<?xml version="1.0" encoding="utf-8" standalone="no"?><html xmlns="http://www.w3.org/1999/xhtml" lang="pl" xml:lang="pl"><!--Consolia XBRL Tools v2.11.2.0--><head><title>Sprawozdanie_Zarzadu_GK_CORMAY_2023-12-31.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
.ff0{font-family:sans-serif;visibility:hidden;}
@font-face{font-family:ff1;src:url('data:application/font-woff;base64,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')format("woff");}.ff1{font-family:ff1;line-height:0.708008;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff2;src:url('data:application/font-woff;base64,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')format("woff");}.ff2{font-family:ff2;line-height:1.111816;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff3;src:url('data:application/font-woff;base64,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')format("woff");}.ff3{font-family:ff3;line-height:1.120117;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff4;src:url('data:application/font-woff;base64,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')format("woff");}.ff4{font-family:ff4;line-height:1.111816;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff5;src:url('data:application/font-woff;base64,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')format("woff");}.ff5{font-family:ff5;line-height:1.120117;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff6;src:url('data:application/font-woff;base64,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')format("woff");}.ff6{font-family:ff6;line-height:0.739746;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff7;src:url('data:application/font-woff;base64,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')format("woff");}.ff7{font-family:ff7;line-height:0.739746;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff8;src:url('data:application/font-woff;base64,d09GRgABAAAAABusAA8AAAAANfAABQABAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAABWAAAABwAAAAcSdMgp0dERUYAAAF0AAAAHQAAAB4AJwDKT1MvMgAAAZQAAABGAAAAVmhzHMBjbWFwAAAB3AAAAEoAAAFKQDjm4WN2dCAAAAIoAAAEGAAABQYv1fuFZnBnbQAABkAAAAM/AAAFn1066ANnbHlmAAAJgAAABTgAAAYkyyFoCWhlYWQAAA64AAAAMgAAADYqpL6GaGhlYQAADuwAAAAdAAAAJAyFBqNobXR4AAAPDAAAAEMAAAJALt4DLWxvY2EAAA9QAAAAIgAAAYrnhuZcbWF4cAAAD3QAAAAgAAAAIAIaAUJuYW1lAAAPlAAABtsAABEVECzz4nBvc3QAABZwAAACyQAACXHyCpukcHJlcAAAGTwAAAJtAAADc1appT8AAAABAAAAANGrZ0MAAAAAo0i8OwAAAADU3v0oeJxjYGRgYOABYjEgZmJgBMLDQMwC5jEAAAv/APIAAAB4nGNgZL3OOIGBlYGDdRarMQMDoyqEZl7AkMYkxMPMysrIxMjOxsTKzoAGQnydFYCUgoISa98/NwYG1j7GXQ1QOQCaHAmwAAB4nGNgYGBmgGAZBkYGEHAB8hjBfBYGDSDNBqQZGZgYFBSU/v8H8sH0/8f3H0HVAwEjGwOcw8gEJJgYUAEjxIoBByy0MxoADBMJOgAAeJxdVH9MllUUfs45937fp6lEzUqkxJkwNJlujgIMM2tMZEh+ASJpIk4tlpGQPyYWg9XMAsmYlJa/QoxYARUGqwAxf2xZOZusKVqiIaMyZ04j/d7bsfyr99l9t/e+997zPM+559gFmGLTMEZHpFRjNODO3hrnvRz3uy3AOO9Z1xMTBuCzW+O/Jw/jsRCxSEUXLqGdJiADne4Y8jGPV2OSzm/C5+jEGTyGJWBEUAmi3Lt4A9Eox04kmAjXgjT0B8JwF+5HIj0PH0ZiGbZTD2Zhtp6RhBS8hpX6fkLnr9FD+ocwFAs0ejW2oR3f4SeM0hPj0E1+uua+wEwElcM6tOGMfdS+jjvxJvaiHvvxC8VRLQ3IRdfijrpfdVcspiAeuVis2Ixdum4vvuFx8r6LcOvcB+4IIpV9g6rej4Ma6ypFURblc52s9f52K1yD+jBMOSt7xQxVk45i7NGV3bhOQxRlHMXTOd8Ld3fDjzGIwkTll4nn8BI2oEJVbMUONKKfptNy+pYu8nAu5Q6b4U/3pw/pCJ1wKe6qxhiGsco2GwVYozs34y1s0Z27NNbXiksIUTwlUTLNorm0iV6lPfQXT+RTfF1GSJg8IDmySEqkVwYDNjTHq/GOuQy3Rr0k9XyoZnKm6nwST6EQRViNEpQqu0pFlbrXoGhSPzsUB3Aa5xR96MdvxGRV41CaoJisSKJHKJUy6WlaRkVUQ/uoldrpIA3QFZ7K8ZzAc3guL+NCLuYqbuJm7uDz/KeyTJTHpUhelgbpkiNyXE4amFSTZ54xL5pq02ROmEvmivEs7DhFnM2zO0O7vdlerot2SW6xq3BVin71+D5VE40Y1ZOhWc3HUr05hYoXFGvVu1dU0RZsV+9uurcPrfhSb2mX5vcQjuGk6juNXlzDoJpzU99IGkuTaIr6+zClKOZrnlZRCZVSJW1Vn5upRdFJParSU4VZnMMLeRWXcAXX8DZu407u1kw48Wkm7pEUmS3ZkisLpVi2yNvyjmyXHdIqnXLIsEk0GWalKTdVZrdpNIfND6bHTrZJdqOiybbYr2yf7w7faN9UX9DX6vcF1gYuBDx8isNoRgv+99AGup2a8RFdECOlfJTn8W3cTWXme4rRDEwj2EqswGVleC8d5wcpW/JpvvpXRkspF+9JpOyWVBy1KygoGbQEQVODG/YA8uxG/kTYbpQQDXIDlqOSC0L1LodGIEi1XKc3Zj2mIdZEoJsTTBuN51ju8H9MrUj2+yRBEgNh+lUr55RmMBBGA8iTXq2fs1pbc7lOe0If9fjnKLuQNOqa9UimWi8c9TaHF1Ek11JaqDz0o2xzO2gU9wKh8NAMnqk3LtN9yO34AzXeoPkZ7XwKmdo18v+tnMtae6u102ThBg/XegpqHym04f8AMNthT3icjVNLb9NAEN51QpumKXGfaRMea5YEaBLKU4RQiqntqChCIm2Q7KoHp0lQ2xMnpHLqpaJa4D/wE8aFQ3rjD/AfOHAEiQtnmN2kbs0BYVn295jxzs6OTbP5aOnh4oPq/cq9u3du37p5Y+F6uVScv3b1SiF/mV8y2MUL58/lsnOzmZnpqcmJcT19diw1mhxJDA+dicc0SkoOr/kMCj7EC3xlpSw5b6HQOiX4wFCqRWOA+SqMRSNNjHzxV6TZjzTDSKqzRbJYLjGHM/hic9aj6w0X8Xubewx+KPxU4XhBkTEkhoEZzJndshlQnzlQe7UlHN/G7wWjSYtb3WS5RILkKMJRRJDhLwOaWaIKaBmnGmgkMYZVQZbbDsxxW5YAsbzT6sCzhuvYOcPwyiWgVptvAuHLkC6qEGKpZWDIgmG1DNuW2yFvWVD6LN71dLLpF1Md3mltuBBreXKN8SKua0Pm9bfZE4ofn7DcN6fdXEw4s9tMUiHeMPjQcE+7hnx6Hn4Dc7V8zRc1XPoddrG+xnA1bd9zge7jkkzuRO6qv78ud6Ti7zAY4ct8S+z4eDZZAWR11zjMZs2j319J1mGi6XIDHuW417LPBVNErO5+nDPZXNQplwJ9vN/Y4Gx6AFJjp0E39BRS4RLVV8POUlkRf4ITAazNsBKX454q8tGtENGuYBheHsUs6OCJbMOI5Qu9KnWZD2fyOmfiF8EJ4D++R5XWQBnK67+IhHJOwllD/xhDsQjz83JEhi08U6xxSfG75dKrnvaYv9QZvrB95Bn2tuVVF7D9hiEP+G3PJJtIYK/h9jkjm7lDYi4UPdB86Xw+dqafS2fv2AnTfY6T/IlQQsg0JArhndZnJp2tKtCZf9jdvl9f4/XGussc4Q96W29GWN+vhN4AwaTlxnLaAGm5mHJxKDfCYEncFMTzeA+poe70hhM4lUqhrAa6v9J/eknD+M+k3u+fMku9TtIGZUK1GOUPIjxSXkrEsOB4Qas314VIRjz8wZcDTg8agUkP1tbdI50QdtB0DzWqWf6yF1xGzz1ihJhK1UJVMiYZqVMc2EMtoazckUnInnLjSlC83aNEaYljjZJ2T+trutLwKv8BbV6GbwB4nF1Ue2xTVRj/vvtsb/dot/betlu7tnf3tltpbx97NdywW9gU4rbwEBABiRm48QpBYBERZBMFFAm6RIjBmGhCQkBkY7IaRUggRBOIfxCXEE0MpsGQ2Ogf24xsHZ5b0ajnnvudc7577jnf73d+3wEKOgCojexKoIGH+AiCpo/yTKqQGuHYH/RRmiJdGKFNN2u6R3luaFYfRdOfdgQdStAR7KACc/V4aq6fXfnwXAdzGwAQtsAdupO+ADYIfg40jhkVVh685ZynrPzXYEObOxrtydvvQ3t3IZlAJyeH1OamlnRKpDsnTp6amDh1coLK/tVOkPUo6ANg+lgoxTnf8HN8L4XAMr00CBzbS9OU18ozvQgei7l4j31S7y7qPfZpvdte1KFdL+rmm0z8HXQfA7MB+tqswcIMBJhr5h75R3m8yW6FMnBD6zhgeTVPoOTwwJiYtNu8OfQZZUJTeZJpqt7g2XTMHbVP54v5PLQXp/V2dFRlMgSLTD9G4nLy1f8Chv3qM9xCLZFlqWw8ls3G4lnso6PNrkVdXV2expnr8Ww2HjcMEsfzAOwytosgFeCs0dUGbdRipp/JARsTdKFLWCdsE14ROLAIyFsFjreyYKHoMsbGsQzjEzinIHBI0bRPQNJF4H0Wq5VjCWFCjto9ZjC0UHaV2gkUfgIBYIkV8I9LNpM4j30y7y0U3IQxb6Fd1/WMRmhjD8ejh/ffOBx3mw1WZczHrLyuk5pMwHpcj9VplDFdzQaR6Ti7sXilv/hF/znqTPEQttNX8e2HY2zX3K7eor+kDwWAmyIYNbhrxJ7UVmsD2hsaUyn7raFQnez3hEIx2R8OhSjZbwnJdtnvCskB2a+G5Nyjd8Yl0ALuuKblcIdhSG6nJLlFBAhLIumKIgWgSZo7IMWouIS0xy26KC2sWi1g0b6DFVJSkryBeCxcF7hViZS5iGCv9CSSt4LZz0xllsRDdGMqqHNTx32iISJV3SymlTLmYTsyDpMGR+Y/5ETJ/2YhSlgfRIdTEuejK9icTrW2NDua1Cg2B60YdMkhnnP97yvSS4qTNcrSxFwksape7HnWjQfxF8zjQW11vVirLNWK1xKrZbE4xeyafWl/XaOiNAVepAd2L1dmvmdKg9k3/3Efmzlqarrz0T36U/Y4NEAr7DH8LzdiQ7QWkGokOzbRNeXpWGMNDRSbCNXLlTkMGuViyoKJlGzLEJLKcsiPp48EplRPis2hYNhimuppy0wFG/tLRHUXJgv2YiHfY9JkZnN7oWDXdUeJIilTUoYajmMpBySSEyQhyDCsyiHO5RQl0fRBKUkWoFSBxJdOkcjUsIrFSHx41XsfX9myMKmIDs++es1Ys2HL5Z+XL5978NX5B899eef0B6df2PeWFvLSG8Lyzn3NPQOLYwtCCaHyjSqpOz5v+/ajAwPHbs/9+NvFzd8Mcd7r4+NXv35/xbuJeijdKZvnnmBs9EWS7RE4b0T8hs+1wAI1vvq15bwv5bIxFY1S4Ihj2kqfQPREmBMR3WL1NOSwYuQ4SX6ikkKegLXnCQMEfAm9w7wEFu015vnDglNVKpWQWq0qZREFbIJcEVDQ7yQmbKtXMGgnpq7KpwDRC0ajdr2knMFBWPL0XqNKrK1RJcXr9g0ztaJnmESJZIY5d1Ahd4vcUlJU62NeeZNYlXb6scRfHEsKw3TdORcnDA3d/Glg7Y7he8sWzmtJDq3Yf2HrmXW7UnWte35/3Yh09FGD3x567aMDH146edPtwLVHtz114+yrd/vXNF8G+BMu63xNeJxjYGRgYGBl6v/28u38eH6brwzyHAwg8Ehz52Q4rfrPje0rax+Qy8HABBIFAJfFDXgAAHicY2BkYGDt++fGwMDBAAJsXxkYGVBBDABLrwM5AAAAeJxjesPgwgAETKsYGDiANPM6hiyWswzpIDGGX2ASJPeEdQtDIsMQAeyyDKq0Mpv5C4MrOfpYUhgyqe2WwQAAXKQKNAB4nGNgYNCBwhCGNig8xWhDE/iBFMhUhxsyCw0/CAD9fjN/AAAAAQAAAMQAOAACAAAAAAACABAALwBVAAAA7gDZAAAAAHicrVbLixxFGK95ZPOaHYLxFUQtQWUXx5msGmISBaMLQSQPNqsSCISa7urpMv2iu3qbQfDiRY/iRdR/IODFg/gAEUTw6s2DJ485ehIUxN/3dc3MzuxOlOgu0/2rr793fd9XJYR4rrkjGqL+uy6+cbghVhpPONwUBxsvONwS642PHG6D5yeHD4hO4zeHV8RKs+PwIXG8ec7hw+Kx5ocOH2nI9u8OHxXPrLzjcEc8e/CEw6uNH4787HBX9Dt/wHqj3YI/ndV1xgeAj62eZrzC9FcZH2T6m4wPMTaMD0PTVxwF4QZ8fsDhpug2eg63xFZj0+E2eL53+IB4sPGzwyug/+XwIfFk87jDh8XLzcsOH2m+1PzC4aPCX3nQ4Y4IVj53eLX13sGLDnfF9c6njI9wLG8zPsr+v8+4w/RPGHcZ32J8jPxf/ZLxceB7Vn9kfC/z/ML4PtZzm/H9TP+T8QmS7R5m/BDxdE8wfph4uk8xfpTxGcaPM/8Fxk8z5jwfYp+7I8asv1sS7tT0dxmz/90PxLYYi0xoEQglPLyluIXftggZXxSpSPCzjkuKV7DKgempQDfMIUGJIN8H2mS6umtN56EpwnsLlBGkrSh4pfHW4N3B0xdie5zpQHla3pLboZYX0yS1IMlX0jxLc2VNmsgs8vpyU1l1J6bzUSS3zCi0hdzShc53NLRfhZuxGMKlCItxPEzxJh9GogRJwQ+xpUdlpAAWYzs7Jy6x3mHPi2mMG8jUaXESaA3SBpnL8aXAL4CWdah0np6tbcuzOzovyNuN/umTcu2i8fK0SAO7vsTVNxYMnoLBkzAr3nB6TvVPbiyR3btVdZGkCJ62KsOmjGcuSuxEOspVFo6Xy2ouDJKu4FMCTVJcRrABB685JWfE8/jN6dVyM1eVSUbychAYbPbGmefBQkVluCwCtmeBPIcU6y/YskFwmvElvCsuoxQ0xTm5AH80/m+yNMVlWD5iCeLx8Y4gUXE2iYdKsMd2DZdC7vRPuIfMQzFRS5SgetBZzhW45UxqvEPWKzkntJLcNh5vR4Rv3i4pKg3JvtdysdPpsceSrY5c5BNvyErCNmqejD3OuNQo51cgQ/ZCLmjF9uq6oUaW4nXHF3CTSl5Ztlrv4HJvJh4UoBj2gr4GLjMV67u5i085v+voYx4n9e7Vu0s5k84WaZ2V7aQKSqfJcLYK3kmiUGT+rkqh2MR2aAoZpImVHh7KJIXcNrEu5CVdya00Vom8kGt9U3oqM1ZFhVSJL6O00rmnCt2TgRmVua7JQ1UYT2Zl4tmyHik2HWkb6lxWxoZSwUgUaY8/pYGMFb7hYTwVycKMklrNSCc6ByUrMZsKLa8Y6YUqV55Fy/alfB20IM1loa2ljphTQwoKz+jEGvSJrNL8JtNUwebjLEJ4CNemElKy4FanFJRgMoksLLhV7nNSCmQo5I3OMLsG+K/4v4+kz7d3323XgPljbMcATwsexZtHq0LcmNuw/pRXhNZmZweDqqr6sev6PpwdhDaOBrFNVKwHcXGj9rZP1P/bMersyPHqu3Ct0hGo2vm2d5RTJZbwqK5nPVeJ1GPXuHLrThrjXbqOs/tMuLoHPJ45ijuVJpHPfBkfSmOmTHoqA6dZmI6Tfqr7LeNuj3n6WOfdkP2YdFrk5nMy9auWKHgi5XsowTSG3nRtp1eAvdnJeO1DhmZPz80YOuRru72pncUI6j6vOE8ez879cla5SA1P4gh2fI5zv9yTTMRoDfzreGsu2jov+2mvfbjb3M60+9OJWp8nlnduNv33i2Bifa9f53bVAEVSx2LZ3uS6RfrrWH0+3xI+59TSSOvaU3NVVZ9dqXvOTjPKquWzxrJ+Pd3NiZ6Quy67Y432+SqYuJ2ZaZ90iHFZpvohf4ec6XpvxfR+JIsyw+zT9WDry2tpicE5liWGqZ0eApiKXq6VxWD3TZFFatzj6Znlxh0RNDsxSzOdx8ZaqBuOeZBGuJQkpAsfConp7EBAFnr0Jq6ZO1me+qVne5IumpDtkczEAOZwFRov3OVZBaMm8aLS1/7M+zSJxnLNrEsdD+HLjB0a7uQts/t0eODssrnhI2lmgMSnus5xBtYMrFgd0205N7Dqp1USpcqfz56qU4UTD+GkfPSlpc1KK31NYRJPqKNsPqN9eT4ZO3baEChEfkIzNPD5P51Bk2+DhQH2bwc8rQZub91sv8SVHvP9RgCjlxurUPkWVN8GJZn7fnXh/iFaH7c+b33b+g6/r1vftD4TixpnK8VOL/v+6wI33RPn7TmLS/VH3FUL39uPtDfar7UvtF/E88yCvYRtLNdHK4Uup/lBeRDo3Bz/pbuR/5Ps0tXfyUqcygB4nG3T1dNWVRiG8ff6UAkDVOxCxVb89uotKipYCNiEjfLZ2IGJja0I2N3d3Qf8XYyOM/u+T3xm1sx1tH7zHDyjsdF/s2XFaNXo/2bzv4/R2GjSaB1jTGIrtmYbJjOFqUxjW7Zje3ZgOjPYkZ3YmZnswq7sxu7swZ7sxd7sw77sxyz25wAOZDYHcTCHcCiHcThHcCRHMYejGacjEElkCpVGzzHM5ViO43jmcQInchLzWcDJnMKpnMbpLOQMFrGYJZzJWZzNOZzLeZzPUpaxnBVcwIVcxMVcwqVcxkou5wpWMcGVXMXVXMO1XMf1rOYGbuQmbuYWbuU2bucO7mQNd3E393Av93E/a3mAB3mIh3mER3mMdTzOEzzJUzzNMzzLczzPel5gAxvZxIu8xMu8wqu8xuu8wZu8xdu8w7u8x/t8wId8xMd8wqd8xud8wZd8xdd8w7d8x/f8wI/8xM/8wq/8xu/8wZ/8xd9TlqxcPbF4Ys74EN0QYYg4RBoiD1GGqEO0Ifqpw4fjqk4VVFGVVFlVVFXVVDKCjCAjyAgygowgI8gIMoKMICPKiDKijCgjyogyoowoI8qIMpKMJCPJSDKSjCQjyUgykowkI8vIMrKMLCPLyDKyjCwjy8gyiowio8goMoqMIqPIKDKKjCKjyqgyqowqo8qoMqqMKqPKqDKajCajyWgymowmo8loMpqMJqOX0cvoZfQyehm9jF5GL6OX0ffTdIPjzs4ZnNGZnNlZnNXZnNY6a521zlpnrbPWWeusddY6a521YCKYCCaCiWAimAgmgolgInqhaC1ai9aitWgtWovWorVoLVlL1pK1ZC1ZS9aStWQtWUvWsrVsLVvL1rK1bC1by9aytWytWCvWirVirVgr1oq1Yq1YK9aqtWqtWqvWqrVqrVqr1qq1aq1Za9aatWatWWvWmrVmrVlr1nprffcPYXt3bwAAAHicbVJdaxNBFL2zjZ3phzVdQ1wNYVO2JrRrG8yDtbS0u9vdPrgQq4mYVcE0NdiCEkFbkEApSLUihgHBZx9LfZlNqGyKYn9Ki//B1zizRvzqXc65M+cMcwbu+kXZjEkZ/qWlNNRQHBDcD/l6yPMhZwVL2WZWVQNpsvlBtEvN5Bhvo8bA8QX1ckZWZzNif86YeTSmHu2dV485PmZy6s5sTn3BkeXY4HtxLrM3ptYytce1l7VXkSmIxwFAHiZGgL59uhXri/VN0QB9NaYx/YJpC9OHmD7A9Dami5hewXQSUx3Ti5iO4hiRSZQMkUHSTwjpJREiESCxoHNk6MCfHuuNitYbERwJ11FJMCfOICEiwTVgZ3tcyS1YyGWHK+BWUux7QQtQ/4077JRmISa74BYthV3V3QB3brIp3WV46W7JR6jhcZVJOwGCYilAHSFtJ5i8UGoDQp3tt4lu9zyIb8wr8/Lc8PSifQKVu6z/LkX/s9yl559BReuAOT9rYfUdFmqBqzRUqVBpqCpJ9t4tlNhe0mM5segkPdQy9426U9WcsuZUOcrszcaqwrYqqZRv7AsjxXrS5crKqujLVbavVW1maHbKN+sn2HVhm5rtQ90plvy6UbWbpmE62rLttSGPKv5446+417/i2jCOKv/fGKCKuHJcJOYbJyQ2hJ0XiQ2R2BCJeSMfJjprYoBLJZ+A5S3c+9lb0kA/n0U5MeJZ8eiTuXAwMyPKZuIgAmgXBnSPDWoWO80hrAlzwhQW/2GENcTlM11L2ZwZSRyg3a4V5fKwZoG+rv9TT0WB4qzZAvwl7c6htNWU1Zzu6T8AFgbsMwAAAA==')format("woff");}.ff8{font-family:ff8;line-height:0.910156;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff9;src:url('data:application/font-woff;base64,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')format("woff");}.ff9{font-family:ff9;line-height:0.938477;font-style:normal;font-weight:normal;visibility:visible;}
.m0{transform:matrix(0.375000,0.000000,0.000000,0.375000,0,0);-ms-transform:matrix(0.375000,0.000000,0.000000,0.375000,0,0);-webkit-transform:matrix(0.375000,0.000000,0.000000,0.375000,0,0);}
.m1{transform:matrix(1.500000,0.000000,0.000000,1.500000,0,0);-ms-transform:matrix(1.500000,0.000000,0.000000,1.500000,0,0);-webkit-transform:matrix(1.500000,0.000000,0.000000,1.500000,0,0);}
.v0{vertical-align:0.000000px;}
.ls8{letter-spacing:-0.444000px;}
.ls10{letter-spacing:-0.192400px;}
.ls5{letter-spacing:-0.179200px;}
.ls14{letter-spacing:-0.132400px;}
.lse{letter-spacing:-0.116000px;}
.lsa{letter-spacing:-0.096000px;}
.lsc{letter-spacing:-0.065200px;}
.lsd{letter-spacing:-0.050800px;}
.ls7{letter-spacing:-0.014400px;}
.ls0{letter-spacing:0.000000px;}
.ls11{letter-spacing:0.022080px;}
.ls2{letter-spacing:0.036480px;}
.ls1{letter-spacing:0.072800px;}
.ls12{letter-spacing:0.122000px;}
.lsb{letter-spacing:0.149200px;}
.ls3{letter-spacing:0.163600px;}
.ls15{letter-spacing:0.200000px;}
.ls13{letter-spacing:0.208000px;}
.ls4{letter-spacing:0.215200px;}
.ls16{letter-spacing:0.236800px;}
.lsf{letter-spacing:0.287600px;}
.ls6{letter-spacing:0.516000px;}
.ls9{letter-spacing:0.552000px;}
.sc_{text-shadow:none;}
.sc0{text-shadow:-0.015em 0 transparent,0 0.015em transparent,0.015em 0 transparent,0 -0.015em  transparent;}
@media screen and (-webkit-min-device-pixel-ratio:0){
.sc_{-webkit-text-stroke:0px transparent;}
.sc0{-webkit-text-stroke:0.015em transparent;text-shadow:none;}
}
.ws0{word-spacing:0.000000px;}
._17{margin-left:-8.136320px;}
._6{margin-left:-7.100960px;}
._5{margin-left:-5.603520px;}
._4{margin-left:-3.803520px;}
._d{margin-left:-2.316000px;}
._0{margin-left:-1.189920px;}
._2{width:1.035840px;}
._3{width:2.333440px;}
._f{width:3.443360px;}
._a{width:4.541760px;}
._9{width:5.776800px;}
._11{width:6.906880px;}
._c{width:8.034080px;}
._e{width:10.119360px;}
._b{width:12.031680px;}
._16{width:13.465920px;}
._15{width:14.581440px;}
._7{width:16.533600px;}
._1a{width:17.988000px;}
._13{width:19.441920px;}
._22{width:20.653600px;}
._20{width:22.161120px;}
._23{width:23.346240px;}
._1c{width:24.382080px;}
._1f{width:25.593920px;}
._21{width:29.268320px;}
._19{width:33.528320px;}
._1e{width:35.055360px;}
._10{width:41.280480px;}
._1d{width:42.598080px;}
._1{width:59.520320px;}
._18{width:79.628480px;}
._12{width:86.916480px;}
._14{width:97.868320px;}
._8{width:116.108160px;}
._1b{width:564.104000px;}
.fc1{color:rgb(166,166,166);}
.fc2{color:rgb(255,255,255);}
.fc0{color:rgb(0,0,0);}
.fs5{font-size:20.160000px;}
.fs3{font-size:32.160000px;}
.fs4{font-size:36.000000px;}
.fs0{font-size:39.840000px;}
.fs1{font-size:48.000000px;}
.fs2{font-size:84.000000px;}
.y3e6{bottom:-7.560000px;}
.y1{bottom:0.000000px;}
.y0{bottom:1.500000px;}
.y31d{bottom:2.160000px;}
.y14c{bottom:2.520000px;}
.yd2{bottom:2.700000px;}
.y6{bottom:3.780000px;}
.y10d{bottom:4.680000px;}
.y35d{bottom:5.220000px;}
.y14e{bottom:5.400000px;}
.ye0{bottom:5.760000px;}
.yc9{bottom:5.940000px;}
.ya2{bottom:6.300000px;}
.ycc{bottom:6.345000px;}
.ya9{bottom:6.480000px;}
.y3e1{bottom:6.660000px;}
.ya0{bottom:7.380000px;}
.yd9{bottom:7.560000px;}
.yd3{bottom:9.540000px;}
.yb{bottom:10.620000px;}
.y489{bottom:12.060000px;}
.y4ac{bottom:12.090000px;}
.y4a4{bottom:12.234000px;}
.y282{bottom:12.240000px;}
.ye1{bottom:12.600000px;}
.yc7{bottom:12.780000px;}
.y117{bottom:12.825000px;}
.y3e3{bottom:13.500000px;}
.y4b5{bottom:15.660000px;}
.yd1{bottom:16.380000px;}
.y10b{bottom:18.540000px;}
.y26f{bottom:19.080000px;}
.yc8{bottom:19.620000px;}
.y118{bottom:19.665000px;}
.y363{bottom:19.800000px;}
.y3e0{bottom:20.340000px;}
.y9e{bottom:21.240000px;}
.y39f{bottom:23.220000px;}
.y283{bottom:23.400000px;}
.y109{bottom:25.380000px;}
.y281{bottom:25.920000px;}
.y3e8{bottom:27.180000px;}
.y3dd{bottom:27.360000px;}
.y490{bottom:29.340000px;}
.y4ab{bottom:29.370000px;}
.y4a3{bottom:29.514000px;}
.y472{bottom:29.520000px;}
.y477{bottom:29.565000px;}
.y149{bottom:30.060000px;}
.y10a{bottom:32.220000px;}
.y35c{bottom:32.760000px;}
.y270{bottom:32.940000px;}
.y3df{bottom:34.200000px;}
.y39c{bottom:34.380000px;}
.y9f{bottom:34.920000px;}
.yd8{bottom:35.100000px;}
.y39e{bottom:37.080000px;}
.y47a{bottom:38.334000px;}
.y484{bottom:38.340000px;}
.y488{bottom:38.370000px;}
.y4b2{bottom:38.514000px;}
.y480{bottom:38.520000px;}
.y3e2{bottom:41.040000px;}
.y14b{bottom:43.920000px;}
.y10c{bottom:46.110000px;}
.y4a2{bottom:46.614000px;}
.y498{bottom:46.620000px;}
.y476{bottom:46.845000px;}
.y3de{bottom:47.880000px;}
.ya{bottom:49.680000px;}
.y39d{bottom:50.760000px;}
.y49d{bottom:55.470000px;}
.y48f{bottom:55.614000px;}
.y471{bottom:55.620000px;}
.y4aa{bottom:55.650000px;}
.y2{bottom:56.340000px;}
.y12{bottom:57.060000px;}
.y460{bottom:57.096000px;}
.y14a{bottom:57.600000px;}
.y4b9{bottom:64.440000px;}
.y487{bottom:64.470000px;}
.y47f{bottom:64.620000px;}
.y4b0{bottom:64.665000px;}
.y4a1{bottom:72.894000px;}
.y4bc{bottom:72.930000px;}
.y475{bottom:72.945000px;}
.y11{bottom:76.716000px;}
.y48e{bottom:81.714000px;}
.y4b8{bottom:81.720000px;}
.y486{bottom:81.750000px;}
.y4ae{bottom:81.765000px;}
.y47e{bottom:81.900000px;}
.y4af{bottom:81.945000px;}
.y9{bottom:88.740000px;}
.y497{bottom:90.225000px;}
.y48d{bottom:98.994000px;}
.y482{bottom:99.000000px;}
.y49c{bottom:99.030000px;}
.y4a0{bottom:99.039000px;}
.y474{bottom:99.045000px;}
.y483{bottom:99.180000px;}
.y372{bottom:109.500000px;}
.y3a2{bottom:110.196000px;}
.y1fd{bottom:110.736000px;}
.y371{bottom:111.636000px;}
.y4bf{bottom:112.500000px;}
.y4e5{bottom:113.436000px;}
.y1d0{bottom:113.796000px;}
.y47b{bottom:116.250000px;}
.y48c{bottom:116.274000px;}
.y49b{bottom:116.310000px;}
.y473{bottom:116.325000px;}
.y121{bottom:116.856000px;}
.y329{bottom:117.216000px;}
.y45b{bottom:117.750000px;}
.y4fd{bottom:117.936000px;}
.y479{bottom:118.296000px;}
.y2ba{bottom:118.656000px;}
.yc1{bottom:122.616000px;}
.y95{bottom:124.056000px;}
.y71{bottom:125.496000px;}
.y21a{bottom:126.396000px;}
.y1fc{bottom:128.016000px;}
.y26b{bottom:128.556000px;}
.y370{bottom:128.916000px;}
.y520{bottom:129.096000px;}
.y1cf{bottom:130.896000px;}
.y4a5{bottom:131.250000px;}
.y4b1{bottom:131.616000px;}
.y3a1{bottom:132.156000px;}
.y49a{bottom:133.410000px;}
.y48b{bottom:133.419000px;}
.y496{bottom:133.605000px;}
.y120{bottom:134.136000px;}
.y328{bottom:134.496000px;}
.y4fc{bottom:135.216000px;}
.y4e4{bottom:135.576000px;}
.y2b9{bottom:135.936000px;}
.y3f3{bottom:138.456000px;}
.y44f{bottom:138.816000px;}
.y3f{bottom:139.716000px;}
.yc0{bottom:139.896000px;}
.y2ff{bottom:142.236000px;}
.y4bb{bottom:142.410000px;}
.y16e{bottom:142.596000px;}
.y70{bottom:142.776000px;}
.y491{bottom:144.750000px;}
.y1fb{bottom:145.116000px;}
.y49f{bottom:145.296000px;}
.y26a{bottom:145.836000px;}
.y36f{bottom:146.016000px;}
.y51f{bottom:146.376000px;}
.yf1{bottom:147.816000px;}
.y94{bottom:150.150000px;}
.y343{bottom:150.510000px;}
.y327{bottom:151.770000px;}
.y296{bottom:152.310000px;}
.y219{bottom:152.490000px;}
.y2b8{bottom:153.210000px;}
.y3a0{bottom:154.110000px;}
.y3cf{bottom:155.190000px;}
.y4b3{bottom:155.250000px;}
.y3f2{bottom:155.730000px;}
.y4be{bottom:155.910000px;}
.y44e{bottom:156.090000px;}
.y3e{bottom:156.810000px;}
.ybf{bottom:156.990000px;}
.y4e3{bottom:157.530000px;}
.y2fe{bottom:159.510000px;}
.y495{bottom:159.705000px;}
.y16d{bottom:159.870000px;}
.y6f{bottom:160.050000px;}
.y11f{bottom:160.230000px;}
.y4fb{bottom:161.310000px;}
.y544{bottom:161.490000px;}
.y1fa{bottom:162.390000px;}
.y269{bottom:163.110000px;}
.y36e{bottom:163.290000px;}
.y51e{bottom:163.470000px;}
.y145{bottom:167.430000px;}
.y242{bottom:168.870000px;}
.y326{bottom:169.050000px;}
.y295{bottom:169.590000px;}
.y218{bottom:169.770000px;}
.y436{bottom:170.490000px;}
.y3ce{bottom:172.470000px;}
.y44d{bottom:173.190000px;}
.ybe{bottom:174.270000px;}
.y39b{bottom:176.070000px;}
.y93{bottom:176.430000px;}
.yf0{bottom:176.610000px;}
.y2fd{bottom:176.790000px;}
.y494{bottom:176.985000px;}
.y6e{bottom:177.150000px;}
.y11e{bottom:177.510000px;}
.y4fa{bottom:178.590000px;}
.y2b7{bottom:179.310000px;}
.y1f9{bottom:179.490000px;}
.y410{bottom:179.670000px;}
.y478{bottom:180.390000px;}
.y51d{bottom:180.750000px;}
.y19c{bottom:182.010000px;}
.y3d{bottom:183.090000px;}
.y241{bottom:185.970000px;}
.y325{bottom:186.150000px;}
.y1ce{bottom:186.330000px;}
.y294{bottom:186.870000px;}
.y16c{bottom:187.230000px;}
.y435{bottom:187.770000px;}
.y268{bottom:189.210000px;}
.y36d{bottom:189.390000px;}
.y3cd{bottom:189.750000px;}
.y44c{bottom:190.470000px;}
.ybd{bottom:191.370000px;}
.y2d9{bottom:192.450000px;}
.y1fe{bottom:193.500000px;}
.y144{bottom:193.530000px;}
.y92{bottom:193.710000px;}
.yef{bottom:193.890000px;}
.y11d{bottom:194.790000px;}
.y217{bottom:196.050000px;}
.y1f8{bottom:196.770000px;}
.y40f{bottom:196.950000px;}
.y51c{bottom:198.030000px;}
.y3f1{bottom:199.110000px;}
.y19b{bottom:199.290000px;}
.y3c{bottom:200.190000px;}
.y2fc{bottom:202.890000px;}
.y493{bottom:203.085000px;}
.y240{bottom:203.250000px;}
.y6d{bottom:203.430000px;}
.y1cd{bottom:203.610000px;}
.y293{bottom:203.970000px;}
.y4f9{bottom:204.690000px;}
.y434{bottom:204.870000px;}
.y543{bottom:205.050000px;}
.y2b6{bottom:205.590000px;}
.y267{bottom:206.490000px;}
.y36c{bottom:206.670000px;}
.y3cc{bottom:206.850000px;}
.ybc{bottom:208.650000px;}
.y2d8{bottom:209.550000px;}
.y91{bottom:210.810000px;}
.yee{bottom:211.170000px;}
.y324{bottom:212.250000px;}
.y1f7{bottom:214.050000px;}
.y16b{bottom:214.410000px;}
.y51b{bottom:215.130000px;}
.y19a{bottom:216.390000px;}
.y44b{bottom:216.570000px;}
.y3b{bottom:217.470000px;}
.y2fb{bottom:220.170000px;}
.y11c{bottom:220.350000px;}
.y1cc{bottom:220.710000px;}
.y292{bottom:221.250000px;}
.y4f8{bottom:221.970000px;}
.y433{bottom:222.150000px;}
.y143{bottom:222.690000px;}
.y36b{bottom:223.950000px;}
.y3cb{bottom:224.130000px;}
.ybb{bottom:225.930000px;}
.y2d7{bottom:226.830000px;}
.y323{bottom:229.530000px;}
.y6c{bottom:229.710000px;}
.y23f{bottom:230.430000px;}
.y1f6{bottom:231.150000px;}
.y2b5{bottom:231.690000px;}
.y199{bottom:233.670000px;}
.y11b{bottom:234.030000px;}
.y266{bottom:235.650000px;}
.y90{bottom:236.910000px;}
.yed{bottom:237.270000px;}
.y2fa{bottom:237.450000px;}
.y1cb{bottom:237.990000px;}
.y291{bottom:238.350000px;}
.y432{bottom:239.250000px;}
.y142{bottom:239.970000px;}
.y40e{bottom:240.330000px;}
.y36a{bottom:241.050000px;}
.y3ca{bottom:241.410000px;}
.y16a{bottom:241.590000px;}
.y44a{bottom:242.850000px;}
.yba{bottom:243.030000px;}
.y3a{bottom:243.750000px;}
.y4bd{bottom:244.335000px;}
.y6b{bottom:246.810000px;}
.y23e{bottom:247.710000px;}
.y4f7{bottom:248.070000px;}
.y1f5{bottom:248.430000px;}
.y4e2{bottom:248.610000px;}
.y2b4{bottom:248.970000px;}
.y198{bottom:250.950000px;}
.y3f0{bottom:251.490000px;}
.y2d6{bottom:252.930000px;}
.y8f{bottom:254.190000px;}
.yf2{bottom:254.250000px;}
.yec{bottom:254.550000px;}
.y11a{bottom:254.910000px;}
.y1ca{bottom:255.270000px;}
.y290{bottom:255.630000px;}
.y431{bottom:256.530000px;}
.y141{bottom:257.250000px;}
.y40d{bottom:257.610000px;}
.y39a{bottom:257.790000px;}
.y369{bottom:258.330000px;}
.y3c9{bottom:258.510000px;}
.y7{bottom:259.770000px;}
.y39{bottom:260.850000px;}
.y265{bottom:261.930000px;}
.y51a{bottom:262.470000px;}
.y6a{bottom:264.090000px;}
.y1f4{bottom:265.710000px;}
.y4e1{bottom:265.890000px;}
.y169{bottom:267.870000px;}
.y197{bottom:268.050000px;}
.y49e{bottom:268.095000px;}
.y3ef{bottom:268.770000px;}
.yb9{bottom:269.310000px;}
.y4f6{bottom:269.850000px;}
.y2d5{bottom:270.210000px;}
.y8e{bottom:271.470000px;}
.yeb{bottom:271.830000px;}
.y1c9{bottom:272.370000px;}
.y322{bottom:272.910000px;}
.y297{bottom:273.000000px;}
.y430{bottom:273.810000px;}
.y48a{bottom:274.035000px;}
.y140{bottom:274.350000px;}
.y40c{bottom:274.710000px;}
.y23d{bottom:274.890000px;}
.y399{bottom:275.070000px;}
.y2b3{bottom:275.250000px;}
.y368{bottom:275.610000px;}
.y38{bottom:278.130000px;}
.y26c{bottom:279.000000px;}
.y28f{bottom:279.390000px;}
.y5{bottom:280.470000px;}
.y2f9{bottom:280.650000px;}
.y1f3{bottom:282.810000px;}
.y4e0{bottom:283.170000px;}
.y519{bottom:283.350000px;}
.y3c8{bottom:284.790000px;}
.y168{bottom:284.970000px;}
.y196{bottom:285.330000px;}
.yb8{bottom:286.590000px;}
.y2d4{bottom:287.490000px;}
.y264{bottom:288.210000px;}
.y8d{bottom:288.750000px;}
.y342{bottom:288.930000px;}
.yea{bottom:289.110000px;}
.y1c8{bottom:289.650000px;}
.y119{bottom:289.830000px;}
.y69{bottom:290.190000px;}
.y42f{bottom:290.910000px;}
.y13f{bottom:291.630000px;}
.y40b{bottom:291.990000px;}
.y23c{bottom:292.170000px;}
.y398{bottom:292.350000px;}
.y367{bottom:292.710000px;}
.y3ee{bottom:294.330000px;}
.y542{bottom:294.690000px;}
.y449{bottom:295.410000px;}
.y2f8{bottom:297.930000px;}
.y4ad{bottom:299.415000px;}
.y1f2{bottom:300.090000px;}
.y28e{bottom:301.350000px;}
.y3c7{bottom:301.890000px;}
.y167{bottom:302.250000px;}
.y195{bottom:302.430000px;}
.y37{bottom:304.230000px;}
.y518{bottom:304.410000px;}
.y341{bottom:306.210000px;}
.y1c7{bottom:306.750000px;}
.y68{bottom:307.470000px;}
.y3ed{bottom:308.190000px;}
.y216{bottom:308.910000px;}
.y23b{bottom:309.270000px;}
.y397{bottom:309.450000px;}
.y2b2{bottom:310.530000px;}
.y541{bottom:311.970000px;}
.y448{bottom:312.510000px;}
.yb7{bottom:312.690000px;}
.y4f5{bottom:313.410000px;}
.y300{bottom:314.250000px;}
.y263{bottom:314.310000px;}
.y8c{bottom:314.850000px;}
.ye9{bottom:315.210000px;}
.y321{bottom:316.470000px;}
.y42e{bottom:317.190000px;}
.y13e{bottom:317.730000px;}
.y40a{bottom:318.090000px;}
.y366{bottom:318.270000px;}
.y3c6{bottom:319.170000px;}
.y166{bottom:319.350000px;}
.y194{bottom:319.710000px;}
.y3ec{bottom:321.870000px;}
.y2d3{bottom:322.590000px;}
.y28d{bottom:323.310000px;}
.y340{bottom:323.490000px;}
.y1c6{bottom:324.030000px;}
.y116{bottom:324.570000px;}
.y67{bottom:324.750000px;}
.y3eb{bottom:324.930000px;}
.y1f1{bottom:326.190000px;}
.y4df{bottom:326.550000px;}
.y396{bottom:326.730000px;}
.y2b1{bottom:327.630000px;}
.y540{bottom:329.250000px;}
.yb6{bottom:329.970000px;}
.y36{bottom:330.510000px;}
.y262{bottom:331.590000px;}
.y365{bottom:332.130000px;}
.ye8{bottom:332.490000px;}
.y42d{bottom:334.470000px;}
.y13d{bottom:335.010000px;}
.y409{bottom:335.370000px;}
.y23a{bottom:336.675000px;}
.y193{bottom:337.035000px;}
.y447{bottom:338.655000px;}
.y4f4{bottom:339.555000px;}
.y2d2{bottom:339.915000px;}
.y33f{bottom:340.635000px;}
.y8b{bottom:341.175000px;}
.y3d0{bottom:342.000000px;}
.y3ea{bottom:342.975000px;}
.y1f0{bottom:343.515000px;}
.y4de{bottom:343.695000px;}
.y395{bottom:344.055000px;}
.y2b0{bottom:344.955000px;}
.y28c{bottom:345.315000px;}
.y165{bottom:345.495000px;}
.y53f{bottom:346.575000px;}
.yb5{bottom:347.115000px;}
.ye7{bottom:349.635000px;}
.y1c5{bottom:350.175000px;}
.y66{bottom:350.895000px;}
.y320{bottom:351.615000px;}
.y13c{bottom:352.335000px;}
.y344{bottom:352.500000px;}
.y364{bottom:353.055000px;}
.y192{bottom:354.135000px;}
.y3c5{bottom:354.315000px;}
.y517{bottom:356.115000px;}
.y470{bottom:356.475000px;}
.y35{bottom:356.835000px;}
.y261{bottom:357.915000px;}
.y8a{bottom:358.455000px;}
.y115{bottom:359.355000px;}
.y1ef{bottom:360.795000px;}
.y394{bottom:361.155000px;}
.y2af{bottom:362.235000px;}
.y239{bottom:362.955000px;}
.y4e6{bottom:363.000000px;}
.y8{bottom:363.315000px;}
.y53e{bottom:363.675000px;}
.y3e9{bottom:364.215000px;}
.yb4{bottom:364.395000px;}
.y32a{bottom:364.500000px;}
.y446{bottom:364.935000px;}
.y4f3{bottom:365.835000px;}
.y2d1{bottom:366.195000px;}
.y2f7{bottom:366.915000px;}
.y4ba{bottom:367.095000px;}
.y28b{bottom:367.275000px;}
.y3f4{bottom:367.500000px;}
.y65{bottom:368.175000px;}
.y31f{bottom:368.895000px;}
.y191{bottom:371.415000px;}
.yc2{bottom:372.750000px;}
.ye6{bottom:373.395000px;}
.y34{bottom:373.935000px;}
.y164{bottom:374.835000px;}
.y260{bottom:375.015000px;}
.y1ee{bottom:377.895000px;}
.y13b{bottom:378.435000px;}
.y4dd{bottom:378.975000px;}
.y1c4{bottom:379.515000px;}
.y238{bottom:380.055000px;}
.y3c4{bottom:380.595000px;}
.yb3{bottom:381.675000px;}
.y445{bottom:382.215000px;}
.y4f2{bottom:382.935000px;}
.y2d0{bottom:383.295000px;}
.y89{bottom:384.555000px;}
.y64{bottom:385.455000px;}
.y42c{bottom:385.995000px;}
.y31e{bottom:386.175000px;}
.y393{bottom:387.435000px;}
.y362{bottom:387.795000px;}
.y408{bottom:387.975000px;}
.y2ae{bottom:388.335000px;}
.y190{bottom:388.695000px;}
.y28a{bottom:389.235000px;}
.y53d{bottom:389.955000px;}
.y2da{bottom:390.750000px;}
.y499{bottom:391.035000px;}
.y33{bottom:391.215000px;}
.y163{bottom:392.115000px;}
.y2f6{bottom:393.195000px;}
.y114{bottom:394.275000px;}
.y215{bottom:395.175000px;}
.ye5{bottom:395.355000px;}
.y13a{bottom:395.715000px;}
.y4dc{bottom:396.255000px;}
.y1c3{bottom:396.795000px;}
.y485{bottom:396.975000px;}
.y237{bottom:397.335000px;}
.yb2{bottom:398.775000px;}
.y516{bottom:399.495000px;}
.y4f1{bottom:400.215000px;}
.y2cf{bottom:400.575000px;}
.y25f{bottom:401.295000px;}
.y88{bottom:401.835000px;}
.y33e{bottom:402.015000px;}
.y63{bottom:402.555000px;}
.y42b{bottom:403.275000px;}
.y1ed{bottom:404.175000px;}
.y392{bottom:404.715000px;}
.y18f{bottom:405.795000px;}
.y53c{bottom:407.235000px;}
.y407{bottom:407.955000px;}
.y444{bottom:408.315000px;}
.y32{bottom:408.495000px;}
.y31c{bottom:409.035000px;}
.y289{bottom:411.195000px;}
.y139{bottom:412.995000px;}
.y1c2{bottom:413.895000px;}
.y31b{bottom:414.075000px;}
.y2ad{bottom:414.435000px;}
.y3c3{bottom:415.875000px;}
.yb1{bottom:416.055000px;}
.y113{bottom:416.235000px;}
.y515{bottom:416.775000px;}
.ye4{bottom:417.315000px;}
.y2ce{bottom:417.675000px;}
.y25e{bottom:418.395000px;}
.y33d{bottom:419.295000px;}
.y62{bottom:419.835000px;}
.y162{bottom:421.275000px;}
.y1ec{bottom:421.455000px;}
.y4a9{bottom:422.355000px;}
.y361{bottom:422.715000px;}
.y18e{bottom:423.075000px;}
.y236{bottom:424.515000px;}
.y443{bottom:425.595000px;}
.y406{bottom:427.755000px;}
.y87{bottom:427.935000px;}
.y2f5{bottom:428.295000px;}
.y42a{bottom:429.375000px;}
.y391{bottom:430.815000px;}
.y1c1{bottom:431.175000px;}
.y2ac{bottom:431.715000px;}
.y288{bottom:433.155000px;}
.yb0{bottom:433.335000px;}
.y514{bottom:434.055000px;}
.y31{bottom:434.595000px;}
.y4f0{bottom:435.315000px;}
.y31a{bottom:436.035000px;}
.y33c{bottom:436.575000px;}
.y161{bottom:438.555000px;}
.y138{bottom:439.095000px;}
.y46f{bottom:439.125000px;}
.ye3{bottom:439.275000px;}
.y4db{bottom:439.455000px;}
.y25d{bottom:444.675000px;}
.y86{bottom:445.215000px;}
.y2f4{bottom:445.575000px;}
.y61{bottom:445.935000px;}
.y429{bottom:446.655000px;}
.y405{bottom:447.555000px;}
.y2ab{bottom:448.995000px;}
.y18d{bottom:449.175000px;}
.y3c2{bottom:450.255000px;}
.y53b{bottom:450.615000px;}
.y112{bottom:450.975000px;}
.y513{bottom:451.155000px;}
.y235{bottom:451.695000px;}
.y30{bottom:451.875000px;}
.y3e7{bottom:452.415000px;}
.y4ef{bottom:452.595000px;}
.y2cd{bottom:452.775000px;}
.y287{bottom:455.115000px;}
.y160{bottom:455.655000px;}
.y1eb{bottom:455.835000px;}
.y137{bottom:456.375000px;}
.y46e{bottom:456.405000px;}
.y390{bottom:457.095000px;}
.y1c0{bottom:457.275000px;}
.y360{bottom:457.455000px;}
.y319{bottom:458.175000px;}
.yaf{bottom:458.895000px;}
.y33b{bottom:460.155000px;}
.ye2{bottom:461.415000px;}
.y25c{bottom:461.955000px;}
.y85{bottom:462.495000px;}
.y2f3{bottom:462.675000px;}
.y60{bottom:463.215000px;}
.y428{bottom:463.935000px;}
.y2aa{bottom:466.275000px;}
.y3e5{bottom:466.455000px;}
.y4da{bottom:466.815000px;}
.y3c1{bottom:467.535000px;}
.y512{bottom:468.435000px;}
.y234{bottom:468.975000px;}
.y4ee{bottom:469.875000px;}
.y3e4{bottom:470.775000px;}
.yae{bottom:472.575000px;}
.y111{bottom:472.935000px;}
.y46d{bottom:473.505000px;}
.y136{bottom:473.655000px;}
.y38f{bottom:474.195000px;}
.y1bf{bottom:474.555000px;}
.y53a{bottom:476.715000px;}
.y286{bottom:477.255000px;}
.y2f{bottom:477.975000px;}
.y18c{bottom:478.515000px;}
.y84{bottom:479.595000px;}
.y2cc{bottom:480.135000px;}
.y5f{bottom:480.495000px;}
.y427{bottom:481.035000px;}
.y33a{bottom:482.295000px;}
.ydf{bottom:483.375000px;}
.y4d9{bottom:484.095000px;}
.y3c0{bottom:484.635000px;}
.y35f{bottom:485.715000px;}
.yad{bottom:486.435000px;}
.y404{bottom:487.335000px;}
.y25b{bottom:488.055000px;}
.y15f{bottom:490.215000px;}
.y46c{bottom:490.785000px;}
.y1be{bottom:491.835000px;}
.y3dc{bottom:492.015000px;}
.y539{bottom:493.995000px;}
.y511{bottom:494.535000px;}
.y110{bottom:494.895000px;}
.y442{bottom:495.255000px;}
.y18b{bottom:495.615000px;}
.y4ed{bottom:495.975000px;}
.y233{bottom:496.155000px;}
.y5e{bottom:497.595000px;}
.y2f2{bottom:497.955000px;}
.y285{bottom:499.215000px;}
.y135{bottom:499.755000px;}
.y2a9{bottom:500.655000px;}
.y4d8{bottom:501.195000px;}
.y318{bottom:502.095000px;}
.y481{bottom:502.485000px;}
.y2e{bottom:504.255000px;}
.y83{bottom:505.695000px;}
.y2cb{bottom:507.315000px;}
.y15e{bottom:507.495000px;}
.y46b{bottom:508.065000px;}
.y426{bottom:508.395000px;}
.y1bd{bottom:508.935000px;}
.yac{bottom:509.115000px;}
.y38e{bottom:509.475000px;}
.y3bf{bottom:510.915000px;}
.y538{bottom:511.275000px;}
.y510{bottom:511.815000px;}
.y18a{bottom:512.895000px;}
.y4ec{bottom:513.255000px;}
.y25a{bottom:514.335000px;}
.y5d{bottom:514.875000px;}
.y214{bottom:516.315000px;}
.y10f{bottom:516.855000px;}
.y134{bottom:517.035000px;}
.y2a8{bottom:517.755000px;}
.yde{bottom:518.115000px;}
.y4d7{bottom:518.475000px;}
.y35e{bottom:520.635000px;}
.y284{bottom:521.175000px;}
.y441{bottom:521.355000px;}
.y232{bottom:522.435000px;}
.y82{bottom:522.975000px;}
.y317{bottom:524.055000px;}
.y2f1{bottom:524.235000px;}
.y1ea{bottom:524.595000px;}
.y46a{bottom:525.165000px;}
.y425{bottom:525.675000px;}
.y1bc{bottom:526.215000px;}
.y38d{bottom:526.755000px;}
.y3be{bottom:528.195000px;}
.y537{bottom:528.375000px;}
.y50f{bottom:529.095000px;}
.y96{bottom:529.500000px;}
.yab{bottom:529.995000px;}
.y189{bottom:530.175000px;}
.y2d{bottom:530.535000px;}
.y5c{bottom:531.975000px;}
.y4b7{bottom:533.445000px;}
.y213{bottom:533.595000px;}
.y133{bottom:534.315000px;}
.y2ca{bottom:534.495000px;}
.y4d6{bottom:535.755000px;}
.y15d{bottom:536.655000px;}
.y440{bottom:538.635000px;}
.y10e{bottom:538.815000px;}
.ydd{bottom:540.075000px;}
.y259{bottom:540.435000px;}
.y2f0{bottom:541.335000px;}
.y469{bottom:542.445000px;}
.y35b{bottom:542.595000px;}
.y424{bottom:542.775000px;}
.y280{bottom:543.135000px;}
.y4a8{bottom:545.145000px;}
.y3bd{bottom:545.295000px;}
.y536{bottom:545.655000px;}
.y316{bottom:546.015000px;}
.y2c{bottom:547.635000px;}
.y492{bottom:548.205000px;}
.y231{bottom:548.535000px;}
.y5b{bottom:549.255000px;}
.y1e9{bottom:550.695000px;}
.y212{bottom:550.875000px;}
.y403{bottom:551.595000px;}
.yaa{bottom:551.955000px;}
.y1bb{bottom:552.315000px;}
.y38c{bottom:552.855000px;}
.y2a7{bottom:553.035000px;}
.y15c{bottom:553.755000px;}
.y50e{bottom:555.195000px;}
.y188{bottom:556.275000px;}
.y339{bottom:559.695000px;}
.y423{bottom:560.055000px;}
.y132{bottom:560.415000px;}
.y108{bottom:560.955000px;}
.y2c9{bottom:561.855000px;}
.ydc{bottom:562.035000px;}
.y3bc{bottom:562.575000px;}
.y535{bottom:562.935000px;}
.y2b{bottom:564.915000px;}
.y4eb{bottom:565.635000px;}
.y230{bottom:565.815000px;}
.y5a{bottom:566.535000px;}
.y258{bottom:566.715000px;}
.y211{bottom:567.975000px;}
.y468{bottom:568.545000px;}
.y4d5{bottom:570.135000px;}
.y2a6{bottom:570.315000px;}
.y15b{bottom:571.035000px;}
.y50d{bottom:572.475000px;}
.y187{bottom:573.555000px;}
.ya8{bottom:573.915000px;}
.y2ef{bottom:576.435000px;}
.y338{bottom:576.975000px;}
.y422{bottom:577.155000px;}
.y131{bottom:577.695000px;}
.y402{bottom:577.875000px;}
.y38b{bottom:579.135000px;}
.y1e8{bottom:580.035000px;}
.y1ba{bottom:581.655000px;}
.y2a{bottom:582.195000px;}
.y4ea{bottom:582.915000px;}
.y22f{bottom:583.095000px;}
.y59{bottom:583.635000px;}
.ydb{bottom:583.995000px;}
.y210{bottom:585.255000px;}
.y2bb{bottom:585.750000px;}
.y467{bottom:585.825000px;}
.y4d4{bottom:587.415000px;}
.y15a{bottom:588.135000px;}
.y3bb{bottom:588.675000px;}
.y315{bottom:589.935000px;}
.y186{bottom:590.655000px;}
.y43f{bottom:591.015000px;}
.y257{bottom:592.995000px;}
.y337{bottom:594.255000px;}
.ya7{bottom:596.055000px;}
.y38a{bottom:596.415000px;}
.y1e7{bottom:597.315000px;}
.y50c{bottom:598.575000px;}
.y1b9{bottom:598.935000px;}
.y29{bottom:599.295000px;}
.y58{bottom:600.915000px;}
.y35a{bottom:602.175000px;}
.y20f{bottom:602.535000px;}
.y2ee{bottom:602.715000px;}
.y27f{bottom:602.895000px;}
.y466{bottom:603.105000px;}
.y401{bottom:604.005000px;}
.y421{bottom:604.365000px;}
.y4d3{bottom:604.545000px;}
.y130{bottom:604.905000px;}
.y159{bottom:605.445000px;}
.yda{bottom:605.985000px;}
.y185{bottom:607.965000px;}
.y43e{bottom:608.325000px;}
.y22e{bottom:609.225000px;}
.y256{bottom:610.125000px;}
.y45a{bottom:610.665000px;}
.y336{bottom:611.565000px;}
.y314{bottom:611.925000px;}
.y389{bottom:613.545000px;}
.y1e6{bottom:614.445000px;}
.y50b{bottom:615.885000px;}
.y1b8{bottom:616.065000px;}
.ya6{bottom:618.045000px;}
.y57{bottom:618.225000px;}
.y359{bottom:619.485000px;}
.y20e{bottom:619.665000px;}
.y2ed{bottom:620.025000px;}
.y400{bottom:621.285000px;}
.y420{bottom:621.645000px;}
.y4d2{bottom:621.825000px;}
.y2a5{bottom:622.725000px;}
.y3ba{bottom:623.265000px;}
.y2c8{bottom:623.445000px;}
.y184{bottom:625.245000px;}
.y47d{bottom:625.290000px;}
.y28{bottom:625.425000px;}
.y81{bottom:627.045000px;}
.yd7{bottom:627.945000px;}
.y122{bottom:628.500000px;}
.y3db{bottom:628.665000px;}
.y27e{bottom:629.205000px;}
.y465{bottom:629.250000px;}
.y12f{bottom:631.185000px;}
.y1e5{bottom:631.725000px;}
.y158{bottom:632.625000px;}
.y50a{bottom:633.165000px;}
.y107{bottom:633.345000px;}
.y4a7{bottom:633.570000px;}
.y313{bottom:633.885000px;}
.y43d{bottom:634.425000px;}
.y255{bottom:636.405000px;}
.y335{bottom:637.665000px;}
.y22d{bottom:638.565000px;}
.y41f{bottom:638.925000px;}
.y4b6{bottom:638.970000px;}
.ya5{bottom:640.005000px;}
.y183{bottom:642.345000px;}
.y56{bottom:644.325000px;}
.y459{bottom:645.225000px;}
.y358{bottom:645.765000px;}
.y20d{bottom:645.945000px;}
.y388{bottom:648.645000px;}
.y534{bottom:649.005000px;}
.y2c7{bottom:649.365000px;}
.y157{bottom:649.905000px;}
.y1b7{bottom:650.445000px;}
.y106{bottom:650.625000px;}
.y27{bottom:651.705000px;}
.y2a4{bottom:654.585000px;}
.y334{bottom:654.945000px;}
.y2ec{bottom:655.125000px;}
.y22c{bottom:655.665000px;}
.y312{bottom:655.845000px;}
.y41e{bottom:656.205000px;}
.y1e4{bottom:658.005000px;}
.y509{bottom:659.265000px;}
.y55{bottom:661.605000px;}
.ya4{bottom:661.965000px;}
.y458{bottom:662.325000px;}
.y254{bottom:662.685000px;}
.y357{bottom:663.045000px;}
.y20c{bottom:663.225000px;}
.y27d{bottom:664.305000px;}
.y464{bottom:664.530000px;}
.y387{bottom:665.925000px;}
.y4d1{bottom:666.105000px;}
.y12e{bottom:666.465000px;}
.y3b9{bottom:666.645000px;}
.y156{bottom:667.185000px;}
.y1b6{bottom:667.725000px;}
.y182{bottom:668.625000px;}
.y333{bottom:672.225000px;}
.y2eb{bottom:672.405000px;}
.y22b{bottom:672.945000px;}
.y41d{bottom:673.305000px;}
.y54c{bottom:674.565000px;}
.y1e3{bottom:675.105000px;}
.y2a3{bottom:676.545000px;}
.y105{bottom:676.905000px;}
.y311{bottom:677.805000px;}
.y26{bottom:677.985000px;}
.y54{bottom:678.705000px;}
.y356{bottom:680.145000px;}
.y20b{bottom:680.325000px;}
.y3da{bottom:681.045000px;}
.y27c{bottom:681.585000px;}
.y463{bottom:681.810000px;}
.y386{bottom:683.205000px;}
.y4d0{bottom:683.385000px;}
.y12d{bottom:683.745000px;}
.ya3{bottom:683.925000px;}
.y1b5{bottom:685.005000px;}
.y181{bottom:685.905000px;}
.y80{bottom:687.705000px;}
.y457{bottom:688.605000px;}
.y253{bottom:688.785000px;}
.y332{bottom:689.325000px;}
.y22a{bottom:690.225000px;}
.y41c{bottom:690.585000px;}
.yd6{bottom:692.025000px;}
.y1e2{bottom:692.385000px;}
.y155{bottom:694.365000px;}
.y2c6{bottom:695.985000px;}
.y20a{bottom:697.605000px;}
.y3d9{bottom:698.325000px;}
.y27b{bottom:698.685000px;}
.y3ff{bottom:699.225000px;}
.y310{bottom:699.765000px;}
.y385{bottom:700.485000px;}
.y4cf{bottom:700.665000px;}
.y3b8{bottom:701.025000px;}
.y1b4{bottom:702.105000px;}
.y508{bottom:702.645000px;}
.y180{bottom:703.005000px;}
.y355{bottom:703.905000px;}
.y25{bottom:704.265000px;}
.y53{bottom:704.985000px;}
.y456{bottom:705.705000px;}
.ya1{bottom:705.885000px;}
.y252{bottom:706.065000px;}
.y54b{bottom:706.425000px;}
.y331{bottom:706.605000px;}
.y229{bottom:707.325000px;}
.y41b{bottom:707.685000px;}
.y462{bottom:707.910000px;}
.y1e1{bottom:709.665000px;}
.y12c{bottom:710.925000px;}
.y154{bottom:711.645000px;}
.y104{bottom:712.005000px;}
.y2c5{bottom:713.265000px;}
.y27a{bottom:715.965000px;}
.y3fe{bottom:716.325000px;}
.y384{bottom:717.585000px;}
.y4ce{bottom:717.765000px;}
.yd5{bottom:718.305000px;}
.y1b3{bottom:719.385000px;}
.y507{bottom:719.925000px;}
.y17f{bottom:720.285000px;}
.y2a2{bottom:720.645000px;}
.y24{bottom:721.365000px;}
.y30f{bottom:721.905000px;}
.y4a6{bottom:721.950000px;}
.y209{bottom:723.705000px;}
.y3d8{bottom:724.605000px;}
.y354{bottom:725.865000px;}
.y1e0{bottom:726.765000px;}
.y9d{bottom:727.845000px;}
.y12b{bottom:728.205000px;}
.y103{bottom:729.285000px;}
.y47c{bottom:730.950000px;}
.y7f{bottom:731.085000px;}
.y52{bottom:731.265000px;}
.y455{bottom:731.985000px;}
.y251{bottom:732.165000px;}
.y2ea{bottom:733.065000px;}
.y279{bottom:733.245000px;}
.y228{bottom:733.605000px;}
.y383{bottom:734.865000px;}
.y54a{bottom:735.585000px;}
.y1b2{bottom:736.665000px;}
.y17e{bottom:737.385000px;}
.y23{bottom:738.645000px;}
.y153{bottom:738.825000px;}
.y2c4{bottom:739.365000px;}
.y208{bottom:740.985000px;}
.y3d7{bottom:741.705000px;}
.y2a1{bottom:742.605000px;}
.y461{bottom:743.190000px;}
.y1df{bottom:744.045000px;}
.y3b7{bottom:744.405000px;}
.y4b4{bottom:744.630000px;}
.y4cd{bottom:745.125000px;}
.y506{bottom:746.205000px;}
.y102{bottom:746.565000px;}
.y30e{bottom:747.825000px;}
.y51{bottom:748.365000px;}
.y454{bottom:749.265000px;}
.y3fd{bottom:750.705000px;}
.yd4{bottom:750.885000px;}
.y382{bottom:752.145000px;}
.y1b1{bottom:753.765000px;}
.y17d{bottom:754.665000px;}
.y12a{bottom:755.385000px;}
.y152{bottom:755.925000px;}
.y250{bottom:758.445000px;}
.y3d6{bottom:758.985000px;}
.y2e9{bottom:759.345000px;}
.y227{bottom:759.705000px;}
.y533{bottom:761.145000px;}
.y3b6{bottom:761.685000px;}
.y4cc{bottom:762.405000px;}
.y505{bottom:763.485000px;}
.y2a0{bottom:764.565000px;}
.y22{bottom:764.925000px;}
.y30d{bottom:765.285000px;}
.y43c{bottom:765.645000px;}
.y453{bottom:766.365000px;}
.y330{bottom:767.085000px;}
.y207{bottom:767.265000px;}
.y3fc{bottom:767.985000px;}
.y278{bottom:768.345000px;}
.y2c3{bottom:768.525000px;}
.y41a{bottom:769.425000px;}
.y353{bottom:769.785000px;}
.y1de{bottom:770.145000px;}
.y101{bottom:772.665000px;}
.yd0{bottom:772.845000px;}
.y50{bottom:774.645000px;}
.y3d5{bottom:776.265000px;}
.y2e8{bottom:776.445000px;}
.y381{bottom:778.065000px;}
.y532{bottom:778.425000px;}
.y3b5{bottom:778.965000px;}
.y45f{bottom:779.190000px;}
.y4cb{bottom:779.505000px;}
.y1b0{bottom:779.865000px;}
.y17c{bottom:780.765000px;}
.y549{bottom:782.205000px;}
.y129{bottom:782.565000px;}
.y151{bottom:783.105000px;}
.y32f{bottom:784.365000px;}
.y24f{bottom:784.725000px;}
.y3fb{bottom:785.265000px;}
.y277{bottom:785.625000px;}
.y2c2{bottom:785.805000px;}
.y226{bottom:785.985000px;}
.y29f{bottom:786.525000px;}
.y419{bottom:786.705000px;}
.y504{bottom:789.585000px;}
.y100{bottom:789.945000px;}
.y21{bottom:791.025000px;}
.y9c{bottom:791.745000px;}
.y4f{bottom:791.925000px;}
.y452{bottom:792.645000px;}
.y3d4{bottom:793.365000px;}
.y531{bottom:795.705000px;}
.y3b4{bottom:796.065000px;}
.y4ca{bottom:796.785000px;}
.y1dd{bottom:799.485000px;}
.y150{bottom:800.565000px;}
.y43b{bottom:800.745000px;}
.y7e{bottom:800.925000px;}
.y45e{bottom:801.150000px;}
.ycf{bottom:801.285000px;}
.y32e{bottom:801.645000px;}
.y24e{bottom:801.825000px;}
.y206{bottom:802.365000px;}
.y276{bottom:802.905000px;}
.y225{bottom:803.085000px;}
.y380{bottom:805.425000px;}
.yff{bottom:807.225000px;}
.y30c{bottom:807.765000px;}
.y29e{bottom:808.485000px;}
.y4e9{bottom:809.025000px;}
.y1af{bottom:809.205000px;}
.y128{bottom:809.745000px;}
.y451{bottom:809.925000px;}
.y17b{bottom:810.105000px;}
.y503{bottom:811.365000px;}
.y2c1{bottom:811.905000px;}
.y418{bottom:812.805000px;}
.y2e7{bottom:812.985000px;}
.y352{bottom:813.885000px;}
.y45d{bottom:814.860000px;}
.y1dc{bottom:816.585000px;}
.y20{bottom:817.125000px;}
.y4e{bottom:818.025000px;}
.y32d{bottom:818.925000px;}
.y205{bottom:819.645000px;}
.y275{bottom:820.005000px;}
.y530{bottom:821.805000px;}
.y3b3{bottom:822.345000px;}
.y37f{bottom:822.705000px;}
.yce{bottom:823.245000px;}
.yfe{bottom:824.325000px;}
.y548{bottom:825.585000px;}
.y1ae{bottom:826.485000px;}
.y7d{bottom:827.025000px;}
.y24d{bottom:828.105000px;}
.y3d3{bottom:828.645000px;}
.y45c{bottom:828.720000px;}
.y30b{bottom:828.825000px;}
.y14f{bottom:829.545000px;}
.y417{bottom:830.085000px;}
.y224{bottom:830.445000px;}
.y4c9{bottom:830.985000px;}
.y502{bottom:832.965000px;}
.y1db{bottom:833.865000px;}
.y4d{bottom:835.305000px;}
.y351{bottom:835.845000px;}
.y127{bottom:836.025000px;}
.y204{bottom:836.925000px;}
.y52f{bottom:839.085000px;}
.y37e{bottom:839.985000px;}
.y2e6{bottom:840.525000px;}
.y2c0{bottom:841.245000px;}
.y547{bottom:842.865000px;}
.y1f{bottom:843.405000px;}
.y1ad{bottom:843.585000px;}
.y274{bottom:843.765000px;}
.y4e8{bottom:844.125000px;}
.y43a{bottom:844.305000px;}
.ycd{bottom:845.205000px;}
.y17a{bottom:845.385000px;}
.y3d2{bottom:845.925000px;}
.y416{bottom:847.185000px;}
.y223{bottom:847.545000px;}
.y30a{bottom:850.065000px;}
.yfd{bottom:850.425000px;}
.y1da{bottom:851.145000px;}
.y29d{bottom:852.405000px;}
.y7c{bottom:853.305000px;}
.y3fa{bottom:854.745000px;}
.y146{bottom:855.750000px;}
.y52e{bottom:856.185000px;}
.y14d{bottom:856.365000px;}
.y37d{bottom:857.085000px;}
.y3b2{bottom:857.445000px;}
.y350{bottom:857.805000px;}
.y4c8{bottom:858.345000px;}
.y2bf{bottom:858.525000px;}
.y2e5{bottom:859.245000px;}
.y546{bottom:860.145000px;}
.y1e{bottom:860.685000px;}
.y1ac{bottom:860.865000px;}
.y4c{bottom:861.405000px;}
.y415{bottom:864.465000px;}
.y273{bottom:865.905000px;}
.ycb{bottom:867.165000px;}
.yfc{bottom:867.705000px;}
.y1d9{bottom:868.245000px;}
.y9b{bottom:870.405000px;}
.y309{bottom:871.350000px;}
.y203{bottom:872.070000px;}
.y179{bottom:872.610000px;}
.y52d{bottom:873.510000px;}
.y29c{bottom:874.410000px;}
.y3b1{bottom:874.770000px;}
.y222{bottom:874.950000px;}
.y4c7{bottom:875.490000px;}
.y148{bottom:876.390000px;}
.y545{bottom:877.290000px;}
.y1ab{bottom:878.190000px;}
.y7b{bottom:879.450000px;}
.y34f{bottom:879.810000px;}
.y414{bottom:881.790000px;}
.y37c{bottom:884.310000px;}
.y2be{bottom:884.670000px;}
.yfb{bottom:885.030000px;}
.y2e4{bottom:886.290000px;}
.y1d{bottom:886.830000px;}
.y4b{bottom:887.730000px;}
.y272{bottom:887.910000px;}
.y450{bottom:888.450000px;}
.yca{bottom:889.170000px;}
.y202{bottom:889.350000px;}
.y52c{bottom:890.790000px;}
.y3b0{bottom:892.050000px;}
.y308{bottom:892.590000px;}
.y1d8{bottom:894.390000px;}
.y1aa{bottom:895.290000px;}
.y29b{bottom:896.370000px;}
.y32c{bottom:896.730000px;}
.y3f9{bottom:898.170000px;}
.y413{bottom:898.890000px;}
.y24c{bottom:899.790000px;}
.y178{bottom:899.970000px;}
.y221{bottom:901.050000px;}
.y37b{bottom:901.590000px;}
.yfa{bottom:902.310000px;}
.y4c6{bottom:902.850000px;}
.y2e3{bottom:904.290000px;}
.y9a{bottom:905.010000px;}
.y7a{bottom:905.730000px;}
.y201{bottom:906.450000px;}
.y52b{bottom:907.890000px;}
.y3af{bottom:909.150000px;}
.y271{bottom:909.870000px;}
.y2bd{bottom:910.770000px;}
.yc6{bottom:911.130000px;}
.y1d7{bottom:911.670000px;}
.y1a9{bottom:912.570000px;}
.y1c{bottom:913.110000px;}
.y4a{bottom:913.830000px;}
.y34e{bottom:914.550000px;}
.y126{bottom:914.730000px;}
.y3f8{bottom:915.450000px;}
.y220{bottom:918.330000px;}
.y37a{bottom:918.690000px;}
.y4c5{bottom:919.950000px;}
.y2e2{bottom:922.470000px;}
.y439{bottom:922.830000px;}
.y79{bottom:923.010000px;}
.y200{bottom:923.730000px;}
.y412{bottom:924.990000px;}
.y52a{bottom:925.170000px;}
.yf9{bottom:925.890000px;}
.y24b{bottom:926.070000px;}
.y177{bottom:927.150000px;}
.y1d6{bottom:928.950000px;}
.y1a8{bottom:929.670000px;}
.y32b{bottom:931.830000px;}
.y125{bottom:932.010000px;}
.y3f7{bottom:932.730000px;}
.y34d{bottom:934.530000px;}
.y307{bottom:935.070000px;}
.y3ae{bottom:935.430000px;}
.y501{bottom:937.230000px;}
.y1b{bottom:939.390000px;}
.y49{bottom:940.110000px;}
.y29a{bottom:940.290000px;}
.y2e1{bottom:940.470000px;}
.y1ff{bottom:941.010000px;}
.y529{bottom:942.450000px;}
.y24a{bottom:943.170000px;}
.y21f{bottom:944.610000px;}
.y379{bottom:946.050000px;}
.y1a7{bottom:946.950000px;}
.y4c4{bottom:947.310000px;}
.yf8{bottom:948.030000px;}
.y78{bottom:949.110000px;}
.y3f6{bottom:950.010000px;}
.y3ad{bottom:952.710000px;}
.y176{bottom:953.250000px;}
.y411{bottom:954.330000px;}
.y1d5{bottom:955.050000px;}
.y306{bottom:956.310000px;}
.y34c{bottom:956.490000px;}
.y99{bottom:957.390000px;}
.yc5{bottom:958.110000px;}
.y2e0{bottom:958.470000px;}
.y500{bottom:958.830000px;}
.y528{bottom:959.550000px;}
.y249{bottom:960.450000px;}
.y378{bottom:963.330000px;}
.y1a6{bottom:964.230000px;}
.y4c3{bottom:964.590000px;}
.y1a{bottom:965.490000px;}
.y48{bottom:966.390000px;}
.y3f5{bottom:967.110000px;}
.y3ac{bottom:969.810000px;}
.yf7{bottom:969.990000px;}
.y175{bottom:970.530000px;}
.y1d4{bottom:972.330000px;}
.y299{bottom:974.490000px;}
.y438{bottom:974.670000px;}
.yc4{bottom:975.390000px;}
.y305{bottom:977.550000px;}
.y34b{bottom:978.450000px;}
.y377{bottom:980.430000px;}
.y4ff{bottom:980.610000px;}
.y1a5{bottom:981.330000px;}
.y4c2{bottom:981.690000px;}
.y21e{bottom:982.770000px;}
.y47{bottom:983.670000px;}
.y124{bottom:984.390000px;}
.y527{bottom:985.650000px;}
.y2df{bottom:986.730000px;}
.y248{bottom:987.810000px;}
.y19{bottom:991.770000px;}
.yf6{bottom:991.950000px;}
.y2bc{bottom:992.490000px;}
.y77{bottom:992.670000px;}
.y3ab{bottom:996.090000px;}
.y376{bottom:997.530000px;}
.y174{bottom:997.710000px;}
.y1d3{bottom:998.430000px;}
.y1a4{bottom:998.610000px;}
.y304{bottom:998.790000px;}
.y21d{bottom:1000.050000px;}
.y34a{bottom:1000.410000px;}
.y46{bottom:1000.770000px;}
.yc3{bottom:1001.490000px;}
.y123{bottom:1001.670000px;}
.y526{bottom:1002.930000px;}
.y2de{bottom:1004.730000px;}
.y4fe{bottom:1006.710000px;}
.y4c1{bottom:1008.870000px;}
.y18{bottom:1009.050000px;}
.y76{bottom:1009.770000px;}
.y3aa{bottom:1013.370000px;}
.yf5{bottom:1013.910000px;}
.y247{bottom:1014.990000px;}
.y1a3{bottom:1015.710000px;}
.y26e{bottom:1018.050000px;}
.y98{bottom:1018.770000px;}
.y303{bottom:1020.030000px;}
.y349{bottom:1022.370000px;}
.y2dd{bottom:1022.910000px;}
.y375{bottom:1024.890000px;}
.y173{bottom:1025.070000px;}
.y17{bottom:1026.150000px;}
.y437{bottom:1026.870000px;}
.y45{bottom:1027.050000px;}
.y1d2{bottom:1027.770000px;}
.y525{bottom:1029.210000px;}
.y3a9{bottom:1030.470000px;}
.y1a2{bottom:1032.990000px;}
.y4e7{bottom:1035.150000px;}
.yf4{bottom:1035.870000px;}
.y75{bottom:1036.050000px;}
.y2dc{bottom:1040.910000px;}
.y302{bottom:1041.270000px;}
.y246{bottom:1042.170000px;}
.y16{bottom:1043.430000px;}
.y44{bottom:1044.150000px;}
.y348{bottom:1044.330000px;}
.y1d1{bottom:1045.050000px;}
.y524{bottom:1046.490000px;}
.y3a8{bottom:1047.750000px;}
.y1a1{bottom:1050.270000px;}
.y172{bottom:1052.250000px;}
.y21c{bottom:1052.430000px;}
.y74{bottom:1053.150000px;}
.yf3{bottom:1057.830000px;}
.y2db{bottom:1058.910000px;}
.y374{bottom:1059.270000px;}
.y3d1{bottom:1061.430000px;}
.y147{bottom:1062.150000px;}
.y301{bottom:1062.510000px;}
.y3a7{bottom:1064.850000px;}
.y347{bottom:1066.290000px;}
.y1a0{bottom:1067.370000px;}
.y171{bottom:1069.350000px;}
.y15{bottom:1069.710000px;}
.y43{bottom:1070.430000px;}
