Zbkdi72ela9X2//BbuVJ4q5nnnRPfmiLvZ61K9qn2XpPMm9Vc0Ht+Ev0ep+o/gBaG8oIsJZDzPxb6CQarCxVJUUorcQXqjbndfEmk4kIYGWpKilCaSW+UKXHXcNu/C20YwFWlqqSIpRW4gtVm/O6eHYswMpSVVKE0kp8oaqPu4bd+FtoxwKsLFUlRSitxBeqNud18exYgJWlqqQIpZX4QlUfdw278bfQjgVYWapKilBaiS9Ubc7rAAAAwsddwy4AAEA053X5o3nXiQBWlqqSIpRW4gtVOovzOgAAgGjO6/JHczsWYGWpKilCaSW+UMWzOK8DAACI5rwufzS3YwFWlqqSIpRW4gtVPIvzOgAAgGjO6/JHczsWYGWpKilCaSW+UMWzOK8DAACI5rwufzS3YwFWlqqSIpRW4gtlriNa3/cigJWlqqQIpZX4QpUed30dZvwt7NxEsLJUlRShtBJfqNKc18WzYwFWlqqSIpRW4gtVfdw17MbfQjsWYGWpKilCaSW+ULU5r4tnxwKsLFUlRSitxBeq+rhr2I2/hXYswMpSVVKE0kp8oWpzXhdvMpmIAFaWqpIilFbiC1V63DXsxt9COxZgZakqKUJpJb5QtTmvi2fHAqwsVSVFKK3EF6r6uGvYjb+FdizAylJVUoTSSnyhanNeF8+OBVhZqkqKUFqJL1T1cdewG38L7ViAlaWqpAillfhC1ea8Lp4dC7CyVJUUobQSXyhzHdmWlpa6rptOp13XdV3XWtvgcTabDR7n77jycdMnWeBTuR7Xs2uvZ76y3I7FXs/K16vt/2C38iRx1zNPuic/tMVez9oV7dNsvSeZt6q5oHb8JXq9T1R/AK0NZQRYyyEmAABANud1+aN514kAVpaqkiKUVuILVTqL8zoAAIBozuvyR3M7FmBlqSopQmklvlDFszivAwAAiOa8Ln80t2MBVpaqkiKUVuILVTyL8zoAAIBozuvyR3M7FmBlqSopQmklvlDFszivAwAAiOa8Ln80t2MBVpaqkiKUVuILZa4jWt/3IoCVpaqkCKWV+EKVHnd9HWb8LezcRLCyVJUUobQSX6jSnNfFs2MBVpaqkiKUVuILVX3cNezG30I7FmBlqSopQmklvlC1Oa+LZ8cCrCxVJUUorcQXqvq4a9iNv4V2LMDKUlVShNJKfKFqc14XbzKZiABWlqqSIpRWjU8RlgAAGIJJREFU4gtVetw17MbfQjsWYGWpKilCaSW+ULU5r4tnxwKsLFUlRSitxBeq+rhr2I2/hXYswMpSVVKE0kp8oWpzXhfPjgVYWapKilBaiS9U9XHXsBt/C+1YgJWlqqQIpZX4QtXmvC6eHQuwslSVFKG0El+o6uOuYTf+FtqxACtLVUkRSivxharNeR0AAED4uGvYBQAAiOa8Ln807zoRwMpSVVKE0kp8oUpncV4HAAAQzXld/mhuxwKsLFUlRSitxBeqeBbndQD/r707xpEkLbcwnJ807aXR3uAOPj4eQsKbLbACtoAxYg9sgEXgzRoQKwCbNlAbkVaE1BhhkKqcrCojVJWnzvMYpet0KvuN/nt04u97LwBANPd1+dPcGwtwslSVFKG0El+o8izu6wAAAKK5r8uf5t5YgJOlqqQIpZX4QpVncV8HAAAQzX1d/jT3xgKcLFUlRSitxBfKriPauq4igJOlqqQIpZX4QlXPXf8OM/4RjocITpaqkiKUVuILVc19XTxvLMDJUlVShNJKfKHa566xG/8IvbEAJ0tVSRFKK/GF6ua+Lp43FuBkqSopQmklvlB2Hdk+ffo0M5fLZWb2/+tAz/zctu3Jz/0XXv988UMO