.y523{bottom:1075.650000px;}
.y21b{bottom:1078.710000px;}
.y73{bottom:1079.430000px;}
.y3a6{bottom:1082.130000px;}
.y19f{bottom:1084.650000px;}
.y373{bottom:1086.450000px;}
.y170{bottom:1086.630000px;}
.y298{bottom:1087.530000px;}
.y42{bottom:1087.710000px;}
.y346{bottom:1088.250000px;}
.y245{bottom:1095.630000px;}
.y14{bottom:1095.810000px;}
.y26d{bottom:1096.530000px;}
.y72{bottom:1096.710000px;}
.y3a5{bottom:1099.410000px;}
.y522{bottom:1101.750000px;}
.y19e{bottom:1101.930000px;}
.y16f{bottom:1103.910000px;}
.y97{bottom:1104.810000px;}
.y345{bottom:1110.210000px;}
.y244{bottom:1112.910000px;}
.y4c0{bottom:1113.090000px;}
.y41{bottom:1113.810000px;}
.y3a3{bottom:1122.000000px;}
.y13{bottom:1122.090000px;}
.y3a4{bottom:1122.990000px;}
.y4{bottom:1125.330000px;}
.y521{bottom:1128.750000px;}
.y243{bottom:1130.190000px;}
.y19d{bottom:1130.910000px;}
.y40{bottom:1131.090000px;}
.y3{bottom:1142.640000px;}
.y10{bottom:1149.120000px;}
.yc{bottom:1166.250000px;}
.yf{bottom:1171.080000px;}
.ye{bottom:1184.760000px;}
.yd{bottom:1198.620000px;}
.ha{height:0.750000px;}
.h32{height:3.600000px;}
.h29{height:4.320000px;}
.h33{height:18.171563px;}
.h2c{height:19.080000px;}
.h20{height:19.116000px;}
.h35{height:19.260000px;}
.h31{height:20.520000px;}
.h5{height:20.700000px;}
.h16{height:21.060000px;}
.h12{height:21.096000px;}
.h11{height:21.240000px;}
.h15{height:21.276000px;}
.h24{height:21.420000px;}
.h17{height:27.540000px;}
.h2{height:27.662344px;}
.hb{height:28.987969px;}
.h10{height:29.254922px;}
.h4c{height:29.700000px;}
.hd{height:32.449219px;}
.hc{height:33.328125px;}
.h14{height:34.020000px;}
.h1c{height:34.056000px;}
.h1b{height:34.200000px;}
.h3a{height:35.280000px;}
.h3{height:35.910469px;}
.h4{height:36.241172px;}
.h50{height:38.250000px;}
.h7{height:43.265625px;}
.h3d{height:43.380000px;}
.h6{height:43.664062px;}
.h2e{height:45.000000px;}
.h23{height:46.800000px;}
.hf{height:50.940000px;}
.h18{height:51.120000px;}
.h46{height:52.380000px;}
.h1a{height:59.436000px;}
.h3b{height:61.380000px;}
.h4a{height:61.560000px;}
.h30{height:63.000000px;}
.h1f{height:68.760000px;}
.h9{height:76.412109px;}
.h38{height:78.696000px;}
.h47{height:87.660000px;}
.h48{height:87.696000px;}
.h40{height:104.796000px;}
.h3e{height:104.940000px;}
.h41{height:122.040000px;}
.h3f{height:122.076000px;}
.h49{height:122.220000px;}
.h8{height:127.260000px;}
.h39{height:139.356000px;}
.h42{height:156.450000px;}
.h4d{height:165.450000px;}
.h44{height:226.110000px;}
.h1e{height:311.250000px;}
.h1d{height:538.500000px;}
.h26{height:581.250000px;}
.he{height:637.500000px;}
.h4b{height:642.000000px;}
.h43{height:652.500000px;}
.h45{height:666.000000px;}
.h37{height:679.500000px;}
.h3c{height:681.000000px;}
.h27{height:776.250000px;}
.h13{height:794.250000px;}
.h34{height:799.500000px;}
.h2a{height:802.500000px;}
.h4f{height:804.000000px;}
.h2b{height:814.500000px;}
.h2f{height:825.000000px;}
.h28{height:852.750000px;}
.h22{height:888.000000px;}
.h36{height:892.980000px;}
.h25{height:894.000000px;}
.h19{height:912.750000px;}
.h21{height:973.500000px;}
.h4e{height:1054.500000px;}
.h2d{height:1057.500000px;}
.h1{height:1261.500000px;}
.h0{height:1262.880000px;}
.w1a{width:11.340000px;}
.w25{width:36.756000px;}
.w28{width:37.440000px;}
.w2e{width:37.476000px;}
.w31{width:38.160000px;}
.w22{width:39.600000px;}
.w2b{width:40.320000px;}
.w1d{width:41.400000px;}
.w23{width:41.760000px;}
.w2c{width:42.660000px;}
.w26{width:45.000000px;}
.w27{width:45.360000px;}
.w2f{width:45.720000px;}
.w30{width:46.080000px;}
.w24{width:48.780000px;}
.w2d{width:49.500000px;}
.w21{width:56.736000px;}
.w2a{width:57.456000px;}
.w36{width:73.620000px;}
.w38{width:73.656000px;}
.w37{width:73.800000px;}
.w35{width:73.836000px;}
.w3b{width:74.340000px;}
.w3d{width:74.376000px;}
.w3c{width:74.520000px;}
.w3a{width:74.556000px;}
.w41{width:84.060000px;}
.w40{width:84.240000px;}
.w42{width:84.276000px;}
.w16{width:84.960000px;}
.w15{width:84.996000px;}
.w11{width:94.320000px;}
.w10{width:95.076000px;}
.w17{width:105.300000px;}
.w18{width:105.336000px;}
.wa{width:105.480000px;}
.wc{width:105.516000px;}
.w9{width:105.660000px;}
.w8{width:105.696000px;}
.w4d{width:111.780000px;}
.w4c{width:111.816000px;}
.w19{width:120.780000px;}
.w1b{width:120.960000px;}
.w46{width:131.940000px;}
.w44{width:131.976000px;}
.w45{width:132.156000px;}
.w4a{width:132.660000px;}
.w48{width:132.696000px;}
.w49{width:132.876000px;}
.w13{width:134.136000px;}
.w43{width:147.780000px;}
.w47{width:148.500000px;}
.w3e{width:210.990000px;}
.w52{width:211.890000px;}
.w53{width:212.070000px;}
.w33{width:227.010000px;}
.w32{width:238.350000px;}
.we{width:243.390000px;}
.wf{width:243.750000px;}
.w7{width:253.290000px;}
.w3f{width:254.370000px;}
.w14{width:294.510000px;}
.w34{width:307.110000px;}
.w39{width:307.830000px;}
.w1e{width:309.270000px;}
.w20{width:321.510000px;}
.w29{width:322.230000px;}
.w1f{width:326.775000px;}
.w3{width:340.050000px;}
.w4{width:340.275000px;}
.wd{width:359.715000px;}
.w4b{width:453.675000px;}
.wb{width:466.095000px;}
.w12{width:544.035000px;}
.w1c{width:678.885000px;}
.w6{width:684.750000px;}
.w5{width:864.180000px;}
.w2{width:892.979987px;}
.w0{width:892.980000px;}
.w1{width:893.250000px;}
.w51{width:966.705000px;}
.w4f{width:1055.250000px;}
.w50{width:1262.879981px;}
.w4e{width:1262.880000px;}
.x0{left:0.000000px;}
.x11{left:4.860000px;}
.x40{left:6.480000px;}
.x25{left:7.740000px;}
.x9{left:10.800000px;}
.x2c{left:12.960000px;}
.x4c{left:14.580000px;}
.x2d{left:15.660000px;}
.x8{left:16.920000px;}
.x60{left:18.180000px;}
.x51{left:19.260000px;}
.x23{left:20.700000px;}
.x53{left:21.780000px;}
.x24{left:23.400000px;}
.x68{left:25.050000px;}
.x13{left:26.460000px;}
.x5b{left:28.260000px;}
.x58{left:29.340000px;}
.x57{left:31.860000px;}
.x5a{left:32.940000px;}
.x34{left:34.065000px;}
.x59{left:35.460000px;}
.x56{left:36.900000px;}
.x3c{left:39.600000px;}
.x33{left:41.625000px;}
.x3d{left:44.100000px;}
.x65{left:45.765000px;}
.x67{left:47.340000px;}
.x3a{left:50.040000px;}
.x55{left:51.870000px;}
.x19{left:54.540000px;}
.x6b{left:56.340000px;}
.x64{left:57.780000px;}
.x2f{left:59.985000px;}
.x38{left:61.380000px;}
.x29{left:63.900000px;}
.x6c{left:65.160000px;}
.x17{left:66.420000px;}
.x1b{left:69.660000px;}
.x1a{left:70.740000px;}
.x21{left:72.000000px;}
.x26{left:73.260000px;}
.x15{left:74.340000px;}
.x1d{left:76.140000px;}
.x20{left:77.760000px;}
.x30{left:79.065000px;}
.x1e{left:80.820000px;}
.x1c{left:82.980000px;}
.x1f{left:84.465000px;}
.x28{left:86.400000px;}
.x44{left:88.020000px;}
.x5d{left:89.505000px;}
.x6f{left:90.750000px;}
.x45{left:93.420000px;}
.x27{left:94.680000px;}
.x75{left:95.985000px;}
.x5{left:97.050000px;}
.x7{left:102.450000px;}
.xa{left:104.250000px;}
.x2{left:106.415987px;}
.x72{left:108.755987px;}
.x3{left:115.914000px;}
.x6{left:117.894000px;}
.x79{left:127.655987px;}
.x10{left:133.235987px;}
.x47{left:149.256000px;}
.x31{left:159.869987px;}
.xf{left:173.909987px;}
.x36{left:187.229987px;}
.x66{left:192.090000px;}
.x3b{left:213.150000px;}
.x22{left:232.959000px;}
.x6d{left:255.630000px;}
.xc{left:275.249987px;}
.x49{left:276.699000px;}
.x46{left:312.879000px;}
.x3e{left:319.215000px;}
.x5c{left:346.215000px;}
.x2a{left:351.435000px;}
.x12{left:361.335000px;}
.xb{left:372.674987px;}
.x6e{left:388.335000px;}
.x37{left:402.375000px;}
.xd{left:406.874987px;}
.x5e{left:414.975000px;}
.x4a{left:429.375000px;}
.x3f{left:440.715000px;}
.x4{left:446.475000px;}
.x41{left:452.775000px;}
.x48{left:459.255000px;}
.x14{left:467.745000px;}
.x4b{left:486.825000px;}
.x39{left:488.265000px;}
.x5f{left:489.525000px;}
.x70{left:521.205000px;}
.x4d{left:527.145000px;}
.x69{left:531.825000px;}
.x76{left:557.714981px;}
.x42{left:559.005000px;}
.x73{left:561.525000px;}
.x61{left:563.865000px;}
.x4e{left:569.805000px;}
.x16{left:574.125000px;}
.x77{left:591.734981px;}
.x2b{left:595.905000px;}
.x6a{left:616.785000px;}
.x4f{left:619.305000px;}
.x62{left:638.385000px;}
.x32{left:651.885000px;}
.x71{left:653.865000px;}
.x50{left:656.790000px;}
.x43{left:665.070000px;}
.x74{left:674.250000px;}
.x18{left:680.550000px;}
.x2e{left:691.710000px;}
.x52{left:702.510000px;}
.x63{left:712.950000px;}
.x54{left:748.590000px;}
.x1{left:759.749987px;}
.x35{left:774.509987px;}
.xe{left:780.629987px;}
.x78{left:1144.409981px;}
@media print{
.v0{vertical-align:0.000000pt;}
.ls8{letter-spacing:-0.394667pt;}
.ls10{letter-spacing:-0.171022pt;}
.ls5{letter-spacing:-0.159289pt;}
.ls14{letter-spacing:-0.117689pt;}
.lse{letter-spacing:-0.103111pt;}
.lsa{letter-spacing:-0.085333pt;}
.lsc{letter-spacing:-0.057956pt;}
.lsd{letter-spacing:-0.045156pt;}
.ls7{letter-spacing:-0.012800pt;}
.ls0{letter-spacing:0.000000pt;}
.ls11{letter-spacing:0.019627pt;}
.ls2{letter-spacing:0.032427pt;}
.ls1{letter-spacing:0.064711pt;}
.ls12{letter-spacing:0.108444pt;}
.lsb{letter-spacing:0.132622pt;}
.ls3{letter-spacing:0.145422pt;}
.ls15{letter-spacing:0.177778pt;}
.ls13{letter-spacing:0.184889pt;}
.ls4{letter-spacing:0.191289pt;}
.ls16{letter-spacing:0.210489pt;}
.lsf{letter-spacing:0.255644pt;}
.ls6{letter-spacing:0.458667pt;}
.ls9{letter-spacing:0.490667pt;}
.ws0{word-spacing:0.000000pt;}
._17{margin-left:-7.232284pt;}
._6{margin-left:-6.311964pt;}
._5{margin-left:-4.980907pt;}
._4{margin-left:-3.380907pt;}
._d{margin-left:-2.058667pt;}
._0{margin-left:-1.057707pt;}
._2{width:0.920747pt;}
._3{width:2.074169pt;}
._f{width:3.060764pt;}
._a{width:4.037120pt;}
._9{width:5.134933pt;}
._11{width:6.139449pt;}
._c{width:7.141404pt;}
._e{width:8.994987pt;}
._b{width:10.694827pt;}
._16{width:11.969707pt;}
._15{width:12.961280pt;}
._7{width:14.696533pt;}
._1a{width:15.989333pt;}
._13{width:17.281707pt;}
._22{width:18.358756pt;}
._20{width:19.698773pt;}
._23{width:20.752213pt;}
._1c{width:21.672960pt;}
._1f{width:22.750151pt;}
._21{width:26.016284pt;}
._19{width:29.802951pt;}
._1e{width:31.160320pt;}
._10{width:36.693760pt;}
._1d{width:37.864960pt;}
._1{width:52.906951pt;}
._18{width:70.780871pt;}
._12{width:77.259093pt;}
._14{width:86.994062pt;}
._8{width:103.207253pt;}
._1b{width:501.425778pt;}
.fs5{font-size:17.920000pt;}
.fs3{font-size:28.586667pt;}
.fs4{font-size:32.000000pt;}
.fs0{font-size:35.413333pt;}
.fs1{font-size:42.666667pt;}
.fs2{font-size:74.666667pt;}
.y3e6{bottom:-6.720000pt;}
.y1{bottom:0.000000pt;}
.y0{bottom:1.333333pt;}
.y31d{bottom:1.920000pt;}
.y14c{bottom:2.240000pt;}
.yd2{bottom:2.400000pt;}
.y6{bottom:3.360000pt;}
.y10d{bottom:4.160000pt;}
.y35d{bottom:4.640000pt;}
.y14e{bottom:4.800000pt;}
.ye0{bottom:5.120000pt;}
.yc9{bottom:5.280000pt;}
.ya2{bottom:5.600000pt;}
.ycc{bottom:5.640000pt;}
.ya9{bottom:5.760000pt;}
.y3e1{bottom:5.920000pt;}
.ya0{bottom:6.560000pt;}
.yd9{bottom:6.720000pt;}
.yd3{bottom:8.480000pt;}
.yb{bottom:9.440000pt;}
.y489{bottom:10.720000pt;}
.y4ac{bottom:10.746667pt;}
.y4a4{bottom:10.874667pt;}
.y282{bottom:10.880000pt;}
.ye1{bottom:11.200000pt;}
.yc7{bottom:11.360000pt;}
.y117{bottom:11.400000pt;}
.y3e3{bottom:12.000000pt;}
.y4b5{bottom:13.920000pt;}
.yd1{bottom:14.560000pt;}
.y10b{bottom:16.480000pt;}
.y26f{bottom:16.960000pt;}
.yc8{bottom:17.440000pt;}
.y118{bottom:17.480000pt;}
.y363{bottom:17.600000pt;}
.y3e0{bottom:18.080000pt;}
.y9e{bottom:18.880000pt;}
.y39f{bottom:20.640000pt;}
.y283{bottom:20.800000pt;}
.y109{bottom:22.560000pt;}
.y281{bottom:23.040000pt;}
.y3e8{bottom:24.160000pt;}
.y3dd{bottom:24.320000pt;}
.y490{bottom:26.080000pt;}
.y4ab{bottom:26.106667pt;}
.y4a3{bottom:26.234667pt;}
.y472{bottom:26.240000pt;}
.y477{bottom:26.280000pt;}
.y149{bottom:26.720000pt;}
.y10a{bottom:28.640000pt;}
.y35c{bottom:29.120000pt;}
.y270{bottom:29.280000pt;}
.y3df{bottom:30.400000pt;}
.y39c{bottom:30.560000pt;}
.y9f{bottom:31.040000pt;}
.yd8{bottom:31.200000pt;}
.y39e{bottom:32.960000pt;}
.y47a{bottom:34.074667pt;}
.y484{bottom:34.080000pt;}
.y488{bottom:34.106667pt;}
.y4b2{bottom:34.234667pt;}
.y480{bottom:34.240000pt;}
.y3e2{bottom:36.480000pt;}
.y14b{bottom:39.040000pt;}
.y10c{bottom:40.986667pt;}
.y4a2{bottom:41.434667pt;}
.y498{bottom:41.440000pt;}
.y476{bottom:41.640000pt;}
.y3de{bottom:42.560000pt;}
.ya{bottom:44.160000pt;}
.y39d{bottom:45.120000pt;}
.y49d{bottom:49.306667pt;}
.y48f{bottom:49.434667pt;}
.y471{bottom:49.440000pt;}
.y4aa{bottom:49.466667pt;}
.y2{bottom:50.080000pt;}
.y12{bottom:50.720000pt;}
.y460{bottom:50.752000pt;}
.y14a{bottom:51.200000pt;}
.y4b9{bottom:57.280000pt;}
.y487{bottom:57.306667pt;}
.y47f{bottom:57.440000pt;}
.y4b0{bottom:57.480000pt;}
.y4a1{bottom:64.794667pt;}
.y4bc{bottom:64.826667pt;}
.y475{bottom:64.840000pt;}
.y11{bottom:68.192000pt;}
.y48e{bottom:72.634667pt;}
.y4b8{bottom:72.640000pt;}
.y486{bottom:72.666667pt;}
.y4ae{bottom:72.680000pt;}
.y47e{bottom:72.800000pt;}
.y4af{bottom:72.840000pt;}
.y9{bottom:78.880000pt;}
.y497{bottom:80.200000pt;}
.y48d{bottom:87.994667pt;}
.y482{bottom:88.000000pt;}
.y49c{bottom:88.026667pt;}
.y4a0{bottom:88.034667pt;}
.y474{bottom:88.040000pt;}
.y483{bottom:88.160000pt;}
.y372{bottom:97.333333pt;}
.y3a2{bottom:97.952000pt;}
.y1fd{bottom:98.432000pt;}
.y371{bottom:99.232000pt;}
.y4bf{bottom:100.000000pt;}
.y4e5{bottom:100.832000pt;}
.y1d0{bottom:101.152000pt;}
.y47b{bottom:103.333333pt;}
.y48c{bottom:103.354667pt;}
.y49b{bottom:103.386667pt;}
.y473{bottom:103.400000pt;}
.y121{bottom:103.872000pt;}
.y329{bottom:104.192000pt;}
.y45b{bottom:104.666667pt;}
.y4fd{bottom:104.832000pt;}
.y479{bottom:105.152000pt;}
.y2ba{bottom:105.472000pt;}
.yc1{bottom:108.992000pt;}
.y95{bottom:110.272000pt;}
.y71{bottom:111.552000pt;}
.y21a{bottom:112.352000pt;}
.y1fc{bottom:113.792000pt;}
.y26b{bottom:114.272000pt;}
.y370{bottom:114.592000pt;}
.y520{bottom:114.752000pt;}
.y1cf{bottom:116.352000pt;}
.y4a5{bottom:116.666667pt;}
.y4b1{bottom:116.992000pt;}
.y3a1{bottom:117.472000pt;}
.y49a{bottom:118.586667pt;}
.y48b{bottom:118.594667pt;}
.y496{bottom:118.760000pt;}
.y120{bottom:119.232000pt;}
.y328{bottom:119.552000pt;}
.y4fc{bottom:120.192000pt;}
.y4e4{bottom:120.512000pt;}
.y2b9{bottom:120.832000pt;}
.y3f3{bottom:123.072000pt;}
.y44f{bottom:123.392000pt;}
.y3f{bottom:124.192000pt;}
.yc0{bottom:124.352000pt;}
.y2ff{bottom:126.432000pt;}
.y4bb{bottom:126.586667pt;}
.y16e{bottom:126.752000pt;}
.y70{bottom:126.912000pt;}
.y491{bottom:128.666667pt;}
.y1fb{bottom:128.992000pt;}
.y49f{bottom:129.152000pt;}
.y26a{bottom:129.632000pt;}
.y36f{bottom:129.792000pt;}
.y51f{bottom:130.112000pt;}
.yf1{bottom:131.392000pt;}
.y94{bottom:133.466667pt;}
.y343{bottom:133.786667pt;}
.y327{bottom:134.906667pt;}
.y296{bottom:135.386667pt;}
.y219{bottom:135.546667pt;}
.y2b8{bottom:136.186667pt;}
.y3a0{bottom:136.986667pt;}
.y3cf{bottom:137.946667pt;}
.y4b3{bottom:138.000000pt;}
.y3f2{bottom:138.426667pt;}
.y4be{bottom:138.586667pt;}
.y44e{bottom:138.746667pt;}
.y3e{bottom:139.386667pt;}
.ybf{bottom:139.546667pt;}
.y4e3{bottom:140.026667pt;}
.y2fe{bottom:141.786667pt;}
.y495{bottom:141.960000pt;}
.y16d{bottom:142.106667pt;}
.y6f{bottom:142.266667pt;}
.y11f{bottom:142.426667pt;}
.y4fb{bottom:143.386667pt;}
.y544{bottom:143.546667pt;}
.y1fa{bottom:144.346667pt;}
.y269{bottom:144.986667pt;}
.y36e{bottom:145.146667pt;}
.y51e{bottom:145.306667pt;}
.y145{bottom:148.826667pt;}
.y242{bottom:150.106667pt;}
.y326{bottom:150.266667pt;}
.y295{bottom:150.746667pt;}
.y218{bottom:150.906667pt;}
.y436{bottom:151.546667pt;}
.y3ce{bottom:153.306667pt;}
.y44d{bottom:153.946667pt;}
.ybe{bottom:154.906667pt;}
.y39b{bottom:156.506667pt;}
.y93{bottom:156.826667pt;}
.yf0{bottom:156.986667pt;}
.y2fd{bottom:157.146667pt;}
.y494{bottom:157.320000pt;}
.y6e{bottom:157.466667pt;}
.y11e{bottom:157.786667pt;}
.y4fa{bottom:158.746667pt;}
.y2b7{bottom:159.386667pt;}
.y1f9{bottom:159.546667pt;}
.y410{bottom:159.706667pt;}
.y478{bottom:160.346667pt;}
.y51d{bottom:160.666667pt;}
.y19c{bottom:161.786667pt;}
.y3d{bottom:162.746667pt;}
.y241{bottom:165.306667pt;}
.y325{bottom:165.466667pt;}
.y1ce{bottom:165.626667pt;}
.y294{bottom:166.106667pt;}
.y16c{bottom:166.426667pt;}
.y435{bottom:166.906667pt;}
.y268{bottom:168.186667pt;}
.y36d{bottom:168.346667pt;}
.y3cd{bottom:168.666667pt;}
.y44c{bottom:169.306667pt;}
.ybd{bottom:170.106667pt;}
.y2d9{bottom:171.066667pt;}
.y1fe{bottom:172.000000pt;}
.y144{bottom:172.026667pt;}
.y92{bottom:172.186667pt;}
.yef{bottom:172.346667pt;}
.y11d{bottom:173.146667pt;}
.y217{bottom:174.266667pt;}
.y1f8{bottom:174.906667pt;}
.y40f{bottom:175.066667pt;}
.y51c{bottom:176.026667pt;}
.y3f1{bottom:176.986667pt;}
.y19b{bottom:177.146667pt;}
.y3c{bottom:177.946667pt;}
.y2fc{bottom:180.346667pt;}
.y493{bottom:180.520000pt;}
.y240{bottom:180.666667pt;}
.y6d{bottom:180.826667pt;}
.y1cd{bottom:180.986667pt;}
.y293{bottom:181.306667pt;}
.y4f9{bottom:181.946667pt;}
.y434{bottom:182.106667pt;}
.y543{bottom:182.266667pt;}
.y2b6{bottom:182.746667pt;}
.y267{bottom:183.546667pt;}
.y36c{bottom:183.706667pt;}
.y3cc{bottom:183.866667pt;}
.ybc{bottom:185.466667pt;}
.y2d8{bottom:186.266667pt;}
.y91{bottom:187.386667pt;}
.yee{bottom:187.706667pt;}
.y324{bottom:188.666667pt;}
.y1f7{bottom:190.266667pt;}
.y16b{bottom:190.586667pt;}
.y51b{bottom:191.226667pt;}
.y19a{bottom:192.346667pt;}
.y44b{bottom:192.506667pt;}
.y3b{bottom:193.306667pt;}
.y2fb{bottom:195.706667pt;}
.y11c{bottom:195.866667pt;}
.y1cc{bottom:196.186667pt;}
.y292{bottom:196.666667pt;}
.y4f8{bottom:197.306667pt;}
.y433{bottom:197.466667pt;}
.y143{bottom:197.946667pt;}
.y36b{bottom:199.066667pt;}
.y3cb{bottom:199.226667pt;}
.ybb{bottom:200.826667pt;}
.y2d7{bottom:201.626667pt;}
.y323{bottom:204.026667pt;}
.y6c{bottom:204.186667pt;}
.y23f{bottom:204.826667pt;}
.y1f6{bottom:205.466667pt;}
.y2b5{bottom:205.946667pt;}
.y199{bottom:207.706667pt;}
.y11b{bottom:208.026667pt;}
.y266{bottom:209.466667pt;}
.y90{bottom:210.586667pt;}
.yed{bottom:210.906667pt;}
.y2fa{bottom:211.066667pt;}
.y1cb{bottom:211.546667pt;}
.y291{bottom:211.866667pt;}
.y432{bottom:212.666667pt;}
.y142{bottom:213.306667pt;}
.y40e{bottom:213.626667pt;}
.y36a{bottom:214.266667pt;}
.y3ca{bottom:214.586667pt;}
.y16a{bottom:214.746667pt;}
.y44a{bottom:215.866667pt;}
.yba{bottom:216.026667pt;}
.y3a{bottom:216.666667pt;}
.y4bd{bottom:217.186667pt;}
.y6b{bottom:219.386667pt;}
.y23e{bottom:220.186667pt;}
.y4f7{bottom:220.506667pt;}
.y1f5{bottom:220.826667pt;}
.y4e2{bottom:220.986667pt;}
.y2b4{bottom:221.306667pt;}
.y198{bottom:223.066667pt;}
.y3f0{bottom:223.546667pt;}
.y2d6{bottom:224.826667pt;}
.y8f{bottom:225.946667pt;}
.yf2{bottom:226.000000pt;}
.yec{bottom:226.266667pt;}
.y11a{bottom:226.586667pt;}
.y1ca{bottom:226.906667pt;}
.y290{bottom:227.226667pt;}
.y431{bottom:228.026667pt;}
.y141{bottom:228.666667pt;}
.y40d{bottom:228.986667pt;}
.y39a{bottom:229.146667pt;}
.y369{bottom:229.626667pt;}
.y3c9{bottom:229.786667pt;}
.y7{bottom:230.906667pt;}
.y39{bottom:231.866667pt;}
.y265{bottom:232.826667pt;}
.y51a{bottom:233.306667pt;}
.y6a{bottom:234.746667pt;}
.y1f4{bottom:236.186667pt;}
.y4e1{bottom:236.346667pt;}
.y169{bottom:238.106667pt;}
.y197{bottom:238.266667pt;}
.y49e{bottom:238.306667pt;}
.y3ef{bottom:238.906667pt;}
.yb9{bottom:239.386667pt;}
.y4f6{bottom:239.866667pt;}
.y2d5{bottom:240.186667pt;}
.y8e{bottom:241.306667pt;}
.yeb{bottom:241.626667pt;}
.y1c9{bottom:242.106667pt;}
.y322{bottom:242.586667pt;}
.y297{bottom:242.666667pt;}
.y430{bottom:243.386667pt;}
.y48a{bottom:243.586667pt;}
.y140{bottom:243.866667pt;}
.y40c{bottom:244.186667pt;}
.y23d{bottom:244.346667pt;}
.y399{bottom:244.506667pt;}
.y2b3{bottom:244.666667pt;}
.y368{bottom:244.986667pt;}
.y38{bottom:247.226667pt;}
.y26c{bottom:248.000000pt;}
.y28f{bottom:248.346667pt;}
.y5{bottom:249.306667pt;}
.y2f9{bottom:249.466667pt;}
.y1f3{bottom:251.386667pt;}
.y4e0{bottom:251.706667pt;}
.y519{bottom:251.866667pt;}
.y3c8{bottom:253.146667pt;}
.y168{bottom:253.306667pt;}
.y196{bottom:253.626667pt;}
.yb8{bottom:254.746667pt;}
.y2d4{bottom:255.546667pt;}
.y264{bottom:256.186667pt;}
.y8d{bottom:256.666667pt;}
.y342{bottom:256.826667pt;}
.yea{bottom:256.986667pt;}
.y1c8{bottom:257.466667pt;}
.y119{bottom:257.626667pt;}
.y69{bottom:257.946667pt;}
.y42f{bottom:258.586667pt;}
.y13f{bottom:259.226667pt;}
.y40b{bottom:259.546667pt;}
.y23c{bottom:259.706667pt;}
.y398{bottom:259.866667pt;}
.y367{bottom:260.186667pt;}
.y3ee{bottom:261.626667pt;}
.y542{bottom:261.946667pt;}
.y449{bottom:262.586667pt;}
.y2f8{bottom:264.826667pt;}
.y4ad{bottom:266.146667pt;}
.y1f2{bottom:266.746667pt;}
.y28e{bottom:267.866667pt;}
.y3c7{bottom:268.346667pt;}
.y167{bottom:268.666667pt;}
.y195{bottom:268.826667pt;}
.y37{bottom:270.426667pt;}
.y518{bottom:270.586667pt;}
.y341{bottom:272.186667pt;}
.y1c7{bottom:272.666667pt;}
.y68{bottom:273.306667pt;}
.y3ed{bottom:273.946667pt;}
.y216{bottom:274.586667pt;}
.y23b{bottom:274.906667pt;}
.y397{bottom:275.066667pt;}
.y2b2{bottom:276.026667pt;}
.y541{bottom:277.306667pt;}
.y448{bottom:277.786667pt;}
.yb7{bottom:277.946667pt;}
.y4f5{bottom:278.586667pt;}
.y300{bottom:279.333333pt;}
.y263{bottom:279.386667pt;}
.y8c{bottom:279.866667pt;}
.ye9{bottom:280.186667pt;}
.y321{bottom:281.306667pt;}
.y42e{bottom:281.946667pt;}
.y13e{bottom:282.426667pt;}
.y40a{bottom:282.746667pt;}
.y366{bottom:282.906667pt;}
.y3c6{bottom:283.706667pt;}
.y166{bottom:283.866667pt;}
.y194{bottom:284.186667pt;}
.y3ec{bottom:286.106667pt;}
.y2d3{bottom:286.746667pt;}
.y28d{bottom:287.386667pt;}
.y340{bottom:287.546667pt;}
.y1c6{bottom:288.026667pt;}
.y116{bottom:288.506667pt;}
.y67{bottom:288.666667pt;}
.y3eb{bottom:288.826667pt;}
.y1f1{bottom:289.946667pt;}
.y4df{bottom:290.266667pt;}
.y396{bottom:290.426667pt;}
.y2b1{bottom:291.226667pt;}
.y540{bottom:292.666667pt;}
.yb6{bottom:293.306667pt;}
.y36{bottom:293.786667pt;}
.y262{bottom:294.746667pt;}
.y365{bottom:295.226667pt;}
.ye8{bottom:295.546667pt;}
.y42d{bottom:297.306667pt;}
.y13d{bottom:297.786667pt;}
.y409{bottom:298.106667pt;}
.y23a{bottom:299.266667pt;}
.y193{bottom:299.586667pt;}
.y447{bottom:301.026667pt;}
.y4f4{bottom:301.826667pt;}
.y2d2{bottom:302.146667pt;}
.y33f{bottom:302.786667pt;}
.y8b{bottom:303.266667pt;}
.y3d0{bottom:304.000000pt;}
.y3ea{bottom:304.866667pt;}
.y1f0{bottom:305.346667pt;}
.y4de{bottom:305.506667pt;}
.y395{bottom:305.826667pt;}
.y2b0{bottom:306.626667pt;}
.y28c{bottom:306.946667pt;}
.y165{bottom:307.106667pt;}
.y53f{bottom:308.066667pt;}
.yb5{bottom:308.546667pt;}
.ye7{bottom:310.786667pt;}
.y1c5{bottom:311.266667pt;}
.y66{bottom:311.906667pt;}
.y320{bottom:312.546667pt;}
.y13c{bottom:313.186667pt;}
.y344{bottom:313.333333pt;}
.y364{bottom:313.826667pt;}
.y192{bottom:314.786667pt;}
.y3c5{bottom:314.946667pt;}
.y517{bottom:316.546667pt;}
.y470{bottom:316.866667pt;}
.y35{bottom:317.186667pt;}
.y261{bottom:318.146667pt;}
.y8a{bottom:318.626667pt;}
.y115{bottom:319.426667pt;}
.y1ef{bottom:320.706667pt;}
.y394{bottom:321.026667pt;}
.y2af{bottom:321.986667pt;}
.y239{bottom:322.626667pt;}
.y4e6{bottom:322.666667pt;}
.y8{bottom:322.946667pt;}
.y53e{bottom:323.266667pt;}
.y3e9{bottom:323.746667pt;}
.yb4{bottom:323.906667pt;}
.y32a{bottom:324.000000pt;}
.y446{bottom:324.386667pt;}
.y4f3{bottom:325.186667pt;}
.y2d1{bottom:325.506667pt;}
.y2f7{bottom:326.146667pt;}
.y4ba{bottom:326.306667pt;}
.y28b{bottom:326.466667pt;}
.y3f4{bottom:326.666667pt;}
.y65{bottom:327.266667pt;}
.y31f{bottom:327.906667pt;}
.y191{bottom:330.146667pt;}
.yc2{bottom:331.333333pt;}
.ye6{bottom:331.906667pt;}
.y34{bottom:332.386667pt;}
.y164{bottom:333.186667pt;}
.y260{bottom:333.346667pt;}
.y1ee{bottom:335.906667pt;}
.y13b{bottom:336.386667pt;}
.y4dd{bottom:336.866667pt;}
.y1c4{bottom:337.346667pt;}
.y238{bottom:337.826667pt;}
.y3c4{bottom:338.306667pt;}
.yb3{bottom:339.266667pt;}
.y445{bottom:339.746667pt;}
.y4f2{bottom:340.386667pt;}
.y2d0{bottom:340.706667pt;}
.y89{bottom:341.826667pt;}
.y64{bottom:342.626667pt;}
.y42c{bottom:343.106667pt;}
.y31e{bottom:343.266667pt;}
.y393{bottom:344.386667pt;}
.y362{bottom:344.706667pt;}
.y408{bottom:344.866667pt;}
.y2ae{bottom:345.186667pt;}
.y190{bottom:345.506667pt;}
.y28a{bottom:345.986667pt;}
.y53d{bottom:346.626667pt;}
.y2da{bottom:347.333333pt;}
.y499{bottom:347.586667pt;}
.y33{bottom:347.746667pt;}
.y163{bottom:348.546667pt;}
.y2f6{bottom:349.506667pt;}
.y114{bottom:350.466667pt;}
.y215{bottom:351.266667pt;}
.ye5{bottom:351.426667pt;}
.y13a{bottom:351.746667pt;}
.y4dc{bottom:352.226667pt;}
.y1c3{bottom:352.706667pt;}
.y485{bottom:352.866667pt;}
.y237{bottom:353.186667pt;}
.yb2{bottom:354.466667pt;}
.y516{bottom:355.106667pt;}
.y4f1{bottom:355.746667pt;}
.y2cf{bottom:356.066667pt;}
.y25f{bottom:356.706667pt;}
.y88{bottom:357.186667pt;}
.y33e{bottom:357.346667pt;}
.y63{bottom:357.826667pt;}
.y42b{bottom:358.466667pt;}
.y1ed{bottom:359.266667pt;}
.y392{bottom:359.746667pt;}
.y18f{bottom:360.706667pt;}
.y53c{bottom:361.986667pt;}
.y407{bottom:362.626667pt;}
.y444{bottom:362.946667pt;}
.y32{bottom:363.106667pt;}
.y31c{bottom:363.586667pt;}
.y289{bottom:365.506667pt;}
.y139{bottom:367.106667pt;}
.y1c2{bottom:367.906667pt;}
.y31b{bottom:368.066667pt;}
.y2ad{bottom:368.386667pt;}
.y3c3{bottom:369.666667pt;}
.yb1{bottom:369.826667pt;}
.y113{bottom:369.986667pt;}
.y515{bottom:370.466667pt;}
.ye4{bottom:370.946667pt;}
.y2ce{bottom:371.266667pt;}
.y25e{bottom:371.906667pt;}
.y33d{bottom:372.706667pt;}
.y62{bottom:373.186667pt;}
.y162{bottom:374.466667pt;}
.y1ec{bottom:374.626667pt;}
.y4a9{bottom:375.426667pt;}
.y361{bottom:375.746667pt;}
.y18e{bottom:376.066667pt;}
.y236{bottom:377.346667pt;}
.y443{bottom:378.306667pt;}
.y406{bottom:380.226667pt;}
.y87{bottom:380.386667pt;}
.y2f5{bottom:380.706667pt;}
.y42a{bottom:381.666667pt;}
.y391{bottom:382.946667pt;}
.y1c1{bottom:383.266667pt;}
.y2ac{bottom:383.746667pt;}
.y288{bottom:385.026667pt;}
.yb0{bottom:385.186667pt;}
.y514{bottom:385.826667pt;}
.y31{bottom:386.306667pt;}
.y4f0{bottom:386.946667pt;}
.y31a{bottom:387.586667pt;}
.y33c{bottom:388.066667pt;}
.y161{bottom:389.826667pt;}
.y138{bottom:390.306667pt;}
.y46f{bottom:390.333333pt;}
.ye3{bottom:390.466667pt;}
.y4db{bottom:390.626667pt;}
.y25d{bottom:395.266667pt;}
.y86{bottom:395.746667pt;}
.y2f4{bottom:396.066667pt;}
.y61{bottom:396.386667pt;}
.y429{bottom:397.026667pt;}
.y405{bottom:397.826667pt;}
.y2ab{bottom:399.106667pt;}
.y18d{bottom:399.266667pt;}
.y3c2{bottom:400.226667pt;}
.y53b{bottom:400.546667pt;}
.y112{bottom:400.866667pt;}
.y513{bottom:401.026667pt;}
.y235{bottom:401.506667pt;}
.y30{bottom:401.666667pt;}
.y3e7{bottom:402.146667pt;}
.y4ef{bottom:402.306667pt;}
.y2cd{bottom:402.466667pt;}
.y287{bottom:404.546667pt;}
.y160{bottom:405.026667pt;}
.y1eb{bottom:405.186667pt;}
.y137{bottom:405.666667pt;}
.y46e{bottom:405.693333pt;}
.y390{bottom:406.306667pt;}
.y1c0{bottom:406.466667pt;}
.y360{bottom:406.626667pt;}
.y319{bottom:407.266667pt;}
.yaf{bottom:407.906667pt;}
.y33b{bottom:409.026667pt;}
.ye2{bottom:410.146667pt;}
.y25c{bottom:410.626667pt;}
.y85{bottom:411.106667pt;}
.y2f3{bottom:411.266667pt;}
.y60{bottom:411.746667pt;}
.y428{bottom:412.386667pt;}
.y2aa{bottom:414.466667pt;}
.y3e5{bottom:414.626667pt;}
.y4da{bottom:414.946667pt;}
.y3c1{bottom:415.586667pt;}
.y512{bottom:416.386667pt;}
.y234{bottom:416.866667pt;}
.y4ee{bottom:417.666667pt;}
.y3e4{bottom:418.466667pt;}
.yae{bottom:420.066667pt;}
.y111{bottom:420.386667pt;}
.y46d{bottom:420.893333pt;}
.y136{bottom:421.026667pt;}
.y38f{bottom:421.506667pt;}
.y1bf{bottom:421.826667pt;}
.y53a{bottom:423.746667pt;}
.y286{bottom:424.226667pt;}
.y2f{bottom:424.866667pt;}
.y18c{bottom:425.346667pt;}
.y84{bottom:426.306667pt;}
.y2cc{bottom:426.786667pt;}
.y5f{bottom:427.106667pt;}
.y427{bottom:427.586667pt;}
.y33a{bottom:428.706667pt;}
.ydf{bottom:429.666667pt;}
.y4d9{bottom:430.306667pt;}
.y3c0{bottom:430.786667pt;}
.y35f{bottom:431.746667pt;}
.yad{bottom:432.386667pt;}
.y404{bottom:433.186667pt;}
.y25b{bottom:433.826667pt;}
.y15f{bottom:435.746667pt;}
.y46c{bottom:436.253333pt;}
.y1be{bottom:437.186667pt;}
.y3dc{bottom:437.346667pt;}
.y539{bottom:439.106667pt;}
.y511{bottom:439.586667pt;}
.y110{bottom:439.906667pt;}
.y442{bottom:440.226667pt;}
.y18b{bottom:440.546667pt;}
.y4ed{bottom:440.866667pt;}
.y233{bottom:441.026667pt;}
.y5e{bottom:442.306667pt;}
.y2f2{bottom:442.626667pt;}
.y285{bottom:443.746667pt;}
.y135{bottom:444.226667pt;}
.y2a9{bottom:445.026667pt;}
.y4d8{bottom:445.506667pt;}
.y318{bottom:446.306667pt;}
.y481{bottom:446.653333pt;}
.y2e{bottom:448.226667pt;}
.y83{bottom:449.506667pt;}
.y2cb{bottom:450.946667pt;}
.y15e{bottom:451.106667pt;}
.y46b{bottom:451.613333pt;}
.y426{bottom:451.906667pt;}
.y1bd{bottom:452.386667pt;}
.yac{bottom:452.546667pt;}
.y38e{bottom:452.866667pt;}
.y3bf{bottom:454.146667pt;}
.y538{bottom:454.466667pt;}
.y510{bottom:454.946667pt;}
.y18a{bottom:455.906667pt;}
.y4ec{bottom:456.226667pt;}
.y25a{bottom:457.186667pt;}
.y5d{bottom:457.666667pt;}
.y214{bottom:458.946667pt;}
.y10f{bottom:459.426667pt;}
.y134{bottom:459.586667pt;}
.y2a8{bottom:460.226667pt;}
.yde{bottom:460.546667pt;}
.y4d7{bottom:460.866667pt;}
.y35e{bottom:462.786667pt;}
.y284{bottom:463.266667pt;}
.y441{bottom:463.426667pt;}
.y232{bottom:464.386667pt;}
.y82{bottom:464.866667pt;}
.y317{bottom:465.826667pt;}
.y2f1{bottom:465.986667pt;}
.y1ea{bottom:466.306667pt;}
.y46a{bottom:466.813333pt;}
.y425{bottom:467.266667pt;}
.y1bc{bottom:467.746667pt;}
.y38d{bottom:468.226667pt;}
.y3be{bottom:469.506667pt;}
.y537{bottom:469.666667pt;}
.y50f{bottom:470.306667pt;}
.y96{bottom:470.666667pt;}
.yab{bottom:471.106667pt;}
.y189{bottom:471.266667pt;}
.y2d{bottom:471.586667pt;}
.y5c{bottom:472.866667pt;}
.y4b7{bottom:474.173333pt;}
.y213{bottom:474.306667pt;}
.y133{bottom:474.946667pt;}
.y2ca{bottom:475.106667pt;}
.y4d6{bottom:476.226667pt;}
.y15d{bottom:477.026667pt;}
.y440{bottom:478.786667pt;}
.y10e{bottom:478.946667pt;}
.ydd{bottom:480.066667pt;}
.y259{bottom:480.386667pt;}
.y2f0{bottom:481.186667pt;}
.y469{bottom:482.173333pt;}
.y35b{bottom:482.306667pt;}
.y424{bottom:482.466667pt;}
.y280{bottom:482.786667pt;}
.y4a8{bottom:484.573333pt;}
.y3bd{bottom:484.706667pt;}
.y536{bottom:485.026667pt;}
.y316{bottom:485.346667pt;}
.y2c{bottom:486.786667pt;}
.y492{bottom:487.293333pt;}
.y231{bottom:487.586667pt;}
.y5b{bottom:488.226667pt;}
.y1e9{bottom:489.506667pt;}
.y212{bottom:489.666667pt;}
.y403{bottom:490.306667pt;}
.yaa{bottom:490.626667pt;}
.y1bb{bottom:490.946667pt;}
.y38c{bottom:491.426667pt;}
.y2a7{bottom:491.586667pt;}
.y15c{bottom:492.226667pt;}
.y50e{bottom:493.506667pt;}
.y188{bottom:494.466667pt;}
.y339{bottom:497.506667pt;}
.y423{bottom:497.826667pt;}
.y132{bottom:498.146667pt;}
.y108{bottom:498.626667pt;}
.y2c9{bottom:499.426667pt;}
.ydc{bottom:499.586667pt;}
.y3bc{bottom:500.066667pt;}
.y535{bottom:500.386667pt;}
.y2b{bottom:502.146667pt;}
.y4eb{bottom:502.786667pt;}
.y230{bottom:502.946667pt;}
.y5a{bottom:503.586667pt;}
.y258{bottom:503.746667pt;}
.y211{bottom:504.866667pt;}
.y468{bottom:505.373333pt;}
.y4d5{bottom:506.786667pt;}
.y2a6{bottom:506.946667pt;}
.y15b{bottom:507.586667pt;}
.y50d{bottom:508.866667pt;}
.y187{bottom:509.826667pt;}
.ya8{bottom:510.146667pt;}
.y2ef{bottom:512.386667pt;}
.y338{bottom:512.866667pt;}
.y422{bottom:513.026667pt;}
.y131{bottom:513.506667pt;}
.y402{bottom:513.666667pt;}
.y38b{bottom:514.786667pt;}
.y1e8{bottom:515.586667pt;}
.y1ba{bottom:517.026667pt;}
.y2a{bottom:517.506667pt;}
.y4ea{bottom:518.146667pt;}
.y22f{bottom:518.306667pt;}
.y59{bottom:518.786667pt;}
.ydb{bottom:519.106667pt;}
.y210{bottom:520.226667pt;}
.y2bb{bottom:520.666667pt;}
.y467{bottom:520.733333pt;}
.y4d4{bottom:522.146667pt;}
.y15a{bottom:522.786667pt;}
.y3bb{bottom:523.266667pt;}
.y315{bottom:524.386667pt;}
.y186{bottom:525.026667pt;}
.y43f{bottom:525.346667pt;}
.y257{bottom:527.106667pt;}
.y337{bottom:528.226667pt;}
.ya7{bottom:529.826667pt;}
.y38a{bottom:530.146667pt;}
.y1e7{bottom:530.946667pt;}
.y50c{bottom:532.066667pt;}
.y1b9{bottom:532.386667pt;}
.y29{bottom:532.706667pt;}
.y58{bottom:534.146667pt;}
.y35a{bottom:535.266667pt;}
.y20f{bottom:535.586667pt;}
.y2ee{bottom:535.746667pt;}
.y27f{bottom:535.906667pt;}
.y466{bottom:536.093333pt;}
.y401{bottom:536.893333pt;}
.y421{bottom:537.213333pt;}
.y4d3{bottom:537.373333pt;}
.y130{bottom:537.693333pt;}
.y159{bottom:538.173333pt;}
.yda{bottom:538.653333pt;}
.y185{bottom:540.413333pt;}
.y43e{bottom:540.733333pt;}
.y22e{bottom:541.533333pt;}
.y256{bottom:542.333333pt;}
.y45a{bottom:542.813333pt;}
.y336{bottom:543.613333pt;}
.y314{bottom:543.933333pt;}
.y389{bottom:545.373333pt;}
.y1e6{bottom:546.173333pt;}
.y50b{bottom:547.453333pt;}
.y1b8{bottom:547.613333pt;}
.ya6{bottom:549.373333pt;}
.y57{bottom:549.533333pt;}
.y359{bottom:550.653333pt;}
.y20e{bottom:550.813333pt;}
.y2ed{bottom:551.133333pt;}
.y400{bottom:552.253333pt;}
.y420{bottom:552.573333pt;}
.y4d2{bottom:552.733333pt;}
.y2a5{bottom:553.533333pt;}
.y3ba{bottom:554.013333pt;}
.y2c8{bottom:554.173333pt;}
.y184{bottom:555.773333pt;}
.y47d{bottom:555.813333pt;}
.y28{bottom:555.933333pt;}
.y81{bottom:557.373333pt;}
.yd7{bottom:558.173333pt;}
.y122{bottom:558.666667pt;}
.y3db{bottom:558.813333pt;}
.y27e{bottom:559.293333pt;}
.y465{bottom:559.333333pt;}
.y12f{bottom:561.053333pt;}
.y1e5{bottom:561.533333pt;}
.y158{bottom:562.333333pt;}
.y50a{bottom:562.813333pt;}
.y107{bottom:562.973333pt;}
.y4a7{bottom:563.173333pt;}
.y313{bottom:563.453333pt;}
.y43d{bottom:563.933333pt;}
.y255{bottom:565.693333pt;}
.y335{bottom:566.813333pt;}
.y22d{bottom:567.613333pt;}
.y41f{bottom:567.933333pt;}
.y4b6{bottom:567.973333pt;}
.ya5{bottom:568.893333pt;}
.y183{bottom:570.973333pt;}
.y56{bottom:572.733333pt;}
.y459{bottom:573.533333pt;}
.y358{bottom:574.013333pt;}
.y20d{bottom:574.173333pt;}
.y388{bottom:576.573333pt;}
.y534{bottom:576.893333pt;}
.y2c7{bottom:577.213333pt;}
.y157{bottom:577.693333pt;}
.y1b7{bottom:578.173333pt;}
.y106{bottom:578.333333pt;}
.y27{bottom:579.293333pt;}
.y2a4{bottom:581.853333pt;}
.y334{bottom:582.173333pt;}
.y2ec{bottom:582.333333pt;}
.y22c{bottom:582.813333pt;}
.y312{bottom:582.973333pt;}
.y41e{bottom:583.293333pt;}
.y1e4{bottom:584.893333pt;}
.y509{bottom:586.013333pt;}
.y55{bottom:588.093333pt;}
.ya4{bottom:588.413333pt;}
.y458{bottom:588.733333pt;}
.y254{bottom:589.053333pt;}
.y357{bottom:589.373333pt;}
.y20c{bottom:589.533333pt;}
.y27d{bottom:590.493333pt;}
.y464{bottom:590.693333pt;}
.y387{bottom:591.933333pt;}
.y4d1{bottom:592.093333pt;}
.y12e{bottom:592.413333pt;}
.y3b9{bottom:592.573333pt;}
.y156{bottom:593.053333pt;}
.y1b6{bottom:593.533333pt;}
.y182{bottom:594.333333pt;}
.y333{bottom:597.533333pt;}
.y2eb{bottom:597.693333pt;}
.y22b{bottom:598.173333pt;}
.y41d{bottom:598.493333pt;}
.y54c{bottom:599.613333pt;}
.y1e3{bottom:600.093333pt;}
.y2a3{bottom:601.373333pt;}
.y105{bottom:601.693333pt;}
.y311{bottom:602.493333pt;}
.y26{bottom:602.653333pt;}
.y54{bottom:603.293333pt;}
.y356{bottom:604.573333pt;}
.y20b{bottom:604.733333pt;}
.y3da{bottom:605.373333pt;}
.y27c{bottom:605.853333pt;}
.y463{bottom:606.053333pt;}
.y386{bottom:607.293333pt;}
.y4d0{bottom:607.453333pt;}
.y12d{bottom:607.773333pt;}
.ya3{bottom:607.933333pt;}
.y1b5{bottom:608.893333pt;}
.y181{bottom:609.693333pt;}
.y80{bottom:611.293333pt;}
.y457{bottom:612.093333pt;}
.y253{bottom:612.253333pt;}
.y332{bottom:612.733333pt;}
.y22a{bottom:613.533333pt;}
.y41c{bottom:613.853333pt;}
.yd6{bottom:615.133333pt;}
.y1e2{bottom:615.453333pt;}
.y155{bottom:617.213333pt;}
.y2c6{bottom:618.653333pt;}
.y20a{bottom:620.093333pt;}
.y3d9{bottom:620.733333pt;}
.y27b{bottom:621.053333pt;}
.y3ff{bottom:621.533333pt;}
.y310{bottom:622.013333pt;}
.y385{bottom:622.653333pt;}
.y4cf{bottom:622.813333pt;}
.y3b8{bottom:623.133333pt;}
.y1b4{bottom:624.093333pt;}
.y508{bottom:624.573333pt;}
.y180{bottom:624.893333pt;}
.y355{bottom:625.693333pt;}
.y25{bottom:626.013333pt;}
.y53{bottom:626.653333pt;}
.y456{bottom:627.293333pt;}
.ya1{bottom:627.453333pt;}
.y252{bottom:627.613333pt;}
.y54b{bottom:627.933333pt;}
.y331{bottom:628.093333pt;}
.y229{bottom:628.733333pt;}
.y41b{bottom:629.053333pt;}
.y462{bottom:629.253333pt;}
.y1e1{bottom:630.813333pt;}
.y12c{bottom:631.933333pt;}
.y154{bottom:632.573333pt;}
.y104{bottom:632.893333pt;}
.y2c5{bottom:634.013333pt;}
.y27a{bottom:636.413333pt;}
.y3fe{bottom:636.733333pt;}
.y384{bottom:637.853333pt;}
.y4ce{bottom:638.013333pt;}
.yd5{bottom:638.493333pt;}
.y1b3{bottom:639.453333pt;}
.y507{bottom:639.933333pt;}
.y17f{bottom:640.253333pt;}
.y2a2{bottom:640.573333pt;}
.y24{bottom:641.213333pt;}
.y30f{bottom:641.693333pt;}
.y4a6{bottom:641.733333pt;}
.y209{bottom:643.293333pt;}
.y3d8{bottom:644.093333pt;}
.y354{bottom:645.213333pt;}
.y1e0{bottom:646.013333pt;}
.y9d{bottom:646.973333pt;}
.y12b{bottom:647.293333pt;}
.y103{bottom:648.253333pt;}
.y47c{bottom:649.733333pt;}
.y7f{bottom:649.853333pt;}
.y52{bottom:650.013333pt;}
.y455{bottom:650.653333pt;}
.y251{bottom:650.813333pt;}
.y2ea{bottom:651.613333pt;}
.y279{bottom:651.773333pt;}
.y228{bottom:652.093333pt;}
.y383{bottom:653.213333pt;}
.y54a{bottom:653.853333pt;}
.y1b2{bottom:654.813333pt;}
.y17e{bottom:655.453333pt;}
.y23{bottom:656.573333pt;}
.y153{bottom:656.733333pt;}
.y2c4{bottom:657.213333pt;}
.y208{bottom:658.653333pt;}
.y3d7{bottom:659.293333pt;}
.y2a1{bottom:660.093333pt;}
.y461{bottom:660.613333pt;}
.y1df{bottom:661.373333pt;}
.y3b7{bottom:661.693333pt;}
.y4b4{bottom:661.893333pt;}
.y4cd{bottom:662.333333pt;}
.y506{bottom:663.293333pt;}
.y102{bottom:663.613333pt;}
.y30e{bottom:664.733333pt;}
.y51{bottom:665.213333pt;}
.y454{bottom:666.013333pt;}
.y3fd{bottom:667.293333pt;}
.yd4{bottom:667.453333pt;}
.y382{bottom:668.573333pt;}
.y1b1{bottom:670.013333pt;}
.y17d{bottom:670.813333pt;}
.y12a{bottom:671.453333pt;}
.y152{bottom:671.933333pt;}
.y250{bottom:674.173333pt;}
.y3d6{bottom:674.653333pt;}
.y2e9{bottom:674.973333pt;}
.y227{bottom:675.293333pt;}
.y533{bottom:676.573333pt;}
.y3b6{bottom:677.053333pt;}
.y4cc{bottom:677.693333pt;}
.y505{bottom:678.653333pt;}
.y2a0{bottom:679.613333pt;}
.y22{bottom:679.933333pt;}
.y30d{bottom:680.253333pt;}
.y43c{bottom:680.573333pt;}
.y453{bottom:681.213333pt;}
.y330{bottom:681.853333pt;}
.y207{bottom:682.013333pt;}
.y3fc{bottom:682.653333pt;}
.y278{bottom:682.973333pt;}
.y2c3{bottom:683.133333pt;}
.y41a{bottom:683.933333pt;}
.y353{bottom:684.253333pt;}
.y1de{bottom:684.573333pt;}
.y101{bottom:686.813333pt;}
.yd0{bottom:686.973333pt;}
.y50{bottom:688.573333pt;}
.y3d5{bottom:690.013333pt;}
.y2e8{bottom:690.173333pt;}
.y381{bottom:691.613333pt;}
.y532{bottom:691.933333pt;}
.y3b5{bottom:692.413333pt;}
.y45f{bottom:692.613333pt;}
.y4cb{bottom:692.893333pt;}
.y1b0{bottom:693.213333pt;}
.y17c{bottom:694.013333pt;}
.y549{bottom:695.293333pt;}
.y129{bottom:695.613333pt;}
.y151{bottom:696.093333pt;}
.y32f{bottom:697.213333pt;}
.y24f{bottom:697.533333pt;}
.y3fb{bottom:698.013333pt;}
.y277{bottom:698.333333pt;}
.y2c2{bottom:698.493333pt;}
.y226{bottom:698.653333pt;}
.y29f{bottom:699.133333pt;}
.y419{bottom:699.293333pt;}
.y504{bottom:701.853333pt;}
.y100{bottom:702.173333pt;}
.y21{bottom:703.133333pt;}
.y9c{bottom:703.773333pt;}
.y4f{bottom:703.933333pt;}
.y452{bottom:704.573333pt;}
.y3d4{bottom:705.213333pt;}
.y531{bottom:707.293333pt;}
.y3b4{bottom:707.613333pt;}
.y4ca{bottom:708.253333pt;}
.y1dd{bottom:710.653333pt;}
.y150{bottom:711.613333pt;}
.y43b{bottom:711.773333pt;}
.y7e{bottom:711.933333pt;}
.y45e{bottom:712.133333pt;}
.ycf{bottom:712.253333pt;}
.y32e{bottom:712.573333pt;}
.y24e{bottom:712.733333pt;}
.y206{bottom:713.213333pt;}
.y276{bottom:713.693333pt;}
.y225{bottom:713.853333pt;}
.y380{bottom:715.933333pt;}
.yff{bottom:717.533333pt;}
.y30c{bottom:718.013333pt;}
.y29e{bottom:718.653333pt;}
.y4e9{bottom:719.133333pt;}
.y1af{bottom:719.293333pt;}
.y128{bottom:719.773333pt;}
.y451{bottom:719.933333pt;}
.y17b{bottom:720.093333pt;}
.y503{bottom:721.213333pt;}
.y2c1{bottom:721.693333pt;}
.y418{bottom:722.493333pt;}
.y2e7{bottom:722.653333pt;}
.y352{bottom:723.453333pt;}
.y45d{bottom:724.320000pt;}
.y1dc{bottom:725.853333pt;}
.y20{bottom:726.333333pt;}
.y4e{bottom:727.133333pt;}
.y32d{bottom:727.933333pt;}
.y205{bottom:728.573333pt;}
.y275{bottom:728.893333pt;}
.y530{bottom:730.493333pt;}
.y3b3{bottom:730.973333pt;}
.y37f{bottom:731.293333pt;}
.yce{bottom:731.773333pt;}
.yfe{bottom:732.733333pt;}
.y548{bottom:733.853333pt;}
.y1ae{bottom:734.653333pt;}
.y7d{bottom:735.133333pt;}
.y24d{bottom:736.093333pt;}
.y3d3{bottom:736.573333pt;}
.y45c{bottom:736.640000pt;}
.y30b{bottom:736.733333pt;}
.y14f{bottom:737.373333pt;}
.y417{bottom:737.853333pt;}
.y224{bottom:738.173333pt;}
.y4c9{bottom:738.653333pt;}
.y502{bottom:740.413333pt;}
.y1db{bottom:741.213333pt;}
.y4d{bottom:742.493333pt;}
.y351{bottom:742.973333pt;}
.y127{bottom:743.133333pt;}
.y204{bottom:743.933333pt;}
.y52f{bottom:745.853333pt;}
.y37e{bottom:746.653333pt;}
.y2e6{bottom:747.133333pt;}
.y2c0{bottom:747.773333pt;}
.y547{bottom:749.213333pt;}
.y1f{bottom:749.693333pt;}
.y1ad{bottom:749.853333pt;}
.y274{bottom:750.013333pt;}
.y4e8{bottom:750.333333pt;}
.y43a{bottom:750.493333pt;}
.ycd{bottom:751.293333pt;}
.y17a{bottom:751.453333pt;}
.y3d2{bottom:751.933333pt;}
.y416{bottom:753.053333pt;}
.y223{bottom:753.373333pt;}
.y30a{bottom:755.613333pt;}
.yfd{bottom:755.933333pt;}
.y1da{bottom:756.573333pt;}
.y29d{bottom:757.693333pt;}
.y7c{bottom:758.493333pt;}
.y3fa{bottom:759.773333pt;}
.y146{bottom:760.666667pt;}
.y52e{bottom:761.053333pt;}
.y14d{bottom:761.213333pt;}
.y37d{bottom:761.853333pt;}
.y3b2{bottom:762.173333pt;}
.y350{bottom:762.493333pt;}
.y4c8{bottom:762.973333pt;}
.y2bf{bottom:763.133333pt;}
.y2e5{bottom:763.773333pt;}
.y546{bottom:764.573333pt;}
.y1e{bottom:765.053333pt;}
.y1ac{bottom:765.213333pt;}
.y4c{bottom:765.693333pt;}
.y415{bottom:768.413333pt;}
.y273{bottom:769.693333pt;}
.ycb{bottom:770.813333pt;}
.yfc{bottom:771.293333pt;}
.y1d9{bottom:771.773333pt;}
.y9b{bottom:773.693333pt;}
.y309{bottom:774.533333pt;}
.y203{bottom:775.173333pt;}
.y179{bottom:775.653333pt;}
.y52d{bottom:776.453333pt;}
.y29c{bottom:777.253333pt;}
.y3b1{bottom:777.573333pt;}
.y222{bottom:777.733333pt;}
.y4c7{bottom:778.213333pt;}
.y148{bottom:779.013333pt;}
.y545{bottom:779.813333pt;}
.y1ab{bottom:780.613333pt;}
.y7b{bottom:781.733333pt;}
.y34f{bottom:782.053333pt;}
.y414{bottom:783.813333pt;}
.y37c{bottom:786.053333pt;}
.y2be{bottom:786.373333pt;}
.yfb{bottom:786.693333pt;}
.y2e4{bottom:787.813333pt;}
.y1d{bottom:788.293333pt;}
.y4b{bottom:789.093333pt;}
.y272{bottom:789.253333pt;}
.y450{bottom:789.733333pt;}
.yca{bottom:790.373333pt;}
.y202{bottom:790.533333pt;}
.y52c{bottom:791.813333pt;}
.y3b0{bottom:792.933333pt;}
.y308{bottom:793.413333pt;}
.y1d8{bottom:795.013333pt;}
.y1aa{bottom:795.813333pt;}
.y29b{bottom:796.773333pt;}
.y32c{bottom:797.093333pt;}
.y3f9{bottom:798.373333pt;}
.y413{bottom:799.013333pt;}
.y24c{bottom:799.813333pt;}
.y178{bottom:799.973333pt;}
.y221{bottom:800.933333pt;}
.y37b{bottom:801.413333pt;}
.yfa{bottom:802.053333pt;}
.y4c6{bottom:802.533333pt;}
.y2e3{bottom:803.813333pt;}
.y9a{bottom:804.453333pt;}
.y7a{bottom:805.093333pt;}
.y201{bottom:805.733333pt;}
.y52b{bottom:807.013333pt;}
.y3af{bottom:808.133333pt;}
.y271{bottom:808.773333pt;}
.y2bd{bottom:809.573333pt;}
.yc6{bottom:809.893333pt;}
.y1d7{bottom:810.373333pt;}
.y1a9{bottom:811.173333pt;}
.y1c{bottom:811.653333pt;}
.y4a{bottom:812.293333pt;}
.y34e{bottom:812.933333pt;}
.y126{bottom:813.093333pt;}
.y3f8{bottom:813.733333pt;}
.y220{bottom:816.293333pt;}
.y37a{bottom:816.613333pt;}
.y4c5{bottom:817.733333pt;}
.y2e2{bottom:819.973333pt;}
.y439{bottom:820.293333pt;}
.y79{bottom:820.453333pt;}
.y200{bottom:821.093333pt;}
.y412{bottom:822.213333pt;}
.y52a{bottom:822.373333pt;}
.yf9{bottom:823.013333pt;}
.y24b{bottom:823.173333pt;}
.y177{bottom:824.133333pt;}
.y1d6{bottom:825.733333pt;}
.y1a8{bottom:826.373333pt;}
.y32b{bottom:828.293333pt;}
.y125{bottom:828.453333pt;}
.y3f7{bottom:829.093333pt;}
.y34d{bottom:830.693333pt;}
.y307{bottom:831.173333pt;}
.y3ae{bottom:831.493333pt;}
.y501{bottom:833.093333pt;}
.y1b{bottom:835.013333pt;}
.y49{bottom:835.653333pt;}
.y29a{bottom:835.813333pt;}
.y2e1{bottom:835.973333pt;}
.y1ff{bottom:836.453333pt;}
.y529{bottom:837.733333pt;}
.y24a{bottom:838.373333pt;}
.y21f{bottom:839.653333pt;}
.y379{bottom:840.933333pt;}
.y1a7{bottom:841.733333pt;}
.y4c4{bottom:842.053333pt;}
.yf8{bottom:842.693333pt;}
.y78{bottom:843.653333pt;}
.y3f6{bottom:844.453333pt;}
.y3ad{bottom:846.853333pt;}
.y176{bottom:847.333333pt;}
.y411{bottom:848.293333pt;}
.y1d5{bottom:848.933333pt;}
.y306{bottom:850.053333pt;}
.y34c{bottom:850.213333pt;}
.y99{bottom:851.013333pt;}
.yc5{bottom:851.653333pt;}
.y2e0{bottom:851.973333pt;}
.y500{bottom:852.293333pt;}
.y528{bottom:852.933333pt;}
.y249{bottom:853.733333pt;}
.y378{bottom:856.293333pt;}
.y1a6{bottom:857.093333pt;}
.y4c3{bottom:857.413333pt;}
.y1a{bottom:858.213333pt;}
.y48{bottom:859.013333pt;}
.y3f5{bottom:859.653333pt;}
.y3ac{bottom:862.053333pt;}
.yf7{bottom:862.213333pt;}
.y175{bottom:862.693333pt;}
.y1d4{bottom:864.293333pt;}
.y299{bottom:866.213333pt;}
.y438{bottom:866.373333pt;}
.yc4{bottom:867.013333pt;}
.y305{bottom:868.933333pt;}
.y34b{bottom:869.733333pt;}
.y377{bottom:871.493333pt;}
.y4ff{bottom:871.653333pt;}
.y1a5{bottom:872.293333pt;}
.y4c2{bottom:872.613333pt;}
.y21e{bottom:873.573333pt;}
.y47{bottom:874.373333pt;}
.y124{bottom:875.013333pt;}
.y527{bottom:876.133333pt;}
.y2df{bottom:877.093333pt;}
.y248{bottom:878.053333pt;}
.y19{bottom:881.573333pt;}
.yf6{bottom:881.733333pt;}
.y2bc{bottom:882.213333pt;}
.y77{bottom:882.373333pt;}
.y3ab{bottom:885.413333pt;}
.y376{bottom:886.693333pt;}
.y174{bottom:886.853333pt;}
.y1d3{bottom:887.493333pt;}
.y1a4{bottom:887.653333pt;}
.y304{bottom:887.813333pt;}
.y21d{bottom:888.933333pt;}
.y34a{bottom:889.253333pt;}
.y46{bottom:889.573333pt;}
.yc3{bottom:890.213333pt;}
.y123{bottom:890.373333pt;}
.y526{bottom:891.493333pt;}
.y2de{bottom:893.093333pt;}
.y4fe{bottom:894.853333pt;}
.y4c1{bottom:896.773333pt;}
.y18{bottom:896.933333pt;}
.y76{bottom:897.573333pt;}
.y3aa{bottom:900.773333pt;}
.yf5{bottom:901.253333pt;}
.y247{bottom:902.213333pt;}
.y1a3{bottom:902.853333pt;}
.y26e{bottom:904.933333pt;}
.y98{bottom:905.573333pt;}
.y303{bottom:906.693333pt;}
.y349{bottom:908.773333pt;}
.y2dd{bottom:909.253333pt;}
.y375{bottom:911.013333pt;}
.y173{bottom:911.173333pt;}
.y17{bottom:912.133333pt;}
.y437{bottom:912.773333pt;}
.y45{bottom:912.933333pt;}
.y1d2{bottom:913.573333pt;}
.y525{bottom:914.853333pt;}
.y3a9{bottom:915.973333pt;}
.y1a2{bottom:918.213333pt;}
.y4e7{bottom:920.133333pt;}
.yf4{bottom:920.773333pt;}
.y75{bottom:920.933333pt;}
.y2dc{bottom:925.253333pt;}
.y302{bottom:925.573333pt;}
.y246{bottom:926.373333pt;}
.y16{bottom:927.493333pt;}
.y44{bottom:928.133333pt;}
.y348{bottom:928.293333pt;}
.y1d1{bottom:928.933333pt;}
.y524{bottom:930.213333pt;}
.y3a8{bottom:931.333333pt;}
.y1a1{bottom:933.573333pt;}
.y172{bottom:935.333333pt;}
.y21c{bottom:935.493333pt;}
.y74{bottom:936.133333pt;}
.yf3{bottom:940.293333pt;}
.y2db{bottom:941.253333pt;}
.y374{bottom:941.573333pt;}
.y3d1{bottom:943.493333pt;}
.y147{bottom:944.133333pt;}
.y301{bottom:944.453333pt;}
.y3a7{bottom:946.533333pt;}
.y347{bottom:947.813333pt;}
.y1a0{bottom:948.773333pt;}
.y171{bottom:950.533333pt;}
.y15{bottom:950.853333pt;}
.y43{bottom:951.493333pt;}
.y523{bottom:956.133333pt;}
.y21b{bottom:958.853333pt;}
.y73{bottom:959.493333pt;}
.y3a6{bottom:961.893333pt;}
.y19f{bottom:964.133333pt;}
.y373{bottom:965.733333pt;}
.y170{bottom:965.893333pt;}
.y298{bottom:966.693333pt;}
.y42{bottom:966.853333pt;}
.y346{bottom:967.333333pt;}
.y245{bottom:973.893333pt;}
.y14{bottom:974.053333pt;}
.y26d{bottom:974.693333pt;}
.y72{bottom:974.853333pt;}
.y3a5{bottom:977.253333pt;}
.y522{bottom:979.333333pt;}
.y19e{bottom:979.493333pt;}
.y16f{bottom:981.253333pt;}
.y97{bottom:982.053333pt;}
.y345{bottom:986.853333pt;}
.y244{bottom:989.253333pt;}
.y4c0{bottom:989.413333pt;}
.y41{bottom:990.053333pt;}
.y3a3{bottom:997.333333pt;}
.y13{bottom:997.413333pt;}
.y3a4{bottom:998.213333pt;}
.y4{bottom:1000.293333pt;}
.y521{bottom:1003.333333pt;}
.y243{bottom:1004.613333pt;}
.y19d{bottom:1005.253333pt;}
.y40{bottom:1005.413333pt;}
.y3{bottom:1015.680000pt;}
.y10{bottom:1021.440000pt;}
.yc{bottom:1036.666667pt;}
.yf{bottom:1040.960000pt;}
.ye{bottom:1053.120000pt;}
.yd{bottom:1065.440000pt;}
.ha{height:0.666667pt;}
.h32{height:3.200000pt;}
.h29{height:3.840000pt;}
.h33{height:16.152500pt;}
.h2c{height:16.960000pt;}
.h20{height:16.992000pt;}
.h35{height:17.120000pt;}
.h31{height:18.240000pt;}
.h5{height:18.400000pt;}
.h16{height:18.720000pt;}
.h12{height:18.752000pt;}
.h11{height:18.880000pt;}
.h15{height:18.912000pt;}
.h24{height:19.040000pt;}
.h17{height:24.480000pt;}
.h2{height:24.588750pt;}
.hb{height:25.767083pt;}
.h10{height:26.004375pt;}
.h4c{height:26.400000pt;}
.hd{height:28.843750pt;}
.hc{height:29.625000pt;}
.h14{height:30.240000pt;}
.h1c{height:30.272000pt;}
.h1b{height:30.400000pt;}
.h3a{height:31.360000pt;}
.h3{height:31.920417pt;}
.h4{height:32.214375pt;}
.h50{height:34.000000pt;}
.h7{height:38.458333pt;}
.h3d{height:38.560000pt;}
.h6{height:38.812500pt;}
.h2e{height:40.000000pt;}
.h23{height:41.600000pt;}
.hf{height:45.280000pt;}
.h18{height:45.440000pt;}
.h46{height:46.560000pt;}
.h1a{height:52.832000pt;}
.h3b{height:54.560000pt;}
.h4a{height:54.720000pt;}
.h30{height:56.000000pt;}
.h1f{height:61.120000pt;}
.h9{height:67.921875pt;}
.h38{height:69.952000pt;}
.h47{height:77.920000pt;}
.h48{height:77.952000pt;}
.h40{height:93.152000pt;}
.h3e{height:93.280000pt;}
.h41{height:108.480000pt;}
.h3f{height:108.512000pt;}
.h49{height:108.640000pt;}
.h8{height:113.120000pt;}
.h39{height:123.872000pt;}
.h42{height:139.066667pt;}
.h4d{height:147.066667pt;}
.h44{height:200.986667pt;}
.h1e{height:276.666667pt;}
.h1d{height:478.666667pt;}
.h26{height:516.666667pt;}
.he{height:566.666667pt;}
.h4b{height:570.666667pt;}
.h43{height:580.000000pt;}
.h45{height:592.000000pt;}
.h37{height:604.000000pt;}
.h3c{height:605.333333pt;}
.h27{height:690.000000pt;}
.h13{height:706.000000pt;}
.h34{height:710.666667pt;}
.h2a{height:713.333333pt;}
.h4f{height:714.666667pt;}
.h2b{height:724.000000pt;}
.h2f{height:733.333333pt;}
.h28{height:758.000000pt;}
.h22{height:789.333333pt;}
.h36{height:793.760000pt;}
.h25{height:794.666667pt;}
.h19{height:811.333333pt;}
.h21{height:865.333333pt;}
.h4e{height:937.333333pt;}
.h2d{height:940.000000pt;}
.h1{height:1121.333333pt;}
.h0{height:1122.560000pt;}
.w1a{width:10.080000pt;}
.w25{width:32.672000pt;}
.w28{width:33.280000pt;}
.w2e{width:33.312000pt;}
.w31{width:33.920000pt;}
.w22{width:35.200000pt;}
.w2b{width:35.840000pt;}
.w1d{width:36.800000pt;}
.w23{width:37.120000pt;}
.w2c{width:37.920000pt;}
.w26{width:40.000000pt;}
.w27{width:40.320000pt;}
.w2f{width:40.640000pt;}
.w30{width:40.960000pt;}
.w24{width:43.360000pt;}
.w2d{width:44.000000pt;}
.w21{width:50.432000pt;}
.w2a{width:51.072000pt;}
.w36{width:65.440000pt;}
.w38{width:65.472000pt;}
.w37{width:65.600000pt;}
.w35{width:65.632000pt;}
.w3b{width:66.080000pt;}
.w3d{width:66.112000pt;}
.w3c{width:66.240000pt;}
.w3a{width:66.272000pt;}
.w41{width:74.720000pt;}
.w40{width:74.880000pt;}
.w42{width:74.912000pt;}
.w16{width:75.520000pt;}
.w15{width:75.552000pt;}
.w11{width:83.840000pt;}
.w10{width:84.512000pt;}
.w17{width:93.600000pt;}
.w18{width:93.632000pt;}
.wa{width:93.760000pt;}
.wc{width:93.792000pt;}
.w9{width:93.920000pt;}
.w8{width:93.952000pt;}
.w4d{width:99.360000pt;}
.w4c{width:99.392000pt;}
.w19{width:107.360000pt;}
.w1b{width:107.520000pt;}
.w46{width:117.280000pt;}
.w44{width:117.312000pt;}
.w45{width:117.472000pt;}
.w4a{width:117.920000pt;}
.w48{width:117.952000pt;}
.w49{width:118.112000pt;}
.w13{width:119.232000pt;}
.w43{width:131.360000pt;}
.w47{width:132.000000pt;}
.w3e{width:187.546667pt;}
.w52{width:188.346667pt;}
.w53{width:188.506667pt;}
.w33{width:201.786667pt;}
.w32{width:211.866667pt;}
.we{width:216.346667pt;}
.wf{width:216.666667pt;}
.w7{width:225.146667pt;}
.w3f{width:226.106667pt;}
.w14{width:261.786667pt;}
.w34{width:272.986667pt;}
.w39{width:273.626667pt;}
.w1e{width:274.906667pt;}
.w20{width:285.786667pt;}
.w29{width:286.426667pt;}
.w1f{width:290.466667pt;}
.w3{width:302.266667pt;}
.w4{width:302.466667pt;}
.wd{width:319.746667pt;}
.w4b{width:403.266667pt;}
.wb{width:414.306667pt;}
.w12{width:483.586667pt;}
.w1c{width:603.453333pt;}
.w6{width:608.666667pt;}
.w5{width:768.160000pt;}
.w2{width:793.759988pt;}
.w0{width:793.760000pt;}
.w1{width:794.000000pt;}
.w51{width:859.293333pt;}
.w4f{width:938.000000pt;}
.w50{width:1122.559983pt;}
.w4e{width:1122.560000pt;}
.x0{left:0.000000pt;}
.x11{left:4.320000pt;}
.x40{left:5.760000pt;}
.x25{left:6.880000pt;}
.x9{left:9.600000pt;}
.x2c{left:11.520000pt;}
.x4c{left:12.960000pt;}
.x2d{left:13.920000pt;}
.x8{left:15.040000pt;}
.x60{left:16.160000pt;}
.x51{left:17.120000pt;}
.x23{left:18.400000pt;}
.x53{left:19.360000pt;}
.x24{left:20.800000pt;}
.x68{left:22.266667pt;}
.x13{left:23.520000pt;}
.x5b{left:25.120000pt;}
.x58{left:26.080000pt;}
.x57{left:28.320000pt;}
.x5a{left:29.280000pt;}
.x34{left:30.280000pt;}
.x59{left:31.520000pt;}
.x56{left:32.800000pt;}
.x3c{left:35.200000pt;}
.x33{left:37.000000pt;}
.x3d{left:39.200000pt;}
.x65{left:40.680000pt;}
.x67{left:42.080000pt;}
.x3a{left:44.480000pt;}
.x55{left:46.106667pt;}
.x19{left:48.480000pt;}
.x6b{left:50.080000pt;}
.x64{left:51.360000pt;}
.x2f{left:53.320000pt;}
.x38{left:54.560000pt;}
.x29{left:56.800000pt;}
.x6c{left:57.920000pt;}
.x17{left:59.040000pt;}
.x1b{left:61.920000pt;}
.x1a{left:62.880000pt;}
.x21{left:64.000000pt;}
.x26{left:65.120000pt;}
.x15{left:66.080000pt;}
.x1d{left:67.680000pt;}
.x20{left:69.120000pt;}
.x30{left:70.280000pt;}
.x1e{left:71.840000pt;}
.x1c{left:73.760000pt;}
.x1f{left:75.080000pt;}
.x28{left:76.800000pt;}
.x44{left:78.240000pt;}
.x5d{left:79.560000pt;}
.x6f{left:80.666667pt;}
.x45{left:83.040000pt;}
.x27{left:84.160000pt;}
.x75{left:85.320000pt;}
.x5{left:86.266667pt;}
.x7{left:91.066667pt;}
.xa{left:92.666667pt;}
.x2{left:94.591988pt;}
.x72{left:96.671988pt;}
.x3{left:103.034667pt;}
.x6{left:104.794667pt;}
.x79{left:113.471988pt;}
.x10{left:118.431988pt;}
.x47{left:132.672000pt;}
.x31{left:142.106655pt;}
.xf{left:154.586655pt;}
.x36{left:166.426655pt;}
.x66{left:170.746667pt;}
.x3b{left:189.466667pt;}
.x22{left:207.074667pt;}
.x6d{left:227.226667pt;}
.xc{left:244.666655pt;}
.x49{left:245.954667pt;}
.x46{left:278.114667pt;}
.x3e{left:283.746667pt;}
.x5c{left:307.746667pt;}
.x2a{left:312.386667pt;}
.x12{left:321.186667pt;}
.xb{left:331.266655pt;}
.x6e{left:345.186667pt;}
.x37{left:357.666667pt;}
.xd{left:361.666655pt;}
.x5e{left:368.866667pt;}
.x4a{left:381.666667pt;}
.x3f{left:391.746667pt;}
.x4{left:396.866667pt;}
.x41{left:402.466667pt;}
.x48{left:408.226667pt;}
.x14{left:415.773333pt;}
.x4b{left:432.733333pt;}
.x39{left:434.013333pt;}
.x5f{left:435.133333pt;}
.x70{left:463.293333pt;}
.x4d{left:468.573333pt;}
.x69{left:472.733333pt;}
.x76{left:495.746650pt;}
.x42{left:496.893333pt;}
.x73{left:499.133333pt;}
.x61{left:501.213333pt;}
.x4e{left:506.493333pt;}
.x16{left:510.333333pt;}
.x77{left:525.986650pt;}
.x2b{left:529.693333pt;}
.x6a{left:548.253333pt;}
.x4f{left:550.493333pt;}
.x62{left:567.453333pt;}
.x32{left:579.453333pt;}
.x71{left:581.213333pt;}
.x50{left:583.813333pt;}
.x43{left:591.173333pt;}
.x74{left:599.333333pt;}
.x18{left:604.933333pt;}
.x2e{left:614.853333pt;}
.x52{left:624.453333pt;}
.x63{left:633.733333pt;}
.x54{left:665.413333pt;}
.x1{left:675.333322pt;}
.x35{left:688.453322pt;}
.xe{left:693.893322pt;}
.x78{left:1017.253317pt;}
}
/*]]>*/</style><style type="text/css">/*<![CDATA[*/#page-container {background-color:#9e9e9e;background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4="); -webkit-transition:left 500ms;transition:left 500ms;}/*]]>*/</style></head><body><div id="sidebar"><div id="outline"/></div><div id="page-container"><div class="pf w0 h0" id="pf1"><div class="pc pc1 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y4 ff3 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y5 w3 h5"><div class="t m0 x3 h6 y6 ff3 fs1 fc0 sc0 ls0 ws0">Flavio Finotello<span class="fs0 fc1"> </span></div></div><div class="c x4 y5 w4 h5"><div class="t m0 x5 h6 y6 ff3 fs1 fc0 sc0 ls0 ws0">Wojciech Suchowski<span class="fs0 fc1"> </span></div></div><div class="c x2 y7 w3 h5"><div class="t m0 x6 h7 y6 ff4 fs1 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff3 fs0 fc1"> </span></div></div><div class="c x4 y7 w4 h5"><div class="t m0 x7 h7 y6 ff4 fs1 fc0 sc0 ls0 ws0">Wiceprezes Zarządu<span class="ff3 fs0 fc1"> </span></div></div><div class="c x8 y8 w5 h8"><div class="t m0 x9 h9 y9 ff5 fs2 fc2 sc0 ls0 ws0">GRUPA KAPITAŁOWA CORMAY<span class="ff3"> </span></div><div class="t m0 x9 h9 ya ff5 fs2 fc2 sc0 ls0 ws0">Sprawozdanie Zarządu z działalności<span class="ff3"> </span></div><div class="t m0 x9 h9 yb ff5 fs2 fc2 sc0 ls0 ws0">za rok zakończony 31 grudnia 202<span class="ff3">3 roku </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf2"><div class="pc pc2 w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hd y11 ff2 fs4 fc0 sc0 ls0 ws0">2 </div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y13 ff4 fs0 fc0 sc0 ls0 ws0">Spis treści<span class="ff2"> </span></div><div class="t m0 x2 h3 y14 ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ls0"> <span class="_ _1"> </span><span class="ff4">Zasady sporządzenia sprawozd<span class="_ _2"/>ania Zarząd<span class="_ _2"/>u z działalności Grupy<span class="_ _3"/></span> <span class="_ _4"/><span class="ls2">....................................................................<span class="ls0"> <span class="_ _5"/>5 </span></span></span></div><div class="t m0 x2 h3 y15 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ls0"> <span class="_ _1"> </span><span class="ff4">Zasady sporządzenia skonsol<span class="_ _2"/>idowanego spr<span class="_ _2"/>awozdania finanso<span class="_ _2"/>wego<span class="_ _2"/></span> <span class="_ _6"/><span class="ls2">................................................................<span class="ls0"> <span class="_ _5"/>5 </span></span></span></div><div class="t m0 x2 h3 y16 ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ls0"> <span class="_ _1"> </span><span class="ff4">Omówienie <span class="_ _7"> </span>podstawowych<span class="_ _2"/> <span class="_ _7"> </span>wielkości <span class="_ _7"> </span>ekonomiczno<span class="_ _2"/></span>-finansowy<span class="_ _2"/>ch <span class="_ _7"> </span>ujawnionych <span class="_ _7"> </span>w <span class="_ _7"> </span>roczn<span class="_ _2"/>ym <span class="_ _7"> </span>sprawozdaniu </span></div><div class="t m0 x2 h3 y17 ff4 fs0 fc0 sc0 ls0 ws0">finansowym, w <span class="_ _2"/>szczególności <span class="_ _2"/>opis <span class="_ _2"/>czynników i <span class="_ _2"/>zdarzeń, w <span class="_ _2"/>tym o <span class="_ _2"/>nietypowym<span class="_ _2"/> charakterze, <span class="_ _2"/>mających<span class="_ _2"/> znaczący <span class="_ _2"/>wpływ </div><div class="t m0 x2 h3 y18 ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _2"/>działalność <span class="_ _2"/>Grupy <span class="_ _2"/>i <span class="_ _2"/>sprawozdan<span class="_ _2"/>ie <span class="_ _2"/>finansowe, <span class="_ _2"/>w<span class="ff2"> tym <span class="_ _2"/>n</span>a <span class="_ _2"/>osiąg<span class="_ _2"/>nięte <span class="_ _2"/>przez <span class="_ _2"/>Grupę <span class="_ _2"/>zyski <span class="_ _2"/>lub <span class="_ _2"/>poniesi<span class="_ _2"/>one <span class="_ _2"/>straty <span class="_ _2"/>w <span class="_ _2"/>roku </div><div class="t m0 x2 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">obrotowym <span class="_ _5"/><span class="ls2">......................................................................................................................................................................<span class="ls0"> <span class="_ _5"/>5 </span></span></div><div class="t m0 x2 h3 y1a ff2 fs0 fc0 sc0 ls1 ws0">3.1.<span class="ls0"> <span class="_ _8"> </span><span class="ff4">Sprawozdanie z zysków i <span class="_ _2"/>strat</span><span class="ls2">....................................................................................................................</span> <span class="_ _5"/>5 </span></div><div class="t m0 x2 h3 y1b ff2 fs0 fc0 sc0 ls1 ws0">3.2.<span class="ls0"> <span class="_ _8"> </span>Aktywa i pasywa Grupy<span class="_ _2"/> <span class="_ _0"/><span class="ls2">..............................................................................................................................<span class="ls0"> <span class="_ _5"/>6 </span></span></span></div><div class="t m0 x2 h3 y1c ff2 fs0 fc0 sc0 ls1 ws0">3.3.<span class="ls0"> <span class="_ _8"> </span><span class="ff4">Rachunek przepływów pieniężny<span class="_ _2"/>ch</span> <span class="_ _6"/><span class="ls2">................................................................................................<span class="_ _2"/>............<span class="ls0"> <span class="_ _5"/>7 </span></span></span></div><div class="t m0 x2 h3 y1d ff2 fs0 fc0 sc0 ls1 ws0">3.4.<span class="ls0"> <span class="_ _8"> </span><span class="ff4">Analiza podstawowych <span class="_ _2"/>wskaźników<span class="_ _2"/></span> <span class="_ _4"/><span class="ls2">...........................................................................................................<span class="ls0"> <span class="_ _5"/>7 </span></span></span></div><div class="t m0 x2 h3 y1e ff2 fs0 fc0 sc0 ls1 ws0">4.<span class="ls0"> <span class="_ _1"> </span><span class="ff4">Informacje <span class="_ _9"> </span>o <span class="_ _9"/>przyjętej <span class="_ _9"/>strategii <span class="_ _9"/>rozwoju <span class="_ _9"/>Grupy <span class="_ _9"/>oraz <span class="_ _a"/>działaniach <span class="_ _9"> </span>podjętych <span class="_ _9"> </span>w <span class="_ _9"> </span>ramach <span class="_ _a"/>je<span class="_ _2"/>j <span class="_ _9"> </span>realizacji <span class="_ _9"> </span>w <span class="_ _a"/>okresi<span class="_ _2"/>e </span></span></div><div class="t m0 x2 h3 y1f ff4 fs0 fc0 sc0 ls0 ws0">objętym raportem wr<span class="_ _2"/>az z opisem per<span class="_ _2"/>spektyw rozwoju działalności <span class="_ _2"/>Grupy co najmniej w najb<span class="_ _2"/>liższym roku<span class="_ _2"/> obrotowym<span class="_ _2"/><span class="ff2"> <span class="_ _5"/>8 </span></div><div class="t m0 x2 h3 y20 ff2 fs0 fc0 sc0 ls1 ws0">4.1.<span class="ls0"> <span class="_ _8"> </span>Strategia rozwoju Grupy<span class="_ _2"/> <span class="_ _4"/><span class="ls2">.............................................................................................................................<span class="ls0"> <span class="_ _5"/>8 </span></span></span></div><div class="t m0 x2 h3 y21 ff2 fs0 fc0 sc0 ls1 ws0">4.2.<span class="ls0"> <span class="_ _8"> </span><span class="ff4">Osiągnięcia w dziedzinie bada<span class="_ _2"/>ń i r<span class="_ _2"/>ozwoju oraz perspektywy rozw<span class="_ _2"/>oju Grup<span class="_ _2"/>y</span> <span class="_ _5"/><span class="ls2">.............................................<span class="ls0"> <span class="_ _5"/>8 </span></span></span></div><div class="t m0 x2 h3 y22 ff2 fs0 fc0 sc0 ls1 ws0">5.<span class="ls0"> <span class="_ _1"> </span><span class="ff4">Opis istotnych czynnikó<span class="_ _2"/>w ryzyka i zagroże<span class="_ _2"/>ń, z określeniem, w jak<span class="_ _2"/>im stopniu Grup<span class="_ _2"/>a jest na nie nara<span class="_ _2"/>żona<span class="_ _2"/></span><span class="ls2">.......</span> <span class="_ _5"/><span class="ls1">10<span class="ls0"> </span></span></span></div><div class="t m0 x2 h3 y23 ff2 fs0 fc0 sc0 ls1 ws0">6.<span class="ls0"> <span class="_ _1"> </span><span class="ff4">Informacje <span class="_ _b"> </span>o <span class="_ _b"> </span>podstawowych <span class="_ _b"> </span>produktach, <span class="_ _b"> </span>towarach <span class="_ _b"> </span>lub <span class="_ _b"> </span>usługach <span class="_ _b"> </span>wraz <span class="_ _b"> </span>z <span class="_ _b"> </span>ich <span class="_ _b"> </span>określeniem <span class="_ _b"> </span>wartościowym </span></span></div><div class="t m0 x2 h3 y24 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">ilościowym oraz ud<span class="_ _2"/>ziałem poszc<span class="_ _2"/>zególnych produktów,<span class="_ _2"/> towarów<span class="_ _2"/> i usług <span class="_ _2"/></span>- <span class="ff4">jeże<span class="_ _2"/>li są istotne<span class="_ _2"/> </span>- albo i<span class="_ _2"/>ch grup<span class="_ _2"/> w <span class="ff4">sprzedaży<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y25 ff4 fs0 fc0 sc0 ls0 ws0">Grupy ogółem, a także zmiana<span class="_ _2"/>ch w tym zakres<span class="_ _2"/><span class="ff2">ie w danym roku<span class="_ _2"/> obrotowym<span class="_ _2"/> <span class="_ _4"/><span class="ls2">..............................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">13<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y26 ff2 fs0 fc0 sc0 ls1 ws0">6.1.<span class="ls0"> <span class="_ _8"> </span><span class="ff4">Sytuacja Grupy na tle br<span class="_ _2"/>anży i gospodar<span class="_ _2"/>ki</span> <span class="_ _4"/><span class="ls2">...............................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">13<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y27 ff2 fs0 fc0 sc0 ls1 ws0">6.2.<span class="ls0"> <span class="_ _8"> </span><span class="ff4">Podstawowe obszary działa<span class="_ _2"/>lności<span class="_ _2"/></span> <span class="_ _4"/><span class="ls2">............................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">13<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y28 ff2 fs0 fc0 sc0 ls1 ws0">6.3.<span class="ls0"> <span class="_ _8"> </span><span class="ff4">Rzeczowa struktura sprzedaż<span class="_ _2"/>y<span class="_ _2"/></span> <span class="_ _6"/><span class="ls2">.................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">16<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y29 ff2 fs0 fc0 sc0 ls1 ws0">7.<span class="ls0"> <span class="_ _1"> </span>Informacje  o  rynkach  zbytu,  z  <span class="ff4">uwzględnieniem  podziału <span class="_ _c"> </span>na  rynki  krajowe  i  zagraniczne,  oraz  informacje </span></span></div><div class="t m0 x2 h3 y2a ff2 fs0 fc0 sc0 ls0 ws0">o <span class="ff4">źródłach zaopatrzenia w materiały do produkcji, w towary i usługi<span class="_ _2"/>, z określeniem uzależnienia od jednego lub więcej </span></div><div class="t m0 x2 h3 y2b ff4 fs0 fc0 sc0 ls0 ws0">odbiorców <span class="_ _0"/>i <span class="_ _d"/>dostawców, <span class="_ _0"/>a <span class="_ _d"/>w <span class="_ _0"/>przypadku, gdy <span class="_ _d"/>udział <span class="_ _d"/>jednego odbiorcy <span class="_ _d"/>lub dostawcy <span class="_ _d"/>osiąga <span class="_ _d"/>co <span class="_ _0"/>najmniej 10% <span class="_ _d"/>przychodów </div><div class="t m0 x2 h3 y2c ff4 fs0 fc0 sc0 ls0 ws0">ze <span class="_ _a"/>sprzedaży <span class="_ _a"/>og<span class="_ _2"/>ółem <span class="_ _a"/><span class="ff2">- <span class="_ _9"> </span></span>nazwy <span class="_ _a"/>(firmy) <span class="_ _a"/>dostawcy <span class="_ _a"/>lub <span class="_ _9"> </span>odbiorcy, <span class="_ _a"/>jego <span class="_ _a"/>ud<span class="_ _2"/>ział <span class="_ _a"/>w <span class="_ _a"/>sprzedaży <span class="_ _a"/>lub <span class="_ _9"> </span>zaopatrzeniu <span class="_ _a"/>or<span class="_ _2"/>az <span class="_ _a"/>jego </div><div class="t m0 x2 h3 y2d ff4 fs0 fc0 sc0 ls0 ws0">formalne powiązania z Grup<span class="_ _2"/>ą Kapitałową CO<span class="_ _2"/>RMAY<span class="_ _2"/><span class="ff2"> <span class="_ _d"/><span class="ls2">...................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">16<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y2e ff2 fs0 fc0 sc0 ls1 ws0">7.1.<span class="ls0"> <span class="_ _8"> </span><span class="ff4">Struktura odbiorców<span class="_ _2"/></span> <span class="_ _6"/><span class="ls2">..................................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">16<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y2f ff2 fs0 fc0 sc0 ls1 ws0">7.2.<span class="ls0"> <span class="_ _8"> </span><span class="ff4">Główni dostawcy<span class="_ _2"/></span> <span class="_ _6"/><span class="ls2">.......................................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">17<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y30 ff2 fs0 fc0 sc0 ls1 ws0">8.<span class="ls0"> <span class="_ _1"> </span><span class="ff4">Informacje <span class="_ _e"> </span>o  zawartych <span class="_ _e"> </span>umowa<span class="_ _2"/>ch  znaczących <span class="_ _e"> </span>dla  d<span class="_ _2"/>ziałalności<span class="_ _2"/>  Grupy, <span class="_ _e"> </span>w  tym <span class="_ _e"> </span>znanych <span class="_ _e"> </span>Grupie <span class="_ _e"> </span>umowach </span></span></div><div class="t m0 x2 h3 y31 ff4 fs0 fc0 sc0 ls0 ws0">zawartych pomiędzy ak<span class="_ _2"/>cjonariuszami (<span class="_ _2"/>wspólnikami) umowach ube<span class="_ _2"/>zpieczenia, współpr<span class="_ _2"/>acy lub kooper<span class="_ _2"/>acji<span class="_ _2"/><span class="ff2 ls2">................<span class="ls0"> <span class="_ _5"/><span class="ls1">17<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y32 ff2 fs0 fc0 sc0 ls1 ws0">9.<span class="ls0"> <span class="_ _1"> </span><span class="ff4">Informacje <span class="_ _a"/>o <span class="_ _3"/>powiązan<span class="_ _2"/>iach <span class="_ _f"/>organizacyjnych<span class="_ _2"/> <span class="_ _f"/>lub <span class="_ _f"/>kapitałowych<span class="_ _2"/> <span class="_ _f"/>Grupy <span class="_ _f"/>z <span class="_ _f"/>innymi<span class="_ _2"/> <span class="_ _f"/>podmiotami <span class="_ _f"/>oraz<span class="_ _2"/> <span class="_ _f"/>określenie <span class="_ _f"/>jej </span></span></div><div class="t m0 x2 h3 y33 ff4 fs0 fc0 sc0 ls0 ws0">głównych inwestycji krajowych <span class="_ _0"/>i zagranicznych, <span class="_ _0"/>w<span class="ff2"> </span>szczegó<span class="_ _2"/>lności papierów wartościowych, instrumentów finansowych, </div><div class="t m0 x2 h3 y34 ff4 fs0 fc0 sc0 ls0 ws0">wartości <span class="_ _3"/>niematerialny<span class="_ _2"/>ch <span class="_ _3"/>i<span class="ff2"> prawn<span class="_ _2"/>ych <span class="_ _3"/>or</span>az <span class="_ _3"/>nier<span class="_ _2"/>uchomości, <span class="_ _3"/>w <span class="_ _3"/>t<span class="_ _2"/>ym <span class="_ _3"/>inwestycji<span class="_ _2"/> <span class="_ _3"/>kapitałowych <span class="_ _3"/>do<span class="_ _2"/>konany<span class="_ _2"/>ch <span class="_ _3"/>poza <span class="_ _3"/>jej <span class="_ _3"/>gr<span class="_ _2"/>upą </div><div class="t m0 x2 h3 y35 ff4 fs0 fc0 sc0 ls0 ws0">jednostek powiązanych, or<span class="_ _2"/>az opis metod ich <span class="_ _2"/>finansowania<span class="_ _2"/><span class="ff2"> <span class="_ _4"/><span class="ls2">.........................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">17<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y36 ff2 fs0 fc0 sc0 ls1 ws0">9.1.<span class="ls0"> <span class="_ _8"> </span><span class="ff4">Skład Grupy</span> <span class="_ _5"/><span class="ls2">..............................................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">17<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y37 ff2 fs0 fc0 sc0 ls1 ws0">9.2.<span class="ls0"> <span class="_ _8"> </span>Inwestycje Grupy <span class="_ _4"/><span class="ls2">................................<span class="_ _2"/>......................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">18<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y38 ff2 fs0 fc0 sc0 ls1 ws0">10.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Informacje <span class="_ _2"/>o <span class="_ _2"/>transakcjach <span class="_ _2"/>zawartych <span class="_ _2"/>pr<span class="_ _2"/>zez <span class="_ _2"/>Grupę <span class="_ _2"/>Kapitałową <span class="_ _2"/>CORMAY <span class="_ _2"/>z<span class="_ _2"/></span> <span class="ff4">podmiotam<span class="_ _2"/>i <span class="_ _2"/>powiązanymi <span class="_ _2"/>na <span class="_ _2"/>innych<span class="_ _2"/> </span></span></div><div class="t m0 x2 h3 y39 ff4 fs0 fc0 sc0 ls0 ws0">warunkach <span class="_ _a"/>niż <span class="_ _a"/>rynkowe, <span class="_ _a"/>wraz <span class="_ _f"/>z <span class="_ _a"/>ich <span class="_ _a"/>kwotami <span class="_ _a"/>oraz <span class="_ _a"/>informacjami <span class="_ _a"/>określającym<span class="_ _2"/>i <span class="_ _f"/>char<span class="_ _2"/>akter <span class="_ _a"/>tych <span class="_ _f"/>tr<span class="_ _2"/>ansakcji; <span class="_ _a"/>obowiązek </div><div class="t m0 x2 h3 y3a ff4 fs0 fc0 sc0 ls0 ws0">uznaje się za spełniony pr<span class="_ _2"/>zez wskazanie miej<span class="_ _2"/><span class="ff2">sca zamieszczenia<span class="_ _2"/> info<span class="_ _2"/>rmacji w sprawozdaniu finan<span class="_ _2"/>sowym<span class="_ _2"/> <span class="_ _6"/><span class="ls2">................<span class="ls0"> <span class="_ _5"/><span class="ls1">18<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y3b ff2 fs0 fc0 sc0 ls1 ws0">11.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Informacje <span class="_ _c"> </span>o <span class="_ _9"> </span>zaciągniętych <span class="_ _c"> </span>i <span class="_ _9"> </span>wypowiedzianych <span class="_ _c"> </span>w <span class="_ _9"> </span>danym <span class="_ _c"> </span>roku <span class="_ _9"> </span>obr<span class="_ _2"/>otowym <span class="_ _11"> </span>umowach <span class="_ _11"> </span>dotyczących <span class="_ _11"> </span>kredytów<span class="_ _2"/> </span></span></div><div class="t m0 x2 h3 y3c ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">pożyczek, z podaniem<span class="_ _2"/> co najmniej ich kwoty, r<span class="_ _2"/>odzaju i wysoko<span class="_ _2"/>ści stopy procento<span class="_ _2"/>wej, waluty i termi<span class="_ _2"/>nu wymagalności<span class="_ _3"/></span> </div><div class="t m0 x2 h3 y3d ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _12"> </span> <span class="_ _5"/><span class="ls2">...........................................................................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">18<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y3e ff2 fs0 fc0 sc0 ls1 ws0">12.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Informacje <span class="_ _3"/>o <span class="_ _3"/>udzielonych <span class="_ _f"/>w <span class="_ _3"/>dany<span class="_ _2"/>m <span class="_ _3"/>roku <span class="_ _3"/>obrotowym <span class="_ _3"/>po<span class="_ _2"/>życzkach, <span class="_ _f"/>w <span class="_ _3"/>tym <span class="_ _3"/>udzielonych <span class="_ _3"/>po<span class="_ _2"/>dmiotom <span class="_ _3"/>p<span class="_ _2"/>owiązanym </span></span></div><div class="t m0 x2 h3 y3f ff4 fs0 fc0 sc0 ls0 ws0">Grupy z podaniem co najmn<span class="_ _2"/>iej ich kwoty, r<span class="_ _2"/>odzaju i wysokości <span class="_ _2"/>stopy proce<span class="_ _2"/>ntowej, waluty i<span class="_ _2"/><span class="ff2"> </span>terminu <span class="_ _2"/>wymagalności<span class="_ _2"/><span class="ff2"> <span class="ls2">...</span> <span class="_ _6"/><span class="ls1">19<span class="ls0"> </span></span></span></div></div><a class="l" href="#pf5"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:1092.645000px;width:429.150000px;height:17.480000px;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:102.975000px;bottom:1066.440000px;width:429.150000px;height:17.470000px;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:102.975000px;bottom:1040.220000px;width:458.000000px;height:17.480000px;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:102.975000px;bottom:1023.015000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:1005.795000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:988.590000px;width:429.150000px;height:11.470000px;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:102.975000px;bottom:953.385000px;width:429.150000px;height:23.470000px;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:102.975000px;bottom:927.165000px;width:429.150000px;height:17.480000px;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:102.975000px;bottom:900.960000px;width:429.150000px;height:17.470000px;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:102.975000px;bottom:874.740000px;width:429.150000px;height:17.480000px;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:102.975000px;bottom:857.535000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:840.315000px;width:429.150000px;height:11.480000px;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:102.975000px;bottom:805.110000px;width:429.150000px;height:23.470000px;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:102.975000px;bottom:778.890000px;width:429.150000px;height:17.480000px;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:102.975000px;bottom:761.685000px;width:429.150000px;height:11.470000px;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:102.975000px;bottom:735.465000px;width:458.000000px;height:17.480000px;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:102.975000px;bottom:718.260000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:701.040000px;width:429.150000px;height:11.480000px;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:102.975000px;bottom:665.835000px;width:429.150000px;height:23.470000px;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:102.975000px;bottom:639.630000px;width:429.150000px;height:17.470000px;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:102.975000px;bottom:613.410000px;width:429.150000px;height:17.480000px;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:102.975000px;bottom:596.205000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:578.985000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:561.780000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:544.560000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:527.355000px;width:429.150000px;height:11.470000px;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:102.975000px;bottom:492.135000px;width:429.150000px;height:23.480000px;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:102.975000px;bottom:465.930000px;width:429.150000px;height:17.470000px;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:102.975000px;bottom:448.710000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:431.505000px;width:429.150000px;height:11.470000px;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:102.975000px;bottom:405.285000px;width:458.000000px;height:17.480000px;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:102.975000px;bottom:388.080000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:370.875000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:353.655000px;width:429.150000px;height:11.480000px;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:102.975000px;bottom:318.450000px;width:429.150000px;height:23.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf12"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:292.230000px;width:429.150000px;height:17.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf12"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:275.025000px;width:458.000000px;height:11.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf12"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:257.805000px;width:458.000000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf12"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:240.600000px;width:429.150000px;height:11.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf12"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:214.380000px;width:458.000000px;height:17.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf12"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:197.175000px;width:458.000000px;height:11.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf12"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:179.955000px;width:429.150000px;height:11.480000px;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:102.975000px;bottom:153.750000px;width:458.000000px;height:17.470000px;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:102.975000px;bottom:136.537500px;width:429.150000px;height:11.475000px;background-color:rgba(255,255,255,0.000001);"/></a></div><div class="pi"/></div><div class="pf w0 h0" id="pf3"><div class="pc pc3 w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hd y11 ff2 fs4 fc0 sc0 ls0 ws0">3 </div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff2 fs0 fc0 sc0 ls1 ws0">13.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Informacje <span class="_ _b"> </span>o <span class="_ _e"> </span>udzielonych <span class="_ _b"> </span>i <span class="_ _e"> </span>otrzymanych <span class="_ _b"> </span>w <span class="_ _e"> </span>danym <span class="_ _b"> </span>roku <span class="_ _e"> </span>obr<span class="_ _2"/>otowym <span class="_ _e"> </span>por<span class="_ _2"/>ęczeniach <span class="_ _b"> </span>i <span class="_ _e"> </span>gwarancjach, <span class="_ _b"> </span>w</span> tym<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">udzielonych podmiotom pow<span class="_ _2"/>iązanym Gr<span class="_ _2"/>upy<span class="ff2"> <span class="_ _5"/><span class="ls2">................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">19<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y42 ff2 fs0 fc0 sc0 ls1 ws0">14.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">W <span class="_ _f"/>przypadku <span class="_ _a"/>emisji <span class="_ _f"/>pap<span class="_ _2"/>ierów <span class="_ _f"/>war<span class="_ _2"/>tościowych <span class="_ _f"/>w <span class="_ _f"/>okr<span class="_ _2"/>esie <span class="_ _f"/>ob<span class="_ _2"/>jętym <span class="_ _a"/>raportem <span class="_ _9"> </span></span>- <span class="_ _f"/><span class="ff4">opis <span class="_ _f"/>wykorzystan<span class="_ _2"/>ia <span class="_ _f"/>przez <span class="_ _a"/>Grupę </span></span></div><div class="t m0 x2 h3 y43 ff4 fs0 fc0 sc0 ls0 ws0">Kapitałową CORMAY <span class="_ _2"/>wpływów z em<span class="_ _2"/>isji do chwili sporządzenia spr<span class="_ _2"/>awozdania z<span class="_ _2"/><span class="ff2"> </span>działa<span class="_ _2"/>lności<span class="ff2"> <span class="_ _5"/><span class="ls2">....................................<span class="ls0"> <span class="_ _5"/><span class="ls1">19<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y44 ff2 fs0 fc0 sc0 ls1 ws0">15.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Objaśnienie <span class="_ _13"> </span>różnic <span class="_ _13"> </span>pomiędzy <span class="_ _13"> </span>wynikami <span class="_ _13"> </span>finanso<span class="_ _2"/>wymi <span class="_ _13"> </span>wykazanym<span class="_ _2"/>i <span class="_ _13"> </span>w <span class="_ _13"> </span>raporcie <span class="_ _13"> </span>rocznym <span class="_ _13"> </span>a <span class="_ _13"> </span>wcześniej </span></span></div><div class="t m0 x2 h3 y45 ff4 fs0 fc0 sc0 ls0 ws0">publikowanymi prognozami <span class="_ _2"/>wyników na dany r<span class="_ _2"/>ok<span class="ff2"> <span class="_ _6"/><span class="ls2">........................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">19<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y46 ff2 fs0 fc0 sc0 ls1 ws0">16.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Ocena, <span class="_ _7"> </span>wraz <span class="_ _7"> </span>z <span class="_ _7"> </span>jej <span class="_ _7"> </span>uzasadnie<span class="_ _2"/>niem, <span class="_ _7"> </span>zarządzania <span class="_ _7"> </span>zasobami <span class="_ _7"> </span>fi<span class="_ _2"/>nansowymi, <span class="_ _7"> </span>z <span class="_ _7"> </span>uwzględnien<span class="_ _2"/>iem <span class="_ _7"> </span>zdolności </span></span></div><div class="t m0 x2 h3 y47 ff4 fs0 fc0 sc0 ls0 ws0">wywiązywania <span class="_ _2"/>się <span class="_ _2"/>z <span class="_ _2"/>zaciągniętyc<span class="_ _2"/>h <span class="_ _2"/>zobowiązań <span class="_ _2"/>oraz <span class="_ _2"/>określenie <span class="_ _2"/>ewentualnych <span class="_ _2"/>zag<span class="_ _2"/>rożeń <span class="_ _2"/>i <span class="_ _2"/>działań, <span class="_ _2"/>jakie <span class="_ _2"/>Grupa <span class="_ _2"/>podjęła </div><div class="t m0 x2 h3 y48 ff4 fs0 fc0 sc0 ls0 ws0">lub zamierza podjąć w ce<span class="_ _2"/>lu przeciwdziałania tym z<span class="_ _2"/>agrożen<span class="_ _2"/>iom<span class="ff2"> <span class="ls2">..................................................................................</span> <span class="_ _5"/><span class="ls1">19<span class="ls0"> </span></span></span></div><div class="t m0 x2 h3 y49 ff2 fs0 fc0 sc0 ls1 ws0">16.1.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Zarządzanie ryzykiem kur<span class="_ _2"/>sowym</span><span class="ls2">................................................................<span class="_ _2"/>..............................................</span> <span class="_ _5"/><span class="ls1">19<span class="ls0"> </span></span></span></div><div class="t m0 x2 h3 y4a ff2 fs0 fc0 sc0 ls1 ws0">16.2.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Zarządzanie ryzykiem stóp pr<span class="_ _2"/>ocentowych<span class="_ _2"/></span> <span class="_ _6"/><span class="ls2">................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">20<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y4b ff2 fs0 fc0 sc0 ls1 ws0">16.3.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Zarządzanie ryzykiem kred<span class="_ _2"/>ytowym<span class="_ _2"/></span><span class="ls2">...........................................................................................................</span> <span class="_ _5"/><span class="ls1">21<span class="ls0"> </span></span></span></div><div class="t m0 x2 h3 y4c ff2 fs0 fc0 sc0 ls1 ws0">16.4.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Zarządzanie ryzykiem zwią<span class="_ _2"/>zanym z płynno<span class="_ _2"/>ścią<span class="_ _2"/></span> <span class="_ _4"/><span class="ls2">.......................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">21<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y4d ff2 fs0 fc0 sc0 ls1 ws0">17.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Ocena <span class="_ _15"> </span>możliwości <span class="_ _15"> </span>realizacji <span class="_ _15"> </span>za<span class="_ _2"/>mierzeń <span class="_ _15"> </span>inwestycyjnych, <span class="_ _15"> </span>w <span class="_ _15"> </span>ty<span class="_ _2"/>m <span class="_ _15"> </span>inwestycji <span class="_ _15"> </span>kapitałowych, <span class="_ _15"> </span>w <span class="_ _15"> </span>po<span class="_ _2"/>równaniu </span></span></div><div class="t m0 x2 h3 y4e ff2 fs0 fc0 sc0 ls1 ws0">do<span class="ls0"> <span class="ff4">wielkości posiadanych środ<span class="_ _2"/>ków, z uwzględnien<span class="_ _2"/>iem możliwych z<span class="_ _2"/>mian w strukturze finan<span class="_ _2"/>sowania tej działalności<span class="_ _3"/></span> <span class="_ _5"/>. <span class="_ _5"/><span class="ls1">23<span class="ls0"> </span></span></span></div><div class="t m0 x2 h3 y4f ff2 fs0 fc0 sc0 ls1 ws0">18.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Ocena <span class="_ _15"> </span>czynników <span class="_ _16"> </span>i <span class="_ _16"> </span>nietypo<span class="_ _2"/>wych <span class="_ _16"> </span>zdar<span class="_ _2"/>zeń <span class="_ _16"> </span>mających <span class="_ _15"> </span>wpływ <span class="_ _16"> </span>na <span class="_ _15"> </span>wynik <span class="_ _16"> </span>z <span class="_ _15"> </span>działalności <span class="_ _16"> </span>za <span class="_ _15"> </span>rok <span class="_ _16"> </span>obrotowy, </span></span></div><div class="t m0 x2 h3 y50 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">określeniem stopnia wp<span class="_ _2"/>ływu tych czynników lub n<span class="_ _2"/>ietypowych zda<span class="_ _2"/>rzeń na osiągnięty wyni<span class="_ _2"/>k<span class="_ _2"/></span> <span class="_ _4"/><span class="ls2">....................................<span class="ls0"> <span class="_ _5"/><span class="ls1">23<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y51 ff2 fs0 fc0 sc0 ls1 ws0">19.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Charakterystyka <span class="_ _2"/>zewnętr<span class="_ _2"/>znych <span class="_ _2"/>i <span class="_ _2"/>wewnęt<span class="_ _2"/>rznych <span class="_ _2"/>czynnikó<span class="_ _2"/>w istotn<span class="_ _2"/>ych <span class="_ _2"/>dla <span class="_ _2"/>r<span class="_ _2"/>ozwoju <span class="_ _2"/>przedsiębiorstw<span class="_ _2"/> <span class="_ _2"/>spółek <span class="_ _2"/>Grup<span class="_ _2"/>y</span></span></div><div class="t m0 x2 h3 y52 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _12"> </span><span class="ls1">24</span> </div><div class="t m0 x2 h3 y53 ff2 fs0 fc0 sc0 ls1 ws0">20.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Zmiany w podstawowych za<span class="_ _2"/>sadach zarządzan<span class="_ _2"/>ia Grupą<span class="_ _2"/></span> <span class="_ _4"/><span class="ls2">...................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">24<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y54 ff2 fs0 fc0 sc0 ls1 ws0">21.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Wszelkie umowy<span class="_ _2"/> zawar<span class="_ _2"/>te m<span class="_ _2"/>iędzy <span class="_ _2"/>Grupą a <span class="_ _2"/>osobam<span class="_ _2"/>i zarządzają<span class="_ _2"/>cymi, <span class="_ _2"/>przewidujące<span class="_ _2"/> rekompe<span class="_ _2"/>nsatę <span class="_ _2"/>w przypadku<span class="_ _2"/> </span></span></div><div class="t m0 x2 h3 y55 ff2 fs0 fc0 sc0 ls0 ws0">ich r<span class="_ _2"/>ezygnacji <span class="_ _2"/>lub <span class="_ _2"/>zwolnienia <span class="_ _2"/>z za<span class="_ _2"/>jmowanego <span class="_ _2"/>stanowiska <span class="_ _2"/>bez <span class="_ _3"/><span class="ff4">ważnej <span class="_ _2"/>pr<span class="_ _2"/>zyczyny lub <span class="_ _2"/>gd<span class="_ _2"/>y ich <span class="_ _2"/>od<span class="_ _2"/>wołanie <span class="_ _2"/>lub <span class="_ _2"/>zwolnienie<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y56 ff4 fs0 fc0 sc0 ls0 ws0">następuje z<span class="ff2"> </span>powodu połąc<span class="_ _2"/>zenia spółek Gr<span class="_ _2"/>upy przez przejęcie<span class="_ _2"/><span class="ff2"> <span class="_ _5"/><span class="ls2">....................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">24<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y57 ff2 fs0 fc0 sc0 ls1 ws0">22.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Wartość wynagrodzeń<span class="_ _2"/>, nagród <span class="_ _2"/>lub <span class="_ _2"/>korzyści, w <span class="_ _2"/>tym <span class="_ _2"/>wynikających <span class="_ _2"/>z <span class="_ _2"/>programów <span class="_ _2"/>motywacyjnych <span class="_ _2"/>lub pr<span class="_ _2"/>emiowych </span></span></div><div class="t m0 x2 h3 y58 ff4 fs0 fc0 sc0 ls0 ws0">opartych <span class="_ _2"/>na <span class="_ _3"/>kapitale <span class="_ _2"/>spółek <span class="_ _3"/>Grupy, <span class="_ _2"/>w <span class="_ _3"/>szczególności <span class="_ _2"/>op<span class="_ _2"/>artych <span class="_ _2"/>na <span class="_ _3"/>obligacjach <span class="_ _2"/>z <span class="_ _2"/>pr<span class="_ _2"/>awem <span class="_ _2"/>pierwszeńst<span class="_ _2"/>wa, <span class="_ _2"/>zam<span class="_ _2"/>iennych, </div><div class="t m0 x2 h3 y59 ff2 fs0 fc0 sc0 ls0 ws0">warrantach <span class="_ _b"> </span>subskrypcyjn<span class="_ _2"/>ych, <span class="_ _b"> </span>w <span class="_ _2"/><span class="ff4">pieniądzu, <span class="_ _b"> </span>naturze <span class="_ _b"> </span>lub<span class="_ _2"/> <span class="_ _b"> </span>jakiejkol<span class="_ _2"/>wiek <span class="_ _b"> </span>innej <span class="_ _b"> </span>formie, <span class="_ _b"> </span>wyp<span class="_ _2"/>łaconych, <span class="_ _b"> </span>na<span class="_ _2"/>leżnych <span class="_ _b"> </span>lub<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y5a ff4 fs0 fc0 sc0 ls0 ws0">potencjalnie <span class="_ _15"> </span>należnych, <span class="_ _15"> </span>odręb<span class="_ _2"/>nie <span class="_ _15"> </span>dla <span class="_ _15"> </span>każdej <span class="_ _15"> </span>z<span class="_ _2"/><span class="ff2"> </span>osób <span class="_ _15"> </span>zarządzaj<span class="_ _2"/>ących, <span class="_ _15"> </span>nadzorujący<span class="_ _2"/>ch <span class="_ _15"> </span>albo <span class="_ _16"> </span>c<span class="_ _2"/>złonków <span class="_ _15"> </span>organó<span class="_ _2"/>w </div><div class="t m0 x2 h3 y5b ff4 fs0 fc0 sc0 ls0 ws0">administrujących <span class="_ _a"/>spółek <span class="_ _a"/>Grupy <span class="_ _a"/>w<span class="ff2"> <span class="_ _2"/></span>przedsiębiorstwach <span class="_ _a"/>spółek <span class="_ _a"/>Grupy, <span class="_ _a"/>bez <span class="_ _a"/>względu <span class="_ _a"/>na <span class="_ _a"/>to, <span class="_ _a"/>czy <span class="_ _a"/>odpo<span class="_ _2"/>wiednio <span class="_ _f"/>były <span class="_ _a"/>one </div><div class="t m0 x2 h3 y5c ff4 fs0 fc0 sc0 ls0 ws0">zaliczane <span class="_ _f"/>w <span class="_ _3"/>koszt<span class="_ _2"/>y, <span class="_ _3"/>czy <span class="_ _f"/>wynikały<span class="_ _2"/> <span class="_ _3"/>z <span class="_ _f"/>podziału <span class="_ _f"/>zysku, <span class="_ _f"/>a <span class="_ _f"/>w <span class="_ _3"/>przypad<span class="_ _2"/>ku <span class="_ _f"/>gdy <span class="_ _3"/>spółk<span class="_ _2"/>i <span class="_ _3"/>Grupy <span class="_ _f"/>są <span class="_ _f"/>jednostka<span class="_ _2"/>mi <span class="_ _3"/>do<span class="_ _2"/>minującymi, </div><div class="t m0 x2 h3 y5d ff4 fs0 fc0 sc0 ls0 ws0">znaczącymi <span class="_ _16"> </span>inwestorami, <span class="_ _16"> </span>wspólnikami <span class="_ _16"> </span>jednostki <span class="_ _16"> </span>współzależnej <span class="_ _16"> </span>lub <span class="_ _16"> </span>odpowiednio <span class="_ _b"> </span>jedn<span class="_ _2"/>ostkami <span class="_ _16"> </span>będącymi <span class="_ _16"> </span>stroną </div><div class="t m0 x2 h3 y5e ff4 fs0 fc0 sc0 ls0 ws0">wspólnego <span class="_ _2"/>ustalenia <span class="_ _2"/>um<span class="_ _2"/>ownego <span class="_ _3"/>w rozu<span class="_ _2"/>mieniu <span class="_ _2"/>obowiązujący<span class="_ _2"/>ch <span class="_ _2"/>spółki <span class="_ _2"/>Grupy <span class="_ _2"/>przep<span class="_ _2"/>isów <span class="_ _2"/>o<span class="_ _2"/><span class="ff2"> </span>rachunko<span class="_ _2"/>wości <span class="_ _2"/><span class="ff2">- <span class="_ _2"/>oddz<span class="_ _2"/>ielnie </span></div><div class="t m0 x2 h3 y5f ff4 fs0 fc0 sc0 ls0 ws0">informacje <span class="_ _b"> </span>o <span class="_ _16"> </span>wartości <span class="_ _b"> </span>wynag<span class="_ _2"/>rodzeń <span class="_ _16"> </span>i <span class="_ _b"> </span>nagród <span class="_ _16"> </span>otrzymanych <span class="_ _16"> </span>z <span class="_ _b"> </span>tytułu <span class="_ _16"> </span>pełnienia <span class="_ _b"> </span>funkcji<span class="_ _2"/> <span class="_ _b"> </span>we <span class="_ _16"> </span>władzach <span class="_ _16"> </span>jednostek </div><div class="t m0 x2 h3 y60 ff4 fs0 fc0 sc0 ls0 ws0">podporządkowanych; <span class="_ _2"/>jeże<span class="_ _2"/>li od<span class="_ _2"/>powiednie <span class="_ _2"/>informacje <span class="_ _2"/>zo<span class="_ _2"/>stały <span class="_ _2"/>przed<span class="_ _2"/>s<span class="_ _2"/><span class="ff2">tawione <span class="_ _2"/>w <span class="_ _2"/>sprawozdaniu <span class="_ _2"/>finan<span class="_ _2"/>sowym <span class="_ _3"/>- <span class="_ _2"/></span>obowiązek </div><div class="t m0 x2 h3 y61 ff4 fs0 fc0 sc0 ls0 ws0">uznaje się za spełniony pop<span class="_ _2"/>rzez wskazanie miej<span class="_ _2"/>sca ich zamieszcz<span class="_ _2"/>enia w<span class="_ _2"/><span class="ff2"> sprawozdaniu finan<span class="_ _2"/>sowym<span class="_ _2"/> <span class="ls2">......................</span> <span class="_ _5"/><span class="ls1">25<span class="ls0"> </span></span></span></div><div class="t m0 x2 h3 y62 ff2 fs0 fc0 sc0 ls1 ws0">23.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Informacje <span class="_ _9"> </span>o <span class="_ _a"/>wszelk<span class="_ _2"/>ich <span class="_ _a"/>zobow<span class="_ _2"/>iązaniach <span class="_ _9"> </span>wynikających <span class="_ _9"> </span>z <span class="_ _9"> </span>emerytu<span class="_ _2"/>r <span class="_ _9"> </span>i <span class="_ _a"/>świadczeń <span class="_ _9"> </span>o <span class="_ _a"> </span>po<span class="_ _2"/>dobnym <span class="_ _9"> </span>char<span class="_ _2"/>akterze <span class="_ _9"> </span>dla </span></span></div><div class="t m0 x2 h3 y63 ff4 fs0 fc0 sc0 ls0 ws0">byłych <span class="_ _2"/>osób <span class="_ _2"/>zar<span class="_ _2"/>ządzających, <span class="_ _2"/>nad<span class="_ _2"/>zorujących <span class="_ _3"/>albo <span class="_ _2"/>byłych <span class="_ _2"/>członkó<span class="_ _2"/>w <span class="_ _2"/>organów <span class="_ _3"/>administrujących <span class="_ _2"/>or<span class="_ _2"/>az <span class="_ _2"/>o <span class="_ _2"/>zob<span class="_ _2"/>owiązaniach </div><div class="t m0 x2 h3 y64 ff4 fs0 fc0 sc0 ls0 ws0">zaciągniętych  w <span class="_ _11"> </span>związku  z <span class="_ _11"> </span>tymi<span class="_ _2"/> <span class="_ _11"> </span>em<span class="_ _2"/>eryturami,  ze  wskazaniem <span class="_ _11"> </span>k<span class="_ _2"/>woty <span class="_ _11"> </span>ogółem<span class="_ _2"/>  dla <span class="_ _11"> </span>każdej  kategorii <span class="_ _11"> </span>organu<span class="_ _2"/>; <span class="_ _11"> </span>jeże<span class="_ _2"/>li </div><div class="t m0 x2 h3 y65 ff4 fs0 fc0 sc0 ls0 ws0">odpowiednie <span class="_ _9"> </span>informacje <span class="_ _9"> </span>zostały <span class="_ _9"> </span>przedstawione <span class="_ _9"> </span>w <span class="_ _9"> </span>sprawozdaniu<span class="_ _2"/> <span class="_ _a"/>f<span class="_ _2"/>inansowym <span class="_ _11"> </span><span class="ff2">- <span class="_ _9"> </span></span>obowiązek <span class="_ _9"> </span>uznaje <span class="_ _9"> </span>się <span class="_ _9"> </span>za <span class="_ _9"> </span>spełniony </div><div class="t m0 x2 h3 y66 ff2 fs0 fc0 sc0 ls0 ws0">poprzez wskazanie mie<span class="_ _2"/>jsca ich zamieszczenia w<span class="_ _2"/> sprawozdan<span class="_ _2"/>iu finansowym<span class="_ _2"/> <span class="_ _6"/><span class="ls2">.............................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">25<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y67 ff2 fs0 fc0 sc0 ls1 ws0">24.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Określenie <span class="_ _a"/>łącznej <span class="_ _a"/>liczby <span class="_ _a"/>i <span class="_ _a"/>wartości <span class="_ _a"/>nominalnej <span class="_ _9"> </span>wszystkich <span class="_ _a"/>akcji <span class="_ _a"/>Jednostki <span class="_ _a"/>Dominu<span class="_ _2"/>jącej <span class="_ _a"/>oraz <span class="_ _a"/>akcji <span class="_ _a"/>i<span class="_ _3"/></span> <span class="ff4">udziałów </span></span></div><div class="t m0 x2 h3 y68 ff4 fs0 fc0 sc0 ls0 ws0">odpowiednio <span class="_ _a"/>w <span class="_ _a"/>jej <span class="_ _a"/>podmiotach <span class="_ _a"/>p<span class="_ _2"/>owiązanych, <span class="_ _a"/>będących <span class="_ _a"/>w<span class="_ _2"/><span class="ff2"> </span>posiad<span class="_ _2"/>aniu <span class="_ _a"/>osób <span class="_ _a"/>zarządzając<span class="_ _2"/>ych <span class="_ _f"/>i <span class="_ _a"/>nad<span class="_ _2"/>zorujących <span class="_ _a"/>spółek </div><div class="t m0 x2 h3 y69 ff4 fs0 fc0 sc0 ls0 ws0">Grupy, oddzielnie dla każde<span class="_ _2"/>j osoby<span class="_ _2"/><span class="ff2"> <span class="_ _6"/><span class="ls2">..............................................................................................................................<span class="ls0"> <span class="_ _6"/><span class="ls1">25<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y6a ff2 fs0 fc0 sc0 ls1 ws0">25.<span class="ls0"> <span class="_ _10"> </span>Informacje  o  znanych<span class="_ _2"/>  Grupie  u<span class="_ _2"/>mowach,  w  tym  zawar<span class="_ _2"/>tych  po <span class="_ _e"> </span>dniu  bilansowym, <span class="_ _e"> </span>w<span class="_ _2"/> <span class="ff4">wyniku <span class="_ _e"> </span>których  mogą<span class="_ _2"/> </span></span></div><div class="t m0 x2 h3 y6b ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">przyszłości nastąpić </span>zmiany w <span class="_ _d"/>pr<span class="_ _2"/>oporcjach posiadanych akcji <span class="_ _0"/>przez dotychczasowych akcjonariuszy i obligatarius<span class="_ _2"/>zy</div><div class="t m0 x2 h3 y6c ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _12"> </span> <span class="_ _5"/><span class="ls2">...........................................................................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">25<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y6d ff2 fs0 fc0 sc0 ls1 ws0">26.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Informacje o systemie kontr<span class="_ _2"/>oli program<span class="_ _2"/>ów akcji pracowniczych<span class="_ _3"/></span><span class="ls2">........................................................................</span> <span class="_ _5"/><span class="ls1">26<span class="ls0"> </span></span></span></div><div class="t m0 x2 h3 y6e ff2 fs0 fc0 sc0 ls1 ws0">27.