/Cjfx/d52O+znyyP49jvc/331dv/Zl/zIXHfZ0/6IX9rx36f2xPtj9m9D9lbdR6od/8r+t4fVP8Bug1lAtxyiZn/CN1Eg5OlqqQIpZX4QnVzXxdvWRYRwMlSVVKE0kp8oarnrrEb/wi9sQAnS1VJEUor8YXq5r4unjcW4GSpKilCaSW+UO1z19iNf4TeWICTpaqkCKWV+EJ1c18XzxsLcLJUlRShtBJfqPa5a+zGP0JvLMDJUlVShNJKfKG6ua8DAAAIn7vGLgAAQDT3dfnTfEYEcLJUlRShtBJfqOos7usAAACiua/Ln+beWICTpaqkCKWV+EKVZ3FfBwAAEM19Xf4098YCnCxVJUUorcQXqjyL+zoAAIBo7uvyp7k3FuBkqSopQmklvlDlWdzXAQAARHNflz/NvbEAJ0tVSRFKK/GFsuuItq6rCOBkqSopQmklvlDVc9e/w4x/hOMhgpOlqqQIpZX4QlVzXxfPGwtwslSVFKG0El+o9rlr7MY/Qm8swMlSVVKE0kp8obq5r4vnjQU4WapKilBaiS9U+9w1duMfoTcW4GSpKilCaSW+UN3c18VblkUEcLJUlRShtBJfKLuOYOfzeWYul8vM7P/fPJ75uW3bk5/7L7z++eKHHPhRvo/v87DfZz9ZHsex3+f676u3/82+5kPivs+e9EP+1o79Prcn2h+zex+yt+o8UO/+V/S9P6j+A3QbygS45RIz/xG6iQYnS1VJEUor8YXq5r4unptocLJUlRShtBJfqPa5a+zGP0JvLMDJUlVShNJKfKG6ua+L540FOFmqSopQWokvVPvcNXbjH6E3FuBkqSopQmklvlDd3NcBAACEz11jFwAAIJr7uvxpPiMCOFmqSopQWokvVHUW93UAAADR3NflT3NvLMDJUlVShNJKfKHKs7ivAwAAiOa+Ln+ae2MBTpaqkiKUVuILVZ7FfR0AAEA093X509wbC3CyVJUUobQSX6jyLO7rAAAAormvy5/m3liAk6WqpAillfhC2XVEW9dVBHCyVJUUobQSX6jquevfYcY/wvEQwclSVVKE0kp8oaq5r4vnjQU4WapKilBaiS9U+9w1duMfoTcW4GSpKilCaSW+UN3c18XzxgKcLFUlRSitxBeqfe4au/GP0BsLcLJUlRShtBJfqG7u6+ItyyICOFmqSopQWokvVPXcNXbjH6E3FuBkqSopQmklvlDd3NfF88YCnCxVJUUorcQXyq4j2/l8npnL5TIzM3M6nZ75uW3bk5/7L7z++eKHHPhRvo/v87DfZz9ZHsex3+f676u3/82+5kPivs+e9EP+1o79Prcn2h+zex+yt+o8UO/+V/S9P6j+A3QbygS45RIz/xG6iQYnS1VJEUor8YXq5r4unptocLJUlRShtBJfqPa5a+zGP0JvLMDJUlVShNJKfKG6ua8DAAAIn7vGLgAAQDT3dfnTfEYEcLJUlRShtBJfqOos7usAAACiua/Ln+beWICTpaqkCKWV+EKVZ3FfBwAAEM19Xf4098YCnCxVJUUorcQXqjyL+zoAAIBo7uvyp7k3FuBkqSopQmklvlDlWdzXAQAARHNflz/NvbEAJ0tVSRFKK/GFsuuItq6rCOBkqSopQmklvlDVc9e/w4x/hOMhgpOlqqQIpZX4QlVzXxfPGwtwslSVFKG0El+o9rlr7MY/Qm8swMlSVVKE0kp8obq5r4vnjQU4WapKilBaiS9U+9w1duMfoTcW4GSpKilCaSW+UN3c18VblkUEcLJUlRShtBJfqOq5a+zGP0JvLMDJUlVShNJKfKG6ua+L540FOFmqSopQWokvVPvcNXbjH6E3FuBkqSopQmklvlDd3NfF+/r1qwjgZKkqKUJpJb5Qdh3BPn/+PDOXy2VmZuZ0Oj3zc9u2Jz/3X3j988UPOfCjfB/f52G/z36yPI5jv8/131dv/5t9zYfEfZ896Yf8rR37fW5PtD9m9z5kb9V5oN79r+h7f1D9B+g2lAlwyyVm/iN0Ew1OlqqSIpRW4gvVzX1dPP+bo+BkqSopQmklvlDtc9fYjX+E3liAk6WqpAillfhCdXNfF88bC3CyVJUUobQSX6j2uWvsxj9CbyzAyVJVUoTSSnyhurmvi+eNBThZqkqKUFqJL1T73DV24x+hNxbgZKkqKUJpJb5Q3dzXAQAAhM9dYxcAACCa+7r8aT4jAjhZqkqKUFqJL1R1Fvd1AAAA0dzX5U9zbyzAyVJVUoTSSnyhyrO4rwMAAIjmvi5/mntjAU6WqpIilFbiC1WexX0dAABANPd1+dPcGwtwslSVFKG0El+o8izu6wAAAKK5r8uf5t5YgJOlqqQIpZX4Qtl1RFvXVQRwslSVFKG0El+o6rnr32HGP8LxEMHJUlVShNJKfKGqua+L540FOFmqSopQWokvVPvcNXbjH6E3FuBkqSopQmklvlDd3NfF88YCnCxVJUUorcQXqn3uGrvxj9AbC3CyVJUUobQSX6hu7uviLcsiAjhZqkqKUFqJL1T13DV24x+hNxbgZKkqKUJpJb5Q3dzXxfPGApwsVSVFKK3EF6p97hq78Y/QGwtwslSVFKG0El+obu7r4nljAU6WqpIilFbiC9U+d43d+EfojQU4WapKilBaiS9UN/d1AAAA4XPX2AUAAIjmvi5/ms+IAE6WqpIilFbiC1WdxX0dAABANPd1+dPcGwtwslSVFKG0El+o8izu6wAAAKK5r8uf5t5YgJOlqqQIpZX4QpVncV8HAAAQzX1d/jT3xgKcLFUlRSitxBeqPIv7OgAAgGju6/KnuTcW4GSpKilCaSW+UHYd0dZ1FQGcLFUlRSitxBeqeu76d5jxj3A8RHCyVJUUobQSX6hq7uviLcsiAjhZqkqKUFqJL5RdR7Dz+Twzl8tlZvZ/bfzMz23bnvzcf+H1zxc/5MCP8n18n4f9PvvJ8jiO/T7Xf1+9/W/2NR8S9332pB/yt3bs97k90f6Y3fuQvVXngXr3v6Lv/UH1H6DbUCbALZeY+Y/QTTQ4WapKilBaiS9UN/d18dxEg5OlqqQIpZX4QrXPXWM3/hF6YwFOlqqSIpRW4gvVzX0dAABA+Nw1dgEAAKK5r8uf5jMigJOlqqQIpZX4QlVncV8HAAAQzX1d/jT3xgKcLFUlRSitxBeqPIv7OgAAgGju6/KnuTcW4GSpKilCaSW+UOVZ3NcBAABEc1+XP829sQAnS1VJEUor8YUqz+K+DgAAIJr7uvxp7o0FOFmqSopQWokvlF1HtHVdRQAnS1VJEUor8YWqnrv+HWb8IxwPEZwsVSVFKK3EF6qa+7p43liAk6WqpAillfhCtc9dYzf+EXpjAU6WqpIilFbiC9XNfV08byzAyVJVUoTSSnyh2ueusRv/CL2xACdLVUkRSivxhermvi7esiwigJOlqqQIpZX4QlXPXWM3/hF6YwFOlqqSIpRW4gvVzX1dPG8swMlSVVKE0kp8odrnrrEb/wi9sQAnS1VJEUor8YXq5r4unjcW4GSpKilCaSW+UO1z19iNf4TeWICTpaqkCKWV+EJ1c18XzxsLcLJUlRShtBJfKLuObOfzeWYul8vMzMzpdHrm57ZtT37uv/D654sfcuBH+T6+z8N+n/1keRzHfp/rv6/e/jf7mg+J+z570g/5Wzv2+9ye