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Wskazanie: (i) daty zawarcia przez spółki Gr<span class="_ _2"/>upy umowy z firmą audytorską o dokon<span class="_ _2"/>anie badania lub przeglądu </span></span></div><div class="t m0 x2 h3 y6f ff4 fs0 fc0 sc0 ls0 ws0">sprawozdania finanso<span class="_ _2"/>wego lub sk<span class="_ _2"/>onsolidowanego sprawo<span class="_ _2"/>zdania finanso<span class="_ _2"/>wego oraz okresu, na <span class="_ _2"/>jaki została zawar<span class="_ _2"/>ta ta </div><div class="t m0 x2 h3 y70 ff4 fs0 fc0 sc0 ls0 ws0">umowa, <span class="_ _3"/>(ii) <span class="_ _2"/>czy<span class="_ _2"/> <span class="_ _3"/>spółki <span class="_ _3"/>Grupy <span class="_ _3"/>korzystał<span class="_ _2"/>y <span class="_ _2"/>z<span class="_ _2"/> <span class="_ _3"/>usług <span class="_ _3"/>wybranej <span class="_ _3"/>firmy <span class="_ _3"/>audytor<span class="_ _2"/>skiej, <span class="_ _2"/>a<span class="_ _2"/><span class="ff2"> </span>jeże<span class="_ _2"/>li <span class="_ _2"/>tak,<span class="_ _2"/> <span class="_ _3"/>to <span class="_ _2"/>w<span class="_ _2"/> <span class="_ _3"/>jakim <span class="_ _3"/>okresie <span class="_ _3"/>i <span class="_ _3"/>jaki <span class="_ _2"/>b<span class="_ _2"/>ył </div><div class="t m0 x2 h3 y71 ff4 fs0 fc0 sc0 ls0 ws0">zakres  tych <span class="_ _e"> </span>usług,  (<span class="_ _2"/>iii)  organu, <span class="_ _e"> </span>który <span class="_ _e"> </span>dokonał  wybor<span class="_ _2"/>u  firmy <span class="_ _e"> </span>audytorskiej, <span class="_ _e"> </span>(iv)  wynagr<span class="_ _2"/>odzenia <span class="_ _e"> </span>firmy  au<span class="_ _2"/>dytorskiej </div></div><a class="l" href="#pf13"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:1118.865000px;width:458.000000px;height:17.470000px;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:102.975000px;bottom:1110.645000px;width:429.150000px;height:11.480000px;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:102.975000px;bottom:1084.440000px;width:458.000000px;height:17.470000px;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:102.975000px;bottom:1067.220000px;width:429.150000px;height:11.480000px;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:102.975000px;bottom:1041.015000px;width:458.000000px;height:17.470000px;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:102.975000px;bottom:1023.795000px;width:429.150000px;height:11.480000px;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:102.975000px;bottom:997.590000px;width:458.000000px;height:17.470000px;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:102.975000px;bottom:980.385000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:963.165000px;width:429.150000px;height:11.480000px;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:102.975000px;bottom:927.960000px;width:429.150000px;height:23.470000px;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:102.975000px;bottom:901.740000px;width:429.150000px;height:17.480000px;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:102.975000px;bottom:875.535000px;width:429.150000px;height:17.470000px;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:102.975000px;bottom:849.315000px;width:429.150000px;height:17.480000px;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:102.975000px;bottom:832.110000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:814.890000px;width:429.150000px;height:11.480000px;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:102.975000px;bottom:788.685000px;width:458.000000px;height:17.470000px;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:102.975000px;bottom:771.465000px;width:429.150000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf18"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:745.260000px;width:458.000000px;height:17.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf18"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:728.040000px;width:37.620000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf18"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:701.835000px;width:429.150000px;height:17.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf18"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:675.630000px;width:458.000000px;height:17.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf18"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:658.410000px;width:458.000000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf18"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:641.205000px;width:429.150000px;height:11.470000px;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:102.975000px;bottom:614.985000px;width:458.000000px;height:17.480000px;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:102.975000px;bottom:597.780000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:580.560000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:563.355000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:546.135000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:528.930000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:511.710000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:494.505000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:477.285000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:460.080000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:442.875000px;width:429.150000px;height:11.470000px;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:102.975000px;bottom:416.655000px;width:458.000000px;height:17.480000px;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:102.975000px;bottom:399.450000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:382.230000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:365.025000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:347.805000px;width:429.150000px;height:11.480000px;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:102.975000px;bottom:321.600000px;width:458.000000px;height:17.470000px;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:102.975000px;bottom:304.380000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:287.175000px;width:429.150000px;height:11.470000px;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:102.975000px;bottom:260.955000px;width:458.000000px;height:17.480000px;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:102.975000px;bottom:243.750000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:226.530000px;width:429.150000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1a"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:200.325000px;width:429.150000px;height:17.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1a"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:174.120000px;width:458.000000px;height:17.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1a"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:156.900000px;width:458.000000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1a"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:139.689000px;width:458.000000px;height:11.474000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1a"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:122.478000px;width:458.000000px;height:11.474000px;background-color:rgba(255,255,255,0.000001);"/></a></div><div class="pi"/></div><div class="pf w0 h0" id="pf4"><div class="pc pc4 w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hd y11 ff2 fs4 fc0 sc0 ls0 ws0">4 </div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">wypłaconego <span class="_ _2"/>lub <span class="_ _3"/>należnego <span class="_ _2"/>za <span class="_ _3"/>rok <span class="_ _2"/>obrotowy <span class="_ _3"/>i <span class="_ _2"/>poprzedni <span class="_ _3"/>rok <span class="_ _2"/>obrotowy, <span class="_ _2"/>odręb<span class="_ _2"/>nie <span class="_ _2"/>za <span class="_ _2"/>ba<span class="_ _2"/>danie <span class="_ _2"/>rocznego <span class="_ _2"/>spr<span class="_ _2"/>awozdania </div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">finansowego, <span class="_ _a"/>inne <span class="_ _a"/>u<span class="_ _2"/>sługi <span class="_ _a"/>atesta<span class="_ _2"/>cyjne, <span class="_ _9"> </span>w <span class="_ _a"/>tym <span class="_ _a"/>pr<span class="_ _2"/>zegląd <span class="_ _a"/>sprawozda<span class="_ _2"/>nia <span class="_ _a"/>finansowego, <span class="_ _9"> </span>usługi <span class="_ _a"/>dorad<span class="_ _2"/>ztwa <span class="_ _a"/>poda<span class="_ _2"/>tkowego </div><div class="t m0 x2 h3 y72 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">pozostałe usługi, z<span class="_ _2"/> tym że ob<span class="_ _2"/>owiązek<span class="_ _2"/></span> <span class="ff4">uznaje się <span class="_ _2"/>za spełniony, je<span class="_ _2"/>żeli zostanie<span class="_ _2"/> wskazane m<span class="_ _2"/>iejsce za<span class="_ _2"/>mieszczenia tych<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y73 ff2 fs0 fc0 sc0 ls0 ws0">informacji w sprawozdaniu f<span class="_ _2"/>inansowym<span class="_ _2"/> <span class="_ _d"/><span class="ls2">.......................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">26<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y74 ff2 fs0 fc0 sc0 ls1 ws0">28.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Charakterystyka <span class="_ _3"/>struktury <span class="_ _3"/>aktywów <span class="_ _3"/>i <span class="_ _3"/>pasywów <span class="_ _3"/>skonso<span class="_ _2"/>lidowanego <span class="_ _3"/>bilansu<span class="_ _2"/>, <span class="_ _2"/>w<span class="_ _2"/> <span class="_ _3"/>tym <span class="_ _3"/>z <span class="_ _2"/>punktu<span class="_ _2"/> <span class="_ _3"/>widzenia<span class="_ _2"/> <span class="_ _2"/>płynn<span class="_ _2"/>ości </span></span></div><div class="t m0 x2 h3 y75 ff2 fs0 fc0 sc0 ls0 ws0">Grupy <span class="_ _d"/> <span class="_ _5"/><span class="ls2">...........................................................................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">26<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y76 ff2 fs0 fc0 sc0 ls1 ws0">29.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Ważniejsze zda<span class="_ _2"/>rzenia mające<span class="_ _2"/> <span class="_ _2"/>znaczący <span class="_ _2"/>wpływ <span class="_ _2"/>na d<span class="_ _2"/>ziałalność <span class="_ _2"/>oraz wyniki<span class="_ _2"/> finansowe<span class="_ _2"/> Grupy <span class="_ _2"/>w roku<span class="_ _2"/> <span class="_ _2"/>obrotowym </span></span></div><div class="t m0 x2 h3 y77 ff4 fs0 fc0 sc0 ls0 ws0">lub których wpływ jest możli<span class="_ _2"/>wy w następnych lata<span class="_ _2"/>ch<span class="_ _2"/><span class="ff2"> <span class="_ _d"/><span class="ls2">...................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">27<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y48 ff2 fs0 fc0 sc0 ls1 ws0">30.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Opis struktury głównych loka<span class="_ _2"/>t kapitałowych lub g<span class="_ _2"/>łównych inwestycj<span class="_ _2"/>i kapitałowych do<span class="_ _2"/>konanych w<span class="_ _2"/></span> ram<span class="_ _2"/>ach Grupy </span></div><div class="t m0 x2 h3 y78 ff2 fs0 fc0 sc0 ls0 ws0">w danym roku obrotowym<span class="_ _2"/> <span class="ls2">............................................................................................................................................</span> <span class="_ _5"/><span class="ls1">28<span class="ls0"> </span></span></div><div class="t m0 x2 h3 y79 ff2 fs0 fc0 sc0 ls1 ws0">31.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Opis <span class="_ _a"/>organizacji <span class="_ _a"/>Grup<span class="_ _2"/>y <span class="_ _a"/>ze <span class="_ _a"/>wskazaniem <span class="_ _9"> </span>jednostek <span class="_ _a"/>podlegających<span class="_ _2"/> <span class="_ _a"/>konsolidacji <span class="_ _a"/>oraz <span class="_ _9"> </span>opis <span class="_ _a"/>zmian <span class="_ _a"/>w <span class="_ _a"/>organizacji<span class="_ _2"/> </span></span></div><div class="t m0 x2 h3 y7a ff2 fs0 fc0 sc0 ls0 ws0">Grupy wraz z podaniem ich pr<span class="_ _2"/>zyczyn <span class="_ _6"/><span class="ls2">...........................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">28<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y7b ff2 fs0 fc0 sc0 ls1 ws0">32.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Charakterystyka polityki w zakr<span class="_ _2"/>esie kierunków r<span class="_ _2"/>ozwoju Grupy<span class="_ _2"/></span> <span class="_ _17"/><span class="ls2">..........................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">28<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y7c ff2 fs0 fc0 sc0 ls1 ws0">33.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Opis istotnych pozycji pozab<span class="_ _2"/>ilansowych w ujęc<span class="_ _2"/>iu podmiotowym, pr<span class="_ _2"/>zedmiotowym i wartośc<span class="_ _2"/>iowym<span class="_ _3"/></span> <span class="_ _4"/><span class="ls2">..................<span class="ls0"> <span class="_ _5"/><span class="ls1">28<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y7d ff2 fs0 fc0 sc0 ls1 ws0">34.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Oświadczenie Zarządu Jedno<span class="_ _2"/>stki Dominującej o r<span class="_ _2"/>zetelności sprawo<span class="_ _2"/>zdań<span class="_ _2"/></span> <span class="_ _6"/><span class="ls2">........................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">28<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y7e ff2 fs0 fc0 sc0 ls1 ws0">35.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Informacja Zarządu Je<span class="_ _2"/>dnostki Dominującej o wybo<span class="_ _2"/>rze firmy audyto<span class="_ _2"/>rskiej<span class="_ _2"/></span> <span class="_ _17"/><span class="ls2">.........................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">29<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y50 ff2 fs0 fc0 sc0 ls1 ws0">36.<span class="ls0"> <span class="_ _10"> </span><span class="ff4">Oświadczenie Zarządu Jedno<span class="_ _2"/>stki Dominującej o sto<span class="_ _2"/>sowaniu ładu k<span class="_ _2"/>orporacyjnego<span class="_ _2"/></span> <span class="_ _4"/><span class="ls2">..........................................<span class="ls0"> <span class="_ _6"/><span class="ls1">30<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y51 ff2 fs0 fc0 sc0 ls1 ws0">36.1.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Wskazanie <span class="_ _a"/>zbioru <span class="_ _a"/>zasad <span class="_ _9"> </span>ładu <span class="_ _a"/>korporacyjnego, <span class="_ _9"> </span>któremu <span class="_ _a"/>podlega <span class="_ _a"/>Jedno<span class="_ _2"/>stka <span class="_ _a"/>Dominująca, <span class="_ _a"/>or<span class="_ _2"/>az <span class="_ _a"/>miejsca, </span></span></div><div class="t m0 xf h3 y7f ff4 fs0 fc0 sc0 ls0 ws0">gdzie tekst zbioru zasad je<span class="_ _2"/>st publicznie dostępny<span class="_ _3"/><span class="ff2"> <span class="_ _5"/><span class="ls2">....................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">30<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y53 ff2 fs0 fc0 sc0 ls1 ws0">36.2.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">W zakresie, <span class="_ _3"/>w ja<span class="_ _2"/>kim <span class="_ _2"/>Jednostka <span class="_ _2"/>Dominująca <span class="_ _2"/>odstąp<span class="_ _2"/>iła od<span class="_ _2"/> <span class="_ _2"/>po<span class="_ _2"/>stanowień <span class="_ _2"/>zbior<span class="_ _2"/>u <span class="_ _2"/>zasad <span class="_ _2"/>ładu <span class="_ _2"/>korporacyj<span class="_ _2"/>nego </span></span></div><div class="t m0 xf h3 y80 ff2 fs0 fc0 sc0 ls0 ws0">- <span class="ff4">wskazanie tych postano<span class="_ _2"/>wień oraz wyjaśnienie p<span class="_ _2"/>rzyczyn tego ods<span class="_ _2"/>tąpienia<span class="_ _2"/></span> <span class="_ _6"/><span class="ls2">............................................<span class="ls0"> <span class="_ _5"/><span class="ls1">30<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y55 ff2 fs0 fc0 sc0 ls1 ws0">36.3.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Opis <span class="_ _d"/>główn<span class="_ _2"/>ych cech <span class="_ _d"/>stoso<span class="_ _2"/>wanych w <span class="_ _d"/>Jednostce Dominującej <span class="_ _0"/>system<span class="_ _2"/>ów <span class="_ _d"/>kon<span class="_ _2"/>troli wewnętrznej <span class="_ _d"/>i zarządzania </span></span></div><div class="t m0 xf h3 y56 ff4 fs0 fc0 sc0 ls0 ws0">ryzykiem <span class="_ _7"> </span>w <span class="_ _15"> </span>odniesieniu <span class="_ _7"> </span>do <span class="_ _7"> </span>procesu <span class="_ _7"> </span>sporządzania <span class="_ _15"> </span>spr<span class="_ _2"/>awozdań <span class="_ _7"> </span>finansowych <span class="_ _7"> </span>i <span class="_ _15"> </span>skonsolidowa<span class="_ _2"/>nych </div><div class="t m0 xf h3 y81 ff4 fs0 fc0 sc0 ls0 ws0">sprawozdań finansowych<span class="_ _2"/><span class="ff2"> <span class="ls2">.........................................................................................................................</span> <span class="_ _5"/><span class="ls1">35<span class="ls0"> </span></span></span></div><div class="t m0 x2 h3 y58 ff2 fs0 fc0 sc0 ls1 ws0">36.4.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Wskazanie  akcjonariuszy  posiadających  bezpośrednio  lub <span class="_ _11"> </span>pośre<span class="_ _2"/>dnio  znaczne <span class="_ _11"> </span>pa<span class="_ _2"/>kiety  akcji  wraz <span class="_ _11"> </span>ze </span></span></div><div class="t m0 xf h3 y59 ff4 fs0 fc0 sc0 ls0 ws0">wskazaniem <span class="_ _15"> </span>l<span class="_ _2"/>iczby <span class="_ _7"> </span>posiadanych <span class="_ _7"> </span>przez <span class="_ _15"> </span>te <span class="_ _7"> </span>podmioty <span class="_ _15"> </span>akcji, <span class="_ _7"> </span>ich <span class="_ _15"> </span>procento<span class="_ _2"/>wego <span class="_ _15"> </span>ud<span class="_ _2"/>ziału <span class="_ _7"> </span>w <span class="_ _15"> </span>kapitale<span class="_ _2"/> </div><div class="t m0 xf h3 y5a ff4 fs0 fc0 sc0 ls0 ws0">zakładowym, <span class="_ _3"/>liczb<span class="_ _2"/>y <span class="_ _3"/>głosów <span class="_ _f"/>z <span class="_ _3"/>nic<span class="_ _2"/>h <span class="_ _3"/>wynikających <span class="_ _f"/>i <span class="_ _3"/>ich <span class="_ _f"/>procentowe<span class="_ _2"/>go <span class="_ _f"/>udzału <span class="_ _3"/>w <span class="_ _f"/>ogólnej <span class="_ _3"/>liczbie <span class="_ _f"/>głosów <span class="_ _f"/>na </div><div class="t m0 xf h3 y5b ff2 fs0 fc0 sc0 ls0 ws0">walnym zgromadzeniu<span class="_ _2"/> <span class="_ _5"/><span class="ls2">..............................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">35<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y82 ff2 fs0 fc0 sc0 ls1 ws0">36.5.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Wskazanie <span class="_ _3"/>posiadac<span class="_ _2"/>zy <span class="_ _3"/>wszelk<span class="_ _2"/>ich <span class="_ _f"/>papierów <span class="_ _3"/>wartościowych, <span class="_ _f"/>które <span class="_ _f"/>dają <span class="_ _3"/>specjalne <span class="_ _f"/>uprawnienia <span class="_ _f"/>kontrolne, </span></span></div><div class="t m0 xf h3 y83 ff2 fs0 fc0 sc0 ls0 ws0">wraz z <span class="ff4">opisem tych uprawnień<span class="_ _2"/></span><span class="ls2">..................................................................................................................</span> <span class="_ _5"/><span class="ls1">36<span class="ls0"> </span></span></div><div class="t m0 x2 h3 y84 ff2 fs0 fc0 sc0 ls1 ws0">36.6.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Wskazanie <span class="_ _b"> </span>wszelkich <span class="_ _b"> </span>ograniczeń <span class="_ _b"> </span>odnośnie <span class="_ _b"> </span>do <span class="_ _b"> </span>wykonywania <span class="_ _e"> </span>prawa <span class="_ _b"> </span>głosu, <span class="_ _b"> </span>takich <span class="_ _b"> </span>jak <span class="_ _b"> </span></span>ograniczenie<span class="_ _2"/> </span></div><div class="t m0 xf h3 y85 ff4 fs0 fc0 sc0 ls0 ws0">wykonywania <span class="_ _3"/>prawa <span class="_ _3"/>głosu <span class="_ _3"/>przez <span class="_ _3"/>posiadaczy <span class="_ _3"/>określone<span class="_ _2"/>j <span class="_ _2"/>częś<span class="_ _2"/>ci <span class="_ _3"/>lub <span class="_ _3"/>liczby <span class="_ _2"/>g<span class="_ _2"/>łosów, <span class="_ _3"/>ograniczenia <span class="_ _3"/>czasowe<span class="_ _2"/> </div><div class="t m0 xf h3 y86 ff4 fs0 fc0 sc0 ls0 ws0">dotyczące <span class="_ _d"/>wykon<span class="_ _2"/>ywania <span class="_ _d"/>prawa głosu <span class="_ _d"/>lub <span class="_ _d"/>zapisy, <span class="_ _0"/>zgodnie <span class="_ _0"/>z <span class="_ _d"/>którymip<span class="_ _2"/>rawa <span class="_ _d"/>kapitałowe <span class="_ _0"/>związane <span class="_ _0"/>z <span class="_ _d"/>papie<span class="_ _2"/>rami </div><div class="t m0 xf h3 y87 ff4 fs0 fc0 sc0 ls0 ws0">wartościowymi są oddzielone<span class="_ _2"/> od posiadania p<span class="_ _2"/>apierów wartośc<span class="_ _2"/>iowych<span class="_ _2"/><span class="ff2"> <span class="_ _6"/><span class="ls2">....................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">36<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y88 ff2 fs0 fc0 sc0 ls1 ws0">36.7.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Wskazanie <span class="_ _f"/>ws<span class="_ _2"/>zelkich <span class="_ _a"/>ograniczeń <span class="_ _a"/>dotyczących <span class="_ _a"/>przenoszen<span class="_ _2"/>ia <span class="_ _f"/>pr<span class="_ _2"/>awa <span class="_ _a"/>własności <span class="_ _a"/>papierów <span class="_ _a"/>wartościo<span class="_ _2"/>wych </span></span></div><div class="t m0 xf h3 y89 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki Dominującej.<span class="_ _2"/><span class="ff2"> <span class="_ _6"/><span class="ls2">.............................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">36<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y8a ff2 fs0 fc0 sc0 ls1 ws0">36.8.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Opis <span class="_ _15"> </span>zasad <span class="_ _15"> </span>dotycząc<span class="_ _2"/>ych <span class="_ _7"> </span>powoływania <span class="_ _15"> </span>i <span class="_ _15"> </span>odwoływania <span class="_ _7"> </span>osób <span class="_ _16"> </span>z<span class="_ _2"/>arządzających <span class="_ _15"> </span>oraz <span class="_ _7"> </span>ich <span class="_ _16"> </span>upr<span class="_ _2"/>awnień, </span></span></div><div class="t m0 xf h3 y8b ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">szczególności prawa do p<span class="_ _2"/>odjęcia decyzji o emis<span class="_ _2"/>ji lub wykupie ak<span class="_ _2"/>cji<span class="_ _2"/></span> <span class="_ _d"/><span class="ls2">....................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">36<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y8c ff2 fs0 fc0 sc0 ls1 ws0">36.9.<span class="ls0"> <span class="_ _14"> </span><span class="ff4">Opis zasad zmiany statutu<span class="_ _2"/> Jednostki Dominujące<span class="_ _2"/>j<span class="_ _2"/></span> <span class="ls2">..................................................................................</span> <span class="_ _5"/><span class="ls1">36<span class="ls0"> </span></span></span></div><div class="t m0 x2 h3 y8d ff2 fs0 fc0 sc0 ls1 ws0">36.10.<span class="ls0"> <span class="_ _18"> </span><span class="ff4">Sposób <span class="_ _f"/>działan<span class="_ _2"/>ia <span class="_ _a"/>walnego <span class="_ _a"/>zgrom<span class="_ _2"/>adzenia <span class="_ _a"/>i <span class="_ _f"/>jego <span class="_ _a"/>zasadni<span class="_ _2"/>cze <span class="_ _a"/>uprawnienia <span class="_ _a"/>oraz <span class="_ _a"/>opis <span class="_ _a"/>praw <span class="_ _a"/>ak<span class="_ _2"/>cjonariuszy </span></span></div><div class="t m0 xf h3 y8e ff2 fs0 fc0 sc0 ls0 ws0">i sposobu <span class="_ _f"/>ich <span class="_ _f"/><span class="ff4">wykony<span class="_ _2"/>wania, <span class="_ _f"/>w <span class="_ _f"/>szczegó<span class="_ _2"/>lności <span class="_ _f"/>zasady <span class="_ _f"/>wynika<span class="_ _2"/>jące <span class="_ _f"/>z <span class="_ _f"/>regulam<span class="_ _2"/>inu <span class="_ _f"/>walnego <span class="_ _f"/>zgrom<span class="_ _2"/>adzenia, </span></div><div class="t m0 xf h3 y8f ff4 fs0 fc0 sc0 ls0 ws0">jeżeli <span class="_ _f"/>taki <span class="_ _a"/>regulamin <span class="_ _a"/>został <span class="_ _f"/>u<span class="_ _2"/>chwalony, <span class="_ _a"/>o <span class="_ _f"/>i<span class="_ _2"/>le <span class="_ _f"/>informacje<span class="_ _2"/> <span class="_ _f"/>w <span class="_ _f"/>t<span class="_ _2"/>y <span class="_ _f"/>zakr<span class="_ _2"/>esie <span class="_ _f"/>nie <span class="_ _a"/>wynikają<span class="_ _2"/> <span class="_ _f"/>wprost<span class="_ _2"/> <span class="_ _f"/>z <span class="_ _f"/>pr<span class="_ _2"/>zepisów<span class="_ _2"/> </div><div class="t m0 xf h3 y90 ff2 fs0 fc0 sc0 ls0 ws0">prawa <span class="_ _5"/><span class="ls2">........................................................................................................................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">36<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y91 ff2 fs0 fc0 sc0 ls1 ws0">36.11.<span class="ls0"> <span class="_ _18"> </span><span class="ff4">Opis działania organów zarządzaj<span class="_ _2"/>ących, nadzorujących lub ad<span class="_ _2"/>ministrujących Jednostki Dom<span class="_ _2"/>inującej oraz </span></span></div><div class="t m0 xf h3 y92 ff4 fs0 fc0 sc0 ls0 ws0">ich komitetów, wraz ze <span class="_ _d"/>wskazanie<span class="_ _2"/>m składu osobowego tych organów i <span class="_ _0"/>zmian, które w nich <span class="_ _d"/>zaszły w ciągu </div><div class="t m0 xf h3 y93 ff2 fs0 fc0 sc0 ls0 ws0">ostatniego roku obrotowego<span class="_ _2"/> <span class="_ _d"/><span class="ls2">................................................................<span class="_ _2"/>.....................................................<span class="ls0"> <span class="_ _5"/><span class="ls1">36<span class="ls0"> </span></span></span></span></div><div class="t m0 x2 h3 y94 ff2 fs0 fc0 sc0 ls1 ws0">36.12.<span class="ls0"> <span class="_ _18"> </span><span class="ff4">Informacje dotyczące Kom<span class="_ _2"/>itetu Audytu Rady Nadzor<span class="_ _2"/>czej Jednostki<span class="_ _2"/> Dominującej<span class="_ _2"/></span> <span class="_ _4"/><span class="ls2">...................................<span class="ls0"> <span class="_ _6"/><span class="ls1">38<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x2 h3 y95 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf1a"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:1127.865000px;width:458.000000px;height:11.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1a"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:1110.645000px;width:458.000000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1a"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:1093.440000px;width:458.000000px;height:11.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1a"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:1076.220000px;width:429.150000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1a"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:1050.015000px;width:458.000000px;height:17.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1a"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:1032.795000px;width:429.150000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1b"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:1006.590000px;width:458.000000px;height:17.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1b"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:989.385000px;width:429.150000px;height:11.470000px;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:102.975000px;bottom:963.165000px;width:458.000000px;height:17.480000px;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:102.975000px;bottom:945.960000px;width:429.150000px;height:11.470000px;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:102.975000px;bottom:919.740000px;width:458.000000px;height:17.480000px;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:102.975000px;bottom:902.535000px;width:429.150000px;height:11.470000px;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:102.975000px;bottom:876.315000px;width:429.150000px;height:17.480000px;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:102.975000px;bottom:850.110000px;width:429.150000px;height:17.470000px;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:102.975000px;bottom:823.890000px;width:429.150000px;height:17.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf1d"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:797.685000px;width:429.150000px;height:17.470000px;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:102.975000px;bottom:771.465000px;width:429.150000px;height:17.480000px;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:102.975000px;bottom:745.260000px;width:458.000000px;height:17.470000px;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:102.975000px;bottom:719.040000px;width:429.150000px;height:17.480000px;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:102.975000px;bottom:701.835000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:675.630000px;width:429.150000px;height:17.470000px;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:102.975000px;bottom:658.410000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:641.205000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:614.985000px;width:429.150000px;height:17.480000px;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:102.975000px;bottom:597.780000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:580.560000px;width:458.000000px;height:11.480000px;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:102.975000px;bottom:563.355000px;width:458.000000px;height:11.470000px;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:102.975000px;bottom:537.135000px;width:429.150000px;height:17.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:519.930000px;width:458.000000px;height:11.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:493.710000px;width:429.150000px;height:17.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:476.505000px;width:458.000000px;height:11.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:459.285000px;width:458.000000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:442.080000px;width:458.000000px;height:11.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:415.875000px;width:429.150000px;height:17.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:398.655000px;width:458.000000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:372.450000px;width:429.150000px;height:17.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:355.230000px;width:458.000000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:329.025000px;width:429.150000px;height:17.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:302.805000px;width:429.150000px;height:17.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:285.600000px;width:458.000000px;height:11.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:268.380000px;width:458.000000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:251.175000px;width:458.000000px;height:11.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:224.955000px;width:429.150000px;height:17.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:207.750000px;width:458.000000px;height:11.470000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:190.530000px;width:458.000000px;height:11.480000px;background-color:rgba(255,255,255,0.000001);"/></a><a class="l" href="#pf24"><span class="d m1" style="border-style:none;position:absolute;left:102.975000px;bottom:164.325000px;width:429.150000px;height:17.470000px;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:102.975000px;bottom:138.114000px;width:429.150000px;height:17.474000px;background-color:rgba(255,255,255,0.000001);"/></a></div><div class="pi"/></div><div class="pf w0 h0" id="pf5"><div class="pc pc5 w0 h0"><img alt="" class="bi xa y96 w6 he" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hd y11 ff2 fs4 fc0 sc0 ls0 ws0">5 </div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y40 ff3 fs0 fc0 sc0 ls1 ws0">1.<span class="ff6 ls0"> <span class="_ _19"> </span><span class="ff5">Zasady spor<span class="_ _2"/>ządzenia sprawozdania <span class="_ _2"/>Zar<span class="_ _2"/>ządu z działalności Gr<span class="_ _2"/>upy<span class="ff3"> </span></span></span></div><div class="t m0 x2 h4 y97 ff4 fs0 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _2"/>spr<span class="_ _2"/>awozdanie <span class="_ _3"/>Zarządu <span class="_ _3"/>PZ <span class="_ _3"/>CORMAY <span class="_ _2"/>S.<span class="_ _2"/>A. <span class="_ _2"/>(„<span class="_ _2"/><span class="ff5">Je<span class="_ _2"/>dnostka <span class="_ _3"/>Dominująca<span class="_ _2"/></span>”) <span class="_ _3"/>z <span class="_ _2"/>działaln<span class="_ _2"/>ości <span class="_ _2"/>Gr<span class="_ _2"/>upy <span class="_ _2"/>Kapitałowe<span class="_ _2"/>j <span class="_ _3"/>CORMAY<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y42 ff4 fs0 fc0 sc0 ls3 ws0">(„<span class="ff3 ls0">Grupa<span class="ff4">”) <span class="_ _2"/>w <span class="_ _2"/>okresie <span class="_ _2"/>od <span class="_ _2"/>dnia <span class="_ _2"/>1 <span class="_ _2"/>sty<span class="_ _2"/>cznia <span class="_ _2"/>20<span class="ff2">23 <span class="_ _2"/>roku<span class="_ _2"/> <span class="_ _2"/>do <span class="_ _2"/>dnia <span class="_ _2"/>31 <span class="_ _2"/>grudnia <span class="_ _3"/><span class="ls1">202</span>3 <span class="_ _2"/>roku <span class="_ _2"/></span>zostało <span class="_ _2"/>spo<span class="_ _2"/>rządzone <span class="_ _2"/>zgodnie <span class="_ _2"/>z<span class="_ _2"/><span class="ff2"> </span>§<span class="ff2"> 49 <span class="_ _2"/>usta<span class="_ _2"/>wy </span></span></span></div><div class="t m0 x2 h3 y43 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">dnia <span class="_ _2"/>29 <span class="_ _3"/>września <span class="_ _2"/>1994<span class="_ _2"/></span> <span class="_ _3"/>roku <span class="_ _2"/><span class="ff4">o<span class="_ _2"/> <span class="_ _2"/>rachunkowości<span class="_ _2"/> <span class="_ _3"/>(Dz. <span class="_ _2"/>U. <span class="_ _3"/>z <span class="_ _2"/>2023 <span class="_ _3"/>r. <span class="_ _2"/>p<span class="_ _2"/>oz. <span class="_ _2"/>120 <span class="_ _3"/>z <span class="_ _2"/>późn. <span class="_ _3"/>zm.)<span class="_ _2"/></span> <span class="_ _2"/><span class="ff4">or<span class="_ _2"/>az <span class="_ _2"/>z <span class="_ _3"/>§</span> 71 <span class="_ _3"/><span class="ff4">rozporządzeni</span>a<span class="_ _2"/> <span class="_ _2"/>Ministra<span class="_ _2"/> </div><div class="t m0 x2 h3 y74 ff4 fs0 fc0 sc0 ls0 ws0">Finansów <span class="_ _d"/>z<span class="ff2"> dnia<span class="_ _2"/> <span class="_ _d"/>29 <span class="_ _2"/>marca <span class="_ _d"/>2018<span class="_ _2"/> <span class="_ _0"/>roku <span class="_ _d"/><span class="ff4">w sprawie <span class="_ _d"/>informacji <span class="_ _0"/>bieżących i <span class="_ _d"/>okresowych <span class="_ _d"/>prze<span class="_ _2"/>kazywanych przez <span class="_ _d"/>emitentów papierów </span></span></div><div class="t m0 x2 h3 y75 ff4 fs0 fc0 sc0 ls0 ws0">wartościowych <span class="_ _3"/>oraz <span class="_ _3"/>warunków <span class="_ _3"/>uznawania <span class="_ _3"/>za<span class="_ _2"/> <span class="_ _3"/>równoważne<span class="_ _2"/> <span class="_ _3"/>informacji <span class="_ _3"/>wymaganych <span class="_ _3"/>przepi<span class="_ _2"/>sami <span class="_ _2"/>pr<span class="_ _2"/>awa <span class="_ _3"/>państwa <span class="_ _3"/>niebędącego<span class="_ _2"/> </div><div class="t m0 x2 h3 y98 ff4 fs0 fc0 sc0 ls0 ws0">państwem członkowskim (<span class="_ _2"/>Dz. U. <span class="_ _2"/><span class="ff2 ls1">2018 <span class="ls0">poz. 757). </span></span></div><div class="t m0 x2 h4 y47 ff3 fs0 fc0 sc0 ls1 ws0">2.<span class="ff6 ls0"> <span class="_ _19"> </span><span class="ff3">Z<span class="ff5">asady spo<span class="_ _2"/>rządzenia<span class="_ _2"/></span> skonsolidowanego<span class="_ _2"/> sprawozdania <span class="_ _2"/>finansowego </span></span></div><div class="t m0 x2 h3 y99 ff4 fs0 fc0 sc0 ls0 ws0">Podstawowe <span class="_ _2"/>zasady <span class="_ _2"/>spo<span class="_ _2"/>rządzania <span class="_ _2"/>rocznego<span class="_ _2"/> skonso<span class="_ _2"/>lidowanego <span class="_ _2"/>sp<span class="_ _2"/>rawozdania <span class="_ _2"/>finansowego<span class="_ _2"/> <span class="_ _2"/>zostały <span class="_ _2"/>pr<span class="_ _2"/>zedstawione <span class="_ _2"/>w <span class="_ _3"/><span class="ff2 ls1">no<span class="ls0">ta<span class="_ _2"/>ch </span></span></div><div class="t m0 x2 h3 y49 ff2 fs0 fc0 sc0 ls1 ws0">6 <span class="ff4 ls0">–<span class="ff2"> </span>10 skonsolidowanego <span class="_ _2"/>sprawozdania fina<span class="_ _2"/>nsowego Grupy za rok<span class="_ _2"/> zakończony 31 grud<span class="_ _2"/>nia 20<span class="_ _2"/><span class="ff2">23 rok<span class="_ _2"/>u. </span></span></div><div class="t m0 x2 h4 y9a ff3 fs0 fc0 sc0 ls1 ws0">3.<span class="ff6 ls0"> <span class="_ _19"> </span><span class="ff3">O<span class="ff5">mówienie <span class="_ _1a"> </span>podstawowyc<span class="_ _2"/>h <span class="_ _1a"> </span>wielkości <span class="_ _1a"> </span>ekonom<span class="_ _2"/>iczno<span class="_ _2"/></span>-finansowych <span class="_ _1a"> </span>ujawnio<span class="_ _2"/>nych <span class="_ _1a"> </span>w <span class="_ _1a"> </span>rocznym <span class="_ _1a"> </span>spr<span class="_ _2"/>awozdaniu </span></span></div><div class="t m0 x10 h4 y4b ff5 fs0 fc0 sc0 ls0 ws0">finansowym<span class="_ _2"/>, <span class="_ _2"/>w <span class="_ _3"/>szczegó<span class="_ _2"/>lności <span class="_ _2"/>o<span class="_ _2"/>pis <span class="_ _3"/>czynników <span class="_ _3"/>i <span class="_ _3"/>zdarzeń, <span class="_ _3"/>w <span class="_ _2"/>t<span class="_ _2"/>ym <span class="_ _2"/>o <span class="_ _3"/>nietyp<span class="_ _2"/>owym <span class="_ _3"/>charakterze, <span class="_ _3"/>mających <span class="_ _3"/>znaczący </div><div class="t m0 x10 h4 y9b ff5 fs0 fc0 sc0 ls0 ws0">wpływ <span class="_ _3"/>na <span class="_ _3"/>działaln<span class="_ _2"/>ość<span class="ff3"> <span class="_ _3"/>Grupy<span class="_ _2"/> <span class="_ _3"/>i <span class="_ _3"/>sprawozdan<span class="_ _2"/>ie <span class="_ _3"/>finansowe, <span class="_ _3"/>w<span class="_ _2"/> </span>tym <span class="_ _3"/>na <span class="_ _3"/>osiągnięte <span class="_ _f"/>przez <span class="_ _3"/>Grup<span class="_ _2"/>ę<span class="ff3"> <span class="_ _3"/>zyski <span class="_ _3"/>lub <span class="_ _3"/>poniesio<span class="_ _2"/>ne </span></div><div class="t m0 x10 h4 y7c ff3 fs0 fc0 sc0 ls0 ws0">straty w ro<span class="_ _2"/>ku obrotowym </div><div class="t m0 x2 h3 y4e ff2 fs0 fc0 sc0 ls1 ws0">3.1.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff4">Sprawozdanie z zysków i <span class="_ _2"/>strat<span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y9c ff2 fs0 fc0 sc0 ls0 ws0">Wybrane dane <span class="ff4">ze sprawozdan<span class="_ _2"/>ia z zysków</span> i <span class="_ _2"/><span class="ff4">strat Grupy pr<span class="_ _2"/>zedstawiają się następująco<span class="_ _2"/>:<span class="_ _2"/></span> </div></div><div class="c x2 y9d w7 hf"><div class="t m0 x11 h10 y9e ff3 fs3 fc2 sc0 ls0 ws0">Pozycja </div></div><div class="c x12 y9d w8 hf"><div class="t m0 x13 h10 y9e ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div></div><div class="c x14 y9d w9 hf"><div class="t m0 x13 h10 y9f ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>2 </div><div class="t m0 x15 h10 y9e ff3 fs3 fc2 sc0 ls0 ws0">(dane </div><div class="t m0 x13 h10 ya0 ff5 fs3 fc2 sc0 ls0 ws0">przekształcone)<span class="_ _0"/><span class="ff3"> </span></div></div><div class="c x16 y9d w8 hf"><div class="t m0 x17 h10 y9e ff3 fs3 fc2 sc0 ls0 ws0">Zmiana </div></div><div class="c x18 y9d wa hf"><div class="t m0 x19 h10 y9e ff3 fs3 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x2 ya1 w7 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Przychody ze s<span class="_ _0"/>przedaży<span class="ff3"> </span></div></div><div class="c x12 ya1 w8 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">82 225 </div></div><div class="c x14 ya1 w9 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">85 361 </div></div><div class="c x16 ya1 w8 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(3 136) </div></div><div class="c x18 ya1 wa h11"><div class="t m0 x1c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">4%</span> </div></div><div class="c x2 ya3 w7 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Koszt własny spr<span class="_ _0"/>zedaży<span class="ff3"> </span></div></div><div class="c x12 ya3 w8 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">48 622 </div></div><div class="c x14 ya3 w9 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">50 486 </div></div><div class="c x16 ya3 w8 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(1 864) </div></div><div class="c x18 ya3 wa h11"><div class="t m0 x1c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">4%</span> </div></div><div class="c x2 ya4 w7 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Zysk brutto ze <span class="_ _0"/>sprzedaży<span class="ff3"> </span></div></div><div class="c x12 ya4 w8 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">33 603 </div></div><div class="c x14 ya4 w9 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">34 875 </div></div><div class="c x16 ya4 w8 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(1 272) </div></div><div class="c x18 ya4 wa h11"><div class="t m0 x1c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">4%</span> </div></div><div class="c x2 ya5 w7 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Koszty sprzeda<span class="_ _0"/>ży<span class="ff3"> </span></div></div><div class="c x12 ya5 w8 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">24 338 </div></div><div class="c x14 ya5 w9 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">25 724 </div></div><div class="c x16 ya5 w8 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(1 386) </div></div><div class="c x18 ya5 wa h11"><div class="t m0 x1c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">5%</span> </div></div><div class="c x2 ya6 w7 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Koszty zarządu<span class="ff3"> </span></div></div><div class="c x12 ya6 w8 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">10 389 </div></div><div class="c x14 ya6 w9 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">9 184 </div></div><div class="c x16 ya6 w8 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 205 </div></div><div class="c x18 ya6 wa h11"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">13% </div></div><div class="c x2 ya7 w7 h12"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Koszty badań i <span class="_ _0"/>rozwoju<span class="ff3"> </span></div></div><div class="c x12 ya7 w8 h12"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">4 077 </div></div><div class="c x14 ya7 w9 h12"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">3 459 </div></div><div class="c x16 ya7 w8 h12"><div class="t m0 x1f hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">618 </div></div><div class="c x18 ya7 wa h12"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">18% </div></div><div class="c x2 ya8 w7 h11"><div class="t m0 x11 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">EBIT* </div></div><div class="c x12 ya8 w8 h11"><div class="t m0 x1b hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(5 358) </div></div><div class="c x14 ya8 w9 h11"><div class="t m0 x1b hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(4 314) </div></div><div class="c x16 ya8 w8 h11"><div class="t m0 x1b hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(1 044) </div></div><div class="c x18 ya8 wa h11"><div class="t m0 x1e hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">24% </div></div><div class="c x2 yaa w7 h11"><div class="t m0 x11 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">EBITDA** </div></div><div class="c x12 yaa w8 h11"><div class="t m0 x20 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(534) </div></div><div class="c x14 yaa w9 h11"><div class="t m0 x1f hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">292 </div></div><div class="c x16 yaa w8 h11"><div class="t m0 x20 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(826) </div></div><div class="c x18 yaa wa h11"><div class="t m0 x21 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">-283% </div></div><div class="c x2 yab w7 h11"><div class="t m0 x11 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">Zysk (strata) netto<span class="_ _0"/> </div></div><div class="c x12 yab w8 h11"><div class="t m0 x1b hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(4 544) </div></div><div class="c x14 yab w9 h11"><div class="t m0 x1b hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(7 039) </div></div><div class="c x16 yab w8 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">2 495 </div></div><div class="c x18 yab wa h11"><div class="t m0 x20 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">35%</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hb yac ff2 fs3 fc0 sc0 ls5 ws0">* <span class="ls0">Zysk (strata) operacyjny/<span class="_ _d"/>a<span class="_ _2"/>. </span></div><div class="t m0 x2 hb yad ff2 fs3 fc0 sc0 ls5 ws0">** <span class="ff4 ls0">EBITDA <span class="_ _d"/>została zdefini<span class="_ _0"/>owana <span class="_ _0"/>przez <span class="_ _d"/>Z<span class="_ _2"/>arząd <span class="_ _0"/>Jednostki <span class="_ _0"/>Dominującej <span class="_ _d"/>jako zysk <span class="_ _d"/>(strata) <span class="_ _0"/>z działal<span class="_ _0"/>ności o<span class="_ _0"/>peracyjnej powiększony <span class="_ _d"/>o koszty <span class="_ _0"/>amortyzacji <span class="_ _d"/>za okres.<span class="_ _0"/> </span></div><div class="t m0 x2 hb yae ff4 fs3 fc0 sc0 ls0 ws0">EBITDA <span class="_ _2"/>n<span class="_ _2"/>ie <span class="_ _2"/>jest <span class="_ _3"/>wskaźnikiem <span class="_ _2"/>wyników <span class="_ _2"/>działalności <span class="_ _2"/>o<span class="_ _2"/>bliczanym <span class="_ _2"/>zgodnie <span class="_ _3"/>z <span class="_ _2"/>MSSF. <span class="_ _3"/>EBITDA <span class="_ _3"/>należy <span class="_ _2"/>postrzegać <span class="_ _2"/>jako <span class="_ _3"/>dodatek, <span class="_ _2"/>a<span class="_ _3"/><span class="ff2"> <span class="_ _3"/></span>nie <span class="_ _2"/>zastępstwo <span class="_ _3"/>dla <span class="_ _2"/>wyników </div><div class="t m0 x2 h3 yaf ff4 fs3 fc0 sc0 ls0 ws0">działalności przedsta<span class="_ _0"/>wionych zgodnie <span class="_ _0"/>z MSSF. Nale<span class="_ _0"/>ży również zachow<span class="_ _0"/>ać ostrożność przy <span class="_ _0"/>porównywaniu EBI<span class="_ _0"/>TDA Grupy z EB<span class="_ _0"/>ITDA innyc<span class="_ _2"/>h spółek.<span class="ff2 fs0"> </span></div><div class="t m0 x2 h3 yb0 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _f"/>2023 <span class="_ _a"/>roku <span class="_ _a"/>Grupa <span class="_ _a"/>odno<span class="_ _2"/>towała<span class="_ _2"/> <span class="_ _f"/>spade<span class="_ _2"/>k <span class="_ _f"/>pr<span class="_ _2"/>zychodów <span class="_ _9"> </span>ze <span class="_ _a"/>sprzedaży <span class="_ _a"/>o <span class="_ _a"/>4<span class="_ _2"/>% <span class="_ _f"/>w <span class="_ _a"/>porównan<span class="_ _2"/>iu <span class="_ _a"/>do <span class="_ _a"/>roku <span class="_ _a"/>poprzedniego<span class="_ _2"/><span class="ff2">, <span class="_ _a"/></span>osiągając<span class="_ _2"/> </div><div class="t m0 x2 h3 yb1 ff4 fs0 fc0 sc0 ls0 ws0">wartość <span class="_ _a"/><span class="ff2 ls1">82<span class="ls0"> </span>225<span class="ls0"> <span class="_ _a"/>t<span class="_ _2"/>ys. <span class="_ _9"> </span>PLN. <span class="_ _a"/>Z</span></span>nacz<span class="_ _2"/>ąc<span class="ff2">y <span class="_ _a"/>wzrost<span class="_ _2"/> <span class="_ _a"/></span>przychodów<span class="_ _2"/> <span class="_ _a"/><span class="ff2">wygener<span class="_ _2"/>owany <span class="_ _9"> </span>na <span class="_ _a"/>rynku <span class="_ _9"> </span>krajowym <span class="_ _9"> </span>(+3 <span class="_ _a"/>9<span class="_ _2"/>77 <span class="_ _a"/>tys. <span class="_ _9"> </span>PLN<span class="ls6">, <span class="_ _a"/></span>+28%) <span class="_ _a"/>nie </span></div><div class="t m0 x2 h3 yb2 ff2 fs0 fc0 sc0 ls0 ws0">zniwelowa<span class="ff4">ł</span> <span class="_ _3"/>sp<span class="_ _2"/>adku <span class="_ _3"/>na <span class="_ _f"/>rynkach <span class="_ _f"/>zagranicznych <span class="_ _f"/>(-<span class="_ _2"/>7 113 <span class="_ _3"/>tys. <span class="_ _f"/>PLN<span class="ls2">, <span class="_ _3"/></span>-<span class="_ _2"/><span class="ff4">10%). <span class="_ _f"/>Spadek <span class="_ _3"/>ten <span class="_ _f"/>wynikał <span class="_ _f"/>w <span class="_ _3"/>duż<span class="_ _2"/>ej <span class="_ _3"/>mierze <span class="_ _f"/>z <span class="_ _3"/>nieko<span class="_ _2"/>rzystnej </span></div><div class="t m0 x2 h3 yb3 ff4 fs0 fc0 sc0 ls0 ws0">konfiguracji  kursów  walut, <span class="_ _11"> </span>któr<span class="_ _2"/>e  wpłynęły <span class="_ _11"> </span>na<span class="_ _2"/>  wyniki <span class="_ _11"> </span>jednoste<span class="_ _2"/>k  zagranicznych<span class="_ _2"/><span class="ff2">  Grupy</span>,  w <span class="_ _11"> </span>szczeg<span class="_ _2"/>ólności  Kormiej  Rusland<span class="ff2"> </span></div><div class="t m0 x2 h3 yb4 ff2 fs0 fc0 sc0 ls0 ws0">Sp. z <span class="ls1">o.o.</span> <span class="_ _f"/><span class="ff4">Atrakcyjna <span class="_ _a"/>oferta <span class="_ _f"/>pr<span class="_ _2"/>oduktowa <span class="_ _f"/>oraz <span class="_ _a"/>prowadzone <span class="_ _a"/>działania <span class="_ _a"/>sprzedażowe <span class="_ _f"/>zwią<span class="_ _2"/>zane <span class="_ _f"/>z<span class="_ _2"/></span> <span class="_ _a"/>sukcesywnym <span class="_ _a"/>uzyskiwaniem<span class="_ _2"/> </div><div class="t m0 x2 h3 yb5 ff4 fs0 fc0 sc0 ls0 ws0">rejestracji  na  kolejnych <span class="_ _e"> </span>rynkach  dla  wpr<span class="_ _2"/>owadzonych  w<span class="_ _2"/>  ostatnich  latach <span class="_ _e"> </span>do  oferty  Gr<span class="_ _2"/>upy  analizator<span class="_ _2"/>ów  biochemicznych<span class="_ _2"/> </div><div class="t m0 x2 h3 yb6 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ls1">he</span><span class="ff4">matologicznych <span class="_ _3"/>po<span class="_ _2"/>zwoliły <span class="_ _f"/>sprzedawcom<span class="_ _2"/> <span class="_ _3"/>i <span class="_ _f"/>dystrybutorom<span class="_ _2"/> <span class="_ _3"/>Grupy <span class="_ _f"/>skutecznie <span class="_ _f"/>rywalizować <span class="_ _f"/>na <span class="_ _f"/>globalnym <span class="_ _f"/>rynku <span class="_ _3"/>diagno<span class="_ _2"/>styki </span></div><div class="t m0 x2 h3 yb7 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">zapobiec głębokiemu spad<span class="_ _2"/>kowi <span class="_ _2"/>wartoś</span><span class="ls7">ci</span> <span class="ff4">sprzedaż</span>y..<span class="_ _2"/> </div><div class="t m0 x2 h3 yb8 ff4 fs0 fc0 sc0 ls0 ws0">Zysku <span class="_ _d"/>brutto ze <span class="_ _d"/>sprzedaży <span class="_ _d"/>spadł <span class="_ _d"/>o 1 <span class="_ _d"/>272 <span class="_ _d"/>tys. <span class="_ _d"/>PLN <span class="_ _d"/>(<span class="_ _2"/><span class="ff2">-4%). <span class="_ _0"/>Spadek <span class="_ _d"/><span class="ff4">ten <span class="_ _0"/>był <span class="_ _d"/>proporcjona<span class="_ _2"/>lny <span class="_ _d"/>do <span class="_ _0"/>spadku <span class="_ _d"/>sprzedaży dzięki <span class="_ _4"/>utr<span class="_ _2"/>zymaniu </span></span></div><div class="t m0 x2 h3 yb9 ff4 fs0 fc0 sc0 ls0 ws0">struktury rzeczowej przychodó<span class="_ _2"/>w.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 yba ff4 fs0 fc0 sc0 ls0 ws0">Koszty <span class="_ _f"/>sprzedaż<span class="_ _2"/>y <span class="_ _f"/>i <span class="_ _f"/>zarząd<span class="_ _2"/>u <span class="_ _f"/>oraz<span class="_ _2"/> <span class="_ _f"/>badań <span class="_ _a"/>i <span class="_ _f"/>rozwoju <span class="_ _a"/>poniesione <span class="_ _f"/>prz<span class="_ _2"/>ez <span class="_ _f"/>Grup<span class="_ _2"/>ę <span class="_ _f"/>w <span class="_ _f"/>2023<span class="_ _2"/> <span class="_ _f"/>roku <span class="_ _f"/>były <span class="_ _a"/>sumar<span class="_ _2"/>ycznie <span class="_ _f"/>o <span class="_ _f"/>43<span class="_ _2"/>7 <span class="_ _f"/>tys. <span class="_ _f"/>PL<span class="_ _2"/>N </div><div class="t m0 x2 h3 ybb ff4 fs0 fc0 sc0 ls0 ws0">wyższe niż w roku poprzednim. Wzrost kosztów zarządu o 1<span class="_ _2"/><span class="ff2"> </span>205 tys. PLN (+13%) został w dużym stopniu zniwelowany<span class="_ _2"/> przez </div><div class="t m0 x2 h3 ybc ff4 fs0 fc0 sc0 ls0 ws0">niższe o 1<span class="ff2"> 386 tys. <span class="_ _0"/>PLN (-<span class="ff4">5%) koszty <span class="_ _0"/>sprzedaży –<span class="ff2"> </span>spadek ten, podo<span class="_ _0"/>bnie jak w <span class="_ _0"/>przypadku przychodów, wynikał w <span class="_ _0"/>dużej mierze </span></span></div><div class="t m0 x2 h3 ybd ff4 fs0 fc0 sc0 ls0 ws0">ze <span class="_ _f"/>zmienności <span class="_ _a"/>kursów <span class="_ _f"/>walut, <span class="_ _a"/>które <span class="_ _a"/>wpłynęły <span class="_ _f"/>na <span class="_ _f"/>poziom<span class="_ _2"/> <span class="_ _f"/>kosztów <span class="_ _f"/>jednoste<span class="_ _2"/>k <span class="_ _f"/>zagranicznych<span class="_ _2"/><span class="ff2"> <span class="_ _a"/>Grupy</span>, <span class="_ _a"/>w <span class="_ _f"/>szczególności <span class="_ _a"/>Kormiej </div><div class="t m0 x2 h3 ybe ff2 fs0 fc0 sc0 ls0 ws0">Rusland <span class="_ _3"/>Sp. <span class="_ _3"/>z <span class="_ _2"/>o.o<span class="ff4">.<span class="_ _2"/> <span class="_ _3"/>Wzrost <span class="_ _3"/>kosztów <span class="_ _3"/>nastąpił</span> <span class="_ _3"/><span class="ff4">głównie <span class="_ _3"/>w <span class="_ _3"/>kategorii<span class="_ _2"/> <span class="_ _2"/>k<span class="_ _2"/>osztów <span class="_ _3"/>wynagrodzeń, <span class="_ _3"/>co <span class="_ _3"/>było <span class="_ _3"/>wynikiem <span class="_ _3"/>przede <span class="_ _3"/>wszystkim<span class="_ _2"/> </span></div><div class="t m0 x2 h3 ybf ff2 fs0 fc0 sc0 ls0 ws0">zmian w <span class="ff4">składzie Zarządu</span> <span class="ff4">Jednostki Dominującej. Znaczący wzrost nastąpił także w</span> <span class="ff4">kategorii usług pozostałych oraz podróży </span></div><div class="t m0 x2 h3 yc0 ff4 fs0 fc0 sc0 ls0 ws0">służbowych –<span class="ff2"> </span>rok 2023 <span class="_ _0"/>to dla Grupy okres prezentowania rozbudowanej oferty handlowej na targach międzynarodowych oraz </div><div class="t m0 x2 h3 yc1 ff4 fs0 fc0 sc0 ls0 ws0">powrót do <span class="ff2">osobistych </span>spotkań<span class="_ _2"/> z klientam<span class="_ _2"/>i i szkoleń.<span class="_ _2"/><span class="ff2"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf6"><div class="pc pc6 w0 h0"><img alt="" class="bi xa yc2 w6 h13" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hd y11 ff2 fs4 fc0 sc0 ls0 ws0">6 </div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">Wynik <span class="_ _f"/>EBIT <span class="_ _a"/>wyniósł <span class="_ _a"/>w <span class="_ _f"/>2023 <span class="_ _f"/>r<span class="_ _2"/>oku <span class="_ _a"/><span class="ff2">-5 <span class="_ _a"/>358 <span class="_ _f"/>tys. <span class="_ _a"/>PLN, <span class="_ _f"/>wobec<span class="_ _2"/> <span class="_ _f"/>-<span class="_ _2"/>4 <span class="_ _f"/>31<span class="_ _2"/>4 <span class="_ _f"/>tys. <span class="_ _f"/>PL<span class="_ _2"/>N <span class="_ _f"/>w <span class="_ _f"/>roku<span class="_ _2"/> <span class="_ _f"/>poprzedn<span class="_ _2"/>im. <span class="_ _a"/>Wynik <span class="_ _f"/>EBIT <span class="_ _a"/>skorygowany </span></div><div class="t m0 x2 h3 y41 ff2 fs0 fc0 sc0 ls0 ws0">o <span class="ff4">wartość amortyzacji</span> - wynik EBITDA - <span class="ff4">w 2023 roku wyniósł </span>-<span class="ff4">534 tys. PLN, wobec 292 tys. PLN w roku 2022. Zarówno wynik </span></div><div class="t m0 x2 h3 y72 ff4 fs0 fc0 sc0 ls0 ws0">EBIT, <span class="_ _3"/>jak <span class="_ _3"/>i <span class="_ _3"/>EBITDA, <span class="_ _3"/>uwzględn<span class="_ _2"/>iają <span class="_ _3"/>wartość <span class="_ _3"/>po<span class="_ _2"/>zostałych <span class="_ _3"/>przychodów <span class="_ _f"/>i <span class="_ _3"/>pozostałych <span class="_ _3"/>kosztów <span class="_ _3"/>oper<span class="_ _2"/>acyjnych, <span class="_ _3"/>które <span class="_ _f"/>wpływają <span class="_ _3"/>na </div><div class="t m0 x2 h3 y73 ff4 fs0 fc0 sc0 ls0 ws0">wynik z działalności operac<span class="_ _2"/>yjnej Gr<span class="_ _2"/>upy.<span class="ff2"> </span></div><div class="t m0 x2 h3 y74 ff4 fs0 fc0 sc0 ls0 ws0">Z uwagi <span class="_ _d"/>na to, że <span class="_ _d"/>na wynik <span class="_ _0"/>EBITDA mają <span class="_ _d"/>wpływ zdarzenia <span class="_ _0"/>o charakterze jednorazowym, <span class="_ _0"/>które zaburzają <span class="_ _0"/>obraz generowanego </div><div class="t m0 x2 h3 y75 ff4 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _3"/>Grupę <span class="_ _3"/>powtarzalne<span class="_ _2"/>go <span class="_ _3"/>wyniku <span class="_ _3"/>z <span class="_ _3"/>działalności <span class="_ _3"/>operacyjnej <span class="_ _3"/>po<span class="_ _2"/>większonego <span class="_ _3"/>o <span class="_ _3"/>am<span class="_ _2"/>ortyzację, <span class="_ _3"/>Gru<span class="_ _2"/>pa <span class="_ _3"/>rozpoznaje <span class="_ _3"/>dodatkowy </div><div class="t m0 x2 h3 y98 ff4 fs0 fc0 sc0 ls0 ws0">wskaźnik <span class="_ _f"/>wyników, <span class="_ _3"/>któr<span class="_ _2"/>ym <span class="_ _3"/>jest <span class="_ _f"/>z<span class="_ _2"/>normalizowana <span class="_ _f"/>EBITDA. <span class="_ _f"/>Jest <span class="_ _3"/>to <span class="_ _f"/>EBITDA <span class="_ _f"/>skorygowana <span class="_ _f"/>o <span class="_ _3"/>koszt<span class="_ _2"/>y/przychod<span class="_ _2"/>y, <span class="_ _3"/>które <span class="_ _f"/>wynikają </div><div class="t m0 x2 h3 yc3 ff2 fs0 fc0 sc0 ls7 ws0">ze<span class="ls0"> <span class="ff4">zdarzeń o charakterze jed<span class="_ _2"/>norazowym.<span class="_ _2"/></span> </span></div><div class="t m0 x2 h3 yc4 ff4 fs0 fc0 sc0 ls0 ws0">Poniższa <span class="_ _11"> </span>tabela  przedstawia <span class="_ _c"> </span>wartości  wyniku <span class="_ _9"> </span>E<span class="_ _2"/>BITDA,  korekty <span class="_ _11"> </span>o <span class="_ _11"> </span>zda<span class="_ _2"/>rzenia <span class="_ _11"> </span>o  charakterze <span class="_ _11"> </span>jedn<span class="_ _2"/>orazowym <span class="_ _c"> </span>oraz <span class="_ _11"> </span>war<span class="_ _2"/>tości </div><div class="t m0 x2 h3 yc5 ff2 fs0 fc0 sc0 ls0 ws0">znormalizowanego wyni<span class="_ _2"/>ku EBITDA dla Grupy w r<span class="_ _2"/>oku 2023 oraz 20<span class="_ _2"/>22:<span class="_ _2"/> </div></div><div class="c x2 yc6 wb h14"><div class="t m0 x22 h10 yc7 ff3 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x16 yc6 w8 h14"><div class="t m0 x23 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x24 h10 yc9 ff3 fs3 fc2 sc0 ls4 ws0">31<span class="ls0"> grudni<span class="_ _0"/>a 2023 <span class="ff2"> </span></span></div></div><div class="c x18 yc6 w9 h14"><div class="t m0 x23 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">Rok zakończony </div><div class="t m0 x24 h10 yc9 ff3 fs3 fc2 sc0 ls4 ws0">31<span class="ls0"> grudni<span class="_ _0"/>a 2022 <span class="ff2"> </span></span></div></div><div class="c x2 yca wb h11"><div class="t m0 x25 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">EBITDA </div></div><div class="c x16 yca w8 h11"><div class="t m0 x15 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(534) </div></div><div class="c x18 yca w9 h11"><div class="t m0 x1e h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">292 </div></div><div class="c x2 ycb wb h15"><div class="t m0 x25 h10 ycc ff3 fs3 fc0 sc0 ls0 ws0">Zdarzenia jednor<span class="_ _0"/>azowe, w tym: </div></div><div class="c x16 ycb w8 h15"><div class="t m0 x26 h10 ycc ff3 fs3 fc0 sc0 ls0 ws0">1 025 </div></div><div class="c x18 ycb w9 h15"><div class="t m0 x1e h10 ycc ff3 fs3 fc0 sc0 ls0 ws0">303 </div></div><div class="c x2 ycd wb h11"><div class="t m0 x25 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Aktualizacja warto<span class="_ _0"/>ści prac rozwojow<span class="_ _0"/>ych nad analizator<span class="_ _0"/>em E<span class="ff2">qu<span class="_ _2"/>isse </span></div></div><div class="c x16 ycd w8 h11"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(94) </div></div><div class="c x18 ycd w9 h11"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">140 </div></div><div class="c x2 yce wb h11"><div class="t m0 x25 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Koszty doradztwa <span class="ff4">prz<span class="_ _0"/>y przeglądzie <span class="ff2">opcji s<span class="_ _0"/>trategicznych projektu Eq<span class="_ _0"/>uisse </span></span></div></div><div class="c x16 yce w8 h11"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">314 </div></div><div class="c x18 yce w9 h11"><div class="t m0 x27 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x2 ycf wb h16"><div class="t m0 x25 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Koszty sądowe i kary <span class="_ _d"/>u<span class="_ _2"/>mowne<span class="ff2"> </span></div></div><div class="c x16 ycf w8 h16"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">205 </div></div><div class="c x18 ycf w9 h16"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">163 </div></div><div class="c x2 yd0 wb h17"><div class="t m0 x25 hb yd1 ff2 fs3 fc0 sc0 ls0 ws0">Koszty odpraw <span class="ff4">w związku ze zmian<span class="_ _0"/>ami w składzie Zarządu Jednostki Dominują<span class="_ _0"/>cej i reorganizacją<span class="ff2"> biura </span></span></div><div class="t m0 x25 hb yd2 ff2 fs3 fc0 sc0 ls0 ws0">Orphee SA w Szw<span class="_ _0"/>ajcarii </div></div><div class="c x16 yd0 w8 h17"><div class="t m0 x1e hb yd3 ff2 fs3 fc0 sc0 ls0 ws0">600 </div></div><div class="c x18 yd0 w9 h17"><div class="t m0 x27 hb yd3 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x2 yd4 wb h11"><div class="t m0 x25 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">EBITDA znormali<span class="_ _0"/>zowana </div></div><div class="c x16 yd4 w8 h11"><div class="t m0 x1e h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">491 </div></div><div class="c x18 yd4 w9 h11"><div class="t m0 x1e h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">595 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 yd5 ff2 fs0 fc0 sc0 ls1 ws0">3.2.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff2">Aktywa i pasywa Grupy<span class="_ _2"/> </span></span></div><div class="t m0 x2 h3 yd6 ff2 fs0 fc0 sc0 ls0 ws0">Wybrane dane ze sprawozdan<span class="_ _2"/>ia z sytuacji finan<span class="_ _2"/>sowej Grupy <span class="_ _2"/><span class="ff4">przedstawiają się na<span class="_ _2"/>stępująco:<span class="_ _2"/></span> </div></div><div class="c x2 yd7 w7 h18"><div class="t m0 x11 h10 y9e ff3 fs3 fc2 sc0 ls0 ws0">Pozycja </div></div><div class="c x12 yd7 wc h18"><div class="t m0 x13 h10 y9e ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div></div><div class="c x14 yd7 w9 h18"><div class="t m0 x13 h10 yd8 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>2 </div><div class="t m0 x15 h10 y9e ff3 fs3 fc2 sc0 ls0 ws0">(dane </div><div class="t m0 x13 h10 yd9 ff5 fs3 fc2 sc0 ls0 ws0">przekształcone)<span class="_ _0"/><span class="ff3"> </span></div></div><div class="c x16 yd7 w8 h18"><div class="t m0 x17 h10 y9e ff3 fs3 fc2 sc0 ls0 ws0">Zmiana </div></div><div class="c x18 yd7 w9 h18"><div class="t m0 x19 h10 y9e ff3 fs3 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x2 yda w7 h11"><div class="t m0 x11 h10 ya9 ff5 fs3 fc0 sc0 ls0 ws0">Aktywa trwałe<span class="ff3"> </span></div></div><div class="c x12 yda wc h11"><div class="t m0 x1b hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">46 786 </div></div><div class="c x14 yda w9 h11"><div class="t m0 x1a hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">43 074 </div></div><div class="c x16 yda w8 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">3 712 </div></div><div class="c x18 yda w9 h11"><div class="t m0 x28 hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">9%<span class="ls0"> </span></div></div><div class="c x2 ydb w7 h15"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Rzeczowe aktywa tr<span class="_ _0"/>wałe<span class="ff3"> </span></div></div><div class="c x12 ydb wc h15"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">19 744 </div></div><div class="c x14 ydb w9 h15"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">17 463 </div></div><div class="c x16 ydb w8 h15"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2 281 </div></div><div class="c x18 ydb w9 h15"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">13% </div></div><div class="c x2 ydc w7 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Wartości niematerial<span class="_ _d"/>n<span class="_ _2"/>e<span class="ff3"> </span></div></div><div class="c x12 ydc wc h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">21 596 </div></div><div class="c x14 ydc w9 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">20 555 </div></div><div class="c x16 ydc w8 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 041 </div></div><div class="c x18 ydc w9 h11"><div class="t m0 x28 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">5%<span class="ls0"> </span></div></div><div class="c x2 ydd w7 h11"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">Aktywa obrotowe </div></div><div class="c x12 ydd wc h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">47 117 </div></div><div class="c x14 ydd w9 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">58 901 </div></div><div class="c x16 ydd w8 h11"><div class="t m0 x29 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(11 784) </div></div><div class="c x18 ydd w9 h11"><div class="t m0 x20 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">20%</span> </div></div><div class="c x2 yde w7 h11"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">Zapasy </div></div><div class="c x12 yde wc h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">23 713 </div></div><div class="c x14 yde w9 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">26 793 </div></div><div class="c x16 yde w8 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(3 080) </div></div><div class="c x18 yde w9 h11"><div class="t m0 x20 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">11%</span> </div></div><div class="c x2 ydf w7 h14"><div class="t m0 x11 h10 yc8 ff5 fs3 fc0 sc0 ls0 ws0">Należności z tytuł<span class="_ _0"/>u dostaw i usług or<span class="_ _d"/>a<span class="_ _2"/>z pozostałe </div><div class="t m0 x11 h10 ye0 ff5 fs3 fc0 sc0 ls0 ws0">należności<span class="ff3"> </span></div></div><div class="c x12 ydf wc h14"><div class="t m0 x1b hb ye1 ff2 fs3 fc0 sc0 ls0 ws0">13 384 </div></div><div class="c x14 ydf w9 h14"><div class="t m0 x1a hb ye1 ff2 fs3 fc0 sc0 ls0 ws0">17 161 </div></div><div class="c x16 ydf w8 h14"><div class="t m0 x1b hb ye1 ff2 fs3 fc0 sc0 ls0 ws0">(3 777) </div></div><div class="c x18 ydf w9 h14"><div class="t m0 x20 hb ye1 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">22%</span> </div></div><div class="c x2 ye2 w7 h16"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Pozostałe aktywa fin<span class="_ _0"/>ansowe<span class="ff3"> </span></div></div><div class="c x12 ye2 wc h16"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">6 189 </div></div><div class="c x14 ye2 w9 h16"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">13 <span class="ls0">655<span class="_ _0"/> </span></div></div><div class="c x16 ye2 w8 h16"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(7 466) </div></div><div class="c x18 ye2 w9 h16"><div class="t m0 x20 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">55%</span> </div></div><div class="c x2 ye3 w7 h11"><div class="t m0 x11 h10 ya9 ff5 fs3 fc0 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"/>ch ekwiwal<span class="_ _0"/>enty<span class="ff3"> </span></div></div><div class="c x12 ye3 wc h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">3 831 </div></div><div class="c x14 ye3 w9 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">1 292 </div></div><div class="c x16 ye3 w8 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">2 539 </div></div><div class="c x18 ye3 w9 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">197% </div></div><div class="c x2 ye4 w7 h11"><div class="t m0 x11 h10 ya9 ff5 fs3 fc0 sc0 ls0 ws0">Kapitał własny <span class="_ _0"/>ogółem<span class="ff3"> </span></div></div><div class="c x12 ye4 wc h11"><div class="t m0 x1b hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">55 668 </div></div><div class="c x14 ye4 w9 h11"><div class="t m0 x1a hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">61 361 </div></div><div class="c x16 ye4 w8 h11"><div class="t m0 x1b hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(5 693) </div></div><div class="c x18 ye4 w9 h11"><div class="t m0 x1c hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">9%</span> </div></div><div class="c x2 ye5 w7 h11"><div class="t m0 x11 h10 ya9 ff5 fs3 fc0 sc0 ls0 ws0">Zobowiązania dłu<span class="_ _0"/>goterminowe<span class="ff3"> </span></div></div><div class="c x12 ye5 wc h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">5 462 </div></div><div class="c x14 ye5 w9 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">4 790 </div></div><div class="c x16 ye5 w8 h11"><div class="t m0 x1f hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">672 </div></div><div class="c x18 ye5 w9 h11"><div class="t m0 x1e hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">14% </div></div><div class="c x2 ye6 w7 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Zobowiązania krót<span class="_ _d"/>k<span class="_ _2"/>oterminowe<span class="ff3"> </span></div></div><div class="c x12 ye6 wc h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">32 773 </div></div><div class="c x14 ye6 w9 h11"><div class="t m0 x1a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">35 824 </div></div><div class="c x16 ye6 w8 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(3 051) </div></div><div class="c x18 ye6 w9 h11"><div class="t m0 x1c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">9%</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 ye7 ff4 fs0 fc0 sc0 ls0 ws0">Wzrost <span class="_ _f"/>wartości <span class="_ _f"/>akty<span class="_ _2"/>wów <span class="_ _3"/>tr<span class="_ _2"/>wałych <span class="_ _f"/>spowodo<span class="_ _2"/>wany <span class="_ _f"/>był <span class="_ _f"/>w <span class="_ _f"/>głó<span class="_ _2"/>wnej <span class="_ _f"/>mierze <span class="_ _f"/>poniesien<span class="_ _2"/>iem <span class="_ _f"/>dodatkowyc<span class="_ _2"/>h <span class="_ _f"/>nakładów <span class="_ _f"/>na <span class="_ _f"/>rzeczowe<span class="_ _2"/> </div><div class="t m0 x2 h3 ye8 ff4 fs0 fc0 sc0 ls0 ws0">aktywa <span class="_ _3"/>trwałe <span class="_ _f"/>związane <span class="_ _3"/>z <span class="_ _f"/>modernizacją <span class="_ _f"/>zakładu <span class="_ _f"/>produkcyjnego <span class="_ _3"/>w<span class="_ _2"/> <span class="_ _3"/>Mar<span class="_ _2"/>yninie <span class="_ _f"/><span class="ff2">(+2<span class="_ _2"/> </span>281 <span class="_ _3"/>tys. <span class="_ _f"/>PLN) <span class="_ _3"/>oraz <span class="_ _3"/>wartości <span class="_ _f"/>niematerialne </div><div class="t m0 x2 h3 ye9 ff2 fs0 fc0 sc0 ls0 ws0">(+1 041 tys. PLN), w tym <span class="ff4">na<span class="_ _2"/>kładó<span class="_ _2"/>w na trwające prace rozwojo<span class="_ _2"/>we, głównie na<span class="_ _2"/> projekt Equisse (+6<span class="_ _2"/>83<span class="_ _2"/></span> tys. PLN).<span class="_ _2"/> </div><div class="t m0 x2 h3 yea ff4 fs0 fc0 sc0 ls0 ws0">Stan <span class="_ _2"/>zapasów <span class="_ _3"/>w <span class="_ _2"/>2023 <span class="_ _2"/>r<span class="_ _2"/>oku <span class="_ _2"/>uleg<span class="_ _2"/>ł <span class="_ _2"/>zmniejszen<span class="_ _2"/>iu <span class="_ _2"/>(<span class="_ _2"/><span class="ff2">-3 080 <span class="_ _3"/>tys. <span class="_ _2"/>PLN), <span class="_ _3"/>ale <span class="_ _3"/>pozostaje <span class="_ _2"/>nadal <span class="_ _2"/>na<span class="_ _2"/> <span class="_ _2"/>wysok<span class="_ _2"/>im <span class="_ _2"/>p<span class="_ _2"/>oziomie. <span class="_ _2"/>Na <span class="_ _3"/>koniec <span class="_ _3"/>roku </span></div><div class="t m0 x2 h3 yeb ff4 fs0 fc0 sc0 ls0 ws0">2022 <span class="_ _3"/>znacząco <span class="_ _f"/>zwiększono<span class="_ _2"/> <span class="_ _3"/>po<span class="_ _2"/>ziom <span class="_ _f"/>zatowarowania, <span class="_ _3"/>głó<span class="_ _2"/>wnie <span class="_ _3"/>w<span class="_ _2"/> <span class="_ _3"/>a<span class="_ _2"/>nalizatory, <span class="_ _f"/>w <span class="_ _f"/>wyniku <span class="_ _3"/>kr<span class="_ _2"/>yzysu <span class="_ _3"/>na <span class="_ _f"/>rynku <span class="_ _f"/>układów <span class="_ _3"/>s<span class="_ _2"/>calonych,<span class="_ _2"/> </div><div class="t m0 x2 h3 yec ff4 fs0 fc0 sc0 ls0 ws0">który doprowadził do problemów <span class="_ _0"/>z dostępnością niektórych z dystrybuowanych przez <span class="_ _0"/>Grupę aparató<span class="_ _2"/>w. Grupa planuje obniżyć </div><div class="t m0 x2 h3 yed ff2 fs0 fc0 sc0 ls0 ws0">poziom zatowarowania w trak<span class="_ _2"/>cie roku 20<span class="_ _2"/>24. </div><div class="t m0 x2 h3 yee ff4 fs0 fc0 sc0 ls0 ws0">Zmniejszenie <span class="_ _f"/>wartości <span class="_ _f"/>pozo<span class="_ _2"/>stałych <span class="_ _f"/>aktywów <span class="_ _f"/>finans<span class="_ _2"/>owych <span class="_ _f"/>(<span class="ff2">-7 </span>46<span class="_ _2"/>6 <span class="_ _f"/>tys. <span class="_ _f"/>PLN) <span class="_ _f"/>spowodowane<span class="_ _2"/> <span class="_ _f"/>było <span class="_ _3"/>gł<span class="_ _2"/>ównie <span class="_ _f"/>zbyciem <span class="_ _f"/>jednoste<span class="_ _2"/>k </div><div class="t m0 x2 h3 yef ff2 fs0 fc0 sc0 ls0 ws0">uczestnictwa <span class="_ _2"/>w fun<span class="_ _2"/>duszu <span class="_ _2"/>QUERCUS <span class="_ _2"/>Parasolowy <span class="_ _2"/>SFIO <span class="_ _2"/>(<span class="_ _2"/>-4 775 <span class="_ _2"/>tys. <span class="_ _2"/>PLN) <span class="_ _2"/>oraz <span class="_ _2"/>zbyciem<span class="_ _2"/> akcji <span class="_ _2"/>Scop<span class="_ _2"/>e <span class="_ _2"/>Fluidics <span class="_ _2"/>S.A. (<span class="_ _2"/>-2<span class="_ _2"/> 150 <span class="_ _2"/>tys. </div><div class="t m0 x2 h3 yf0 ff2 fs0 fc0 sc0 ls0 ws0">PLN). </div><div class="t m0 x2 hc yf1 ff1 fs1 fc0 sc0 ls0 ws0"> <span class="_ _1b"> </span> </div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf7"><div class="pc pc7 w0 h0"><img alt="" class="bi xa yf2 w6 h19" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hd y11 ff2 fs4 fc0 sc0 ls0 ws0">7 </div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff2 fs0 fc0 sc0 ls1 ws0">3.3.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff4">Rachunek przepływó<span class="_ _2"/>w pieniężnych<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y97 ff4 fs0 fc0 sc0 ls0 ws0">Wybrane dane z rachunku pr<span class="_ _2"/>zepływów pieniężn<span class="_ _2"/>ych Grupy przedst<span class="_ _2"/>awiają się następują<span class="_ _2"/>co:<span class="_ _2"/><span class="ff2"> </span></div></div><div class="c x2 yf3 wd h14"><div class="t m0 x11 h10 yc7 ff3 fs3 fc2 sc0 ls0 ws0">Pozycja </div></div><div class="c x14 yf3 w9 h14"><div class="t m0 x24 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">Rok zakończony<span class="_ _0"/><span class="ff3"> </span></div><div class="t m0 x13 h10 yc9 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div></div><div class="c x16 yf3 w8 h14"><div class="t m0 x24 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">Rok zakończony<span class="_ _0"/><span class="ff3"> </span></div><div class="t m0 x13 h10 yc9 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>2 </div></div><div class="c x18 yf3 w9 h14"><div class="t m0 x17 h10 yc7 ff3 fs3 fc2 sc0 ls0 ws0">Zmiana </div></div><div class="c x2 yf4 wd h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Przepływy pienię<span class="_ _0"/>żne<span class="ff3"> z </span>działalności op<span class="_ _0"/>eracyjnej<span class="ff3"> </span></div></div><div class="c x14 yf4 w9 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(3 249) </div></div><div class="c x16 yf4 w8 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(8 709) </div></div><div class="c x18 yf4 w9 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">5 460 </div></div><div class="c x2 yf5 wd h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Przepływy pienię<span class="_ _0"/>żne<span class="ff3"> z </span>działalności i<span class="_ _0"/>nwestycyjnej<span class="ff3"> </span></div></div><div class="c x14 yf5 w9 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">5 520 </div></div><div class="c x16 yf5 w8 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">8 969 </div></div><div class="c x18 yf5 w9 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(3 449) </div></div><div class="c x2 yf6 wd h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Przepływy pienię<span class="_ _0"/>żne<span class="ff3"> z </span>działalności f<span class="_ _0"/>inansowej<span class="ff3"> </span></div></div><div class="c x14 yf6 w9 h11"><div class="t m0 x1c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(19) </div></div><div class="c x16 yf6 w8 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(1 337) </div></div><div class="c x18 yf6 w9 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 318 </div></div><div class="c x2 yf7 wd h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Przepływy pienię<span class="_ _0"/>żne razem<span class="ff3"> </span></div></div><div class="c x14 yf7 w9 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2 539 </div></div><div class="c x16 yf7 w8 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(1 214) </div></div><div class="c x18 yf7 w9 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">3 753 </div></div><div class="c x2 yf8 wd h16"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Środki pieniężne <span class="_ _0"/>na początek <span class="_ _0"/>okresu<span class="ff3"> </span></div></div><div class="c x14 yf8 w9 h16"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 292 </div></div><div class="c x16 yf8 w8 h16"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2 506 </div></div><div class="c x18 yf8 w9 h16"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(1 214) </div></div><div class="c x2 yf9 wd h11"><div class="t m0 x11 h10 ya9 ff5 fs3 fc0 sc0 ls0 ws0">Środki pieniężne <span class="_ _0"/>na koniec okres<span class="_ _0"/>u<span class="ff3"> </span></div></div><div class="c x14 yf9 w9 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">3 831 </div></div><div class="c x16 yf9 w8 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">1 292 </div></div><div class="c x18 yf9 w9 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">2 539 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 yfa ff4 fs0 fc0 sc0 ls0 ws0">Przepływy <span class="_ _11"> </span>pieniężne  z <span class="_ _9"> </span>działalno<span class="_ _2"/>ści <span class="_ _11"> </span>operacyjne<span class="_ _2"/>j <span class="_ _11"> </span>w <span class="_ _11"> </span>r<span class="_ _2"/>oku <span class="_ _11"> </span>2023  wyniosły <span class="_ _c"> </span><span class="ff2">-3 249 <span class="_ _11"> </span>tys.  PLN, <span class="_ _9"> </span>wobe<span class="_ _2"/>c <span class="_ _11"> </span>-<span class="_ _2"/>8 709 <span class="_ _11"> </span>tys.  P<span class="_ _0"/>LN <span class="_ _11"> </span>w  roku </span></div><div class="t m0 x2 h3 yfb ff4 fs0 fc0 sc0 ls0 ws0">poprzednim (wzrost <span class="_ _d"/>o <span class="_ _0"/>5 <span class="_ _0"/>460 tys. <span class="_ _d"/>PLN)<span class="_ _2"/>. <span class="_ _0"/>Na <span class="_ _d"/>ujemne<span class="_ _2"/> <span class="_ _0"/>przepływy z <span class="_ _d"/>działalności operacyjnej <span class="_ _0"/>w <span class="_ _d"/>r<span class="_ _2"/>oku 2023, oprócz <span class="_ _d"/>ujem<span class="_ _2"/>nego <span class="_ _0"/>wyniku, </div><div class="t m0 x2 h3 yfc ff4 fs0 fc0 sc0 ls0 ws0">nadal <span class="_ _3"/>duży <span class="_ _3"/>wpływ <span class="_ _2"/>m<span class="_ _2"/>iał <span class="_ _3"/>wysoki <span class="_ _3"/>poziom <span class="_ _3"/>zapasów, <span class="_ _3"/>który <span class="_ _3"/>w <span class="_ _3"/>konsekwencji <span class="_ _3"/>wiązał <span class="_ _3"/>się <span class="_ _3"/>z <span class="_ _3"/>koniecznością<span class="_ _2"/> <span class="_ _2"/>r<span class="_ _2"/>egulowania <span class="_ _3"/>zobowiązań, </div><div class="t m0 x2 h3 yfd ff2 fs0 fc0 sc0 ls0 ws0">a <span class="ff4">więc z wypływem środków f<span class="_ _2"/>inansowych.<span class="_ _2"/></span> </div><div class="t m0 x2 h3 yfe ff4 fs0 fc0 sc0 ls0 ws0">Przepływy <span class="_ _11"> </span>pieniężne <span class="_ _c"> </span>z <span class="_ _11"> </span>działalności <span class="_ _c"> </span>inwestycyjnej <span class="_ _11"> </span>w <span class="_ _11"> </span>r<span class="_ _2"/>oku <span class="_ _11"> </span>2023 <span class="_ _11"> </span>wyniosły <span class="_ _c"> </span>5 <span class="_ _11"> </span>520 <span class="_ _11"> </span>tys.  P<span class="_ _0"/>LN, <span class="_ _11"> </span>wobe<span class="_ _2"/>c <span class="_ _11"> </span>8<span class="_ _3"/><span class="ff2"> 969 <span class="_ _11"> </span>tys. <span class="_ _11"> </span>PLN <span class="_ _11"> </span>w r<span class="_ _2"/>oku </span></div><div class="t m0 x2 h3 yff ff4 fs0 fc0 sc0 ls0 ws0">poprzednim. <span class="_ _f"/>Do <span class="_ _f"/>głównych <span class="_ _f"/>przep<span class="_ _2"/>ływów <span class="_ _f"/>w <span class="_ _f"/>ramach <span class="_ _f"/>dz<span class="_ _2"/>iałalności <span class="_ _f"/>inwestycyjnej <span class="_ _f"/>w<span class="_ _2"/> <span class="_ _f"/>roku <span class="_ _f"/>2023 <span class="_ _f"/>należy <span class="_ _f"/>zaliczyć: <span class="_ _f"/>zb<span class="_ _2"/>ycie <span class="_ _3"/>jedn<span class="_ _2"/>ostek </div><div class="t m0 x2 h3 y100 ff2 fs0 fc0 sc0 ls0 ws0">uczestnictwa <span class="_ _3"/>w <span class="_ _3"/>funduszu <span class="_ _f"/>QU<span class="_ _2"/>ERCUS <span class="_ _3"/>Parasolowy <span class="_ _3"/>SFIO <span class="_ _3"/>(<span class="_ _2"/>4 <span class="_ _3"/>775 <span class="_ _3"/>ty<span class="_ _2"/>s. <span class="_ _3"/>PLN), <span class="_ _3"/>zbycie <span class="_ _3"/>akc<span class="_ _2"/>ji <span class="_ _3"/>Scope <span class="_ _3"/>F<span class="_ _2"/>luidics <span class="_ _3"/>S.A. <span class="_ _3"/>(2<span class="_ _3"/> 150 <span class="_ _3"/>tys. <span class="_ _f"/>PLN) </div><div class="t m0 x2 h3 y101 ff4 fs0 fc0 sc0 ls0 ws0">oraz przychody z tytułu dy<span class="_ _2"/>widendy z akcji <span class="_ _2"/>Scope Fluidics S.<span class="_ _2"/>A. (3<span class="ff2"> 744 t<span class="_ _2"/>ys. PLN). </span></div><div class="t m0 x2 h3 y102 ff4 fs0 fc0 sc0 ls0 ws0">Przepływy pieniężne z działalności finansowej w roku 2023 wyniosły <span class="_ _2"/><span class="ff2">-19 tys. PLN, wobec -1 337 tys. PLN <span class="_ _d"/>w<span class="_ _2"/> roku poprzednim. </span></div><div class="t m0 x2 h3 y103 ff2 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _2"/>ich <span class="_ _3"/><span class="ff4">wartość</span> <span class="_ _3"/><span class="ff4">złożyły <span class="_ _3"/>się <span class="_ _3"/>przede <span class="_ _3"/>wszystkim <span class="_ _3"/>wpływy <span class="_ _3"/>z</span> <span class="ff4">leasingu <span class="_ _3"/>zwro<span class="_ _2"/>tnego <span class="_ _3"/>(2 <span class="_ _3"/>032 <span class="_ _2"/>tys. <span class="_ _3"/>PLN) <span class="_ _3"/>oraz <span class="_ _3"/>spłaty <span class="_ _2"/>zobowiązań <span class="_ _3"/>z<span class="_ _2"/></span> <span class="ff4">tytułu </span></div><div class="t m0 x2 h3 y104 ff4 fs0 fc0 sc0 ls0 ws0">kredytów i pożyczek or<span class="_ _2"/>az leasingu wraz z odse<span class="_ _2"/>tkami (<span class="ff2">-<span class="_ _2"/>2 <span class="ls1">051</span> tys. PLN). </span></div><div class="t m0 x2 h3 y105 ff2 fs0 fc0 sc0 ls1 ws0">3.4.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff4">Analiza podstawowych <span class="_ _2"/>wskaźnik<span class="_ _2"/>ów<span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y106 ff4 fs0 fc0 sc0 ls0 ws0">Poniżej <span class="_ _2"/>przed<span class="_ _2"/>stawiono <span class="_ _3"/>podstawo<span class="_ _2"/>we <span class="_ _3"/>wskaźniki <span class="_ _3"/>rentowności, <span class="_ _3"/>płynności <span class="_ _3"/>oraz <span class="_ _3"/>sprawności <span class="_ _3"/>działania <span class="_ _3"/>odnoszące<span class="_ _2"/> <span class="_ _2"/>się <span class="_ _3"/>do <span class="_ _a"/>wyników </div><div class="t m0 x2 h3 y107 ff2 fs0 fc0 sc0 ls0 ws0">Grupy za rok 2023 <span class="_ _2"/><span class="ff4">wraz z danymi por<span class="_ _2"/>ównawczymi za rok 2022:<span class="_ _2"/></span> </div></div><div class="c x2 y108 we h1a"><div class="t m0 x11 h10 y109 ff5 fs3 fc2 sc0 ls0 ws0">Wskaźnik<span class="ff3"> </span></div></div><div class="c x2a y108 wf h1a"><div class="t m0 x11 h10 y109 ff3 fs3 fc2 sc0 ls0 ws0">Definicja </div></div><div class="c x2b y108 w10 h1a"><div class="t m0 x2c h10 y10a ff5 fs3 fc2 sc0 ls0 ws0">Rok zakończony<span class="_ _0"/><span class="ff3"> </span></div><div class="t m0 x2d h10 y10b ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div></div><div class="c x2e y108 w11 h1a"><div class="t m0 x2c h10 y10c ff5 fs3 fc2 sc0 ls0 ws0">Rok zakończony<span class="_ _0"/><span class="ff3"> </span></div><div class="t m0 x2d h10 y10a ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>2 </div><div class="t m0 x29 h10 y10b ff3 fs3 fc2 sc0 ls0 ws0">(dane </div><div class="t m0 x2d h10 y10d ff5 fs3 fc2 sc0 ls0 ws0">przekształcone)<span class="_ _0"/><span class="ff3"> </span></div></div><div class="c x2 y10e we h11"><div class="t m0 x11 h10 ya9 ff5 fs3 fc0 sc0 ls0 ws0">Rentowność sprz<span class="_ _0"/>edaży netto<span class="ff3"> </span></div></div><div class="c x2a y10e wf h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">Zysk netto / przych<span class="_ _0"/>ody </div></div><div class="c x2b y10e w10 h11"><div class="t m0 x21 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">6%</span> </div></div><div class="c x2e y10e w11 h11"><div class="t m0 x21 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">8%</span> </div></div><div class="c x2 y10f we h11"><div class="t m0 x11 h10 ya9 ff5 fs3 fc0 sc0 ls0 ws0">Rentowność sprz<span class="_ _0"/>edaży na poziomie <span class="_ _d"/>EBIT<span class="ff3"> </span></div></div><div class="c x2a y10f wf h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">Zysk operacyjny / prz<span class="_ _0"/>ychody </div></div><div class="c x2b y10f w10 h11"><div class="t m0 x21 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">7%</span> </div></div><div class="c x2e y10f w11 h11"><div class="t m0 x21 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">5%</span> </div></div><div class="c x2 y110 we h11"><div class="t m0 x11 h10 ya9 ff5 fs3 fc0 sc0 ls0 ws0">Rentowność ka<span class="_ _0"/>pitału własnego (RO<span class="_ _0"/>E)<span class="ff3"> </span></div></div><div class="c x2a y110 wf h11"><div class="t m0 x11 hb ya9 ff4 fs3 fc0 sc0 ls0 ws0">Zysk netto / średni <span class="_ _0"/>kapitał własny<span class="ff2"> </span></div></div><div class="c x2b y110 w10 h11"><div class="t m0 x21 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">8%</span> </div></div><div class="c x2e y110 w11 h11"><div class="t m0 x17 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">11%</span> </div></div><div class="c x2 y111 we h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Rentowność aktywó<span class="_ _0"/>w (ROA)<span class="ff3"> </span></div></div><div class="c x2a y111 wf h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Zysk netto / średni<span class="_ _0"/>e aktywa<span class="ff2"> </span></div></div><div class="c x2b y111 w10 h11"><div class="t m0 x21 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">5%</span> </div></div><div class="c x2e y111 w11 h11"><div class="t m0 x21 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">7%</span> </div></div><div class="c x2 y112 we h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Wskaźnik płynnoś<span class="_ _0"/>ci bieżącej<span class="ff3"> </span></div></div><div class="c x2a y112 wf h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Aktywa obrotow<span class="_ _0"/>e / zobowiązania kr<span class="_ _0"/>ótkoterminowe<span class="ff2"> </span></div></div><div class="c x2b y112 w10 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1,4 </div></div><div class="c x2e y112 w11 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1,6 </div></div><div class="c x2 y113 we h14"><div class="t m0 x11 h10 yc7 ff5 fs3 fc0 sc0 ls0 ws0">Wskaźnik płynno<span class="_ _0"/>ści szybkiej<span class="ff3"> </span></div></div><div class="c x2a y113 wf h14"><div class="t m0 x11 hb yc8 ff2 fs3 fc0 sc0 ls0 ws0">(Aktywa obrotowe <span class="ff4">–</span> z<span class="_ _0"/>apasy <span class="ff4">–</span> <span class="ff4">RMK krótko<span class="_ _0"/>terminowe) </span></div><div class="t m0 x11 hb ye0 ff4 fs3 fc0 sc0 ls0 ws0">/ zobowiązania krót<span class="_ _0"/>koterminowe<span class="ff2"> </span></div></div><div class="c x2b y113 w10 h14"><div class="t m0 x1d hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">0,7 </div></div><div class="c x2e y113 w11 h14"><div class="t m0 x1d hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">0,9 </div></div><div class="c x2 y114 we h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Kapitał obrotow<span class="_ _0"/>y netto<span class="ff3"> </span></div></div><div class="c x2a y114 wf h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Aktywa obrotow<span class="_ _0"/>e <span class="ff4">–</span> <span class="ff4">zobowiązania krótkot<span class="_ _0"/>erminowe<span class="ff2"> </span></span></div></div><div class="c x2b y114 w10 h11"><div class="t m0 x2f hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">14 344 </div></div><div class="c x2e y114 w11 h11"><div class="t m0 x2f hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">23 077 </div></div><div class="c x2 y115 we h1b"><div class="t m0 x11 h10 yc7 ff5 fs3 fc0 sc0 ls0 ws0">Cykl rotacji zapas<span class="_ _0"/>ów w dniach<span class="ff3"> </span></div></div><div class="c x2a y115 wf h1b"><div class="t m0 x11 hb yc8 ff4 fs3 fc0 sc0 ls0 ws0">Wartość średnia za<span class="_ _0"/>pasów x 365 / koszt wł<span class="_ _d"/>a<span class="_ _2"/>sny </div><div class="t m0 x11 hb yc9 ff4 fs3 fc0 sc0 ls0 ws0">sprzedaży<span class="ff2"> </span></div></div><div class="c x2b y115 w10 h1b"><div class="t m0 x26 hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">190 </div></div><div class="c x2e y115 w11 h1b"><div class="t m0 x26 hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">164 </div></div><div class="c x2 y116 we h1c"><div class="t m0 x11 h10 y117 ff5 fs3 fc0 sc0 ls0 ws0">Cykl rotacji nal<span class="_ _0"/>eżności handlowy<span class="_ _0"/>ch w dniach<span class="ff3"> </span></div></div><div class="c x2a y116 wf h1c"><div class="t m0 x11 hb y118 ff4 fs3 fc0 sc0 ls0 ws0">Wartość średnia nale<span class="_ _0"/>żności handlowych <span class="_ _0"/>x 365 / </div><div class="t m0 x11 hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">przychody </div></div><div class="c x2b y116 w10 h1c"><div class="t m0 x30 hb y117 ff2 fs3 fc0 sc0 ls4 ws0">55<span class="ls0"> </span></div></div><div class="c x2e y116 w11 h1c"><div class="t m0 x20 hb y117 ff2 fs3 fc0 sc0 ls4 ws0">54<span class="ls0"> </span></div></div><div class="c x2 y119 we h14"><div class="t m0 x11 h10 yc7 ff3 fs3 fc0 sc0 ls0 ws0">Cykl <span class="ff5">rotacji zobowią<span class="_ _0"/>zań handlow<span class="_ _0"/>ych w dniach<span class="ff3"> </span></span></div></div><div class="c x2a y119 wf h14"><div class="t m0 x11 hb yc8 ff4 fs3 fc0 sc0 ls0 ws0">Wartość średnia zo<span class="_ _0"/>bowiązań handlow<span class="_ _0"/>ych x 365 / </div><div class="t m0 x11 hb ye0 ff2 fs3 fc0 sc0 ls0 ws0">zakupy* </div></div><div class="c x2b y119 w10 h14"><div class="t m0 x26 hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">108 </div></div><div class="c x2e y119 w11 h14"><div class="t m0 x20 hb yc7 ff2 fs3 fc0 sc0 ls4 ws0">75<span class="ls0"> </span></div></div><div class="c x2 y11a we h1b"><div class="t m0 x11 h10 yc7 ff5 fs3 fc0 sc0 ls0 ws0">Cykl konwersji gotó<span class="_ _0"/>wki w dniach<span class="ff3"> </span></div></div><div class="c x2a y11a wf h1b"><div class="t m0 x11 hb yc8 ff4 fs3 fc0 sc0 ls0 ws0">Cykl rotacji zapa<span class="_ _0"/>sów + cykl rotacji <span class="_ _0"/>należności –<span class="ff2"> cykl </span></div><div class="t m0 x11 hb yc9 ff4 fs3 fc0 sc0 ls0 ws0">rotacji zobowiązań<span class="ff2"> </span></div></div><div class="c x2b y11a w10 h1b"><div class="t m0 x26 hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">137 </div></div><div class="c x2e y11a w11 h1b"><div class="t m0 x26 hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">143 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hb y11b ff4 fs3 fc0 sc0 ls0 ws0">*zakupy <span class="_ _2"/>zdefiniowano <span class="_ _2"/>jako: <span class="_ _3"/>usługi <span class="_ _2"/>o<span class="_ _2"/>bce <span class="_ _2"/>+ <span class="_ _3"/>zużycie <span class="_ _2"/>materiałów <span class="_ _3"/>i <span class="_ _2"/>energii <span class="_ _3"/>+ <span class="_ _2"/>wa<span class="_ _2"/>rtość <span class="_ _2"/>sprzedanych <span class="_ _2"/>towarów <span class="_ _2"/>i <span class="_ _3"/>materiałów <span class="_ _2"/>+ <span class="_ _3"/>zmiana <span class="_ _2"/>stanu <span class="_ _3"/>materiałów <span class="_ _2"/>+ <span class="_ _2"/>zm<span class="_ _2"/>iana </div><div class="t m0 x2 hb y11c ff4 fs3 fc0 sc0 ls0 ws0">stanu towarów.<span class="ff2"> </span></div><div class="t m0 x2 h3 y11d ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _f"/>roku <span class="_ _f"/>2023<span class="_ _2"/> <span class="_ _f"/>wszystkie <span class="_ _f"/>podstaw<span class="_ _2"/>owe <span class="_ _f"/>wskaźniki <span class="_ _a"/>rentowności, <span class="_ _a"/>z <span class="_ _f"/>wyjątkiem <span class="_ _f"/>r<span class="_ _2"/>entowności <span class="_ _f"/>sprzedaży <span class="_ _a"/>na <span class="_ _a"/>poziomie <span class="_ _f"/>EBIT, <span class="_ _f"/>uleg<span class="_ _2"/>ły </div><div class="t m0 x2 h3 y11e ff4 fs0 fc0 sc0 ls0 ws0">poprawie <span class="_ _2"/>w <span class="_ _3"/>porównaniu <span class="_ _2"/>z <span class="_ _3"/>rokiem <span class="_ _2"/>po<span class="_ _2"/>przednim. <span class="_ _2"/>Mimo<span class="_ _2"/> <span class="_ _2"/>niższego <span class="_ _2"/>po<span class="_ _2"/>ziomu <span class="_ _3"/>przychodów <span class="_ _2"/>ze <span class="_ _3"/>sprzedaży, <span class="_ _2"/>Gr<span class="_ _2"/>upa <span class="_ _2"/>zmniejszyła <span class="_ _3"/>stratę </div><div class="t m0 x2 h3 y11f ff4 fs0 fc0 sc0 ls0 ws0">netto w porównaniu z rokie<span class="_ _2"/><span class="ff2">m popr<span class="_ _2"/>zednim. </span></div><div class="t m0 x2 h3 y120 ff4 fs0 fc0 sc0 ls0 ws0">Zarówno <span class="_ _2"/>dla <span class="_ _3"/>wskaźnika <span class="_ _2"/>płynności<span class="_ _2"/> <span class="_ _2"/>bieżącej, <span class="_ _2"/>jak <span class="_ _3"/>i <span class="_ _2"/>płynności <span class="_ _2"/>szybkiej<span class="_ _2"/> <span class="_ _2"/>zauważalny <span class="_ _3"/>jest <span class="_ _2"/>spadek <span class="_ _3"/>wartości <span class="_ _2"/>w <span class="_ _3"/>porównaniu <span class="_ _2"/>z <span class="_ _3"/>rokiem </div><div class="t m0 x2 h3 y121 ff4 fs0 fc0 sc0 ls0 ws0">ubiegłym.  Wskaźn<span class="_ _2"/>ik  płynnośc<span class="_ _2"/>i <span class="_ _e"> </span>bieżącej  utrzym<span class="_ _2"/>uje  się <span class="_ _e"> </span>nadal  n<span class="_ _2"/>a  be<span class="_ _2"/>zpiecznym  poziomie, <span class="_ _e"> </span>potwi<span class="_ _2"/>erdzając <span class="_ _e"> </span>zdolność  Grup<span class="_ _2"/>y </div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf8"><div class="pc pc8 w0 h0"><img alt="" class="bi xa y122 w6 h1d" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hd y11 ff2 fs4 fc0 sc0 ls0 ws0">8 </div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff2 fs0 fc0 sc0 ls1 ws0">do<span class="ls0"> <span class="ff4">terminowej realizacji wymagalnych zobowiązań. Wskaźnik płynności szybkiej kształtuje się na <span class="_ _0"/>poziomie poniżej wartości 1<span class="ff2 ls8">, </span></span></span></div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">zarówno na konie<span class="_ _2"/>c 2023 jak i<span class="_ _2"/> 2022 r<span class="_ _2"/>oku, co wynika g<span class="_ _2"/>łównie z w<span class="_ _2"/>ysokiego stanu za<span class="_ _2"/>pasów, a<span class="_ _2"/> więc tran<span class="_ _2"/>sferu z akty<span class="_ _2"/>wów bardziej </div><div class="t m0 x2 h3 y72 ff4 fs0 fc0 sc0 ls0 ws0">płynnych <span class="_ _3"/>do <span class="_ _f"/>mniej <span class="_ _3"/>płynn<span class="_ _2"/>ych. <span class="_ _3"/>Jak<span class="_ _2"/> <span class="_ _3"/>opisano <span class="_ _f"/>powyżej<span class="ff2">,<span class="_ _2"/> <span class="_ _3"/></span>Grupa <span class="_ _f"/>podjęła<span class="_ _2"/> <span class="_ _3"/>starania <span class="_ _f"/>mające <span class="_ _f"/>na <span class="_ _3"/>celu <span class="_ _f"/>zmniejszenie <span class="_ _3"/>po<span class="_ _2"/>ziomu <span class="_ _3"/>zapasów<span class="_ _2"/> </div><div class="t m0 x2 h3 y73 ff2 fs0 fc0 sc0 ls0 ws0">w roku 2024. </div><div class="t m0 x2 h3 y74 ff4 fs0 fc0 sc0 ls0 ws0">Cykle <span class="_ _3"/>rotacj<span class="_ _2"/>i <span class="_ _3"/>należno<span class="_ _2"/>ści, <span class="_ _f"/>zobowiązań <span class="_ _f"/>i <span class="_ _3"/>zapa<span class="_ _2"/>sów <span class="_ _f"/>w <span class="_ _3"/>2023<span class="_ _2"/> <span class="_ _3"/>roku<span class="_ _2"/> <span class="_ _3"/>uleg<span class="_ _2"/>ły <span class="_ _3"/>wyd<span class="_ _2"/>łużeniu <span class="_ _f"/>w <span class="_ _3"/>stos<span class="_ _2"/>unku <span class="_ _3"/>do<span class="_ _2"/> <span class="_ _3"/>rok<span class="_ _2"/>u <span class="_ _f"/>2022. <span class="_ _3"/>W<span class="_ _2"/>ydłużony <span class="_ _f"/>cykl </div><div class="t m0 x2 h3 y75 ff4 fs0 fc0 sc0 ls0 ws0">rotacji <span class="_ _2"/>zapasów <span class="_ _2"/>wynika <span class="_ _2"/>z wyso<span class="_ _2"/>kiego <span class="_ _2"/>poziom<span class="_ _2"/>u <span class="_ _2"/>zatowarowania <span class="_ _2"/>oraz <span class="_ _2"/>niższej <span class="_ _2"/>niż <span class="_ _2"/>zakładana <span class="_ _2"/>sprzedaży <span class="_ _3"/>w roku<span class="_ _2"/> 20<span class="_ _2"/>23. <span class="_ _2"/>Cykl r<span class="_ _2"/>otacji </div><div class="t m0 x2 h3 y98 ff4 fs0 fc0 sc0 ls0 ws0">należności <span class="_ _0"/>kształtował się <span class="_ _d"/>w <span class="_ _d"/>r<span class="_ _2"/>oku <span class="_ _0"/>2023 <span class="_ _0"/>na <span class="_ _d"/>po<span class="_ _2"/>dobnym <span class="_ _0"/>poziomie jak <span class="_ _4"/>w roku <span class="_ _d"/>2022. Istotnie <span class="_ _d"/>wzrósł cykl <span class="_ _d"/>rotacji <span class="_ _d"/>zobowiązań, co<span class="ff2"> </span>było<span class="_ _2"/> </div><div class="t m0 x2 h3 y123 ff4 fs0 fc0 sc0 ls0 ws0">bezpośrednio <span class="_ _b"> </span>związane <span class="_ _b"> </span>ze <span class="_ _b"> </span>zwiększon<span class="_ _2"/>ym <span class="_ _b"> </span>cyklem <span class="_ _b"> </span>rotacji <span class="_ _b"> </span>zapasów <span class="_ _b"> </span>i <span class="_ _b"> </span>przesuwaniem<span class="_ _2"/> <span class="_ _16"> </span>terminów <span class="_ _b"> </span>płatności <span class="_ _b"> </span>do <span class="_ _b"> </span>dostawców<span class="_ _2"/> </div><div class="t m0 x2 h3 y124 ff2 fs0 fc0 sc0 ls1 ws0">do<span class="ls0"> <span class="ff4">momentu sprzedaży zapa<span class="_ _2"/>sów.</span> </span></div><div class="t m0 x2 h4 y78 ff3 fs0 fc0 sc0 ls1 ws0">4.<span class="ff6 ls0"> <span class="_ _19"> </span><span class="ff3">I<span class="ff5">nformacje <span class="_ _11"> </span>o <span class="_ _9"> </span>pr<span class="_ _2"/>zyjętej <span class="_ _9"> </span>st<span class="_ _2"/>rategii <span class="_ _9"> </span>ro<span class="_ _2"/>zwoju <span class="_ _11"> </span></span>Gru<span class="_ _2"/>py <span class="_ _9"> </span><span class="ff5">oraz <span class="_ _11"> </span>działan<span class="_ _2"/>iach <span class="_ _9"> </span>p<span class="_ _2"/>odjętych <span class="_ _11"> </span>w</span> <span class="_ _11"> </span>ramach <span class="_ _11"> </span>jej <span class="_ _11"> </span>realizacji <span class="_ _9"> </span>w <span class="_ _11"> </span>okr<span class="_ _2"/>esie </span></span></div><div class="t m0 x10 h4 y125 ff5 fs0 fc0 sc0 ls0 ws0">objętym  raportem  wraz  z  opisem  perspektyw  rozwoju  działalności <span class="_ _e"> </span><span class="ff3">Grupy  co  najmniej  w  </span>najbliższym  roku </div><div class="t m0 x10 h4 y126 ff3 fs0 fc0 sc0 ls0 ws0">obrotowym </div><div class="t m0 x2 h3 y7b ff2 fs0 fc0 sc0 ls1 ws0">4.1.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff2">Strategia rozwoju Grupy<span class="_ _2"/> </span></span></div><div class="t m0 x2 h3 y7c ff4 fs0 fc0 sc0 ls0 ws0">Strategia <span class="_ _3"/>Grupy <span class="_ _3"/>zakłada <span class="_ _f"/>poszerzanie <span class="_ _3"/>ofe<span class="_ _2"/>rty <span class="_ _3"/>analizatorów <span class="_ _3"/>o <span class="_ _3"/>apar<span class="_ _2"/>aty <span class="_ _3"/>własnej <span class="_ _3"/>i <span class="_ _3"/>obcej <span class="_ _3"/>konstruk<span class="_ _2"/>cji, <span class="_ _3"/>które <span class="_ _f"/>przeprowadzając <span class="_ _3"/>testy </div><div class="t m0 x2 h3 y127 ff4 fs0 fc0 sc0 ls0 ws0">diagnostyczne używają odczynn<span class="_ _2"/>ików dostar<span class="_ _2"/>czanych przez <span class="_ _2"/>spółki Grupy.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y128 ff4 fs0 fc0 sc0 ls0 ws0">Strategia Grupy zakłada stab<span class="_ _2"/>ilny wzrost podstawowej<span class="_ _2"/> działalnoś<span class="_ _2"/>ci, obejmującej:<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y129 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">produkcję i dystrybucję od<span class="_ _2"/>czynnik<span class="_ _2"/>ów diagnostycznych,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y12a ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">dystrybucję aparatu<span class="_ _2"/>ry do diagnos<span class="_ _2"/>tyki laboratoryjnej,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y12b ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">prowadzenie <span class="_ _2"/>działalności R<span class="_ _2"/>&amp;D w <span class="_ _2"/>zakresie nowych <span class="_ _2"/>technologii <span class="_ _2"/>diagnostycznych, <span class="_ _2"/>zmierzającej <span class="_ _2"/>do pos<span class="_ _2"/>zerzania ofe<span class="_ _2"/>rty </span></span></div><div class="t m0 x31 h3 y12c ff2 fs0 fc0 sc0 ls0 ws0">produktowej Grupy,<span class="_ _2"/> </div><div class="t m0 x10 h3 y12d ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">zwiększanie <span class="_ _f"/>skali <span class="_ _3"/>d<span class="_ _2"/>ziałalności <span class="_ _f"/>poprzez <span class="_ _f"/>wejście <span class="_ _f"/>w <span class="_ _3"/>nowe <span class="_ _f"/>segmen<span class="_ _2"/>ty <span class="_ _f"/>produktowe <span class="_ _3"/>or<span class="_ _2"/>az <span class="_ _3"/>na <span class="_ _f"/>nowe <span class="_ _3"/>r<span class="_ _2"/>ynki <span class="_ _f"/>i<span class="_ _2"/><span class="ff2"> <span class="_ _f"/></span>powiększanie </span></span></div><div class="t m0 x31 h3 y12e ff4 fs0 fc0 sc0 ls0 ws0">sieci dystrybucji, w tym w<span class="_ _2"/>ykorzystanie kanałów sp<span class="_ _2"/>rzedaży OEM.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y12f ff2 fs0 fc0 sc0 ls1 ws0">4.2.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff4">Osiągnięcia w dziedzinie ba<span class="_ _2"/>dań i <span class="_ _2"/>rozwoju oraz perspektywy rozw<span class="_ _2"/>oju Gr<span class="_ _2"/>upy<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h4 y130 ff3 fs0 fc0 sc0 ls0 ws0">Equisse </div><div class="t m0 x2 h3 y131 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _a"/>dniu <span class="_ _9"> </span>11 <span class="_ _9"> </span>kwietnia <span class="_ _9"> </span>2022 <span class="_ _9"> </span>roku <span class="_ _9"> </span>dokonano<span class="_ _2"/> <span class="_ _a"/>zgłoszen<span class="_ _2"/>ia <span class="_ _9"> </span>aparatu <span class="_ _9"> </span>biochemicznego <span class="_ _9"> </span>Equisse<span class="_ _2"/> <span class="_ _a"/>w <span class="_ _9"> </span>Urzędzi<span class="_ _2"/>e <span class="_ _a"/>Rejestr<span class="_ _2"/>acji <span class="_ _9"> </span>Produktów </div><div class="t m0 x2 h3 y132 ff4 fs0 fc0 sc0 ls0 ws0">Leczniczych (URPL) w <span class="_ _2"/>celu jego rejestr<span class="_ _2"/>acji oraz uzyskania deklar<span class="_ _2"/>acji zgodności z <span class="_ _2"/>CE.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y133 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _d"/>związku z <span class="_ _d"/>brakiem zastrzeżeń URP<span class="_ _0"/>L <span class="_ _0"/>Grupa <span class="_ _0"/>może <span class="_ _0"/>wprowadzić Equisse <span class="_ _d"/>do obrotu <span class="_ _d"/>na rynku <span class="_ _d"/>polskim<span class="_ _2"/> <span class="_ _0"/>i <span class="_ _d"/>rynkach<span class="_ _2"/> <span class="_ _d"/>zagr<span class="_ _2"/>anicznych, </div><div class="t m0 x2 h3 y134 ff4 fs0 fc0 sc0 ls0 ws0">przy czym <span class="_ _d"/>na rynkach innych niż <span class="_ _0"/>kraje Unii <span class="_ _0"/>Europejskiej może <span class="_ _0"/>być wymagane dokonanie dodatkowej procedury <span class="_ _0"/>zgłoszeniowej </div><div class="t m0 x2 h3 y135 ff2 fs0 fc0 sc0 ls0 ws0">lub rejestracyjnej.<span class="_ _2"/> </div><div class="t m0 x2 h3 y136 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"> </span>dniu <span class="_ _9"> </span>16 <span class="_ _9"> </span>marca <span class="_ _9"> </span>2023 <span class="_ _9"> </span>roku <span class="_ _9"> </span>Zar<span class="_ _2"/>ząd <span class="_ _9"> </span>Jednostki <span class="_ _9"> </span>Dominującej <span class="_ _9"> </span>pod<span class="_ _2"/>jął <span class="_ _9"> </span>decyzję <span class="_ _9"> </span>o <span class="_ _9"> </span>rozpoczęciu <span class="_ _9"> </span>przeg<span class="_ _2"/>lądu <span class="_ _9"> </span>opcji <span class="_ _9"> </span>strategicznych </div><div class="t m0 x2 h3 y137 ff2 fs0 fc0 sc0 ls0 ws0">dla projektu <span class="_ _f"/>analizatora <span class="_ _3"/>Equisse.<span class="_ _2"/> <span class="_ _f"/><span class="ff4">W <span class="_ _3"/>dniu <span class="_ _f"/>21 <span class="_ _3"/>mar<span class="_ _2"/>ca <span class="_ _3"/>2024 <span class="_ _3"/>r<span class="_ _2"/>oku <span class="_ _3"/>Jednostka <span class="_ _f"/>Dominująca <span class="_ _3"/>przekaza<span class="_ _2"/>ła <span class="_ _f"/>do <span class="_ _3"/>publicznej <span class="_ _f"/>wiadomości </span></div><div class="t m0 x2 h3 y138 ff4 fs0 fc0 sc0 ls0 ws0">informację o spodziewanym za<span class="_ _2"/>kończeniu p<span class="_ _2"/>rzeglądu w<span class="_ _2"/><span class="ff2"> <span class="ls2">II</span> kwartale 2<span class="_ _2"/>024 roku.<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y139 ff4 fs0 fc0 sc0 ls0 ws0">Rozmowy  prowadzone  z  poten<span class="_ _2"/>cjalnymi  klientami <span class="_ _e"> </span>i  partnerami  uwidoczniły <span class="_ _e"> </span>znacznie  szer<span class="_ _2"/>sze  od  rozpatr<span class="_ _2"/>ywanego  dotąd </div><div class="t m0 x2 h3 y13a ff4 fs0 fc0 sc0 ls0 ws0">spektrum <span class="_ _9"> </span>możliwości <span class="_ _9"> </span>komercjali<span class="_ _2"/>zacji <span class="_ _9"> </span>Equisse <span class="_ _9"> </span>i <span class="_ _9"> </span>potencjalneg<span class="_ _2"/>o <span class="_ _9"> </span>zwiększenia <span class="_ _9"> </span>wartości, <span class="_ _9"> </span>jaką <span class="_ _9"> </span>prod<span class="_ _2"/>ukt <span class="_ _9"> </span>ten <span class="_ _9"> </span>może <span class="_ _9"> </span>wygener<span class="_ _2"/>ować </div><div class="t m0 x2 h3 y13b ff2 fs0 fc0 sc0 ls0 ws0">dla <span class="ff4">akcjonariuszy Jedno<span class="_ _2"/>stki Dominującej.<span class="_ _2"/></span> </div><div class="t m0 x2 h3 y13c ff4 fs0 fc0 sc0 ls0 ws0">Jednocześnie, <span class="_ _2"/>zaburzenia <span class="_ _2"/>w łańc<span class="_ _2"/>uchach <span class="_ _2"/>dostaw <span class="_ _2"/>spowodowane <span class="_ _2"/>pandem<span class="_ _2"/>ią CO<span class="_ _2"/>VID<span class="ff2">-<span class="_ _2"/></span>19 i<span class="_ _2"/> wojną<span class="_ _2"/> na <span class="_ _2"/>Ukrainie <span class="_ _2"/>istotnie <span class="_ _2"/>ograniczyły<span class="_ _2"/> </div><div class="t m0 x2 h3 y13d ff4 fs0 fc0 sc0 ls0 ws0">aktualne <span class="_ _f"/>możliwości <span class="_ _f"/>dosto<span class="_ _2"/>sowania <span class="_ _f"/>wielkości <span class="_ _f"/>prod<span class="_ _2"/>ukcji <span class="_ _f"/>Equisse <span class="_ _f"/>do<span class="_ _2"/> <span class="_ _f"/>popytu <span class="_ _f"/>zasygnalizowanego<span class="_ _2"/> <span class="_ _f"/>podczas <span class="_ _f"/>prezentacji <span class="_ _f"/>apar<span class="_ _2"/>atu </div><div class="t m0 x2 h3 y13e ff2 fs0 fc0 sc0 ls0 ws0">m.in. na targach Medica <span class="ff4">w Düsseldorfie w listopadzie 2022 roku, jak również na targach Medlab w Dubaju w lutym 2023 roku.<span class="_ _3"/></span> </div><div class="t m0 x2 h3 y13f ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"> </span>rezultacie,<span class="_ _2"/> <span class="_ _9"> </span>pomimo <span class="_ _11"> </span>iż <span class="_ _11"> </span>Grupa <span class="_ _11"> </span>mogłaby <span class="_ _9"> </span>r<span class="_ _2"/>ozpocząć <span class="_ _11"> </span>sprzedaż <span class="_ _11"> </span>Equisse <span class="_ _9"> </span>w <span class="_ _11"> </span>oparciu <span class="_ _11"> </span>o <span class="_ _9"> </span>już<span class="_ _2"/> <span class="_ _9"> </span>posiada<span class="_ _2"/>ne <span class="_ _9"> </span>an<span class="_ _2"/>alizatory <span class="_ _9"> </span>z<span class="_ _2"/> <span class="_ _9"> </span>seryjnej </div><div class="t m0 x2 h3 y140 ff4 fs0 fc0 sc0 ls0 ws0">produkcji, <span class="_ _d"/>Zar<span class="_ _2"/>ząd <span class="_ _d"/>Jednostki <span class="_ _0"/>Dominującej <span class="_ _0"/>podjął <span class="_ _d"/>decyzję <span class="_ _0"/>o <span class="_ _d"/>rozpoc<span class="_ _2"/>zęciu <span class="_ _0"/>przeglądu <span class="_ _d"/>op<span class="_ _2"/>cji <span class="_ _d"/>strategiczny<span class="_ _2"/>ch, <span class="_ _0"/>pozwalających <span class="_ _d"/>na <span class="_ _0"/>wybór </div><div class="t m0 x2 h3 y141 ff4 fs0 fc0 sc0 ls0 ws0">optymalnej  ścieżki<span class="ff2"> <span class="_ _11"> </span></span>rozwo<span class="_ _2"/>ju,  produkcji <span class="_ _11"> </span>i  komercjalizacji  Equisse.  W <span class="_ _11"> </span>ocenie  Zarządu  Jednostki <span class="_ _11"> </span>Dom<span class="_ _2"/>inującej  przesunięcie </div><div class="t m0 x2 h3 y142 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">czasie <span class="_ _3"/>rozpoczę<span class="_ _2"/>cia <span class="_ _3"/>spr<span class="_ _2"/>zedaży <span class="_ _f"/>Equisse <span class="_ _3"/>poz<span class="_ _2"/>woli <span class="_ _3"/>na <span class="_ _f"/>wybór <span class="_ _f"/>i <span class="_ _3"/>wdro<span class="_ _2"/>żenie <span class="_ _3"/>rozwiązania <span class="_ _f"/>potenc<span class="_ _2"/>jalnie <span class="_ _3"/>m<span class="_ _2"/>aksymalizującego <span class="_ _f"/>zwrot </span></div><div class="t m0 x2 h3 y143 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">kapitału zaangażowan<span class="_ _2"/>ego przez Grupę w <span class="_ _2"/></span>ten projekt.<span class="_ _2"/> </div><div class="t m0 x2 h4 y144 ff5 fs0 fc0 sc0 ls0 ws0">Utrata warto<span class="_ _2"/>ści kluczowych trwających p<span class="_ _2"/>rac rozwojowych<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y145 ff4 fs0 fc0 sc0 ls0 ws0">Zgodnie z wymogami MSR 36 pa<span class="_ _2"/>r. 10a, Grup<span class="_ _2"/>a przeprowadza na koniec każde<span class="_ _2"/>go roku test na utratę<span class="_ _2"/> wartości trwających p<span class="_ _2"/>rac </div><div class="t m0 x2 h3 y94 ff4 fs0 fc0 sc0 ls0 ws0">rozwojowych jako wartości niem<span class="_ _2"/>aterialnych i pr<span class="_ _2"/>awnych niedostępn<span class="_ _2"/>ych jeszcze do u<span class="_ _2"/>żytkowania.<span class="_ _2"/><span class="ff2"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf9"><div class="pc pc9 w0 h0"><img alt="" class="bi xa y146 w6 h1e" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hd y11 ff2 fs4 fc0 sc0 ls0 ws0">9 </div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _b"> </span>wyniku <span class="_ _b"> </span>przeprowadzony<span class="_ _2"/>ch <span class="_ _b"> </span>na <span class="_ _b"> </span>dzień <span class="_ _b"> </span>31<span class="_ _2"/> <span class="_ _b"> </span>grudnia <span class="_ _b"> </span>2023<span class="_ _2"/> <span class="_ _b"> </span>roku <span class="_ _b"> </span>testów <span class="_ _b"> </span>Grupa <span class="_ _b"> </span>po<span class="_ _2"/>djęła <span class="_ _b"> </span>decy<span class="_ _2"/>zję <span class="_ _b"> </span>o <span class="_ _b"> </span>rozwiązaniu<span class="_ _2"/> <span class="_ _b"> </span>odpisu </div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">aktualizującego <span class="_ _9"> </span>wartość <span class="_ _9"> </span>projektu<span class="_ _2"/> <span class="_ _9"> </span>Equisse <span class="_ _9"> </span>w <span class="_ _9"> </span>kwocie <span class="_ _9"> </span>94 <span class="_ _9"> </span>tys. <span class="_ _9"> </span>PLN. <span class="_ _9"> </span>W <span class="_ _9"> </span>ram<span class="_ _2"/>ach <span class="_ _9"> </span>przeprowadzonych <span class="_ _9"> </span>testów <span class="_ _9"> </span>Zar<span class="_ _2"/>ząd <span class="_ _9"> </span>Jednostki </div><div class="t m0 x2 h3 y72 ff4 fs0 fc0 sc0 ls0 ws0">Dominującej dokonał <span class="_ _2"/>porównania<span class="_ _2"/> wartoś<span class="_ _2"/>ci składników <span class="_ _2"/>aktywów <span class="_ _2"/>z ich <span class="_ _2"/>wartością odzyskiwalną, <span class="_ _2"/>która <span class="_ _2"/>została <span class="_ _2"/>oszacowana jako </div><div class="t m0 x2 h3 y73 ff4 fs0 fc0 sc0 ls0 ws0">ich  wartość <span class="_ _11"> </span>uż<span class="_ _2"/>ytkowa  na <span class="_ _c"> </span>podstawie  modelu  prognozowanych  przyszłych <span class="_ _c"> </span>przepływów  pieniężnych  generowanych  przez </div><div class="t m0 x2 h3 y147 ff2 fs0 fc0 sc0 ls2 ws0">te<span class="ls0"> <span class="ff4">aktywa. Okres prognoz w<span class="_ _2"/>yniósł 10 lat.<span class="_ _2"/></span> </span></div><div class="t m0 x2 h3 y75 ff4 fs0 fc0 sc0 ls0 ws0">Analogicznie  jak <span class="_ _e"> </span>w <span class="_ _e"> </span>poprzednim<span class="_ _2"/>  roku, <span class="_ _e"> </span>w  teści<span class="_ _2"/>e  na<span class="_ _2"/>  utratę <span class="_ _e"> </span>wart<span class="_ _2"/>ości  dokonano <span class="_ _e"> </span>zwiększen<span class="_ _2"/>ia  sto<span class="_ _2"/>py  dyskon<span class="_ _2"/>ta <span class="_ _e"> </span>w  stosunku<span class="_ _2"/> </div><div class="t m0 x2 h3 y98 ff2 fs0 fc0 sc0 ls1 ws0">do<span class="ls0"> <span class="ff4">wyliczonej <span class="_ _9"> </span>stopy <span class="_ _11"> </span>WACC <span class="_ _11"> </span>dla <span class="_ _11"> </span>branży <span class="_ _9"> </span>i <span class="_ _11"> </span>rynku, <span class="_ _9"> </span>na <span class="_ _11"> </span>którym <span class="_ _9"> </span>d<span class="_ _2"/>ziała <span class="_ _11"> </span>Grupa, <span class="_ _11"> </span>aby <span class="_ _9"> </span>odzwiercied<span class="_ _2"/>lić <span class="_ _9"> </span>z<span class="_ _2"/>większone <span class="_ _9"> </span>r<span class="_ _2"/>yzyko <span class="_ _9"> </span>real<span class="_ _2"/>izacji </span></span></div><div class="t m0 x2 h3 y123 ff4 fs0 fc0 sc0 ls0 ws0">prognoz. <span class="_ _11"> </span>Zastosowana <span class="_ _11"> </span>stopa<span class="_ _2"/> <span class="_ _11"> </span>dyskonta <span class="_ _11"> </span>to <span class="_ _11"> </span>21,79<span class="_ _2"/>% <span class="_ _9"> </span>(w<span class="_ _2"/> <span class="_ _11"> </span>2022 <span class="_ _11"> </span>wyniosła <span class="_ _11"> </span>ona <span class="_ _11"> </span>25,05<span class="_ _2"/>%). <span class="_ _11"> </span>Stopa <span class="_ _11"> </span>dys<span class="_ _2"/>konta, <span class="_ _11"> </span>przy <span class="_ _11"> </span>której <span class="_ _c"> </span>wartość </div><div class="t m0 x2 h3 y124 ff4 fs0 fc0 sc0 ls0 ws0">użytkowa byłaby równa war<span class="_ _2"/>tości<span class="ff2"> </span>księgo<span class="_ _2"/>wej brutto to 11,18<span class="_ _2"/>% (w 2022 18<span class="_ _2"/>,56%). <span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 yc5 ff4 fs0 fc0 sc0 ls0 ws0">Poniżej podsumowano (r<span class="_ _2"/>ozpoznane) or<span class="_ _2"/>az rozwiązane w roku 2023<span class="_ _2"/> odpisy<span class="_ _2"/><span class="ff2">:<span class="_ _2"/> </span></div></div><div class="c x2 y148 w12 h1f"><div class="t m0 x11 h10 y149 ff3 fs3 fc2 sc0 ls0 ws0">Projekt </div></div><div class="c x32 y148 w13 h1f"><div class="t m0 x33 h10 y14a ff5 fs3 fc2 sc0 ls0 ws0">Kwoty obciążaj<span class="_ _0"/>ące </div><div class="t m0 x8 h10 y14b ff5 fs3 fc2 sc0 ls0 ws0">rachunek wynikó<span class="_ _0"/>w roku </div><div class="t m0 x24 h10 y149 ff3 fs3 fc2 sc0 ls0 ws0">2023 (dodatnie <span class="_ _0"/>kwoty - </div><div class="t m0 x34 h10 yd1 ff3 fs3 fc2 sc0 ls0 ws0">przychody, ujemn<span class="_ _0"/>e - </div><div class="t m0 x27 h10 y14c ff3 fs3 fc2 sc0 ls0 ws0">koszty) </div></div><div class="c x2 y14d w12 h20"><div class="t m0 x11 hb y14e ff2 fs3 fc0 sc0 ls0 ws0">Equisse </div></div><div class="c x32 y14d w13 h20"><div class="t m0 x6 hb y14e ff2 fs3 fc0 sc0 ls4 ws0">94<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y14f ff5 fs0 fc0 sc0 ls0 ws0">Rozbudowa of<span class="_ _2"/>erty poprzez wdrażanie no<span class="_ _2"/>wych produktó<span class="_ _2"/>w<span class="ff3"> </span></div><div class="t m0 x2 h3 y150 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"/>2023 roku Grupa <span class="_ _d"/>pr<span class="_ _2"/>owadziła intensywne prace <span class="_ _0"/>nad rozbudową oferty dla <span class="_ _d"/>rynku <span class="ff2">pol<span class="_ _2"/>skiego </span>–<span class="ff2"> <span class="_ _0"/><span class="ff4">głównie w obszarach, <span class="_ _0"/>w których </span></span></div><div class="t m0 x2 h3 y151 ff4 fs0 fc0 sc0 ls0 ws0">dotychczas nie była obe<span class="_ _2"/>cna. Wśród nowo wdr<span class="_ _2"/>ożonych produktów <span class="_ _2"/>znalazły się:<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y152 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff2">analizatory <span class="_ _2"/>do <span class="_ _2"/>gazometr<span class="_ _2"/>ii or<span class="_ _2"/>az <span class="_ _2"/>POCT <span class="_ _2"/>wraz <span class="_ _2"/>z <span class="_ _2"/>syst<span class="_ _2"/>emem <span class="_ _3"/><span class="ff4">nadzoru <span class="_ _2"/>fir<span class="_ _2"/>my <span class="_ _2"/>Nova <span class="_ _2"/>Biomedical <span class="_ _2"/>dystrybuo<span class="_ _2"/>wane <span class="_ _2"/>pod <span class="_ _2"/>mar<span class="_ _2"/>ką </span></span></span></div><div class="t m0 x31 h3 y153 ff2 fs0 fc0 sc0 ls0 ws0">producenta, m.in. Stat Profile <span class="_ _2"/>Prime Plus, Stat<span class="_ _2"/>Strip Xpress2 Gluco<span class="_ _2"/>se/Ketone;<span class="_ _2"/> </div><div class="t m0 x10 h3 y154 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">rozwiązania do <span class="_ _d"/>oznaczania glikowanej <span class="_ _d"/>he<span class="_ _2"/>moglobiny <span class="_ _0"/>HbA1c <span class="_ _d"/>m<span class="_ _2"/>etodą HPLC <span class="_ _d"/>firmy <span class="_ _0"/>Lifotronic <span class="_ _0"/>dystrybuowane pod <span class="_ _d"/>mar<span class="_ _2"/>ką </span></span></div><div class="t m0 x31 h3 y155 ff4 fs0 fc0 sc0 ls0 ws0">producenta wśród których zn<span class="_ _2"/>alazły się analizatory Lifotr<span class="_ _2"/>onic H8 i Lif<span class="_ _2"/>otronic H100;<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y156 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">systemy <span class="_ _f"/>do <span class="_ _f"/>oznaczania <span class="_ _f"/>patogen<span class="_ _2"/>ów <span class="_ _f"/>metodami <span class="_ _f"/>biologii <span class="_ _f"/>molekular<span class="_ _2"/>nej <span class="_ _f"/>firmy <span class="_ _f"/>Bioperfectus <span class="_ _f"/>dystrybu<span class="_ _2"/>owane <span class="_ _f"/>pod <span class="_ _f"/>marką </span></span></div><div class="t m0 x31 h3 y157 ff4 fs0 fc0 sc0 ls0 ws0">producenta <span class="_ _9"> </span>obejmujące <span class="_ _9"> </span>sy<span class="_ _2"/>stemy <span class="_ _9"> </span>rea<span class="_ _2"/>l <span class="_ _9"> </span>time <span class="_ _9"> </span>PCR, <span class="_ _9"> </span>stacje <span class="_ _9"> </span>robocze <span class="_ _11"> </span>do <span class="_ _9"> </span>ekstraktacji <span class="_ _11"> </span>kwasów <span class="_ _9"> </span>nukleino<span class="_ _2"/>wych, <span class="_ _9"> </span>zestawy </div><div class="t m0 x31 h3 y158 ff4 fs0 fc0 sc0 ls0 ws0">odczynnikowe do oznaczan<span class="_ _2"/>ia patogenów;<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y159 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">rozwiązania <span class="_ _f"/>z <span class="_ _f"/>obszaru <span class="_ _f"/>chirur<span class="_ _2"/>gii <span class="_ _3"/>onkologicznej, <span class="_ _f"/>a <span class="_ _f"/>wśród <span class="_ _f"/>nich <span class="_ _f"/>dystrybu<span class="_ _2"/>owane <span class="_ _f"/>pod <span class="_ _f"/>marką <span class="_ _f"/>producenta: <span class="_ _f"/>nieizotopowy<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y15a ff4 fs0 fc0 sc0 ls0 ws0">system <span class="_ _b"> </span>do <span class="_ _b"> </span>wykrywania <span class="_ _b"> </span>węz<span class="_ _2"/>łów <span class="_ _b"> </span>chłonnych <span class="_ _b"> </span>wartown<span class="_ _2"/>iczych <span class="_ _b"> </span>i <span class="_ _b"> </span>de<span class="_ _2"/>tekcji <span class="_ _b"> </span>zmian <span class="_ _b"> </span>niepalpacyjny<span class="_ _2"/>ch <span class="_ _b"> </span>(Sentimag <span class="_ _b"> </span>firmy<span class="_ _2"/> </div><div class="t m0 x31 h3 y15b ff2 fs0 fc0 sc0 ls0 ws0">Endomagnetics), <span class="_ _16"> </span>magnetyczne <span class="_ _15"> </span>znaczniki <span class="_ _16"> </span>do <span class="_ _16"> </span>wykry<span class="_ _2"/><span class="ff4">wania <span class="_ _16"> </span>węzłów <span class="_ _16"> </span>chłonnych <span class="_ _15"> </span>wartowniczych <span class="_ _16"> </span>(Magtr<span class="_ _2"/>ace <span class="_ _16"> </span>firmy </span></div><div class="t m0 x31 h3 y15c ff4 fs0 fc0 sc0 ls0 ws0">Endomagnetics) <span class="_ _2"/>or<span class="_ _2"/>az <span class="_ _2"/>znakowani<span class="_ _2"/>a <span class="_ _2"/>zmian <span class="_ _3"/>niepalpacyjnych <span class="_ _2"/>(Magse<span class="_ _2"/>ed <span class="_ _2"/>firm<span class="_ _2"/>y <span class="_ _2"/>Endomagnetics), <span class="_ _3"/>narzędzia <span class="_ _2"/>chirurgiczne<span class="_ _2"/> </div><div class="t m0 x31 h3 y15d ff2 fs0 fc0 sc0 ls0 ws0">Tessa (firmy Surgical Dynami<span class="_ _2"/>cs).<span class="_ _2"/> </div><div class="t m0 x2 h3 y15e ff4 fs0 fc0 sc0 ls0 ws0">Do planów Zarządu Jednostki Dominującej na <span class="_ _0"/>rok 2024 należy poszerzenie oferty analizatorów biochemicznych o Accent 400 </div><div class="t m0 x2 h3 y15f ff4 fs0 fc0 sc0 ls0 ws0">(wyprodukowany przez <span class="_ _0"/>podmiot zewnętrzny na <span class="_ _d"/>zlecenie Grupy), BS<span class="ff2">-600M i <span class="_ _0"/>BS-<span class="ff4">1000 (dystrybuowane pod marką <span class="_ _d"/>pr<span class="_ _2"/>oducenta), </span></span></div><div class="t m0 x2 h3 y111 ff4 fs0 fc0 sc0 ls0 ws0">oferty <span class="_ _b"> </span>analizator<span class="_ _2"/>ów <span class="_ _b"> </span>h<span class="ff2">em<span class="_ _2"/>atologicznych <span class="_ _16"> </span>o <span class="_ _b"> </span>BC-760, <span class="_ _16"> </span>BC-780, <span class="_ _b"> </span>BC-<span class="_ _2"/>6000, <span class="_ _16"> </span>BC-6200, <span class="_ _b"> </span>BC-6800, <span class="_ _16"> </span>SC-120, <span class="_ _16"> </span>MC-80, <span class="_ _b"> </span>CAL6000, </span></div><div class="t m0 x2 h3 y160 ff4 fs0 fc0 sc0 ls0 ws0">CAL800000 <span class="_ _3"/>(dystrybuo<span class="_ _2"/>wane <span class="_ _3"/>pod <span class="_ _f"/>marką <span class="_ _3"/>producenta)<span class="_ _2"/> <span class="_ _3"/>oraz <span class="_ _3"/>oferty <span class="_ _3"/>a<span class="_ _2"/>nalizatorów <span class="_ _3"/>immunolog<span class="_ _2"/>icznych <span class="_ _3"/>o<span class="_ _2"/> <span class="_ _3"/>Auryx <span class="_ _3"/>90 <span class="_ _3"/>oraz <span class="_ _f"/>platformy </div><div class="t m0 x2 h3 y161 ff4 fs0 fc0 sc0 ls0 ws0">zintegrowane <span class="_ _7"> </span>(analizato<span class="_ _2"/>ry <span class="_ _7"> </span>ofer<span class="_ _2"/>ujące <span class="_ _7"> </span>na <span class="_ _7"> </span>jednej <span class="_ _1a"> </span>platformie<span class="_ _2"/><span class="ff2"> <span class="_ _7"> </span>ba<span class="_ _2"/>dania <span class="_ _7"> </span>che<span class="_ _2"/>mii <span class="_ _7"> </span>klinicznej<span class="_ _2"/> <span class="_ _7"> </span>i <span class="_ _7"> </span>diag<span class="_ _2"/>nostyki <span class="_ _7"> </span>immunologi<span class="_ _2"/>cznej </span></div><div class="t m0 x2 h3 y162 ff4 fs0 fc0 sc0 ls0 ws0">dystrybuowane pod mar<span class="_ _2"/>ką producenta).<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y163 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _11"> </span>najbliższych <span class="_ _11"> </span>lata<span class="_ _2"/>ch <span class="_ _11"> </span>Grupa <span class="_ _11"> </span>plan<span class="_ _2"/>uje <span class="_ _11"> </span>także <span class="_ _11"> </span>wdrożyć  do <span class="_ _9"> </span>oferty <span class="_ _11"> </span>analizator<span class="_ _2"/>y <span class="_ _11"> </span>Mythic <span class="_ _11"> </span>trzeciej  generacji <span class="_ _9"> </span>wykonujące  pomiary </div><div class="t m0 x2 h3 y164 ff4 fs0 fc0 sc0 ls0 ws0">retikulocytów i płynów ustrojow<span class="_ _2"/>ych zar<span class="_ _2"/>ówno ludzkich, jak i zwierzę<span class="_ _2"/>cych oraz analizator Ur<span class="_ _2"/>i<span class="ff2">-<span class="_ _2"/></span>Tex SEDI+ do<span class="_ _2"/> analizy ogólnej.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y165 ff5 fs0 fc0 sc0 ls0 ws0">Prace badawcze i r<span class="_ _2"/>ozwojowe prowadzo<span class="_ _2"/>ne przez Dział Bad<span class="_ _2"/>ań i Rozwoju<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y166 ff4 fs0 fc0 sc0 ls0 ws0">Funkcjonujący <span class="_ _3"/>w <span class="_ _2"/>Grup<span class="_ _2"/>ie <span class="_ _2"/>Dział <span class="_ _3"/>Badań <span class="_ _3"/>i <span class="_ _3"/>Rozwoju <span class="_ _2"/>w <span class="_ _3"/>porozumieniu <span class="_ _3"/>z <span class="_ _2"/>Działem<span class="_ _2"/> <span class="_ _2"/>T<span class="_ _2"/>echnologii <span class="_ _3"/>i <span class="_ _2"/>Innowacji <span class="_ _3"/>pr<span class="_ _2"/>owadził <span class="_ _2"/>aktywne <span class="_ _3"/>prace </div><div class="t m0 x2 h3 y167 ff4 fs0 fc0 sc0 ls0 ws0">nad <span class="_ _7"> </span>opracowywaniem <span class="_ _7"> </span>nowych <span class="_ _7"> </span>technologii <span class="_ _7"> </span>odczynnikowych <span class="_ _7"> </span>oraz <span class="_ _7"> </span>implementacją <span class="_ _7"> </span>posiadanych <span class="_ _7"> </span>formulacji <span class="_ _7"> </span>do <span class="_ _7"> </span>nowych </div><div class="t m0 x2 h3 y168 ff4 fs0 fc0 sc0 ls0 ws0">analizatorów.  Efekty  prowadzon<span class="_ _2"/>ych<span class="ff2">  </span>prac  mają  poszerzyć  zakre<span class="_ _2"/>s  oferowanych  produktów,  zaś  klientom  dać  możliwoś<span class="_ _2"/>ć </div><div class="t m0 x2 h3 y169 ff4 fs0 fc0 sc0 ls0 ws0">uzyskiwania większej ilośc<span class="_ _2"/>i oznaczeń pr<span class="_ _2"/>zy zastosowaniu posiada<span class="_ _2"/>nych analizator<span class="_ _2"/>ów.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y16a ff4 fs0 fc0 sc0 ls0 ws0">W 2023 rozpoczęto prace na<span class="_ _2"/>d:<span class="ff2"> </span></div><div class="t m0 x10 h3 y16b ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">wdrożeniem do of<span class="_ _2"/>erty analizatora<span class="_ _2"/> Accent<span class="ff2">-</span>400 z de<span class="_ _2"/>dykowana linią o<span class="_ _2"/>dczynnikową (linia Ac<span class="_ _2"/>cent<span class="ff2">-<span class="_ _2"/>200), </span></span></span></div><div class="t m0 x10 h3 y16c ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">optymalizacją metody o<span class="_ _2"/>znaczania<span class="_ _2"/> retikulocytów dla anal<span class="_ _2"/>izatora hem<span class="_ _2"/>atologicznego Mythic 5<span class="_ _2"/>VET Pro (weterynaria)<span class="_ _2"/>,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y16d ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">przygotowaniem <span class="_ _11"> </span>prod<span class="_ _2"/>uktów <span class="_ _11"> </span>Jedno<span class="_ _2"/>stki <span class="_ _9"> </span>Dom<span class="_ _2"/>inującej<span class="ff2"> <span class="_ _11"> </span>- <span class="_ _11"> </span>odczy<span class="_ _2"/>nnik</span><span class="ls9">ów</span><span class="ff2"> <span class="_ _9"> </span>biochemiczn<span class="_ _2"/><span class="ls7">ych</span> <span class="_ _11"> </span>klasy <span class="_ _11"> </span>C <span class="_ _c"> </span>i <span class="_ _9"> </span>B<span class="_ _2"/> <span class="_ _11"> </span>- <span class="_ _11"> </span></span>do <span class="_ _11"> </span>zgodności<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y16e ff2 fs0 fc0 sc0 ls0 ws0">z wymaganiami <span class="_ _c"> </span>IVDR <span class="_ _11"> </span>(<span class="_ _2"/>CKMB, <span class="_ _c"> </span>HbA1c <span class="_ _11"> </span>direct,  PROCALCITONIN, <span class="_ _c"> </span>CHOL, <span class="_ _11"> </span>GLUCOSE,  ALAT, <span class="_ _11"> </span>ASAT,  CRP<span class="_ _0"/> <span class="_ _11"> </span>Ultra,<span class="_ _2"/> </div><div class="t m0 x31 h3 y71 ff2 fs0 fc0 sc0 ls0 ws0">Bilirubin Total, Bilirubin D<span class="_ _2"/>irect, CREA Enzymat<span class="_ _2"/>ic); </div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pfa"><div class="pc pca w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">10<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">kontynuowano także prace rozp<span class="_ _2"/>oczęte w poprzed<span class="_ _2"/>nich okresach, m<span class="_ _2"/>.in. nad:<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y16f ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">wprowadzeniem <span class="_ _f"/>do <span class="_ _a"/>oferty <span class="_ _f"/>analiz<span class="_ _2"/>atorów <span class="_ _f"/>i <span class="_ _a"/>linii <span class="_ _f"/>odczynnikowych<span class="_ _2"/> <span class="_ _f"/>z <span class="_ _f"/>dziedziny <span class="_ _f"/>imm<span class="_ _2"/>unochemii <span class="_ _f"/>pod <span class="_ _a"/>marką <span class="_ _f"/>C<span class="_ _3"/><span class="ff2">ORMAY <span class="_ _f"/></span>–<span class="ff2"> </span></span></span></div><div class="t m0 x31 h3 y170 ff4 fs0 fc0 sc0 ls0 ws0">dokonano <span class="_ _1c"> </span>oceny <span class="_ _1c"> </span>działania <span class="_ _1c"> </span>ana<span class="_ _2"/>lizatora <span class="_ _1c"> </span>Auryx <span class="_ _1c"> </span>90, <span class="_ _1c"> </span>przeprowadzono <span class="_ _1c"> </span>badania<span class="_ _2"/> <span class="_ _1c"> </span>dedykowanych <span class="_ _1c"> </span>zestawów<span class="_ _2"/> </div><div class="t m0 x31 h3 y171 ff4 fs0 fc0 sc0 ls0 ws0">odczynnikowych <span class="_ _13"> </span>oraz <span class="_ _13"> </span>zaplano<span class="_ _2"/>wano <span class="_ _13"> </span>prace <span class="_ _13"> </span>związane <span class="_ _13"> </span>z <span class="_ _1a"> </span>op<span class="_ _2"/>racowaniem <span class="_ _13"> </span>dokumen<span class="_ _2"/>tacji <span class="_ _13"> </span>technicznej <span class="_ _13"> </span>zgodnej </div><div class="t m0 x31 h3 y172 ff2 fs0 fc0 sc0 ls0 ws0">z wymaganiami IVDR,<span class="_ _2"/> </div><div class="t m0 x10 h3 y173 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">podmianą oksydazy m<span class="_ _2"/>leczanowej<span class="_ _2"/>, peroksydazy i 4<span class="_ _2"/><span class="ff2">-aminoantypiryn<span class="_ _2"/>y w technologii Lactat<span class="_ _2"/>e,<span class="_ _2"/> </span></span></span></div><div class="t m0 x10 h3 y174 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff2">badaniami podstawienio<span class="_ _2"/>wymi trito<span class="_ _2"/>nu, oksydazy cholester<span class="_ _2"/>olu i cholanu sod<span class="_ _2"/>u w technologii CHOL,<span class="_ _3"/> </span></span></div><div class="t m0 x10 h3 y175 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">badaniami <span class="_ _3"/>analizatorów <span class="_ _3"/>biochemicznych <span class="_ _3"/>o <span class="_ _3"/>wydajności <span class="_ _3"/>200 <span class="_ _2"/>i <span class="_ _3"/>400 <span class="_ _3"/>testów/godzinę <span class="_ _3"/>od <span class="_ _3"/>różnych <span class="_ _3"/>dostawców <span class="_ _3"/>w <span class="_ _2"/>ram<span class="_ _2"/>ach </span></span></div><div class="t m0 x31 h3 y176 ff2 fs0 fc0 sc0 ls0 ws0">projektu Technology Road M<span class="_ _2"/>ap Clinical Chemi<span class="_ _2"/>stry; </div><div class="t m0 x2 h3 y177 ff4 fs0 fc0 sc0 ls0 ws0">oraz zakończono prace na<span class="_ _2"/>d:<span class="ff2"> </span></div><div class="t m0 x10 h3 y178 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">podmianą kwasu sulfan<span class="_ _2"/>ilowego w te<span class="_ _2"/>chnologiach BIL TOT<span class="_ _2"/>AL i BIL DIRECT MALLO<span class="_ _2"/>Y,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y179 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">podmianą kwasu jabłko<span class="_ _2"/>wego w te<span class="_ _2"/>chnologii Acid Washing <span class="_ _2"/>Solution C,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y17a ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">podmianą D<span class="ff2">-<span class="_ _2"/>LDH w technologiac<span class="_ _2"/>h 1-ALAT i 1-A<span class="_ _2"/>SAT. </span></span></span></div><div class="t m0 x2 h4 y17b ff3 fs0 fc0 sc0 ls1 ws0">5.<span class="ff6 ls0"> <span class="_ _19"> </span><span class="ff5">Opis istotnych czynnikó<span class="_ _2"/>w ryzyka i zagrożeń, z o<span class="_ _2"/>kreśleniem, w jakim sto<span class="_ _2"/>pniu <span class="_ _2"/><span class="ff3">Grupa <span class="_ _2"/>jest na nie </span>narażon<span class="_ _2"/>a<span class="ff3"> </span></span></span></div><div class="t m0 x2 h4 y17c ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z ogó<span class="_ _2"/>lną sytuacją makr<span class="_ _2"/>oekonomiczną<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y17d ff4 fs0 fc0 sc0 ls0 ws0">Produkty oferowane<span class="_ _2"/> pr<span class="_ _2"/>zez Grupę<span class="_ _2"/> pr<span class="_ _2"/>zeznaczone <span class="_ _2"/>są dla<span class="_ _2"/> laborato<span class="_ _2"/>riów <span class="_ _2"/>medycznych <span class="_ _2"/>funkcjonujących<span class="_ _2"/> <span class="_ _2"/>w ramach<span class="_ _2"/> <span class="_ _3"/>zakładów <span class="_ _2"/>opieki </div><div class="t m0 x2 h3 y17e ff4 fs0 fc0 sc0 ls0 ws0">zdrowotnej. O ile nie jest możliwe<span class="_ _2"/>, aby popyt na odczynniki do bad<span class="_ _2"/>ań laboratoryjnych uległ zmniejsz<span class="_ _2"/>eniu poniżej minimalne<span class="_ _2"/>go </div><div class="t m0 x2 h3 y17f ff4 fs0 fc0 sc0 ls0 ws0">poziomu gwarantującego zabezpi<span class="_ _2"/>eczenie podstawowych potrzeb służby zdrowia w zakresie wykrywa<span class="_ _2"/>nia i diagnostyki chorób<span class="_ _2"/><span class="ff2 ls2">, </span></div><div class="t m0 x2 h3 y180 ff4 fs0 fc0 sc0 ls0 ws0">to kształtowanie się popytu na<span class="_ _2"/> aparaty diag<span class="_ _2"/>nostyczne oferowane p<span class="_ _2"/>rzez Grupę jest bezp<span class="_ _2"/>ośrednio związane z te<span class="_ _2"/>mpem wzrostu </div><div class="t m0 x2 h3 y181 ff4 fs0 fc0 sc0 ls0 ws0">gospodarczego, <span class="_ _2"/>które <span class="_ _2"/>przekład<span class="_ _2"/>a <span class="_ _2"/>się <span class="_ _2"/>na <span class="_ _2"/>s<span class="_ _2"/>ytuację <span class="_ _2"/>finansową<span class="_ _2"/> <span class="_ _2"/>podmi<span class="_ _2"/>otów <span class="_ _2"/>służby <span class="_ _2"/>zdrowia,<span class="_ _2"/> <span class="_ _2"/>a <span class="_ _2"/>tym <span class="_ _2"/>samy<span class="_ _2"/>m <span class="_ _2"/>skłonność <span class="_ _2"/>laborator<span class="_ _2"/>iów </div><div class="t m0 x2 h3 y182 ff2 fs0 fc0 sc0 ls0 ws0">medycznych do inw<span class="ff4">e<span class="_ _2"/>stowania w nową apar<span class="_ _2"/>aturę.</span> </div><div class="t m0 x2 h3 y183 ff4 fs0 fc0 sc0 ls0 ws0">Spadek tempa <span class="_ _d"/>wzrostu produktu krajowego brutto <span class="_ _d"/>może<span class="_ _2"/> wpłynąć <span class="_ _d"/>na pogorszenie sytuacji <span class="_ _d"/>finansowe<span class="_ _2"/>j zarówno zakładów <span class="_ _d"/>opieki<span class="_ _2"/> </div><div class="t m0 x2 h3 y184 ff4 fs0 fc0 sc0 ls0 ws0">zdrowotnej, <span class="_ _b"> </span>uszczuplając <span class="_ _b"> </span>ich <span class="_ _b"> </span>bud<span class="_ _2"/>żety <span class="_ _b"> </span>przeznaczone <span class="_ _b"> </span>na <span class="_ _b"> </span>inwes<span class="_ _2"/>tycje, <span class="_ _b"> </span>między <span class="_ _b"> </span>innymi <span class="_ _b"> </span>w <span class="_ _b"> </span>zakresie <span class="_ _b"> </span>ap<span class="_ _2"/>aratury <span class="_ _b"> </span>medycznej, </div><div class="t m0 x2 h3 y185 ff2 fs0 fc0 sc0 ls0 ws0">jak i <span class="ff4">społeczeństwa, <span class="_ _9"> </span>mogąc<span class="_ _2"/></span> <span class="_ _9"> </span><span class="ff4">zmni<span class="_ _2"/>ejszyć <span class="_ _9"> </span>jego <span class="_ _9"> </span>zapotr<span class="_ _2"/>zebowanie <span class="_ _9"> </span>na<span class="_ _2"/> <span class="_ _9"> </span>diagnostykę <span class="_ _9"> </span>kom<span class="_ _2"/>ercyjną, <span class="_ _9"> </span>co<span class="_ _2"/></span> <span class="ff4">mog<span class="_ _2"/>łoby <span class="_ _9"> </span>się <span class="_ _9"> </span>przyczyni<span class="_ _2"/>ć <span class="_ _9"> </span>do </span></div><div class="t m0 x2 h3 y186 ff4 fs0 fc0 sc0 ls0 ws0">spadku <span class="_ _a"/>popytu <span class="_ _a"/>na <span class="_ _f"/>towar<span class="_ _2"/>y <span class="_ _f"/>z <span class="_ _a"/>ofer<span class="_ _2"/>ty <span class="_ _f"/>Gr<span class="_ _2"/>upy. <span class="_ _a"/>Grupa <span class="_ _a"/>posiada <span class="_ _a"/>ograniczony <span class="_ _a"/>wpływ <span class="_ _f"/>na<span class="_ _2"/> <span class="_ _f"/>r<span class="_ _2"/>ozwój <span class="_ _f"/>r<span class="_ _2"/>ynku, <span class="_ _f"/>jed<span class="_ _2"/>nakże <span class="_ _a"/>negatywne <span class="_ _a"/>skutki </div><div class="t m0 x2 h3 y187 ff4 fs0 fc0 sc0 ls0 ws0">ewentualnych <span class="_ _d"/>zmian<span class="_ _2"/> <span class="_ _d"/>koniunktu<span class="_ _2"/>ry <span class="_ _d"/>star<span class="_ _2"/>a <span class="_ _d"/>się <span class="_ _0"/>minimalizow<span class="_ _2"/>ać <span class="_ _d"/>poprzez<span class="_ _2"/> <span class="_ _0"/>geograficzną <span class="_ _0"/>dywersyfikację <span class="_ _0"/>swojej <span class="_ _0"/>sprzedaży <span class="_ _d"/>i zwiększanie </div><div class="t m0 x2 h3 y188 ff4 fs0 fc0 sc0 ls0 ws0">udziału sprzedaży eksporto<span class="_ _2"/>wej w łącznych przychod<span class="_ _2"/>ach ze sprzed<span class="_ _2"/>aży.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y189 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _2"/>sytuację <span class="_ _2"/>m<span class="_ _2"/>akroekonomiczną <span class="_ _3"/>istotny <span class="_ _3"/>wpływ <span class="_ _3"/><span class="ff2 lsb">ma<span class="ls0"> <span class="_ _2"/></span></span>kryzys <span class="_ _3"/>spowodowany <span class="_ _3"/>przez <span class="_ _2"/>zbrojną <span class="_ _3"/>inwazję <span class="_ _2"/>Ro<span class="_ _2"/>sji <span class="_ _2"/>na <span class="_ _3"/>Ukrainę. <span class="_ _2"/>To, <span class="_ _3"/>z <span class="_ _2"/>jakiej </div><div class="t m0 x2 h3 y18a ff4 fs0 fc0 sc0 ls0 ws0">skali <span class="_ _16"> </span>kryzysem <span class="_ _16"> </span>będz<span class="_ _2"/>iemy <span class="_ _16"> </span>mieć <span class="_ _15"> </span><span class="ff2">ostatecznie <span class="_ _15"> </span></span>do <span class="_ _16"> </span>czynienia,<span class="_ _2"/> <span class="_ _16"> </span>zależy <span class="_ _16"> </span>od <span class="_ _16"> </span>dal<span class="_ _2"/>szego <span class="_ _16"> </span>przebiegu <span class="_ _16"> </span>w<span class="_ _2"/>ojny <span class="_ _16"> </span>i <span class="_ _16"> </span>kolejnych<span class="_ _2"/> <span class="_ _16"> </span>sankcji<span class="_ _2"/> </div><div class="t m0 x2 h3 y18b ff4 fs0 fc0 sc0 ls0 ws0">wprowadzanych <span class="_ _d"/>prze<span class="_ _2"/>z <span class="_ _d"/>Rosję <span class="_ _d"/>i <span class="_ _d"/>kraj<span class="_ _2"/>e <span class="_ _d"/>UE. <span class="_ _d"/>W <span class="_ _d"/>obecnej<span class="_ _2"/> <span class="_ _d"/>sytuacji <span class="_ _d"/>nie<span class="_ _2"/> <span class="_ _d"/>ma <span class="_ _d"/>możliwości<span class="_ _2"/> <span class="_ _d"/>z <span class="_ _d"/>wysokim<span class="_ _2"/> <span class="_ _d"/>prawdopod<span class="_ _2"/>obieństwem <span class="_ _d"/>prognozowa<span class="_ _2"/>ć </div><div class="t m0 x2 h3 y18c ff2 fs0 fc0 sc0 ls0 ws0">konsekwencji i dalszego rozwo<span class="_ _2"/>ju tego kr<span class="_ _2"/>yzysu. S<span class="ff4">topień <span class="_ _2"/>zagrożenia<span class="_ _2"/></span> - wysoki.<span class="_ _2"/> </div><div class="t m0 x2 h4 y18d ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z dużą k<span class="_ _2"/>oncentrac<span class="_ _2"/>ją sprzedaży na ryn<span class="_ _2"/>kach zagranicznyc<span class="_ _2"/>h<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y18e ff4 fs0 fc0 sc0 ls0 ws0">Grupa realizuje przeważającą część swoich przychodó<span class="_ _2"/>w ze sprzedaży na rynkach eksportowych. J<span class="_ _2"/>ednym z<span class="_ _2"/><span class="ff2"> </span>głównych rynków </div><div class="t m0 x2 h3 y18f ff4 fs0 fc0 sc0 ls0 ws0">sprzedaży <span class="_ _2"/>Grupy <span class="_ _3"/>pozostaje <span class="_ _2"/>Fed<span class="_ _2"/>eracja <span class="_ _3"/>Rosyjska <span class="_ _2"/>(udział <span class="_ _3"/>w <span class="_ _2"/>przycho<span class="_ _2"/>dach <span class="_ _2"/>Gr<span class="_ _2"/>upy <span class="_ _2"/>w <span class="_ _2"/>r<span class="_ _2"/>oku <span class="_ _2"/>2023 <span class="_ _3"/>wyniósł <span class="_ _3"/>1<span class="_ _2"/><span class="ff2">5</span>%). <span class="_ _2"/>M<span class="_ _2"/>ając <span class="_ _2"/>na <span class="_ _2"/>uwad<span class="_ _2"/>ze </div><div class="t m0 x2 h3 y190 ff4 fs0 fc0 sc0 ls0 ws0">trwający  konflikt <span class="_ _e"> </span>zbrojny  po<span class="_ _2"/>między <span class="_ _e"> </span>Rosją  a<span class="_ _2"/><span class="ff2"> </span>Ukrainą<span class="ff1 fs1">  </span>oraz  wynikające <span class="_ _e"> </span>z  niego <span class="_ _e"> </span>administracyjne<span class="_ _2"/>  og<span class="_ _2"/>raniczenia  możliwośc<span class="_ _2"/>i </div><div class="t m0 x2 h3 y191 ff4 fs0 fc0 sc0 ls0 ws0">sprzedaży <span class="_ _2"/>(sankcje)<span class="_ _2"/>, <span class="_ _2"/>w <span class="_ _3"/>tym <span class="_ _2"/>możliwość <span class="_ _3"/>ich <span class="_ _2"/>roz<span class="_ _2"/>szerzenia <span class="_ _2"/>oraz <span class="_ _3"/>potencjalne <span class="_ _3"/>rozbieżności <span class="_ _3"/>interpretacyjne,<span class="_ _3"/><span class="ff2"> <span class="_ _2"/></span>nie <span class="_ _3"/>można <span class="_ _2"/>wykluczy<span class="_ _2"/>ć </div><div class="t m0 x2 h3 y192 ff4 fs0 fc0 sc0 ls0 ws0">wprowadzenia <span class="_ _11"> </span>przez <span class="_ _c"> </span>Grupę <span class="_ _11"> </span>ograniczeń <span class="_ _11"> </span>w<span class="_ _2"/><span class="ff2"> wymiani</span>e <span class="_ _11"> </span>ha<span class="_ _2"/>ndlowej <span class="_ _11"> </span>z <span class="_ _c"> </span>Federacją <span class="_ _11"> </span>Rosyjską, <span class="_ _c"> </span>w<span class="ff2"> </span>skrajny<span class="_ _2"/>m <span class="_ _11"> </span>przypadku <span class="_ _c"> </span>nie <span class="_ _11"> </span>można </div><div class="t m0 x2 h3 y193 ff4 fs0 fc0 sc0 ls0 ws0">wykluczyć wprowadzenia zakazu eksportu analizatorów oraz odczynników do <span class="_ _0"/>badań laboratoryjnych z terenu UE, co <span class="_ _d"/>m<span class="_ _2"/>ogłoby </div><div class="t m0 x2 h3 y194 ff4 fs0 fc0 sc0 ls0 ws0">doprowadzić do <span class="_ _2"/>istotnego <span class="_ _2"/>spadku <span class="_ _2"/>przychodów <span class="_ _2"/>ze sprzedaży, <span class="_ _2"/>a tym <span class="_ _2"/>samym <span class="_ _2"/>mogł<span class="_ _2"/>oby <span class="_ _2"/>negatywnie wpł<span class="_ _2"/>ynąć na <span class="_ _2"/>osiągane <span class="_ _2"/>wyniki </div><div class="t m0 x2 h3 y195 ff2 fs0 fc0 sc0 ls0 ws0">finansowe.<span class="ff1 fs1"> <span class="_ _2"/></span><span class="ff4">Utrzymujący <span class="_ _2"/>s<span class="_ _2"/>ię <span class="_ _2"/>istotny <span class="_ _2"/>spadek <span class="_ _2"/>wartości <span class="_ _2"/>R<span class="_ _2"/>UB <span class="_ _2"/>w <span class="_ _2"/>stosunku <span class="_ _2"/>do <span class="_ _2"/>PLN <span class="_ _2"/>ma <span class="_ _2"/>znaczą<span class="_ _2"/>cy <span class="_ _2"/>wpływ <span class="_ _2"/>na <span class="_ _2"/>r<span class="_ _2"/>entowność <span class="_ _2"/>sprzedaży </span></div><div class="t m0 x2 h3 y196 ff4 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _d"/>na tym <span class="_ _d"/>ryn<span class="_ _2"/>ku.<span class="ff1 fs1"> <span class="_ _d"/><span class="ff4 fs0">Ko<span class="_ _2"/>lejnymi <span class="_ _d"/>ist<span class="_ _2"/>otnymi dla <span class="_ _d"/>Grupy <span class="_ _0"/>rynkami są <span class="_ _d"/>kraje<span class="_ _2"/> <span class="_ _d"/>Afryki Subsaharyjskiej. P<span class="_ _0"/>rzedłu<span class="_ _2"/>ża<span class="_ _2"/>jący <span class="_ _0"/>się <span class="_ _d"/>kr<span class="_ _2"/>yzys walutowy </span></span></div><div class="t m0 x2 h3 y197 ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _2"/>niektó<span class="_ _2"/>rych <span class="_ _3"/>z <span class="_ _2"/>tych <span class="_ _3"/>rynków<span class="ff2">, <span class="_ _3"/></span>generujący<span class="ff2"> <span class="_ _3"/></span>sięgające <span class="_ _3"/>40% <span class="_ _2"/>spadki <span class="_ _3"/>war<span class="_ _2"/>tości <span class="_ _2"/>lokalnych<span class="_ _2"/> <span class="_ _2"/>walut <span class="_ _3"/>i<span class="_ _2"/><span class="ff2"> </span>przekładający <span class="_ _3"/>się <span class="_ _3"/>na <span class="_ _3"/>wyższe <span class="_ _2"/>ceny </div><div class="t m0 x2 h3 y198 ff4 fs0 fc0 sc0 ls0 ws0">zakupu <span class="_ _3"/>dla <span class="_ _3"/>dystr<span class="_ _2"/>ybutorów <span class="_ _3"/>na <span class="_ _3"/>tyc<span class="_ _2"/>h <span class="_ _3"/>rynkach<span class="_ _2"/><span class="ff2 ls2">, <span class="_ _3"/></span>trudności <span class="_ _3"/>z <span class="_ _f"/>dostępem <span class="_ _3"/>do<span class="_ _2"/> <span class="_ _3"/>walut <span class="_ _3"/>wymienialn<span class="_ _2"/>ych <span class="_ _3"/>i <span class="_ _3"/>opóźn<span class="_ _2"/>ienia <span class="_ _3"/>w<span class="_ _2"/><span class="ff2"> </span>płatnośc<span class="_ _2"/>iach<span class="ff2"> <span class="_ _3"/>oraz<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y199 ff4 fs0 fc0 sc0 ls0 ws0">wyższe <span class="_ _f"/>ceny <span class="_ _f"/>zakupu <span class="_ _a"/>mogą <span class="_ _a"/>powodować <span class="_ _f"/>opóźnienia <span class="_ _a"/>decyzji <span class="_ _f"/>zaku<span class="_ _2"/>powych <span class="_ _f"/>lub <span class="_ _a"/>ich <span class="_ _f"/>niższą <span class="_ _f"/>wartość, <span class="_ _a"/>co <span class="_ _f"/>może <span class="_ _a"/>przełożyć <span class="_ _f"/>się <span class="_ _a"/>na </div><div class="t m0 x2 h3 y19a ff4 fs0 fc0 sc0 ls0 ws0">spadek <span class="_ _0"/>przychodów <span class="_ _0"/>Grupy <span class="_ _0"/>na <span class="_ _0"/>tych <span class="_ _0"/>rynkach<span class="ff2">. </span>Grupa <span class="_ _d"/>zmniejsza omawiane <span class="_ _d"/>ryzyko poprzez <span class="_ _d"/>podjęcie działań <span class="_ _d"/>w celu <span class="_ _d"/>dywersyfikacj<span class="_ _2"/>i </div><div class="t m0 x2 h3 y19b ff2 fs0 fc0 sc0 ls0 ws0">geograficzne<span class="ff4">j sprzedaży. Z<span class="_ _2"/>agrożenie <span class="_ _2"/></span>- wysokie.<span class="_ _2"/> </div><div class="t m0 x2 h3 y19c ff1 fs1 fc0 sc0 ls0 ws0"> <span class="_ _1b"> </span><span class="ff2 fs0"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pfb"><div class="pc pcb w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">11<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y19d ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko zmiany pr<span class="_ _2"/>zepisów pr<span class="_ _2"/>awnych i ich interpretacji<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y19e ff2 fs0 fc0 sc0 ls0 ws0">Przepisy <span class="_ _d"/>pr<span class="_ _2"/>awa <span class="_ _0"/><span class="ff4">obowiązują<span class="_ _2"/>ce <span class="_ _0"/>na <span class="_ _d"/>t<span class="_ _2"/>erytorium Rzeczpospolitej <span class="_ _d"/>Pol<span class="_ _2"/>skiej, a <span class="_ _d"/>także <span class="_ _0"/>w innych <span class="_ _d"/>krajach, w <span class="_ _d"/>któr<span class="_ _2"/>ych <span class="_ _d"/>działa Grupa <span class="_ _d"/>uleg<span class="_ _2"/>ają </span></div><div class="t m0 x2 h3 y19f ff4 fs0 fc0 sc0 ls0 ws0">zmianom, a <span class="_ _d"/>wpł<span class="_ _2"/>yw tych <span class="_ _0"/>zmian na działalność Grupy <span class="_ _d"/>może<span class="_ _2"/> mieć <span class="_ _0"/>charakter negatywny. Z <span class="_ _d"/>uwag<span class="_ _2"/>i na <span class="_ _d"/>fakt<span class="_ _2"/>, iż <span class="_ _d"/>Gr<span class="_ _2"/>upa działa <span class="_ _0"/>w ściśle </div><div class="t m0 x2 h4 y1a0 ff2 fs0 fc0 sc0 ls0 ws0">uregulowanym <span class="_ _9"> </span>przepisami <span class="_ _9"> </span>prawa<span class="_ _2"/> <span class="_ _9"> </span>obszarze <span class="_ _a"/>diag<span class="_ _2"/>nostyki <span class="_ _9"> </span>laborator<span class="_ _2"/>yjnej <span class="_ _a"/>in <span class="_ _9"> </span>vitro <span class="_ _9"> </span>(In <span class="_ _9"> </span>Vitro <span class="_ _9"> </span>Diagnostic <span class="_ _11"> </span><span class="ff4">–</span> <span class="_ _9"> </span><span class="ff4">„<span class="ff3">IVD</span>”), <span class="_ _9"> </span>zmiany <span class="_ _9"> </span>prawa </span></div><div class="t m0 x2 h3 y1a1 ff4 fs0 fc0 sc0 ls0 ws0">wynikające <span class="_ _0"/>z <span class="_ _d"/>rosnący<span class="_ _2"/>ch wymagań <span class="_ _d"/>dotyczących bezpieczeństwa <span class="_ _0"/>używania produktów <span class="_ _d"/>IVD <span class="_ _0"/>podwyższaj<span class="_ _2"/>ą <span class="_ _0"/>wymagania <span class="_ _0"/>w <span class="_ _d"/>zakr<span class="_ _2"/>esie </div><div class="t m0 x2 h3 y1a2 ff2 fs0 fc0 sc0 ls0 ws0">ich produkcji i wprowadzania do obrotu. W dniu <span class="ff4">26 maja 2022 roku weszło w życie rozporządzenie Parlamentu Europejskiego<span class="_ _2"/> </span></div><div class="t m0 x2 h4 y1a3 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="_ _a"/>Rady <span class="_ _a"/>(UE) <span class="_ _a"/>w <span class="_ _a"/>zakr<span class="_ _2"/>esie <span class="_ _a"/>diagno<span class="_ _2"/>styki <span class="_ _a"/>laborato<span class="_ _2"/>ryjnej <span class="_ _a"/>(In <span class="_ _a"/>Vitro <span class="_ _9"> </span>Diagnostic <span class="_ _a"/>Regulation<span class="_ _2"/> <span class="_ _9"> </span>- <span class="_ _a"/><span class="ff4">„<span class="ff3">IVD<span class="_ _2"/>R</span>”) <span class="_ _a"/>oraz <span class="_ _9"> </span>na <span class="_ _a"/>obszarze <span class="_ _a"/>RP <span class="_ _a"/>ustawa </span></div><div class="t m0 x2 h3 y1a4 ff2 fs0 fc0 sc0 ls0 ws0">o <span class="ff4">wyrobach  medycznych, <span class="_ _c"> </span>w <span class="_ _c"> </span>tym  do <span class="_ _11"> </span>IVD.  Oba <span class="_ _11"> </span>akty  prawne  wy<span class="_ _0"/>magają  od <span class="_ _11"> </span>Gr<span class="_ _2"/>upy  znaczącego <span class="_ _11"> </span>zaangażowania,  zarówno </span></div><div class="t m0 x2 h3 y1a5 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">zakresie <span class="_ _a"/>produkcji, <span class="_ _a"/>dystrybucji,<span class="_ _2"/> <span class="_ _f"/>do<span class="_ _2"/>kumentacji <span class="_ _a"/>produktowej, <span class="_ _a"/>jak <span class="_ _a"/>również <span class="_ _a"/>śledzenia <span class="_ _a"/>działan<span class="_ _2"/>ia <span class="_ _f"/>pr<span class="_ _2"/>oduktów <span class="_ _a"/>Grupy <span class="_ _a"/>na <span class="_ _a"/>rynkach </span></div><div class="t m0 x2 h3 y1a6 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">Unii  Europ<span class="_ _2"/>ejskiej <span class="_ _e"> </span>i <span class="_ _e"> </span>poza <span class="_ _e"> </span>jej <span class="_ _e"> </span>granicami. <span class="_ _e"> </span>W <span class="_ _e"> </span>następstwie <span class="_ _e"> </span>prac <span class="_ _e"> </span>do<span class="_ _2"/>stosowawczych <span class="_ _e"> </span>rozpoczętyc<span class="_ _2"/>h <span class="_ _e"> </span>w <span class="_ _e"> </span>202<span class="_ _2"/>0 <span class="_ _e"> </span>roku <span class="_ _e"> </span>nastąp<span class="_ _2"/>iło </span></div><div class="t m0 x2 h3 y1a7 ff4 fs0 fc0 sc0 ls0 ws0">zwiększenie <span class="_ _f"/>ko<span class="_ _2"/>sztów <span class="_ _a"/>działalnośc<span class="_ _2"/>i <span class="_ _a"/>Grupy, <span class="_ _a"/>w <span class="_ _f"/>tym <span class="_ _a"/>kosztów <span class="_ _a"/>remontó<span class="_ _2"/>w, <span class="_ _a"/>nakładów <span class="_ _a"/>inwestycyjny<span class="_ _2"/>ch <span class="_ _f"/>or<span class="_ _2"/>az <span class="_ _a"/>wprowadzenia <span class="_ _a"/>nowych </div><div class="t m0 x2 h3 y1a8 ff4 fs0 fc0 sc0 ls0 ws0">procedur kontroli jakości dostosowujących infrastrukturę i wewnętrzne procesy Grupy do wymogów nowych przepisów <span class="_ _0"/>prawa. </div><div class="t m0 x2 h3 y1a9 ff4 fs0 fc0 sc0 ls0 ws0">Nie <span class="_ _2"/>można <span class="_ _3"/>wykluczyć <span class="_ _2"/>sytua<span class="_ _2"/>cji, <span class="_ _2"/>w <span class="_ _3"/>której <span class="_ _2"/>po<span class="_ _2"/> <span class="_ _2"/>upływie <span class="_ _2"/>okr<span class="_ _2"/>esów <span class="_ _2"/>pr<span class="_ _2"/>zejściowych <span class="_ _2"/>dla <span class="_ _3"/>produktó<span class="_ _2"/>w <span class="_ _2"/>w <span class="_ _2"/>klasa<span class="_ _2"/>ch <span class="_ _3"/>B, <span class="_ _2"/>C <span class="_ _2"/>i <span class="_ _2"/>D <span class="_ _3"/>wg. <span class="_ _2"/>klas<span class="_ _2"/>yfikacji </div><div class="t m0 x2 h3 y1aa ff4 fs0 fc0 sc0 ls0 ws0">IVDR, <span class="_ _3"/>nie <span class="_ _f"/>w<span class="_ _2"/>szystkie <span class="_ _f"/>produkty <span class="_ _f"/>Grup<span class="_ _2"/>y <span class="_ _f"/>spełnią <span class="_ _f"/>wymagania <span class="_ _f"/>IVDR, <span class="_ _f"/>co <span class="_ _f"/>skutkować <span class="_ _f"/>będzie <span class="_ _f"/>wstrz<span class="_ _2"/>ymaniem<span class="_ _2"/> <span class="_ _f"/>ich <span class="_ _3"/>spr<span class="_ _2"/>zedaży <span class="_ _f"/>do <span class="_ _f"/>daty </div><div class="t m0 x2 h3 y1ab ff4 fs0 fc0 sc0 ls0 ws0">spełnienia <span class="_ _f"/>wymogów. <span class="_ _f"/>Ponadto<span class="_ _2"/><span class="ff2">, <span class="_ _f"/>w <span class="_ _f"/>przypadku <span class="_ _f"/>poszerzan<span class="_ _2"/>ia <span class="_ _f"/>oferty <span class="_ _f"/>Grupy, <span class="_ _f"/>pr<span class="_ _2"/>odukty <span class="_ _f"/>niezarejestrowa<span class="_ _2"/>ne <span class="_ _f"/>do<span class="_ _2"/> <span class="_ _f"/><span class="ls1">26</span> <span class="_ _f"/>maja <span class="_ _f"/>2022 <span class="_ _f"/>roku </span></div><div class="t m0 x2 h3 y1ac ff2 fs0 fc0 sc0 lsc ws0">wg<span class="ls0"> <span class="ff4">uchylonej  przez <span class="_ _11"> </span>IVD<span class="_ _2"/>R  In <span class="_ _11"> </span>Vitro  Diagnostic <span class="_ _11"> </span>Directive  wymagać  będą  rejestracji <span class="_ _11"> </span>zgodnej  z <span class="_ _c"> </span>IVDR <span class="_ _11"> </span>pr<span class="_ _2"/>zy  zaangażowaniu </span></span></div><div class="t m0 x2 h3 y1ad ff4 fs0 fc0 sc0 ls0 ws0">zewnętrznej <span class="_ _f"/>jednostki <span class="_ _f"/>notyfiku<span class="_ _2"/>jącej, <span class="_ _f"/>których <span class="_ _f"/>bar<span class="_ _2"/>dzo <span class="_ _f"/>ograniczona <span class="_ _f"/>li<span class="_ _2"/>czba <span class="_ _f"/>powoduje <span class="_ _f"/>czaso<span class="_ _3"/><span class="ff2">- <span class="_ _f"/>i <span class="_ _f"/></span>kosztochłon<span class="_ _2"/>ność <span class="_ _f"/>całego <span class="_ _f"/>procesu </div><div class="t m0 x2 h3 y1ae ff4 fs0 fc0 sc0 ls0 ws0">rejestracyjnego, <span class="_ _a"/>w <span class="_ _a"/>wyniku <span class="_ _a"/>czego <span class="_ _a"/>term<span class="_ _2"/>in <span class="_ _f"/>wpr<span class="_ _2"/>owadzenia <span class="_ _a"/>nowych <span class="_ _f"/>p<span class="_ _2"/>roduktów <span class="_ _a"/>do <span class="_ _a"/>obrotu <span class="_ _a"/>może <span class="_ _a"/>ulec <span class="_ _a"/>opóźnieniu. <span class="_ _a"/>Zagrożenie <span class="_ _11"> </span>–<span class="ff2"> </span></div><div class="t m0 x2 h4 y1af ff2 fs0 fc0 sc0 ls0 ws0">wysokie.<span class="ff3"> </span></div><div class="t m0 x2 h4 y1b0 ff3 fs0 fc0 sc0 ls0 ws0">Ryzyko rozwoju t<span class="_ _2"/>echnologii w zakresie diag<span class="_ _2"/>nostyki labor<span class="_ _2"/>atoryjnej<span class="_ _2"/> </div><div class="t m0 x2 h3 y1b1 ff4 fs0 fc0 sc0 ls0 ws0">Postępujący rozwój światowej diagnostyki laboratoryjnej po<span class="_ _2"/>woduje, iż sukces rynkowy Grupy<span class="_ _2"/><span class="ff2"> </span>uzależniony jest od jej zdolności </div><div class="t m0 x2 h3 y1b2 ff4 fs0 fc0 sc0 ls0 ws0">do <span class="_ _2"/>stałej <span class="_ _2"/>obserwacji <span class="_ _2"/>zachodzących <span class="_ _2"/>zmian <span class="_ _2"/>techno<span class="_ _2"/>logicznych <span class="_ _2"/>oraz <span class="_ _2"/>szybkości <span class="_ _2"/>w <span class="_ _2"/>dostosowaniu <span class="_ _2"/>swoich <span class="_ _2"/>produktó<span class="_ _2"/>w do<span class="_ _3"/><span class="ff2"> </span>oczekiwań </div><div class="t m0 x2 h3 y1b3 ff4 fs0 fc0 sc0 ls0 ws0">rynku. <span class="_ _e"> </span>Tym <span class="_ _b"> </span>samym, <span class="_ _e"> </span>możliwo<span class="_ _2"/>ść <span class="_ _e"> </span>skute<span class="_ _2"/>cznego <span class="_ _b"> </span>konkurowania <span class="_ _e"> </span>na<span class="_ _2"/> <span class="_ _e"> </span>rynku <span class="_ _b"> </span>wymaga <span class="_ _e"> </span>ciągłego <span class="_ _b"> </span>prowadzenia <span class="_ _e"> </span>pr<span class="_ _2"/>ac <span class="_ _e"> </span>bada<span class="_ _2"/>wczo<span class="_ _3"/><span class="ff2">-</span></div><div class="t m0 x2 h3 y1b4 ff2 fs0 fc0 sc0 ls0 ws0">r<span class="ff4">ozwojowych <span class="_ _2"/>oraz <span class="_ _3"/>dokonywania <span class="_ _3"/>inwestycji <span class="_ _3"/>w <span class="_ _2"/>nowe <span class="_ _3"/>linie <span class="_ _2"/>prod<span class="_ _2"/>uktowe. <span class="_ _2"/>Działalno<span class="_ _2"/>ść <span class="_ _2"/>pr<span class="_ _2"/>owadzona <span class="_ _2"/>przez<span class="_ _2"/> <span class="_ _2"/>Grupę, <span class="_ _3"/>w<span class="_ _2"/></span> <span class="ff4">szczegó<span class="_ _2"/>lności </span></div><div class="t m0 x2 h3 y1b5 ff4 fs0 fc0 sc0 ls0 ws0">w aspekc<span class="_ _2"/>ie <span class="_ _2"/>skuteczneg<span class="_ _2"/>o <span class="_ _2"/>rozwoju<span class="_ _2"/> <span class="_ _2"/>sprzedaży <span class="_ _2"/>na <span class="_ _2"/>rynkac<span class="_ _2"/>h<span class="_ _2"/> <span class="_ _2"/>zagranicznych, <span class="_ _2"/>wy<span class="_ _2"/>kazuje <span class="_ _2"/>wysoką<span class="_ _2"/> <span class="_ _2"/>skuteczn<span class="_ _2"/>ość <span class="_ _2"/>adaptowania <span class="_ _2"/>por<span class="_ _2"/>tfela </div><div class="t m0 x2 h3 y1b6 ff4 fs0 fc0 sc0 ls0 ws0">produktowego <span class="_ _2"/>do <span class="_ _2"/>zmian <span class="_ _2"/>w <span class="_ _2"/>oczekiwaniach<span class="_ _2"/> od<span class="_ _2"/>biorców. <span class="_ _2"/>Niemniej <span class="_ _2"/>jednak <span class="_ _2"/>nie <span class="_ _2"/>można <span class="_ _2"/>wykluczyć <span class="_ _2"/>poja<span class="_ _2"/>wienia <span class="_ _2"/>się <span class="_ _2"/>na <span class="_ _2"/>rynku <span class="_ _2"/>nowych </div><div class="t m0 x2 h3 y1b7 ff4 fs0 fc0 sc0 ls0 ws0">technologii, <span class="_ _b"> </span>które <span class="_ _e"> </span>spowodują, <span class="_ _b"> </span>iż <span class="_ _e"> </span>od<span class="_ _2"/>czynniki <span class="_ _e"> </span>pr<span class="_ _2"/>odukowane <span class="_ _b"> </span>przez <span class="_ _b"> </span>Jednostkę <span class="_ _e"> </span>Do<span class="_ _2"/>minującą <span class="_ _b"> </span>wymagać <span class="_ _b"> </span>będą <span class="_ _e"> </span>dostosowania </div><div class="t m0 x2 h3 y107 ff2 fs0 fc0 sc0 ls1 ws0">do<span class="ls0"> <span class="ff4">zmieniających <span class="_ _9"> </span>się <span class="_ _9"> </span>w<span class="_ _2"/>ymogów <span class="_ _9"> </span>aparató<span class="_ _2"/>w <span class="_ _9"> </span>diagnostycznych, <span class="_ _9"> </span>gdyż<span class="_ _2"/> <span class="_ _9"> </span>w <span class="_ _9"> </span>innym <span class="_ _9"> </span>przypad<span class="_ _2"/>ku <span class="_ _9"> </span>popyt <span class="_ _9"> </span>na <span class="_ _9"> </span>n<span class="_ _2"/>ie <span class="_ _9"> </span>ulegnie <span class="_ _9"> </span>ograniczen<span class="_ _2"/>iu, </span></span></div><div class="t m0 x2 h3 y1b8 ff4 fs0 fc0 sc0 ls0 ws0">prowadząc <span class="_ _2"/>tym <span class="_ _2"/>samym <span class="_ _2"/>do <span class="_ _2"/>zmniejszenia <span class="_ _2"/>wpływó<span class="_ _2"/>w ze <span class="_ _2"/>spr<span class="_ _2"/>zedaży. <span class="_ _2"/>Jednocześnie <span class="_ _2"/>trzeba <span class="_ _2"/>podkreślić, <span class="_ _2"/>że <span class="_ _2"/>Grupa <span class="_ _2"/>aktywnie <span class="_ _f"/>wdraża </div><div class="t m0 x2 h3 y1b9 ff2 fs0 fc0 sc0 ls0 ws0">nowe produkty i <span class="ff4">technologie na rynku diagnostyki in vitro, tworząc także we <span class="_ _0"/>własnym zakresie nowe prod<span class="_ _2"/>ukty. Jest to <span class="_ _0"/>element </span></div><div class="t m0 x2 h3 y1ba ff4 fs0 fc0 sc0 ls0 ws0">zmniejszający skalę powy<span class="_ _2"/>ższego ryzyka. Z<span class="_ _2"/>agrożenie <span class="_ _2"/><span class="ff2">- </span>średnie.<span class="ff2"> </span></div><div class="t m0 x2 h4 y1bb ff3 fs0 fc0 sc0 ls0 ws0">Ryzyko walutowe<span class="_ _2"/> </div><div class="t m0 x2 h3 y1bc ff4 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _d"/>Grup<span class="_ _2"/>y <span class="_ _d"/>rea<span class="_ _2"/>lizują przeważającą <span class="_ _d"/>część swoich <span class="_ _d"/>przychod<span class="_ _2"/>ów ze <span class="_ _d"/>sprzedaży na <span class="_ _d"/>rynkach zagranicznych. <span class="_ _0"/>Tym <span class="_ _0"/>samym <span class="_ _0"/>osiągają </div><div class="t m0 x2 h3 y1bd ff4 fs0 fc0 sc0 ls0 ws0">istotną część <span class="_ _2"/>swoich <span class="_ _2"/>przychodów <span class="_ _2"/>w walutach <span class="_ _2"/>obcych. Jed<span class="_ _2"/>nocześnie <span class="_ _2"/>Jednostka <span class="_ _2"/>Dominująca po<span class="_ _2"/>zyskuje <span class="_ _2"/>większość <span class="_ _2"/>materiałów<span class="_ _2"/> </div><div class="t m0 x2 h3 y1be ff2 fs0 fc0 sc0 ls0 ws0">do produkcji odczynnik<span class="ff4">ó<span class="_ _2"/>w do badań<span class="_ _2"/> laboratoryjnych, a pozostałe <span class="_ _2"/>spółki Grupy towarów<span class="_ _2"/></span>, <span class="ff4">na r<span class="_ _2"/>ynkach zagran<span class="_ _2"/>icznych, realizując </span></div><div class="t m0 x2 h3 y1bf ff4 fs0 fc0 sc0 ls0 ws0">płatności <span class="_ _11"> </span>za <span class="_ _11"> </span>po<span class="_ _2"/>wyższe <span class="_ _c"> </span>towary <span class="_ _11"> </span>i <span class="_ _c"> </span>materiały <span class="_ _11"> </span>również  w <span class="_ _9"> </span>istotnej  mierze <span class="_ _11"> </span>w <span class="_ _11"> </span>walutach<span class="_ _2"/> <span class="_ _11"> </span>obcych. <span class="_ _c"> </span>Istotna <span class="_ _11"> </span>spr<span class="_ _2"/>zedaż <span class="_ _11"> </span>jak <span class="_ _11"> </span>i<span class="_ _2"/> <span class="_ _11"> </span>zakupy<span class="_ _2"/> </div><div class="t m0 x2 h3 y1c0 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">walutach narażają więc Gr<span class="_ _2"/>upę</span> <span class="_ _2"/>na ryzyko <span class="ff4">zmian kursów <span class="_ _2"/>walut.<span class="_ _2"/></span> </div><div class="t m0 x2 h3 y1c1 ff4 fs0 fc0 sc0 ls0 ws0">Należy jedn<span class="_ _2"/>ak mie<span class="_ _2"/>ć na<span class="_ _2"/> uwadze,<span class="_ _2"/> i<span class="_ _2"/>ż znaczna<span class="_ _2"/> część<span class="_ _2"/> ryzyka<span class="_ _2"/> kursowe<span class="_ _2"/>go związanego<span class="_ _2"/> ze<span class="_ _2"/> spr<span class="_ _2"/>zedażą <span class="_ _2"/>jest <span class="_ _2"/>zminimalizowana <span class="_ _2"/>faktem </div><div class="t m0 x2 h3 y1c2 ff4 fs0 fc0 sc0 ls0 ws0">dokonywania zakupów również <span class="_ _2"/>w walutach obcych. Dodatkowo <span class="_ _2"/>osiągane przez Gr<span class="_ _2"/>up<span class="_ _2"/>ę<span class="ff2"> </span>przychody ze sprzedaży n<span class="_ _2"/>ie bazują na </div><div class="t m0 x2 h3 y1c3 ff4 fs0 fc0 sc0 ls0 ws0">umowach <span class="_ _3"/>o <span class="_ _f"/>charakterze <span class="_ _f"/>długoterminowym, <span class="_ _f"/>co <span class="_ _3"/>pozwala <span class="_ _f"/>na <span class="_ _3"/>mod<span class="_ _2"/>yfikację <span class="_ _3"/>polityki <span class="_ _f"/>cenowej <span class="_ _3"/>w <span class="_ _f"/>przypadku <span class="_ _f"/>niekorzystnych <span class="_ _f"/>zmian </div><div class="t m0 x2 h3 y1c4 ff4 fs0 fc0 sc0 ls0 ws0">kursów walut. Grupa stosuj<span class="_ _2"/>e w możliwej do osiągn<span class="_ _2"/>ięcia ska<span class="_ _2"/>li hedging natur<span class="_ _2"/>alny ryzyka kursowego. Z<span class="_ _2"/>agroże<span class="_ _2"/><span class="ff2">nie -<span class="_ _2"/> </span>średnie.<span class="ff2"> </span></div><div class="t m0 x2 h4 y1c5 ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z działaln<span class="_ _2"/>ością w niszy r<span class="_ _2"/>ynkowej i mo<span class="_ _2"/>żliwością nasilenia się ko<span class="_ _2"/>nkurencji<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y1c6 ff4 fs0 fc0 sc0 ls0 ws0">Specyfika <span class="_ _2"/>oferowanych <span class="_ _3"/>produktów <span class="_ _3"/>powoduje, <span class="_ _2"/>iż <span class="_ _2"/>ofer<span class="_ _2"/>ta <span class="_ _2"/>handlowa <span class="_ _3"/>kierowana <span class="_ _2"/>jest <span class="_ _3"/>do <span class="_ _2"/>stosunkowo <span class="_ _2"/>wą<span class="_ _2"/>skiej <span class="_ _2"/>grup<span class="_ _2"/>y <span class="_ _2"/>klientów. <span class="_ _2"/>Tym<span class="_ _2"/> </div><div class="t m0 x2 h3 y1c7 ff4 fs0 fc0 sc0 ls0 ws0">samym <span class="_ _a"/>działalność <span class="_ _a"/><span class="ff2">Grupy <span class="_ _a"/>ma <span class="_ _a"/>charakter <span class="_ _a"/>niszowy. <span class="_ _a"/></span>Jednostka <span class="_ _a"/>Dom<span class="_ _2"/>inująca<span class="ff2"> <span class="_ _a"/>jest, <span class="_ _a"/>w <span class="_ _a"/>ocenie <span class="_ _a"/>jej <span class="_ _a"/></span>Zarządu, <span class="_ _a"/>największym <span class="_ _a"/>polskim </div><div class="t m0 x2 h3 y1c8 ff4 fs0 fc0 sc0 ls0 ws0">producentem <span class="_ _b"> </span>odczynników <span class="_ _b"> </span>do <span class="_ _16"> </span>badań <span class="_ _b"> </span>laboratoryjnych, <span class="_ _b"> </span>niemniej<span class="_ _2"/> <span class="_ _b"> </span>jednak <span class="_ _b"> </span>zarówno <span class="_ _b"> </span>na <span class="_ _b"> </span>rynku <span class="_ _16"> </span>polskim, <span class="_ _b"> </span>jak <span class="_ _b"> </span>i <span class="_ _b"> </span>na <span class="_ _b"> </span>rynkach </div><div class="t m0 x2 h3 y1c9 ff2 fs0 fc0 sc0 ls0 ws0">zagranicznych <span class="_ _2"/>produkty <span class="_ _2"/>Gr<span class="_ _2"/>upy <span class="_ _2"/><span class="ff4">konkurują <span class="_ _2"/>z <span class="_ _2"/>ofer<span class="_ _2"/>tą <span class="_ _2"/>szeregu <span class="_ _2"/>innych <span class="_ _2"/>producentów, <span class="_ _2"/>których <span class="_ _2"/>działalność <span class="_ _3"/>ma <span class="_ _2"/>w <span class="_ _2"/>wielu pr<span class="_ _2"/>zypadkach </span></div><div class="t m0 x2 h3 y1ca ff4 fs0 fc0 sc0 ls0 ws0">charakter <span class="_ _f"/>globalny. <span class="_ _a"/>Mając <span class="_ _f"/>na<span class="_ _2"/> <span class="_ _f"/>uwadze <span class="_ _f"/>skalę <span class="_ _f"/>pr<span class="_ _2"/>owadzon<span class="_ _2"/>ej <span class="_ _f"/>działaln<span class="_ _2"/>ości, <span class="_ _f"/>rozwój <span class="_ _a"/>kształtowany <span class="_ _f"/>jest <span class="_ _f"/>w <span class="_ _a"/>oparciu <span class="_ _a"/>o <span class="_ _f"/>jak <span class="_ _a"/>najwyższą </div><div class="t m0 x2 h3 y1cb ff4 fs0 fc0 sc0 ls0 ws0">jakość <span class="_ _d"/>obsługi <span class="_ _d"/>klientów, <span class="_ _d"/>któr<span class="_ _2"/>a <span class="_ _d"/>stan<span class="_ _2"/>owi <span class="_ _d"/>podstawę <span class="_ _d"/>budowy<span class="_ _2"/> <span class="_ _d"/>długotermi<span class="_ _2"/>nowej <span class="_ _d"/>współpracy <span class="_ _d"/>z<span class="_ _2"/> <span class="_ _d"/>odbiorcami. <span class="_ _0"/>Niemniej <span class="_ _d"/>jednak<span class="_ _2"/> <span class="_ _d"/>nie <span class="_ _d"/>można </div><div class="t m0 x2 h3 y1cc ff4 fs0 fc0 sc0 ls0 ws0">wykluczyć <span class="_ _9"> </span>wzrostu <span class="_ _9"> </span>kon<span class="_ _2"/>kurencji <span class="_ _9"> </span>na <span class="_ _9"> </span>rynku, <span class="_ _9"> </span>na<span class="_ _2"/> <span class="_ _9"> </span>którym <span class="_ _9"> </span>działa <span class="_ _11"> </span><span class="ff2">Grupa<span class="_ _2"/></span>, <span class="_ _9"> </span>co <span class="_ _9"> </span>może <span class="_ _9"> </span>znaleźć <span class="_ _9"> </span>swoje <span class="_ _9"> </span>od<span class="_ _2"/>zwierciedlenie <span class="_ _9"> </span>w <span class="_ _9"> </span>obni<span class="_ _2"/>żeniu </div><div class="t m0 x2 h3 y1cd ff4 fs0 fc0 sc0 ls0 ws0">poziomu <span class="_ _11"> </span>uzyskiwanych <span class="_ _11"> </span>marż<span class="_ _2"/> <span class="_ _11"> </span>ze <span class="_ _11"> </span>sprzedaży <span class="_ _11"> </span>oferowanych<span class="_ _2"/> <span class="_ _11"> </span>produktów <span class="_ _11"> </span>i <span class="_ _11"> </span>pogorszeniem<span class="_ _2"/> <span class="_ _11"> </span>wyników <span class="_ _11"> </span>fin<span class="_ _2"/>ansowych. <span class="_ _11"> </span>Zagrożenie  <span class="ff2">- </span></div><div class="t m0 x2 h3 y1ce ff4 fs0 fc0 sc0 ls0 ws0">średnie.<span class="ff2"> </span></div><div class="t m0 x2 h4 ybf ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z sytu<span class="_ _2"/>acją finanso<span class="_ _2"/>wą publicznych<span class="_ _2"/> zakładów opieki zdr<span class="_ _2"/>owotnej w Polsce<span class="_ _3"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y1cf ff4 fs0 fc0 sc0 ls0 ws0">Jednostka <span class="_ _b"> </span>Dominująca<span class="ff2"> <span class="_ _b"> </span></span>generuje <span class="_ _b"> </span>znaczną <span class="_ _b"> </span>część <span class="_ _b"> </span>przychodów <span class="_ _b"> </span>ze <span class="_ _b"> </span>sprzedaży <span class="_ _b"> </span>krajowej <span class="_ _e"> </span>do <span class="_ _b"> </span>pub<span class="_ _2"/>licznych <span class="_ _b"> </span>zakładów <span class="_ _b"> </span>opieki </div><div class="t m0 x2 h3 y1d0 ff4 fs0 fc0 sc0 ls0 ws0">zdrowotnej, <span class="_ _2"/>któr<span class="_ _2"/>e <span class="_ _2"/>w <span class="_ _3"/>wielu <span class="_ _2"/>przypa<span class="_ _2"/>dkach <span class="_ _3"/>znajdują <span class="_ _2"/>się <span class="_ _3"/>w <span class="_ _2"/>trudne<span class="_ _2"/>j <span class="_ _2"/>sytuacji <span class="_ _3"/>finansowej, <span class="_ _2"/>w<span class="_ _2"/>ynikającej <span class="_ _3"/>zarówno <span class="_ _3"/>z <span class="_ _2"/>ograniczone<span class="_ _2"/>j <span class="_ _2"/>ilości </div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pfc"><div class="pc pcc w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">12<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">środków <span class="_ _e"> </span>pozys<span class="_ _2"/>kiwanych <span class="_ _b"> </span>ze<span class="ff2"> </span>źródeł <span class="_ _e"> </span>publiczn<span class="_ _2"/>ych, <span class="_ _e"> </span>ja<span class="_ _2"/>k <span class="_ _e"> </span>i<span class="_ _2"/> <span class="_ _e"> </span>braku <span class="_ _b"> </span>stosownych <span class="_ _e"> </span>działań <span class="_ _b"> </span>restrukturyzacyjnych. <span class="_ _b"> </span>Trudna <span class="_ _e"> </span>sytuacja<span class="_ _2"/> </div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">niektórych publicznych za<span class="_ _2"/>kładów opieki zdrowotnej p<span class="_ _2"/>rzekłada się w<span class="_ _2"/> wielu przypadkach na trud<span class="_ _2"/>ności w<span class="_ _2"/><span class="ff2"> </span>regulowan<span class="_ _2"/>iu bieżących<span class="_ _2"/> </div><div class="t m0 x2 h3 y72 ff4 fs0 fc0 sc0 ls0 ws0">zobowiązań. <span class="_ _c"> </span>Jednostka <span class="_ _c"> </span>Dominująca<span class="ff2">  </span>przykłada <span class="_ _11"> </span>szczególną <span class="_ _c"> </span>staranność  w <span class="_ _9"> </span>zakresie<span class="_ _2"/> <span class="_ _11"> </span>wyboru  swoich <span class="_ _11"> </span>odbiorców <span class="_ _11"> </span>po<span class="_ _2"/>d <span class="_ _11"> </span>kątem<span class="_ _2"/> </div><div class="t m0 x2 h3 y73 ff4 fs0 fc0 sc0 ls0 ws0">ewentualnych <span class="_ _c"> </span>zagrożeń <span class="_ _c"> </span>w <span class="_ _11"> </span>zakre<span class="_ _2"/>sie <span class="_ _c"> </span>regulowania <span class="_ _c"> </span>płatności <span class="_ _11"> </span>za  dostarczane  produkty <span class="_ _11"> </span>bądź  towary. <span class="_ _11"> </span>Jednocześnie,  w <span class="_ _9"> </span>celu </div><div class="t m0 x2 h3 y147 ff4 fs0 fc0 sc0 ls0 ws0">zwiększenia <span class="_ _f"/>efektywno<span class="_ _2"/>ści <span class="_ _3"/>po<span class="_ _2"/>lityki <span class="_ _f"/>zarządzan<span class="_ _2"/>ia <span class="_ _f"/>płynnośc<span class="_ _2"/>ią, <span class="_ _f"/>prowad<span class="_ _2"/>zona <span class="_ _f"/>jest <span class="_ _f"/>bieżącą <span class="_ _f"/>wspó<span class="_ _2"/>łpraca <span class="_ _f"/>z <span class="_ _f"/>firmam<span class="_ _2"/>i <span class="_ _3"/>windykacy<span class="_ _2"/>jnymi. </div><div class="t m0 x2 h3 y1d1 ff4 fs0 fc0 sc0 ls0 ws0">Niemniej  jednak  nie  m<span class="_ _2"/>ożna  wykluczyć  r<span class="_ _2"/>yzyka,  iż<span class="_ _2"/><span class="ff2"> </span>prowadzo<span class="_ _2"/>ne  działania  nie  bę<span class="_ _2"/>dą  przynosić<span class="_ _2"/>  oczekiwanych<span class="_ _2"/>  efektów, <span class="_ _e"> </span>co </div><div class="t m0 x2 h3 y1d2 ff4 fs0 fc0 sc0 ls0 ws0">skutkować może pogorszen<span class="_ _2"/>iem się wskaźnikó<span class="_ _2"/>w płynności. Zag<span class="_ _2"/>rożenie <span class="_ _2"/><span class="ff2">- </span>średnie.<span class="ff2"> </span></div><div class="t m0 x2 h4 y1d3 ff3 fs0 fc0 sc0 ls0 ws0">Ryzyko stopy p<span class="_ _2"/>rocentowej </div><div class="t m0 x2 h3 y1d4 ff4 fs0 fc0 sc0 ls0 ws0">Narażenie <span class="_ _9"> </span><span class="ff2">Grupy <span class="_ _9"> </span></span>na<span class="_ _2"/> <span class="_ _9"> </span>ryzyko <span class="_ _9"> </span>wy<span class="_ _2"/>wołane <span class="_ _9"> </span>zmianami <span class="_ _9"> </span>stóp<span class="_ _2"/> <span class="_ _9"> </span>procentowych <span class="_ _9"> </span>dotyc<span class="_ _2"/>zy <span class="_ _9"> </span>przede <span class="_ _11"> </span>wszystkim <span class="_ _9"> </span>zobowiązań<span class="_ _2"/> <span class="_ _9"> </span>finansowych </div><div class="t m0 x2 h3 y1d5 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">tytułu leasingów –</span> <span class="ff4">o<span class="_ _2"/>procentowanie leasing<span class="_ _2"/>ów jest zmienne.<span class="_ _2"/></span> </div><div class="t m0 x2 h3 y1d6 ff2 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _3"/><span class="ff4">gromadzi <span class="_ _3"/>i <span class="_ _3"/>analizuje <span class="_ _3"/>bieżące <span class="_ _3"/>informacje <span class="_ _3"/>z <span class="_ _3"/>rynku<span class="_ _2"/> <span class="_ _3"/>na <span class="_ _2"/>temat<span class="_ _2"/> <span class="_ _3"/>aktualnej <span class="_ _3"/>ekspozycji<span class="_ _2"/> <span class="_ _3"/>na <span class="_ _2"/>ryz<span class="_ _2"/>yko <span class="_ _3"/>zmiany <span class="_ _3"/>stóp <span class="_ _3"/>procentowych.<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y1d7 ff4 fs0 fc0 sc0 ls0 ws0">Niepewność co<span class="_ _2"/> do <span class="_ _2"/>przyszłego po<span class="_ _2"/>ziomu <span class="_ _2"/>stóp procento<span class="_ _2"/>wych, a <span class="_ _2"/>w ko<span class="_ _2"/>nsekwencji do<span class="_ _2"/> <span class="_ _2"/>wysokości pr<span class="_ _2"/>zyszłych <span class="_ _2"/>kosztów f<span class="_ _2"/>inansowych </div><div class="t m0 x2 h3 y1d8 ff4 fs0 fc0 sc0 ls0 ws0">może stanowić utrudnienie<span class="_ _2"/><span class="ff2"> w procesie pode<span class="_ _2"/>jmowania decyzji in<span class="_ _2"/>westycyjnych.<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y1d9 ff4 fs0 fc0 sc0 ls0 ws0">Głównym celem <span class="_ _2"/>zarządzania <span class="_ _2"/>ryzy<span class="_ _2"/>kiem stopy <span class="_ _2"/>procentowej <span class="_ _2"/>jest zabe<span class="_ _2"/>zpieczanie kosztó<span class="_ _2"/>w odsetkow<span class="_ _2"/>ych <span class="_ _2"/>przed ich <span class="_ _2"/>zwiększeniem </div><div class="t m0 x2 h3 y1da ff4 fs0 fc0 sc0 ls0 ws0">wskutek <span class="_ _2"/>wzrostu <span class="_ _3"/>stóp <span class="_ _2"/>procento<span class="_ _2"/>wych. <span class="_ _3"/>Możliwości <span class="_ _2"/>zabezpieczen<span class="_ _2"/>ia <span class="_ _2"/>ryzyka <span class="_ _3"/>stopy <span class="_ _2"/>procentowej <span class="_ _3"/>są <span class="_ _2"/>ana<span class="_ _2"/>lizowane <span class="_ _2"/>i <span class="_ _3"/>oceniane <span class="_ _2"/>przez </div><div class="t m0 x2 h3 y1db ff4 fs0 fc0 sc0 ls0 ws0">Grupę<span class="ff2"> <span class="_ _d"/><span class="ff4">w <span class="_ _d"/>zależności<span class="_ _2"/> <span class="_ _d"/>od <span class="_ _d"/>aktualnych<span class="_ _2"/> <span class="_ _d"/>potrzeb. <span class="_ _d"/>W<span class="_ _2"/> <span class="_ _d"/>okresie <span class="_ _d"/>objętym <span class="_ _d"/>n<span class="_ _2"/>iniejszym <span class="_ _d"/>spr<span class="_ _2"/>awozdaniem spółki <span class="_ _d"/>Grupy<span class="ff2"> <span class="_ _d"/><span class="ff4">nie <span class="_ _d"/>by<span class="_ _2"/>ł<span class="ff2">y <span class="_ _d"/><span class="ff4">stroną <span class="_ _d"/>żadnych<span class="_ _2"/> </span></span></span></span></span></span></div><div class="t m0 x2 h3 y1dc ff4 fs0 fc0 sc0 ls0 ws0">transakcji <span class="_ _d"/>zabezpiecz<span class="_ _2"/>ających, <span class="_ _d"/>w <span class="_ _0"/>tym <span class="_ _0"/>nie <span class="_ _d"/>nabywał<span class="ff2">y </span>instrumentów <span class="_ _d"/>pochodnych w <span class="_ _4"/>celu zabezpieczenia <span class="_ _d"/>ryzyka <span class="_ _0"/>stopy <span class="_ _d"/>procento<span class="_ _2"/>wej.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y1dd ff4 fs0 fc0 sc0 ls0 ws0">Zagrożenie <span class="ff2">- </span>śr<span class="_ _2"/>ednie.<span class="ff2"> </span></div><div class="t m0 x2 h4 y1de ff3 fs0 fc0 sc0 ls0 ws0">Ryzyko kredyto<span class="_ _2"/>we </div><div class="t m0 x2 h3 y1df ff2 fs0 fc0 sc0 ls0 ws0">Ryzykiem <span class="_ _3"/>kredytowym <span class="_ _f"/>Grupa <span class="_ _f"/><span class="ff4">zarządza <span class="_ _3"/>w <span class="_ _3"/>oparciu<span class="_ _2"/> <span class="_ _3"/>o <span class="_ _3"/>zatwierdzo<span class="_ _2"/>ną <span class="_ _3"/>politykę <span class="_ _3"/>udzie<span class="_ _2"/>lania <span class="_ _3"/>kredytu <span class="_ _f"/>kupieckiego. <span class="_ _f"/>Wszyscy <span class="_ _3"/>klienc<span class="_ _2"/>i, </span></div><div class="t m0 x2 h3 y1e0 ff4 fs0 fc0 sc0 ls0 ws0">którzy <span class="_ _3"/>prag<span class="_ _2"/>ną <span class="_ _3"/>korzystać <span class="_ _f"/>z <span class="_ _3"/>kred<span class="_ _2"/>ytów <span class="_ _f"/>kupieckich, <span class="_ _3"/>podda<span class="_ _2"/>wani <span class="_ _3"/>są <span class="_ _f"/>pr<span class="_ _2"/>ocedurom <span class="_ _f"/>wstępnej <span class="_ _3"/>weryfikac<span class="_ _2"/>ji. <span class="_ _f"/>W <span class="_ _3"/>oparciu <span class="_ _f"/>o <span class="_ _3"/>zatwier<span class="_ _2"/>dzone </div><div class="t m0 x2 h3 y1e1 ff2 fs0 fc0 sc0 ls0 ws0">kryteria <span class="_ _f"/>i <span class="ff4">zasady <span class="_ _f"/>przyznawane <span class="_ _f"/>s<span class="_ _2"/>ą <span class="_ _f"/>indywidualne</span> <span class="_ _f"/><span class="ff4">limit<span class="_ _2"/>y <span class="_ _f"/>kredytowe. <span class="_ _f"/>Wykorzystanie <span class="_ _f"/>pr<span class="_ _2"/>zyznanych <span class="_ _f"/>limit<span class="_ _2"/>ów <span class="_ _f"/>podlega <span class="_ _f"/>regularnemu </span></div><div class="t m0 x2 h3 y1e2 ff2 fs0 fc0 sc0 ls0 ws0">monitorowaniu <span class="_ _b"> </span>i  kon<span class="_ _2"/>troli. <span class="_ _b"> </span>Udzielone <span class="_ _e"> </span>przez <span class="_ _b"> </span><span class="ff4">spółki <span class="_ _e"> </span>Grupy<span class="_ _2"/></span> <span class="_ _e"> </span><span class="ff4">kred<span class="_ _2"/>yty <span class="_ _e"> </span>kup<span class="_ _2"/>ieckie <span class="_ _e"> </span>cha<span class="_ _2"/>rakteryzują <span class="_ _b"> </span>się <span class="_ _e"> </span>sporym<span class="_ _2"/> <span class="_ _e"> </span>zróżnicowan<span class="_ _2"/>iem </span></div><div class="t m0 x2 h3 y1e3 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">rozproszeniem ryzyka, ponieważ udzielane <span class="_ _0"/>są znacznej liczbie <span class="_ _0"/>niejed<span class="_ _2"/>nolitych podmiotów. Nie <span class="_ _d"/>wy<span class="_ _2"/>stępuje istotna koncentracja </span></div><div class="t m0 x2 h3 y1e4 ff2 fs0 fc0 sc0 ls0 ws0">ryzyka kredytowego.<span class="_ _2"/> </div><div class="t m0 x2 h3 y1e5 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"> </span>celu <span class="_ _9"> </span>ograniczania <span class="_ _9"> </span>ryzyka <span class="_ _9"> </span>kr<span class="_ _2"/>edytowego <span class="_ _9"> </span><span class="ff4">spółki <span class="_ _9"> </span>Grup<span class="_ _2"/>y</span> <span class="_ _9"> </span><span class="ff4">na <span class="_ _9"> </span>bieżąco <span class="_ _9"> </span>m<span class="_ _2"/>onitorują</span> <span class="_ _9"> </span><span class="ff4">płatność <span class="_ _9"> </span>na<span class="_ _2"/>leżności <span class="_ _9"> </span>oraz <span class="_ _9"> </span>stosuj<span class="_ _2"/>ą</span> <span class="_ _9"> </span><span class="ff4">wczesną<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y1e6 ff4 fs0 fc0 sc0 ls0 ws0">windykację. <span class="_ _0"/>Informacja o <span class="_ _d"/>poziomie zadłużenia <span class="_ _d"/>jest cykli<span class="_ _0"/>cznie przekazywana <span class="_ _0"/>do <span class="_ _d"/>osó<span class="_ _2"/>b <span class="_ _0"/>odpowiedzialnych za <span class="_ _d"/>bezpośredni kontakt </div><div class="t m0 x2 h3 y1e7 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">odbiorcami <span class="_ _11"> </span>celem  ustalenia <span class="_ _9"> </span>możliwości <span class="_ _c"> </span>ściągnięcia <span class="_ _11"> </span>wierzyte<span class="_ _2"/>lności <span class="_ _c"> </span>oraz <span class="_ _11"> </span>rokowań <span class="_ _c"> </span>co <span class="_ _11"> </span>do <span class="_ _11"> </span>dalszej <span class="_ _c"> </span>współpracy. <span class="_ _11"> </span>Dla <span class="_ _11"> </span>części </span></div><div class="t m0 x2 h3 y1e8 ff4 fs0 fc0 sc0 ls0 ws0">klientów<span class="ff2"> </span>Jednostki Dominujące<span class="_ _2"/>j<span class="ff2"> </span>st<span class="_ _2"/>osowany jest od 2020 roku<span class="_ _2"/> faktoring pełny. Z<span class="_ _2"/>agrożenie <span class="_ _2"/><span class="ff2">- </span>średnie.<span class="ff2"> </span></div><div class="t m0 x2 h4 y1e9 ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z płyn<span class="_ _2"/>nością<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y1ea ff4 fs0 fc0 sc0 ls0 ws0">Spółki Grupy zarządza<span class="lsd">ją</span><span class="ff2"> </span>ryzykiem związanym z płynnością finansową poprzez monitorowan<span class="_ _2"/>ie bieżących oraz prognozowanie </div><div class="t m0 x2 h3 y15e ff4 fs0 fc0 sc0 ls0 ws0">przyszłych <span class="_ _f"/>przepł<span class="_ _2"/>ywów <span class="_ _f"/>p<span class="_ _2"/>ieniężnych, <span class="_ _a"/>a <span class="_ _f"/>także <span class="_ _f"/>po<span class="_ _2"/>przez <span class="_ _f"/>ana<span class="_ _2"/>lizę <span class="_ _f"/>pozi<span class="_ _2"/>omu <span class="_ _f"/>płynnych <span class="_ _a"/>aktywów. <span class="_ _a"/>Celem <span class="_ _f"/>j<span class="_ _2"/>est <span class="_ _f"/>utrzym<span class="_ _2"/>anie <span class="_ _f"/>ciągło<span class="_ _2"/>ści </div><div class="t m0 x2 h3 y15f ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">elastyczności <span class="_ _d"/>fina<span class="_ _2"/>nsowania <span class="_ _d"/>oraz <span class="_ _0"/>zapewnienie <span class="_ _d"/>odpo<span class="_ _2"/>wiednich <span class="_ _d"/>źródeł<span class="_ _2"/> <span class="_ _d"/>finansowania. W <span class="_ _4"/>celu ograniczenia <span class="_ _d"/>ryzyka <span class="_ _d"/>utraty <span class="_ _0"/>płynności </span></div><div class="t m0 x2 h3 y111 ff2 fs0 fc0 sc0 ls0 ws0">finansowej <span class="ff4">spółki <span class="_ _0"/>Grupy <span class="ff2">stale <span class="_ _d"/>m<span class="_ _2"/>onitoruj<span class="_ _2"/><span class="ff4">ą</span> i <span class="_ _d"/>nadzoruj<span class="ff4">ą<span class="_ _2"/></span> <span class="ff4">poziom <span class="_ _d"/>zadłu<span class="_ _2"/>żenia<span class="ff2 ls2">, <span class="ls0">zabezpiecza</span></span>jąc<span class="ff2"> </span>się <span class="_ _d"/>pr<span class="_ _2"/>zed ewentualnymi trudnościami </span></span></span></div><div class="t m0 x2 h3 y1eb ff4 fs0 fc0 sc0 ls0 ws0">w  wywiązy<span class="_ _2"/>waniu <span class="_ _e"> </span>się <span class="_ _e"> </span>ze <span class="_ _e"> </span>zobowiązań, <span class="_ _e"> </span>odpo<span class="_ _2"/>wiednio <span class="_ _e"> </span>kształtując <span class="_ _e"> </span>c<span class="_ _2"/>ykle <span class="_ _e"> </span>rotacji <span class="_ _e"> </span>należności <span class="_ _e"> </span>i <span class="_ _e"> </span>zobowiązań. <span class="_ _e"> </span>Cel <span class="_ _e"> </span>jest <span class="_ _e"> </span>również </div><div class="t m0 x2 h3 y161 ff4 fs0 fc0 sc0 ls0 ws0">realizowany <span class="_ _f"/>poprzez <span class="_ _f"/>kor<span class="_ _2"/>zystanie <span class="_ _f"/>z <span class="_ _f"/>różnych <span class="_ _a"/>źródeł <span class="_ _f"/>finansowania, <span class="_ _a"/>takich <span class="_ _f"/>jak <span class="_ _f"/>między <span class="_ _a"/>innymi <span class="_ _f"/>pożyczki <span class="_ _f"/>czy<span class="_ _2"/> <span class="_ _f"/>leasing <span class="_ _f"/>finansowy.<span class="_ _3"/><span class="ff1 fs1"> </span></div><div class="t m0 x2 h3 y1ec ff4 fs0 fc0 sc0 ls0 ws0">Ponadto,  posiadanie  przez  Grupę  łatwo <span class="_ _c"> </span>zbywalnych  aktywów,  z  których  <span class="ff2">Grupa  </span>korzysta  w  okresach  niższych <span class="_ _11"> </span>zyskó<span class="_ _2"/>w </div><div class="t m0 x2 h3 y1ed ff4 fs0 fc0 sc0 ls0 ws0">operacyjnych, powoduje ogran<span class="_ _2"/>iczenie e<span class="_ _2"/>kspozycji na ryzyko z<span class="_ _2"/>wiązane z płynnością. <span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y1ee ff4 fs0 fc0 sc0 ls0 ws0">Jednocześnie, <span class="_ _f"/>mimo <span class="_ _f"/>pode<span class="_ _2"/>jmowania <span class="_ _f"/>przedstawionych<span class="_ _2"/> <span class="_ _f"/>powyżej <span class="_ _f"/>dzi<span class="_ _2"/>ałań <span class="_ _f"/>związanych <span class="_ _f"/>z <span class="_ _f"/>zabe<span class="_ _2"/>zpieczeniem <span class="_ _f"/>źródeł <span class="_ _f"/>finanso<span class="_ _2"/>wania </div><div class="t m0 x2 h3 y1ef ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">celu <span class="_ _e"> </span>ograniczenia <span class="_ _e"> </span>ryzyka<span class="_ _2"/> <span class="_ _e"> </span>utraty <span class="_ _e"> </span>płynności,<span class="_ _2"/> <span class="_ _e"> </span>nie <span class="_ _e"> </span>można <span class="_ _e"> </span>wyk<span class="_ _2"/>luczyć, <span class="_ _e"> </span>że <span class="_ _e"> </span>ob<span class="_ _2"/>iektywne <span class="_ _e"> </span>i <span class="_ _e"> </span>spec<span class="_ _2"/>yficzne <span class="_ _e"> </span>czynniki <span class="_ _e"> </span>zewnę<span class="_ _2"/>trzne </span></div><div class="t m0 x2 h3 y1f0 ff4 fs0 fc0 sc0 ls0 ws0">spowodują <span class="_ _e"> </span>w <span class="_ _e"> </span>przyszłości <span class="_ _e"> </span>zwięk<span class="_ _2"/>szenie <span class="_ _e"> </span>ekspozycji <span class="_ _e"> </span>na <span class="_ _e"> </span>ryzyko <span class="_ _e"> </span>og<span class="_ _2"/>raniczenia <span class="_ _e"> </span>zdolności <span class="_ _e"> </span>Grupy <span class="_ _e"> </span>do <span class="_ _b"> </span>regulowania  w <span class="_ _e"> </span>terminie </div><div class="t m0 x2 h3 y1f1 ff4 fs0 fc0 sc0 ls0 ws0">zobowiązań finansowych.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y1f2 ff4 fs0 fc0 sc0 ls0 ws0">Wśród <span class="_ _2"/>czynników <span class="_ _2"/>m<span class="_ _2"/>ogących <span class="_ _3"/>mieć <span class="_ _2"/>wpływ <span class="_ _3"/>na <span class="_ _2"/>potencjalne <span class="_ _3"/>zmniejszenie <span class="_ _3"/>możliwości <span class="_ _2"/>wywiązy<span class="_ _2"/>wania <span class="_ _2"/>si<span class="_ _2"/>ę <span class="_ _2"/>przez <span class="_ _3"/>Grupę <span class="_ _2"/>w <span class="_ _2"/>ter<span class="_ _2"/>minie </div><div class="t m0 x2 h3 y1f3 ff4 fs0 fc0 sc0 ls0 ws0">ze <span class="_ _11"> </span>swoich <span class="_ _c"> </span>zobowiązań <span class="_ _11"> </span>m<span class="_ _2"/>ożna <span class="_ _11"> </span>z<span class="_ _2"/>identyfikować:  (i) <span class="_ _11"> </span>niewystar<span class="_ _2"/>czający <span class="_ _11"> </span>w<span class="_ _2"/> <span class="_ _11"> </span>stosunku<span class="_ _2"/> <span class="_ _11"> </span>do <span class="_ _11"> </span>ko<span class="_ _2"/>sztów <span class="_ _11"> </span>stał<span class="_ _2"/>ych <span class="_ _11"> </span>poziom<span class="_ _2"/> <span class="_ _11"> </span>przychod<span class="_ _2"/>ów </div><div class="t m0 x2 h3 y1f4 ff2 fs0 fc0 sc0 ls7 ws0">ze<span class="ls0"> <span class="ff4">sprzedaży,  (ii)  zmniejszenie<span class="_ _2"/>  będących  w  dyspozycji  Grupy  środków  pieniężn<span class="_ _2"/>ych  pochodzących  z  rynku  rosyjskiego </span></span></div><div class="t m0 x2 h3 y1f5 ff4 fs0 fc0 sc0 ls0 ws0">spowodowane  administracyjnym  ograniczeniem  możliwości <span class="_ _11"> </span>sprz<span class="_ _2"/>edaży  na <span class="_ _11"> </span>tym  rynku  i<span class="ff2">  wymogie<span class="_ _0"/>m  uzyskania <span class="_ _11"> </span>zezwolenia<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y1f6 ff2 fs0 fc0 sc0 ls0 ws0">Ministerstwa  Rozwoju  i  Technologii,  co  <span class="ff4">może  wpłynąć <span class="_ _c"> </span>na  czas  rea</span>lizacji  transakcji  i <span class="_ _11"> </span><span class="ff4">otr<span class="_ _2"/>zymania  środków  pieniężnych, </span></div><div class="t m0 x2 h3 y1f7 ff2 fs0 fc0 sc0 ls0 ws0">(iii) <span class="ff4">przedłużający <span class="_ _e"> </span>się <span class="_ _e"> </span>kryzys <span class="_ _b"> </span></span>walutowy  <span class="ff4">na<span class="_ _2"/> <span class="_ _e"> </span>niektórych <span class="_ _e"> </span>rynkach <span class="_ _e"> </span>a<span class="_ _2"/>frykańskich, <span class="_ _e"> </span>(i</span>v<span class="ff4">) <span class="_ _e"> </span>er<span class="_ _2"/>ozję <span class="_ _e"> </span>przychodów <span class="_ _e"> </span>i <span class="_ _e"> </span>marż <span class="_ _e"> </span>wynikającą </span></div><div class="t m0 x2 h3 y1f8 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">dalszego <span class="_ _f"/>umacniania <span class="_ _a"/>PLN <span class="_ _f"/>wobec <span class="_ _a"/>EUR <span class="_ _f"/>oraz <span class="_ _a"/>prognozy <span class="_ _f"/>utr<span class="_ _2"/>zymania <span class="_ _f"/>się <span class="_ _f"/>teg<span class="_ _2"/>o <span class="_ _f"/>trendu <span class="_ _a"/>w<span class="_ _2"/></span> <span class="ff4">perspektywie <span class="_ _a"/>najbliższych <span class="_ _f"/>miesięcy, </span></div><div class="t m0 x2 h3 y1f9 ff2 fs0 fc0 sc0 ls7 ws0">co<span class="ls0"> <span class="ff4">przy <span class="_ _11"> </span>blisko <span class="_ _11"> </span>80% <span class="_ _11"> </span>udziale<span class="_ _2"/> <span class="_ _11"> </span>sprzedaży <span class="_ _11"> </span>eksportowej<span class="_ _2"/> <span class="_ _11"> </span>jest <span class="_ _11"> </span>dla <span class="_ _11"> </span>Gru<span class="_ _2"/>py <span class="_ _9"> </span>ne<span class="_ _2"/>gatywnym <span class="_ _11"> </span>zjawiskiem<span class="_ _2"/>, <span class="_ _9"> </span>(<span class="_ _2"/>v) <span class="_ _11"> </span>konieczność <span class="_ _11"> </span>pono<span class="_ _2"/>szenia </span></span></div><div class="t m0 x2 h3 y1fa ff4 fs0 fc0 sc0 ls0 ws0">istotnych <span class="_ _a"/>kosztó<span class="_ _2"/>w <span class="_ _9"> </span>dostosowania<span class="_ _2"/> <span class="_ _a"/>Gr<span class="_ _2"/>upy <span class="_ _a"/>do <span class="_ _9"> </span>nowych <span class="_ _9"> </span>wymogów <span class="_ _9"> </span>regulacyjnych <span class="_ _9"> </span>IVDR<span class="_ _2"/> <span class="_ _a"/>w<span class="_ _2"/><span class="ff2"> </span>kolejn<span class="_ _2"/>ych <span class="_ _9"> </span>latach; <span class="_ _9"> </span>wydatki <span class="_ _a"/>te <span class="_ _9"> </span>dotyczą </div><div class="t m0 x2 h3 y1fb ff4 fs0 fc0 sc0 ls0 ws0">zarówno <span class="_ _f"/>zakupu <span class="_ _a"/>usług <span class="_ _a"/>doradczych, <span class="_ _a"/>czy <span class="_ _f"/>sporząd<span class="_ _2"/>zenia <span class="_ _f"/>dokum<span class="_ _2"/>entacji <span class="_ _f"/>tech<span class="_ _2"/>nicznej <span class="_ _f"/>niezb<span class="_ _2"/>ędnej <span class="_ _a"/>dla <span class="_ _f"/>zar<span class="_ _2"/>ejestrowania <span class="_ _f"/>pr<span class="_ _2"/>oduktów </div><div class="t m0 x2 h3 y1fc ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">celu <span class="_ _d"/>wprowadzenia <span class="_ _0"/>ich <span class="_ _d"/>na <span class="_ _0"/>rynek, <span class="_ _d"/>jak <span class="_ _0"/>również <span class="_ _d"/>nakładów <span class="_ _0"/>inwestycyjnych <span class="_ _0"/>związanych <span class="_ _d"/>z <span class="_ _d"/>dostoso<span class="_ _2"/>wanie<span class="_ _2"/>m <span class="_ _d"/>zakładu <span class="_ _0"/>produkcyjnego </span></div><div class="t m0 x2 h3 y1fd ff4 fs0 fc0 sc0 ls0 ws0">do wymogów IVDR oraz (v<span class="ff2">i</span>) wzrost kosztów wynagrodzeń w Jednostce Dominującej wymus<span class="_ _2"/>zony podwyżką płacy minimalnej<span class="ff2">.<span class="_ _2"/> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pfd"><div class="pc pcd w0 h0"><img alt="" class="bi xa y1fe w6 h21" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">13<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _d"/>celu <span class="_ _d"/>ogr<span class="_ _2"/>aniczenia <span class="_ _d"/>ek<span class="_ _2"/>spozycji <span class="_ _d"/>n<span class="_ _2"/>a <span class="_ _d"/>ryzyka <span class="_ _0"/>indukowane <span class="_ _d"/>w/<span class="_ _2"/>w <span class="_ _d"/>okolicz<span class="_ _2"/>nościami <span class="_ _d"/>Grup<span class="_ _2"/>a <span class="_ _d"/>podejmuje działania <span class="_ _d"/>mające <span class="_ _d"/>na celu <span class="_ _d"/>z <span class="_ _d"/>jednej </div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">strony <span class="_ _16"> </span>ograniczenie <span class="_ _16"> </span>kosztów <span class="_ _b"> </span>prowadzon<span class="_ _2"/>ej <span class="_ _b"> </span>działaln<span class="_ _2"/>ości <span class="_ _16"> </span>poprzez <span class="_ _16"> </span>podejmowanie <span class="_ _16"> </span>szeregu <span class="_ _b"> </span>inicjatyw <span class="_ _16"> </span>oszczędnościo<span class="_ _2"/>wych, </div><div class="t m0 x2 h3 y72 ff2 fs0 fc0 sc0 ls0 ws0">a z <span class="ff4">drugiej <span class="_ _9"> </span>zwiększen<span class="_ _2"/>ie</span> <span class="_ _9"> </span><span class="ff4">po<span class="_ _2"/>tencjału <span class="_ _11"> </span>przychodowego <span class="_ _9"> </span>po<span class="_ _2"/>przez <span class="_ _9"> </span>ciągł<span class="_ _2"/>e <span class="_ _9"> </span>poszer<span class="_ _2"/>zanie <span class="_ _9"> </span>oferty <span class="_ _11"> </span>produktowej<span class="_ _2"/></span>, <span class="_ _11"> </span>pozyskiwanie <span class="_ _9"> </span>no<span class="_ _2"/>wych </div><div class="t m0 x2 h3 y73 ff4 fs0 fc0 sc0 ls0 ws0">klientów <span class="_ _d"/>or<span class="_ _2"/>az <span class="_ _0"/>zintensyfikowane działania <span class="_ _0"/>marketingowe finansowane w <span class="_ _d"/>części środkami <span class="_ _d"/>pozyskanymi<span class="_ _2"/> <span class="_ _0"/>z <span class="_ _0"/>dotacji. <span class="ff2">Z</span>arówno <span class="_ _0"/>nowe </div><div class="t m0 x2 h3 y147 ff2 fs0 fc0 sc0 ls0 ws0">produkty,  jak  i  kolejne  rejestr<span class="_ _2"/>acje  przez  d<span class="_ _2"/><span class="ff4">ystrybutorów  Gr<span class="_ _2"/>upy  już  wprowadzonych <span class="_ _e"> </span>na  rynek  ana<span class="_ _2"/>lizatorów  sukcesywnie<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y1d1 ff4 fs0 fc0 sc0 ls0 ws0">powiększają <span class="_ _a"/>możliwo<span class="_ _2"/>ści <span class="_ _a"/>generow<span class="_ _2"/>ania <span class="_ _a"/>dodatkowych<span class="_ _2"/> <span class="_ _a"/>przychodów<span class="_ _2"/> <span class="_ _a"/>i <span class="_ _9"> </span>marży, <span class="_ _a"/>co <span class="_ _a"/>po<span class="_ _2"/>winno <span class="_ _a"/>ogran<span class="_ _2"/>iczyć <span class="_ _9"> </span>potencjalny <span class="_ _a"/>niekorz<span class="_ _2"/>ystny </div><div class="t m0 x2 h3 y1d2 ff4 fs0 fc0 sc0 ls0 ws0">wpływ w/w czynników na sytua<span class="_ _2"/>cję płynn<span class="_ _2"/>ościową Grupy. Z<span class="_ _2"/>agrożenie <span class="_ _2"/><span class="ff2">- wysokie. </span></div><div class="t m0 x2 h4 y123 ff5 fs0 fc0 sc0 ls0 ws0">Ryzyko związane z cyber<span class="_ _2"/>zagrożeniami <span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 yc4 ff4 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _15"> </span>Grupy <span class="_ _15"> </span><span class="ff2">ogranicza<span class="_ _2"/></span><span class="lsd">ją</span><span class="ff2"> <span class="_ _15"> </span></span>ryzyko <span class="_ _15"> </span>nieautoryzowan<span class="_ _2"/>ego <span class="_ _15"> </span>dostępu<span class="_ _2"/> <span class="_ _15"> </span>do<span class="ff2"> <span class="_ _15"> </span><span class="lsd">ich</span> <span class="_ _7"> </span>infrastruktur <span class="_ _16"> </span>infor<span class="_ _2"/>matyczn<span class="_ _2"/><span class="ls7">ych</span> <span class="_ _15"> </span>(serwery <span class="_ _15"> </span>i <span class="_ _15"> </span>sie<span class="_ _2"/>ci </span></div><div class="t m0 x2 h3 yc5 ff4 fs0 fc0 sc0 ls0 ws0">komputerowe) <span class="_ _3"/>oraz <span class="_ _2"/>zasobów <span class="_ _3"/>informatycznych <span class="_ _2"/>(system <span class="_ _3"/>ERP, <span class="_ _2"/>system<span class="_ _2"/>y <span class="_ _2"/>monitorujące <span class="_ _3"/>produkcję), <span class="_ _2"/>w <span class="_ _3"/>tym <span class="_ _2"/>danych <span class="_ _3"/>wytwarzanych </div><div class="t m0 x2 h3 y1ff ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">przetwarzanych <span class="_ _d"/>przez<span class="_ _2"/> <span class="_ _d"/>użytkowni<span class="_ _2"/>ków <span class="_ _d"/>końcowych, <span class="_ _0"/>stosując <span class="_ _d"/>profesjo<span class="_ _2"/>nalne <span class="_ _d"/>oprogram<span class="_ _2"/>owanie <span class="_ _d"/>chroniące przed <span class="_ _4"/>cyber<span class="_ _2"/>atakami <span class="_ _d"/>oraz </span></div><div class="t m0 x2 h3 y200 ff4 fs0 fc0 sc0 ls0 ws0">automatycznie <span class="_ _2"/>archiwizujące <span class="_ _2"/>da<span class="_ _2"/>ne, <span class="_ _2"/>których <span class="_ _2"/>kopie <span class="_ _2"/>zapa<span class="_ _2"/>sowe <span class="_ _2"/>umieszczane<span class="_ _2"/> <span class="_ _2"/>są do<span class="_ _2"/>datkowo <span class="_ _2"/>w <span class="_ _2"/>różny<span class="_ _2"/>ch <span class="_ _2"/>fizycznych <span class="_ _2"/>lokaliza<span class="_ _2"/>cjach. </div><div class="t m0 x2 h3 y201 ff2 fs0 fc0 sc0 lse ws0">W <span class="_ _a"/><span class="ff4 ls0">jedn<span class="_ _2"/>ostce <span class="_ _a"/>Dominujące<span class="_ _2"/>j<span class="ff2"> <span class="_ _9"> </span></span>wdrożona <span class="_ _9"> </span>została <span class="_ _9"> </span>procedur<span class="_ _2"/>a <span class="_ _a"/>po<span class="_ _2"/>stępowania <span class="_ _9"> </span>w<span class="ff2"> </span>przypadku <span class="_ _9"> </span>utrudnień <span class="_ _9"> </span>w <span class="_ _a"/>dostępie <span class="_ _9"> </span>do <span class="_ _9"> </span>infrastruktury </span></div><div class="t m0 x2 h3 y202 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">zasobów <span class="_ _2"/>informatycznych, <span class="_ _2"/>ob<span class="_ _2"/>ejmująca <span class="_ _2"/>oprócz <span class="_ _2"/>cyber<span class="_ _2"/>zagrożeń <span class="_ _2"/>także <span class="_ _2"/>inne<span class="_ _2"/>, takie <span class="_ _3"/>jak a<span class="_ _2"/>warie, <span class="_ _2"/>wyłącz<span class="_ _2"/>enia <span class="_ _2"/>usług <span class="_ _2"/>online, <span class="_ _2"/>pożary, </span></div><div class="t m0 x2 h3 y203 ff4 fs0 fc0 sc0 ls0 ws0">czy zalania. Zagrożenie <span class="ff2">-<span class="_ _2"/> </span>średnie.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y204 ff3 fs0 fc0 sc0 ls1 ws0">6.<span class="ff6 ls0"> <span class="_ _19"> </span><span class="ff3">I<span class="ff5">nformacje <span class="_ _16"> </span>o <span class="_ _b"> </span>podstawo<span class="_ _2"/>wych <span class="_ _b"> </span>p<span class="_ _2"/>roduktach, <span class="_ _16"> </span>towarach <span class="_ _16"> </span>lub <span class="_ _b"> </span>u<span class="_ _2"/>sługach <span class="_ _16"> </span>wraz <span class="_ _b"> </span>z <span class="_ _16"> </span>ich <span class="_ _16"> </span>określeniem <span class="_ _16"> </span>wartościowym </span></span></span></div><div class="t m0 x10 h4 y205 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">ilościowym  oraz <span class="_ _9"> </span>u<span class="_ _2"/>działem <span class="_ _11"> </span>poszczegó<span class="_ _2"/>lnych <span class="_ _11"> </span>p<span class="_ _2"/>roduktów, <span class="_ _11"> </span>towarów <span class="_ _c"> </span>i <span class="_ _11"> </span>usług  </span>- <span class="_ _c"> </span><span class="ff5">jeżeli <span class="_ _11"> </span>są <span class="_ _11"> </span>ist<span class="_ _2"/>otne  </span>- <span class="_ _9"> </span>alb<span class="_ _2"/>o <span class="_ _11"> </span>ich <span class="_ _c"> </span>grup </div><div class="t m0 x10 h4 y206 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">sprzedaży</span> Gr<span class="_ _2"/>upy <span class="ff5">ogółem<span class="_ _2"/>, a także zmianach w t<span class="_ _2"/>ym zakresie w<span class="_ _2"/></span> danym r<span class="_ _2"/>oku obrotowym </div><div class="t m0 x2 h3 y207 ff2 fs0 fc0 sc0 ls1 ws0">6.1.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff4">Sytuacja Grupy na tle <span class="_ _2"/>branży i gospo<span class="_ _2"/>darki<span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y208 ff4 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _3"/>działa <span class="_ _2"/>na<span class="_ _2"/> <span class="_ _2"/>r<span class="_ _2"/>ynku <span class="_ _2"/>diag<span class="_ _2"/>nostyki <span class="_ _3"/>laboratoryjnej <span class="_ _3"/>(in <span class="_ _2"/>vitro <span class="_ _3"/>diagnostics <span class="_ _f"/>–<span class="ff2"> <span class="_ _3"/></span>IVD). <span class="_ _2"/>Grup<span class="_ _2"/>a <span class="_ _3"/>specjalizuje <span class="_ _3"/>się <span class="_ _3"/>w<span class="ff2"> produkcji <span class="_ _3"/>i <span class="_ _3"/>dystrybucji </span></div><div class="t m0 x2 h3 y209 ff4 fs0 fc0 sc0 ls0 ws0">testów oraz aparatury do<span class="_ _2"/> diagnostyki laborato<span class="_ _2"/>ryjnej.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y20a ff4 fs0 fc0 sc0 ls0 ws0">Oczekuje <span class="_ _2"/>się, <span class="_ _f"/>że <span class="_ _2"/>r<span class="_ _2"/>ynek <span class="_ _2"/>IV<span class="_ _2"/>D <span class="_ _3"/>osiągnie <span class="_ _3"/>w <span class="_ _2"/>2027<span class="_ _2"/> <span class="_ _2"/>roku<span class="_ _2"/> <span class="_ _2"/>po<span class="_ _2"/>ziom <span class="_ _2"/>pr<span class="_ _2"/>zychodów <span class="_ _3"/>rzędu <span class="_ _3"/>144,7 <span class="_ _3"/>mld <span class="_ _3"/>USD <span class="_ _2"/>przy <span class="_ _3"/>pr<span class="_ _2"/>ognozowanym <span class="_ _3"/>średnim </div><div class="t m0 x2 h3 y20b ff4 fs0 fc0 sc0 ls0 ws0">rocznym <span class="_ _2"/>wzroście <span class="_ _2"/>na <span class="_ _2"/>poziomie <span class="_ _2"/>4,<span class="_ _2"/>6%. Główn<span class="_ _2"/>ym <span class="_ _2"/>czynnikiem <span class="_ _2"/>wpływ<span class="_ _2"/>ającym <span class="_ _2"/>na <span class="_ _2"/>wspomniany <span class="_ _2"/>wzrost <span class="_ _2"/>je<span class="_ _2"/>st <span class="_ _2"/>zwiększający <span class="_ _2"/>się <span class="_ _2"/>popyt<span class="_ _2"/> </div><div class="t m0 x2 h3 y20c ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _3"/>urządzen<span class="_ _2"/>ia <span class="_ _3"/>i <span class="_ _f"/>testy <span class="_ _3"/>dia<span class="_ _2"/>gnostyc<span class="_ _2"/>zne, <span class="_ _3"/>będący <span class="_ _f"/>wynikiem <span class="_ _f"/>rosnącej <span class="_ _f"/>częstości <span class="_ _3"/>w<span class="_ _2"/>ystępowania <span class="_ _f"/>chorób <span class="_ _f"/>przewlekłych <span class="_ _f"/>i <span class="_ _3"/>zakaźn<span class="_ _2"/>ych, </div><div class="t m0 x2 h3 y20d ff2 fs0 fc0 sc0 ls0 ws0">a <span class="ff4">zarazem większego nac<span class="_ _2"/>isku na bada<span class="_ _2"/>nia profilaktyczne.<span class="_ _2"/></span> </div><div class="t m0 x2 h3 y20e ff4 fs0 fc0 sc0 ls0 ws0">Rynek <span class="_ _d"/>diagnostyki <span class="_ _d"/>I<span class="_ _2"/>VD <span class="_ _d"/>podzielony<span class="_ _2"/> <span class="_ _d"/>jest <span class="_ _d"/>obecnie <span class="_ _d"/>w<span class="_ _2"/> <span class="_ _d"/>dużej <span class="_ _d"/>części<span class="_ _2"/> <span class="_ _d"/>między <span class="_ _d"/>najwięk<span class="_ _2"/>sze <span class="_ _d"/>globalne <span class="_ _d"/>koncer<span class="_ _2"/>ny <span class="_ _d"/>fa<span class="_ _2"/>rmaceutyczne, <span class="_ _d"/>tj. <span class="_ _d"/>Roche </div><div class="t m0 x2 h3 y20f ff2 fs0 fc0 sc0 ls0 ws0">Diagnostics  (Szwajcaria),  Siemens  Healthineers  (Niemcy),  Danaher  Corporation  (USA),  Abbott  (USA<span class="_ _0"/>)  i  Thermo  Fisher </div><div class="t m0 x2 h3 y210 ff2 fs0 fc0 sc0 ls0 ws0">Scientific <span class="_ _b"> </span>(USA). <span class="_ _b"> </span>Of<span class="ff4">erta <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>jest <span class="_ _e"> </span>por<span class="_ _2"/>ównywalna, <span class="_ _b"> </span>jeśli <span class="_ _e"> </span>cho<span class="_ _2"/>dzi <span class="_ _b"> </span>o <span class="_ _b"> </span>jakość <span class="_ _e"> </span>i<span class="_ _2"/></span> <span class="ff4">różnor<span class="_ _2"/>odność, <span class="_ _b"> </span>zaś <span class="_ _b"> </span>ceny <span class="_ _b"> </span>jej <span class="_ _e"> </span>prod<span class="_ _2"/>uktów <span class="_ _b"> </span>są </span></div><div class="t m0 x2 h3 y211 ff2 fs0 fc0 sc0 ls0 ws0">konkurencyjne <span class="_ _9"> </span>w <span class="ff4">porównaniu <span class="_ _9"> </span>z <span class="_ _9"> </span>największymi <span class="_ _9"> </span>graczami <span class="_ _9"> </span>na <span class="_ _a"/>rynku <span class="_ _9"> </span>IVD. <span class="_ _a"/>Gr<span class="_ _2"/>upa <span class="_ _9"> </span>jest <span class="_ _a"/>dystrybutor<span class="_ _2"/>em <span class="_ _a"/>ap<span class="_ _2"/>aratury <span class="_ _9"> </span>diagnostycznej </span></div><div class="t m0 x2 h3 y212 ff2 fs0 fc0 sc0 ls0 ws0">oraz <span class="ff4">producentem<span class="_ _2"/> <span class="_ _2"/>dedykowanyc<span class="_ _2"/>h <span class="_ _2"/>do <span class="_ _3"/>niej <span class="_ _2"/>testów, <span class="_ _2"/>z<span class="_ _2"/>atem <span class="_ _2"/>ob<span class="_ _2"/>ecność <span class="_ _2"/>tej <span class="_ _3"/>aparatury <span class="_ _2"/>w <span class="_ _3"/>laboratoriach <span class="_ _2"/>generuje <span class="_ _3"/>naturalny <span class="_ _2"/>popyt <span class="_ _3"/>na </span></div><div class="t m0 x2 h3 y213 ff4 fs0 fc0 sc0 ls0 ws0">jej <span class="_ _2"/>pr<span class="_ _2"/>odukty. <span class="_ _3"/>Rynek <span class="_ _2"/>diagnostyki <span class="_ _3"/>in <span class="_ _3"/>vitro <span class="_ _3"/>obejmuje <span class="_ _3"/>cały <span class="_ _3"/>zakres <span class="_ _2"/>testów, <span class="_ _3"/>przeprowad<span class="_ _2"/>zanych <span class="_ _3"/>na <span class="_ _2"/>płynac<span class="_ _2"/>h <span class="_ _3"/>ustrojowych <span class="_ _3"/>i <span class="_ _2"/>tkankach.<span class="_ _2"/> </div><div class="t m0 x2 h3 y214 ff2 fs0 fc0 sc0 ls0 ws0">Grupa <span class="ff4">oferuje szeroką<span class="_ _2"/> gamę aparatury an<span class="_ _2"/>alitycznej oraz odczynnik<span class="_ _2"/>ów i akcesoriów <span class="_ _2"/>wraz z częściami<span class="_ _2"/> zamiennymi do niej.<span class="_ _3"/></span> </div><div class="t m0 x2 h3 y15f ff4 fs0 fc0 sc0 ls0 ws0">Kraje,  w  któr<span class="_ _2"/>ych  Grupa <span class="_ _e"> </span>koncen<span class="_ _2"/>truje  swoją <span class="_ _e"> </span>działalność  ha<span class="_ _2"/>ndlow<span class="_ _2"/>ą,  charakter<span class="_ _2"/>yzują  się <span class="_ _e"> </span>z  reguły <span class="_ _e"> </span>rosnącym <span class="_ _e"> </span>rynkiem  IVD. </div><div class="t m0 x2 h3 y111 ff4 fs0 fc0 sc0 ls0 ws0">Podstawowe rynki <span class="_ _d"/>eksportowe to <span class="_ _0"/>kraje <span class="_ _0"/>Bliskiego Wschodu, <span class="_ _d"/>Europy Wschodniej, A<span class="_ _0"/>fryki P<span class="_ _0"/>ółnocnej, Azji <span class="_ _d"/>or<span class="_ _2"/>az <span class="_ _0"/>Ameryki <span class="_ _0"/>Łacińskiej.<span class="_ _2"/> </div><div class="t m0 x2 h3 y1eb ff4 fs0 fc0 sc0 ls0 ws0">Warto  zwrócić  uwagę  na <span class="_ _c"> </span>fakt,  że  liczba <span class="_ _c"> </span>wykonywanych  badań  laboratoryjnych  w  przeliczeniu  na  jednego <span class="_ _c"> </span>mieszkańca </div><div class="t m0 x2 h3 y161 ff2 fs0 fc0 sc0 ls0 ws0">w w/w <span class="ff4">krajach <span class="_ _e"> </span>wciąż <span class="_ _b"> </span>jest <span class="_ _e"> </span>zdecydowanie <span class="_ _b"> </span>mniejsza  niż <span class="_ _b"> </span>w</span> <span class="ff4">krajach <span class="_ _b"> </span>zachodnich, <span class="_ _e"> </span>a <span class="_ _e"> </span>wyraźna <span class="_ _b"> </span>tendencja  wzrostowa <span class="_ _b"> </span>stwarza </span></div><div class="t m0 x2 h3 y162 ff4 fs0 fc0 sc0 ls0 ws0">możliwość zwiększan<span class="_ _2"/>ia sprzedaży.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y215 ff4 fs0 fc0 sc0 ls0 ws0">Trwająca <span class="_ _3"/>wojna <span class="_ _f"/>między <span class="_ _f"/>Rosją <span class="_ _3"/>a <span class="_ _f"/>Ukrainą <span class="_ _3"/>do<span class="_ _2"/>prowadziła <span class="_ _3"/>w <span class="_ _f"/>roku <span class="_ _3"/>20<span class="_ _2"/>23 <span class="_ _3"/>do <span class="_ _f"/>spadku <span class="_ _3"/>łącznej <span class="_ _f"/>sprzedaży <span class="_ _f"/>generowanej <span class="_ _f"/>na <span class="_ _3"/>rynkach </div><div class="t m0 x2 h3 y1ee ff2 fs0 fc0 sc0 ls0 ws0">Rosji <span class="_ _d"/>i <span class="ff4">Bia<span class="_ _2"/>łorusi <span class="_ _0"/>(łącznie <span class="_ _0"/>17% <span class="_ _d"/>sprz<span class="_ _2"/>edaży Grupy <span class="_ _d"/>w <span class="_ _0"/>roku <span class="_ _0"/>2023 <span class="_ _0"/>i <span class="_ _d"/>21<span class="_ _2"/>% <span class="_ _d"/>sprzedaży Grupy <span class="_ _d"/>w<span class="ff2"> </span>r<span class="_ _2"/>oku <span class="_ _0"/>2022), <span class="_ _0"/>ale <span class="_ _d"/>jednocześnie zwiększyła </span></div><div class="t m0 x2 h3 y1ef ff4 fs0 fc0 sc0 ls0 ws0">sprzedaż na <span class="_ _2"/>Ukrainie <span class="_ _2"/>(4% sprzed<span class="_ _2"/>aży Gr<span class="_ _2"/>upy w r<span class="_ _2"/>oku 2023 <span class="_ _2"/>i 3% <span class="_ _2"/>sprzedaży <span class="_ _2"/>Grupy <span class="_ _2"/>w roku <span class="_ _2"/>2022). Z<span class="_ _2"/>arząd Jednostki Dom<span class="_ _2"/>inującej </div><div class="t m0 x2 h3 y1f0 ff4 fs0 fc0 sc0 ls0 ws0">nie <span class="_ _11"> </span>jest <span class="_ _11"> </span>w <span class="_ _11"> </span>stan<span class="_ _2"/>ie <span class="_ _11"> </span>określić <span class="_ _11"> </span>z  wysokim <span class="_ _11"> </span>prawdopodobieństwem  długoterminowych <span class="_ _11"> </span>perspektyw <span class="_ _11"> </span>pr<span class="_ _2"/>owadzenia <span class="_ _c"> </span>działalności <span class="_ _11"> </span>na </div><div class="t m0 x2 h3 y1f1 ff4 fs0 fc0 sc0 ls0 ws0">rynkach <span class="_ _3"/>Białorusi, <span class="_ _f"/>Rosji <span class="_ _3"/>oraz <span class="_ _f"/>Ukrainy. <span class="_ _f"/>Zarząd<span class="_ _2"/><span class="ff2"> <span class="_ _f"/></span>Jednostki <span class="_ _3"/>Dominującej <span class="_ _f"/>tym <span class="_ _3"/>sam<span class="_ _2"/>ym <span class="_ _3"/>nie <span class="_ _f"/>wyklucza, <span class="_ _3"/>biorąc <span class="_ _f"/>pod <span class="_ _f"/>uwagę <span class="_ _3"/>aktualną </div><div class="t m0 x2 h3 y216 ff4 fs0 fc0 sc0 ls0 ws0">sytuację i jej rozwój, koniec<span class="_ _2"/>zności ogr<span class="_ _2"/>aniczenia lub zawieszenia dzi<span class="_ _2"/>ałalności na rynkach <span class="_ _2"/>Białorusi, Rosji i Ukra<span class="_ _2"/>iny.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y1f3 ff4 fs0 fc0 sc0 ls0 ws0">Atutem <span class="_ _2"/>Gr<span class="_ _2"/>upy <span class="_ _3"/>jest <span class="_ _2"/>dostęp <span class="_ _3"/>do <span class="_ _3"/>wysoko <span class="_ _3"/>wyspecjalizowanej <span class="_ _3"/>kadry <span class="_ _3"/>oraz <span class="_ _3"/>zlokalizowanie <span class="_ _3"/>znaczącej <span class="_ _3"/>wartości <span class="_ _3"/>produkcji <span class="_ _3"/>w<span class="_ _2"/><span class="ff2"> <span class="_ _2"/>Polsce <span class="_ _3"/></span>–<span class="ff2"> </span></div><div class="t m0 x2 h3 y1f4 ff4 fs0 fc0 sc0 ls0 ws0">kraju o relatywnie niższych <span class="_ _0"/>kosztach wytworzenia. Polska traktowana jest przez Grupę również jako <span class="_ _0"/>centrum usług wspólnych </div><div class="t m0 x2 h3 y1f5 ff2 fs0 fc0 sc0 ls0 ws0">dla <span class="_ _9"> </span>wszystkich <span class="_ _9"> </span><span class="ff4">spółek <span class="_ _9"> </span>z <span class="_ _9"> </span>Grupy, <span class="_ _11"> </span>co <span class="_ _9"> </span>pozwala <span class="_ _9"> </span>na <span class="_ _9"> </span>korzystanie <span class="_ _9"> </span>z <span class="_ _9"> </span>ef<span class="_ _2"/>ektów <span class="_ _9"> </span>synergii <span class="_ _9"> </span>wynikających <span class="_ _9"> </span>z <span class="_ _9"> </span>d<span class="_ _2"/>ziałań <span class="_ _9"> </span>wspólnej <span class="_ _9"> </span>struktury<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y1f6 ff2 fs0 fc0 sc0 ls0 ws0">funkcjonalnej dla Grupy.<span class="_ _2"/> </div><div class="t m0 x2 h3 y217 ff2 fs0 fc0 sc0 ls1 ws0">6.2.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff4">Podstawowe obszary działa<span class="_ _2"/>lności<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y218 ff4 fs0 fc0 sc0 ls0 ws0">Głównymi branżami, <span class="_ _0"/>w <span class="_ _0"/>których Grupa prowadzi <span class="_ _d"/>działaln<span class="_ _2"/>ość są <span class="_ _d"/>bioc<span class="_ _2"/>hemia oraz <span class="_ _0"/>hematologia. Grupa <span class="_ _0"/>prowadzi także <span class="_ _d"/>działaln<span class="_ _2"/>ość </div><div class="t m0 x2 h3 y219 ff4 fs0 fc0 sc0 ls0 ws0">w obszarach immunologii, anal<span class="_ _2"/>ityki ogólnej or<span class="_ _2"/>az koagulologii.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y21a ff1 fs1 fc0 sc0 ls0 ws0"> <span class="_ _1b"> </span><span class="ff2 fs0"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pfe"><div class="pc pce w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">14<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">Obecnie przedmiot działalno<span class="_ _2"/>ści Grupy ob<span class="_ _2"/>ejmuje: <span class="ff2"> </span></div><div class="t m0 x10 h3 y97 ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">produkcję i dystrybucję odczynników diagnostyczn<span class="_ _2"/>ych,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y21b ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">dystrybucję aparatury do diagnostyki labor<span class="_ _2"/>atoryjnej,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y21c ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">działalność badawczo<span class="ff2">-</span>rozwojową w zakr<span class="_ _2"/>esie technologii diagno<span class="_ _2"/>stycznych <span class="_ _2"/>–<span class="ff2"> B+R,<span class="_ _2"/> </span></span></span></div><div class="t m0 x10 h3 y17 ff2 fs0 fc0 sc0 ls1 ws0">4.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">usługi serwisowe dystrybuowanych urządzeń,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y21d ff2 fs0 fc0 sc0 ls1 ws0">5.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">dystrybucję <span class="_ _2"/>akcesoriów <span class="_ _3"/>do<span class="_ _2"/> <span class="_ _3"/>urządzeń <span class="_ _3"/>diag<span class="_ _2"/>nostycznych, <span class="_ _3"/>drobnego <span class="_ _f"/>sprzętu <span class="_ _3"/>laborato<span class="_ _2"/>ryjnego <span class="_ _3"/>oraz <span class="_ _3"/>środków <span class="_ _3"/>myjących,<span class="_ _2"/> </span></span></div><div class="t m0 x31 h4 y21e ff2 fs0 fc0 sc0 ls0 ws0">przeznaczonych do oferowan<span class="_ _2"/>ej aparatur<span class="_ _2"/>y.<span class="ff3"> </span> </div><div class="t m0 x2 h4 y21f ff5 fs0 fc0 sc0 ls0 ws0">Produkcja i dys<span class="_ _2"/>trybucja odczynnikó<span class="_ _2"/>w diagnostycznych<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y220 ff2 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _c"> </span>jest <span class="_ _11"> </span><span class="ff4">pr<span class="_ _2"/>oducentem  i <span class="_ _11"> </span>eksporterem<span class="_ _2"/> <span class="_ _11"> </span>odczynników  diagnostycznych.  Produkcja  odczynników  odbywa <span class="_ _11"> </span>się  w <span class="_ _9"> </span>zakład<span class="_ _2"/>zie </span></div><div class="t m0 x2 h3 y221 ff2 fs0 fc0 sc0 ls0 ws0">produkcyjnym zlokalizowanym<span class="_ _2"/> w <span class="_ _2"/><span class="ff4">miejscowości Mar<span class="_ _2"/>ynin pod Lublin<span class="_ _2"/>em.</span> </div><div class="t m0 x2 h3 y222 ff4 fs0 fc0 sc0 ls0 ws0">Grupa produkuje oraz sp<span class="_ _2"/>rzedaje następujące kategor<span class="_ _2"/>ie odczynnik<span class="_ _2"/>ów:<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y223 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">odczynniki <span class="_ _a"/>do <span class="_ _f"/>badań <span class="_ _a"/>biochem<span class="_ _2"/>icznych <span class="_ _f"/>(Gr<span class="_ _2"/>upa <span class="_ _f"/>posiada<span class="_ _2"/> <span class="_ _f"/>64 <span class="_ _a"/>parame<span class="_ _2"/>try <span class="_ _f"/>z <span class="_ _f"/>zakr<span class="_ _2"/>esu <span class="_ _a"/>biochemii <span class="_ _f"/>pr<span class="_ _2"/>zeznaczone <span class="_ _a"/>zarówno<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y224 ff2 fs0 fc0 sc0 ls1 ws0">do<span class="ls0"> diagnostyki ludzkiej jak i <span class="_ _2"/>weteryna<span class="_ _2"/>ryjnej), </span></div><div class="t m0 x10 h3 y225 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">odczynniki do badań <span class="_ _d"/>he<span class="_ _2"/>matologic<span class="_ _2"/>znych (Grupa <span class="_ _0"/>posiada 39 własnych technologii <span class="_ _d"/>hemato<span class="_ _2"/>logicznych<span class="_ _2"/> przeznaczonych </span></span></div><div class="t m0 x31 h3 y226 ff4 fs0 fc0 sc0 ls0 ws0">zarówno do diagnostyki lud<span class="_ _2"/>zkiej jak i weterynar<span class="_ _2"/>yjnej).<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y227 ff4 fs0 fc0 sc0 ls0 ws0">Odczynniki te produko<span class="_ _2"/>wane są<span class="ff2"> z <span class="_ _2"/></span>surowców dostarczanych prze<span class="_ _2"/>z polskich i zag<span class="_ _2"/>ranicznych dosta<span class="_ _2"/>wców.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y228 ff4 fs0 fc0 sc0 ls0 ws0">Dodatkowo Grupa dystrybuuje te<span class="_ _2"/>sty diagnostyczne prod<span class="_ _2"/>ukowane <span class="_ _2"/>przez zewnętrznych prod<span class="_ _2"/>ucentów.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y229 ff4 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"/>uzyskała <span class="_ _2"/>wydany <span class="_ _2"/>przez <span class="_ _2"/>Lloyd’s <span class="_ _2"/>Register <span class="_ _2"/>Quality <span class="_ _2"/>Assurance<span class="_ _2"/> <span class="_ _2"/>Limited <span class="_ _2"/>certyfikat <span class="_ _2"/>Zatwierdzenia <span class="_ _2"/>Zintegrowanego <span class="_ _2"/>Systemu<span class="_ _2"/> </div><div class="t m0 x2 h3 y22a ff4 fs0 fc0 sc0 ls0 ws0">Zarządzania <span class="_ _11"> </span>Jakością <span class="_ _11"> </span>PZ <span class="_ _11"> </span>CORMAY <span class="_ _11"> </span>S.A. <span class="_ _9"> </span>zgo<span class="_ _2"/>dnego <span class="_ _11"> </span>z<span class="ff2"> </span>no<span class="_ _2"/>rmą <span class="_ _11"> </span>EN <span class="_ _11"> </span>ISO <span class="_ _9"> </span>13<span class="_ _2"/>485:2016 <span class="_ _11"> </span><span class="ff2">- <span class="_ _11"> </span></span>Wyroby <span class="_ _11"> </span>Medyczne <span class="_ _11"> </span>or<span class="_ _2"/>az <span class="_ _11"> </span>normą <span class="_ _11"> </span>ISO </div><div class="t m0 x2 h3 y22b ff2 fs0 fc0 sc0 ls1 ws0">9001:2015, <span class="_ _9"> </span>nr <span class="_ _9"> </span>10528859. <span class="_ _a"/>Obejm<span class="_ _2"/>uje <span class="_ _9"> </span><span class="ls0">on <span class="_ _9"> </span>projektowanie,<span class="_ _2"/> <span class="_ _9"> </span>wytwarzanie <span class="_ _9"> </span>i<span class="_ _2"/> <span class="ff4">dystrybucję<span class="_ _2"/> <span class="_ _9"> </span>odczynników <span class="_ _9"> </span>d<span class="_ _2"/>o <span class="_ _9"> </span>diagnostyki <span class="_ _9"> </span>in <span class="_ _9"> </span>vitro <span class="_ _9"> </span>dla<span class="_ _2"/> </span></span></div><div class="t m0 x2 h3 y22c ff4 fs0 fc0 sc0 ls0 ws0">laboratoriów <span class="_ _e"> </span>m<span class="_ _2"/>edycznych, <span class="_ _e"> </span>prze<span class="_ _2"/>mysłowych <span class="_ _e"> </span>i <span class="_ _b"> </span>naukowych <span class="_ _e"> </span>oraz <span class="_ _b"> </span>projektowanie, <span class="_ _e"> </span>wytwarzanie, <span class="_ _e"> </span>spr<span class="_ _2"/>zedaż <span class="_ _e"> </span>i <span class="_ _b"> </span>serwis  ap<span class="_ _2"/>aratów </div><div class="t m0 x2 h3 y22d ff2 fs0 fc0 sc0 ls0 ws0">medycznych do diagnosty<span class="_ _2"/>ki in vitro.<span class="_ _2"/> </div><div class="t m0 x2 h4 y22e ff3 fs0 fc0 sc0 ls0 ws0">Dystrybucja ap<span class="_ _2"/>aratury do diagnost<span class="_ _2"/>yki laboratoryjnej<span class="_ _2"/> </div><div class="t m0 x2 h3 y22f ff2 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"> </span>jest <span class="_ _b"> </span>dystrybutorem <span class="_ _e"> </span>aparatury <span class="_ _b"> </span>do  diagno<span class="_ _2"/>styki <span class="_ _e"> </span>laboratoryjnej, <span class="_ _b"> </span>w  tym<span class="_ _2"/> <span class="_ _e"> </span>aparatur<span class="_ _2"/>y <span class="_ _e"> </span>zlecanej <span class="_ _e"> </span>do <span class="_ _b"> </span>produkcji  podm<span class="_ _2"/>iotom </div><div class="t m0 x2 h3 y230 ff4 fs0 fc0 sc0 ls0 ws0">zewnętrznym. <span class="_ _1a"> </span>Grupa <span class="_ _7"> </span>ofer<span class="_ _2"/>uje <span class="_ _7"> </span>sprzęt <span class="_ _1a"> </span>przeznaczony <span class="_ _1a"> </span>do <span class="_ _7"> </span>użytku <span class="_ _1a"> </span>profesjonalnego <span class="_ _1a"> </span>m.in. <span class="_ _7"> </span>w <span class="_ _1a"> </span>laboratoriach <span class="_ _1a"> </span>medycznych, </div><div class="t m0 x2 h3 y231 ff4 fs0 fc0 sc0 ls0 ws0">diagnostycznych, przemy<span class="_ _2"/>słowych i na<span class="_ _2"/><span class="ff2">ukowych. </span></div><div class="t m0 x2 h3 y232 ff4 fs0 fc0 sc0 ls0 ws0">Głównymi urządzeniami d<span class="_ _2"/>ystrybuowanymi pr<span class="_ _2"/>zez Grupę są:<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y233 ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">analizatory biochemiczne, m.<span class="_ _2"/>in.:<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y234 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">analizato<span class="_ _2"/>ry: <span class="_ _2"/>Accent <span class="_ _2"/>S120, <span class="_ _2"/>Accent <span class="_ _2"/>MC240, <span class="_ _2"/>Accent <span class="_ _2"/>M320 <span class="_ _2"/>(<span class="_ _2"/>produkowane <span class="_ _2"/>przez <span class="_ _2"/>podmiot <span class="_ _2"/>zewnętr<span class="_ _2"/>zny <span class="_ _2"/>na <span class="_ _2"/>zlecenie </span></span></div><div class="t m0 x36 h3 y235 ff2 fs0 fc0 sc0 ls0 ws0">Grupy) oraz analizator<span class="_ _2"/>y BS-480, BS-800, <span class="_ _2"/>BS-<span class="ff4">800M (dystrybu<span class="_ _2"/>owane pod m<span class="_ _2"/>arką producenta),<span class="_ _2"/></span> </div><div class="t m0 x31 h3 y236 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff2">analizato<span class="_ _2"/>r weterynaryjny do tzw. <span class="_ _2"/>suchej chemii CEL<span class="_ _2"/>ERCARE V5,<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y237 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">do <span class="_ _16"> </span>planów <span class="_ _16"> </span>na <span class="_ _16"> </span>rok <span class="_ _b"> </span>2024 <span class="_ _16"> </span>należ<span class="_ _2"/>y <span class="_ _b"> </span>m<span class="_ _2"/>.in. <span class="_ _16"> </span>poszerzenie <span class="_ _b"> </span>ofe<span class="_ _2"/>rty <span class="_ _16"> </span>analizatorów <span class="_ _16"> </span>biochemicznych <span class="_ _16"> </span>o <span class="_ _15"> </span><span class="ff2">Accen<span class="_ _2"/>t <span class="_ _b"> </span>40<span class="_ _2"/>0 </span></span></span></div><div class="t m0 x36 h3 y238 ff4 fs0 fc0 sc0 ls0 ws0">(wyprodukowany <span class="_ _9"> </span>przez<span class="_ _2"/> <span class="_ _9"> </span>podmiot <span class="_ _9"> </span>zewnętr<span class="_ _2"/>zny <span class="_ _9"> </span>na <span class="_ _9"> </span>zlecenie <span class="_ _11"> </span>Grupy), <span class="_ _11"> </span><span class="ff2 lsf">BS<span class="ls0">-<span class="ls1">600M</span> <span class="_ _9"> </span>i <span class="_ _9"> </span><span class="ls10">BS</span>-10<span class="_ _2"/>00 <span class="_ _9"> </span>(dystrybuowan<span class="_ _2"/>e <span class="_ _9"> </span>pod </span></span></div><div class="t m0 x36 h3 y239 ff4 fs0 fc0 sc0 ls0 ws0">marką producenta)<span class="_ _2"/>;<span class="ff2"> </span></div><div class="t m0 x10 h3 y23a ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">analizatory hematologiczne, m.in.:<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y23b ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">analizato<span class="_ _2"/>ry: <span class="_ _2"/>Mythic <span class="_ _2"/>18, <span class="_ _2"/>Mythic <span class="_ _2"/>22 <span class="_ _2"/>AL, <span class="_ _2"/>Mythic <span class="_ _2"/>22 <span class="_ _2"/>OT, <span class="_ _2"/>Mythic <span class="_ _2"/>60, <span class="_ _2"/>nowo <span class="_ _2"/>wdrożone <span class="_ _2"/>Mythic <span class="_ _2"/>70 <span class="_ _2"/>i <span class="_ _2"/>Mythic <span class="_ _2"/>3CRP <span class="_ _2"/>oraz </span></span></div><div class="t m0 x36 h3 y23c ff4 fs0 fc0 sc0 ls0 ws0">dedykowane <span class="_ _2"/>do<span class="_ _2"/> <span class="_ _2"/>weterynar<span class="_ _2"/>ii <span class="_ _2"/>Mythi<span class="_ _2"/>c <span class="_ _2"/>18 <span class="_ _3"/>Vet <span class="_ _2"/>oraz<span class="_ _2"/> <span class="_ _2"/>Mythic<span class="_ _2"/> <span class="_ _2"/>5V<span class="_ _2"/>ET <span class="_ _2"/>Pro <span class="_ _3"/>produkowane <span class="_ _3"/>przez <span class="_ _2"/>podm<span class="_ _2"/>iot <span class="_ _2"/>zewn<span class="_ _2"/>ętrzny <span class="_ _3"/>na </div><div class="t m0 x36 h3 y23d ff4 fs0 fc0 sc0 ls0 ws0">zlecenie Orphée SA,<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x31 h3 y23e ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">w <span class="_ _2"/>2023 <span class="_ _2"/>roku<span class="_ _2"/> r<span class="_ _2"/>ozpoczęto <span class="_ _2"/>proces<span class="_ _2"/> <span class="_ _2"/>wycofywania<span class="_ _2"/> <span class="_ _2"/>z <span class="_ _2"/>oferty <span class="_ _2"/>pierwsze<span class="_ _2"/>j <span class="_ _2"/>gener<span class="_ _2"/>acji ap<span class="_ _2"/>aratów <span class="_ _2"/>Mythic <span class="_ _2"/>(Mythic<span class="_ _2"/> <span class="_ _2"/>22OT <span class="_ _2"/>oraz </span></span></div><div class="t m0 x36 h3 y23f ff4 fs0 fc0 sc0 ls0 ws0">Mythic 22AL), które zostaną za<span class="_ _2"/>stąpione<span class="_ _2"/> aparatami Mythic 60 or<span class="_ _2"/>az Mythic 70,<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x31 h3 y240 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">do <span class="_ _3"/>planów <span class="_ _2"/>na <span class="_ _3"/>rok <span class="_ _2"/>2024 <span class="_ _2"/>należy <span class="_ _3"/>m.in. <span class="_ _2"/>poszerzenie <span class="_ _3"/>oferty <span class="_ _2"/>analizator<span class="_ _2"/>ów <span class="_ _2"/>hematologicznych <span class="_ _3"/>o <span class="_ _2"/>analizatory <span class="_ _3"/>BC<span class="ff2">-<span class="ls1">760, </span></span></span></span></div><div class="t m0 x36 h3 y241 ff2 fs0 fc0 sc0 ls10 ws0">BC<span class="ls0">-780, <span class="_ _a"/>BC-6000, <span class="_ _9"> </span>BC-6200, <span class="_ _9"> </span>BC-6800, <span class="_ _a"/>SC-12<span class="_ _2"/>0, <span class="_ _a"/>MC-<span class="ff4">80, <span class="_ _9"> </span>CAL6000, <span class="_ _a"/>CAL800000 <span class="_ _9"> </span>(dystrybuowane <span class="_ _9"> </span>pod <span class="_ _a"/>marką </span></span></div><div class="t m0 x36 h3 y242 ff2 fs0 fc0 sc0 ls0 ws0">producenta), </div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pff"><div class="pc pcf w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">15<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x31 h3 y243 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">do <span class="_ _11"> </span>planów <span class="_ _9"> </span>na<span class="_ _2"/> <span class="_ _9"> </span>najbliższe <span class="_ _9"> </span>lata<span class="_ _2"/> <span class="_ _9"> </span>należy <span class="_ _11"> </span>m.in. <span class="_ _9"> </span>poszerzenie <span class="_ _11"> </span>oferty <span class="_ _11"> </span>analizatorów <span class="_ _9"> </span>hemato<span class="_ _2"/>logicznych <span class="_ _9"> </span>o<span class="_ _3"/><span class="ff2"> analizatory </span></span></span></div><div class="t m0 x36 h3 y244 ff2 fs0 fc0 sc0 ls0 ws0">Mythic <span class="_ _e"> </span>trzeciej <span class="_ _e"> </span>gener<span class="_ _2"/>acji <span class="_ _e"> </span><span class="ff4">wykon<span class="_ _2"/>ujące <span class="_ _e"> </span>pomiary <span class="_ _e"> </span>retikulo<span class="_ _2"/>cytów <span class="_ _e"> </span>i <span class="_ _e"> </span>p<span class="_ _2"/>łynów <span class="_ _e"> </span>ustrojowych <span class="_ _e"> </span>zar<span class="_ _2"/>ówno <span class="_ _e"> </span>lud<span class="_ _2"/>zkich, <span class="_ _e"> </span>jak </span></div><div class="t m0 x36 h3 y245 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">zwierzęcych</span>; </div><div class="t m0 x10 h3 y171 ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">analizatory immunologiczne:<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y246 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">analizato<span class="_ _2"/>ry Chorus, produkowane<span class="_ _2"/> przez podmiot ze<span class="_ _2"/>wnętrzny, <span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x31 h3 y247 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">analizato<span class="_ _2"/>ry Maglumi produkowan<span class="_ _2"/>e przez podmiot ze<span class="_ _2"/>wnętrzny,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x31 h3 y248 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">analizato<span class="_ _2"/>ry z linii CL produkowan<span class="_ _2"/>e przez podm<span class="_ _2"/>iot zewnętrzny,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x31 h3 y249 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">do <span class="_ _2"/>planów <span class="_ _2"/>na<span class="_ _2"/> <span class="_ _2"/>rok <span class="_ _2"/>2024 <span class="_ _2"/>na<span class="_ _2"/>leży <span class="_ _2"/>m.in. <span class="_ _2"/>poszerzen<span class="_ _2"/>ie ofe<span class="_ _2"/>rty <span class="_ _2"/>analizatoró<span class="_ _2"/>w <span class="_ _2"/>immunologiczn<span class="_ _2"/>ych <span class="_ _2"/>o <span class="_ _2"/>analizator<span class="_ _2"/> <span class="_ _2"/>Auryx <span class="_ _2"/>90<span class="_ _3"/><span class="ff2"> </span></span></span></div><div class="t m0 x36 h3 y24a ff4 fs0 fc0 sc0 ls0 ws0">oraz platfor<span class="_ _2"/>my zintegrowane <span class="_ _2"/>(ana<span class="_ _2"/>lizatory ofe<span class="_ _2"/>rujące na <span class="_ _2"/>jednej <span class="_ _2"/>platfor<span class="_ _2"/>mie badania <span class="_ _2"/>chemii <span class="_ _2"/>klinicznej <span class="_ _2"/>i di<span class="_ _2"/>agnostyki </div><div class="t m0 x36 h3 y24b ff4 fs0 fc0 sc0 ls0 ws0">immunologicznej dystrybuo<span class="_ _2"/>wane pod m<span class="_ _2"/>arką producenta)<span class="_ _2"/><span class="ff2">; </span></div><div class="t m0 x10 h3 y24c ff2 fs0 fc0 sc0 ls1 ws0">4.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">analizatory do analizy ogólne<span class="_ _2"/>j, m.in.:<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x31 h3 y179 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff2">analizatory: Uryxxon 500, <span class="_ _2"/>Uryxxon Relax, Uri<span class="_ _2"/>-Tex, Uri<span class="_ _2"/>-Tex 300 oraz weter<span class="_ _2"/>ynaryjny Uri-T<span class="_ _2"/>ex Vet, </span></span></div><div class="t m0 x31 h3 y17a ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">do <span class="_ _e"> </span>planów <span class="_ _e"> </span>Zarządu <span class="_ _e"> </span>na <span class="_ _e"> </span>najbli<span class="_ _2"/>ższe <span class="_ _e"> </span>lata <span class="_ _e"> </span>należy <span class="_ _e"> </span>m.i<span class="_ _2"/>n. <span class="_ _e"> </span>poszerzeni<span class="_ _2"/>e <span class="_ _e"> </span>oferty <span class="_ _e"> </span>analizatorów <span class="_ _e"> </span>do <span class="_ _e"> </span>anal<span class="_ _2"/>izy <span class="_ _e"> </span>ogólnej </span></span></div><div class="t m0 x36 h3 y24d ff2 fs0 fc0 sc0 ls0 ws0">o analizator Uri-Tex SE<span class="_ _2"/>DI+; </div><div class="t m0 x10 h3 y24e ff2 fs0 fc0 sc0 ls1 ws0">5.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">analizatory do gazometrii<span class="_ _2"/> oraz POCT wr<span class="_ _2"/>az z systemem na<span class="_ _2"/>dzoru fi<span class="_ _2"/>rmy Nova <span class="_ _2"/>Biomedical (dystrybuo<span class="_ _2"/>wane pod mar<span class="_ _2"/>ką </span></span></div><div class="t m0 x31 h3 y24f ff2 fs0 fc0 sc0 ls0 ws0">producenta), m.in.:<span class="_ _2"/> </div><div class="t m0 x31 h3 y250 ff2 fs0 fc0 sc0 ls1 ws0">a.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">analizatory do gazometrii Stat Pr<span class="_ _2"/>ofile Prime Plus,<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y251 ff2 fs0 fc0 sc0 ls1 ws0">b.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">analizatory POCT do pomiarów gl<span class="_ _2"/>ukozy/ketonów <span class="_ _2"/>StatStrip Xpress2 Glucose<span class="_ _2"/>/Ketone;<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y252 ff2 fs0 fc0 sc0 ls1 ws0">6.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">rozwiązania <span class="_ _9"> </span>do <span class="_ _11"> </span>oznaczania <span class="_ _11"> </span>glikowanej <span class="_ _11"> </span>hemoglobiny <span class="_ _11"> </span>HbA1c <span class="_ _9"> </span>meto<span class="_ _2"/>dą <span class="_ _9"> </span>HPLC <span class="_ _11"> </span>firmy <span class="_ _11"> </span>Lifotronic <span class="_ _9"> </span>(dystr<span class="_ _2"/>ybuowane <span class="_ _11"> </span>pod </span></span></div><div class="t m0 x31 h3 y253 ff4 fs0 fc0 sc0 ls0 ws0">marką producenta)<span class="_ _2"/>:<span class="ff2"> </span></div><div class="t m0 x31 h3 y254 ff2 fs0 fc0 sc0 ls1 ws0">a.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">analizator Lifotronic H8,<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y255 ff2 fs0 fc0 sc0 ls1 ws0">b.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">analizator Lifotronic H100;<span class="_ _2"/> </span></span></div><div class="t m0 x10 h3 y256 ff2 fs0 fc0 sc0 ls1 ws0">7.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">systemy <span class="_ _3"/>do <span class="_ _3"/>oznaczania <span class="_ _3"/>patogen<span class="_ _2"/>ów <span class="_ _2"/>m<span class="_ _2"/>etodami <span class="_ _3"/>biologii <span class="_ _3"/>molekularn<span class="_ _2"/>ej <span class="_ _3"/>firmy <span class="_ _3"/>Bioperfectus <span class="_ _3"/>(dystrybuow<span class="_ _2"/>ane <span class="_ _3"/>pod <span class="_ _3"/>marką </span></span></div><div class="t m0 x31 h3 y257 ff2 fs0 fc0 sc0 ls0 ws0">producenta): </div><div class="t m0 x31 h3 y258 ff2 fs0 fc0 sc0 ls1 ws0">a.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">systemy real time PCR,<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y259 ff2 fs0 fc0 sc0 ls1 ws0">b.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">stacje robocze do ekstraktacji kw<span class="_ _2"/>asów nukleinowych,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x31 h3 y25a ff2 fs0 fc0 sc0 ls7 ws0">c.<span class="ff7 ls0"> <span class="_ _1e"> </span><span class="ff4">zestawy odczynnikowe do ozna<span class="_ _2"/>czania p<span class="_ _2"/>atogenów;<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y25b ff2 fs0 fc0 sc0 ls1 ws0">8.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">rozwiązania z obszaru ch<span class="_ _2"/>irurgii onkologicznej:<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x31 h3 y25c ff2 fs0 fc0 sc0 ls1 ws0">a.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">nieizotopowy <span class="_ _9"> </span>system <span class="_ _11"> </span>do <span class="_ _11"> </span>wykr<span class="_ _2"/>ywania <span class="_ _11"> </span>węzłów <span class="_ _11"> </span>chłonnych <span class="_ _11"> </span>wartown<span class="_ _2"/>iczych <span class="_ _11"> </span>i <span class="_ _9"> </span>de<span class="_ _2"/>tekcji <span class="_ _9"> </span>zmian <span class="_ _11"> </span>niep<span class="_ _2"/>alpa<span class="_ _2"/>cyjnych  –<span class="_ _d"/><span class="ff2"> </span></span></span></div><div class="t m0 x36 h3 y25d ff4 fs0 fc0 sc0 ls0 ws0">Sentimag firmy Endomagnet<span class="_ _2"/>ics (dystrybu<span class="_ _2"/>owany pod marką prod<span class="_ _2"/>ucenta),<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x31 h3 y25e ff2 fs0 fc0 sc0 ls1 ws0">b.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">magnetyczny <span class="_ _9"> </span>znacznik <span class="_ _9"> </span>do <span class="_ _9"> </span>w<span class="_ _2"/>ykrywania <span class="_ _9"> </span>wę<span class="_ _2"/>złów <span class="_ _9"> </span>chłonnych<span class="_ _2"/> <span class="_ _9"> </span>wartowniczych <span class="_ _11"> </span>–<span class="_ _2"/><span class="ff2"> <span class="_ _9"> </span>Magtrace <span class="_ _9"> </span>firm<span class="_ _2"/>y <span class="_ _9"> </span>Endomag<span class="_ _2"/>netics </span></span></span></div><div class="t m0 x36 h3 y25f ff4 fs0 fc0 sc0 ls0 ws0">(dystrybuowany pod mar<span class="_ _2"/>ką producenta),<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x31 h3 y260 ff2 fs0 fc0 sc0 ls7 ws0">c.<span class="ff7 ls0"> <span class="_ _1e"> </span><span class="ff2">magnetyczny <span class="_ _1c"> </span>znacznik <span class="_ _1c"> </span>do <span class="_ _1c"> </span>znakowania <span class="_ _1c"> </span>zmian <span class="_ _1c"> </span>niepalpacyjnych <span class="_ _1f"> </span><span class="ff4">–</span> <span class="_ _1c"> </span>Magseed <span class="_ _1c"> </span>firmy <span class="_ _1c"> </span>Endomagnetics </span></span></div><div class="t m0 x36 h3 y261 ff4 fs0 fc0 sc0 ls0 ws0">(dystrybuowany pod mar<span class="_ _2"/>ką producenta),<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x31 h3 y262 ff2 fs0 fc0 sc0 ls1 ws0">d.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">narzędzia <span class="_ _b"> </span>chirur<span class="_ _2"/>giczne <span class="_ _16"> </span>Tessa <span class="_ _b"> </span>(wielokrotnego <span class="_ _16"> </span>użytku <span class="_ _16"> </span>z <span class="_ _b"> </span>twor<span class="_ _2"/>zywa <span class="_ _b"> </span>sztuczneg<span class="_ _2"/>o) <span class="_ _16"> </span>firmy <span class="_ _b"> </span>Surgical <span class="_ _16"> </span>Dynamics </span></span></div><div class="t m0 x36 h3 y263 ff4 fs0 fc0 sc0 ls0 ws0">(dystrybuowane pod mar<span class="_ _2"/>ką producenta);<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y264 ff2 fs0 fc0 sc0 ls1 ws0">9.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">systemy <span class="ff4">pobierania mater<span class="_ _2"/>iału do badań:<span class="_ _2"/></span> </span></span></div><div class="t m0 x31 h3 y265 ff2 fs0 fc0 sc0 ls1 ws0">a.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">próżniowe systemy pobierania kr<span class="_ _2"/>wi,<span class="ff2"> </span></span></span></div><div class="t m0 x31 h3 y266 ff2 fs0 fc0 sc0 ls1 ws0">b.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">systemy pobierania próbek do an<span class="_ _2"/>alityki ogólnej.<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h4 y267 ff5 fs0 fc0 sc0 ls0 ws0">Usługi serwisowe <span class="_ _2"/>dystrybu<span class="_ _2"/>owanych urządzeń, a<span class="_ _2"/>kcesoria do<span class="_ _2"/> urządzeń diagn<span class="_ _2"/>ostycznych, d<span class="_ _2"/>robny sprzęt labo<span class="_ _2"/>ratoryjny </div><div class="t m0 x2 h4 y268 ff5 fs0 fc0 sc0 ls0 ws0">oraz środki myją<span class="_ _2"/>ce przeznaczone do<span class="_ _2"/> oferowanej aparatury<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y269 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"/>okr<span class="_ _2"/>esie <span class="_ _f"/>udzielonej <span class="_ _f"/>gwarancji <span class="_ _f"/>na <span class="_ _f"/>dystrybuowan<span class="_ _2"/>e <span class="_ _f"/>urządzenia <span class="_ _f"/>Grupa <span class="_ _f"/>zapewnia <span class="_ _f"/>klientom <span class="_ _f"/>(w <span class="_ _f"/>Pols<span class="_ _2"/>ce <span class="_ _f"/>i <span class="_ _f"/>za <span class="_ _f"/>granicą) <span class="_ _f"/>bezpłatne </div><div class="t m0 x2 h3 y26a ff4 fs0 fc0 sc0 ls0 ws0">usługi <span class="_ _3"/>serwisowe <span class="_ _3"/>ś<span class="_ _2"/>wiadczone <span class="_ _3"/>prz<span class="_ _2"/>ez <span class="_ _3"/>własny <span class="_ _3"/>zespół <span class="_ _f"/>serwisantów, <span class="_ _f"/>szkolony <span class="_ _3"/>przez <span class="_ _3"/>prod<span class="_ _2"/>ucentów <span class="_ _3"/>urzą<span class="_ _2"/>dzeń. <span class="_ _3"/>Po <span class="_ _3"/>upł<span class="_ _2"/>ywie <span class="_ _3"/>okresu </div><div class="t m0 x2 h3 y26b ff2 fs0 fc0 sc0 ls0 ws0">gwarancji Grupa zapewni<span class="ff4">a o<span class="_ _2"/>dpłat<span class="_ _2"/>ny serwis.</span> </div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf10"><div class="pc pc10 w0 h0"><img alt="" class="bi xa y26c w6 h22" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">16<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">Do oferowanych <span class="_ _2"/>urządzeń <span class="_ _2"/>Grupa <span class="_ _2"/>oferuje <span class="_ _2"/>dodatkowe <span class="_ _2"/>odpowiednio <span class="_ _2"/>dobr<span class="_ _2"/>ane akcesoria <span class="_ _2"/>(lampy, <span class="_ _2"/>drukarki, <span class="_ _2"/>ekrany, dr<span class="_ _2"/>obny sprzęt<span class="_ _2"/> </div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">laboratoryjny) <span class="_ _0"/>kupowane <span class="_ _d"/>we <span class="_ _0"/>własnym <span class="_ _d"/>zakr<span class="_ _2"/>esie <span class="_ _d"/>od <span class="_ _0"/>ich <span class="_ _d"/>producentó<span class="_ _2"/>w <span class="_ _d"/>or<span class="_ _2"/>az <span class="_ _d"/>części <span class="_ _d"/>zam<span class="_ _2"/>ienne <span class="_ _d"/>prod<span class="_ _2"/>ucentów <span class="_ _0"/>oferowanych <span class="_ _d"/>ur<span class="_ _2"/>ządzeń, </div><div class="t m0 x2 h3 y26d ff4 fs0 fc0 sc0 ls0 ws0">które sprzedaje na z<span class="_ _2"/><span class="ff2">asadzie dystrybucji.<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y43 ff4 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"/>częściowo <span class="_ _2"/>nabywa <span class="_ _2"/>od <span class="_ _2"/>pod<span class="_ _2"/>miotów <span class="_ _2"/>zewnętrznych, <span class="_ _2"/>a <span class="_ _3"/>częściowo <span class="_ _2"/>produkuje <span class="_ _2"/>we <span class="_ _2"/>własnym<span class="_ _2"/> <span class="_ _2"/>zakresie, <span class="_ _2"/>specjali<span class="_ _2"/>styczne <span class="_ _2"/>środki </div><div class="t m0 x2 h3 y74 ff4 fs0 fc0 sc0 ls0 ws0">myjące przeznaczone do dystr<span class="_ _2"/>ybuowanych urząd<span class="_ _2"/>zeń (w tym na po<span class="_ _2"/>dstawie własnych technolog<span class="_ _2"/>ii).<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y26e ff2 fs0 fc0 sc0 ls1 ws0">6.3.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff4">Rzeczowa struktura sprzedaż<span class="_ _2"/>y<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y19 ff4 fs0 fc0 sc0 ls0 ws0">Struktura rzeczowa sprzedaży pr<span class="_ _2"/>zedstawiała się na<span class="_ _2"/>stępująco:<span class="_ _2"/><span class="ff2"> </span></div></div><div class="c x2 y125 w14 h23"><div class="t m0 x11 h10 y26f ff5 fs3 fc2 sc0 ls0 ws0">Struktura rzecz<span class="_ _0"/>owa sprzedaży<span class="ff3">  </span></div></div><div class="c x37 y125 w15 h23"><div class="t m0 x38 h10 y270 ff3 fs3 fc2 sc0 ls0 ws0">Rok </div><div class="t m0 x24 h10 y26f ff5 fs3 fc2 sc0 ls0 ws0">zakończony<span class="ff3"> </span></div><div class="t m0 x11 h10 y14e ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div></div><div class="c x39 y125 w16 h23"><div class="t m0 x38 h10 y270 ff3 fs3 fc2 sc0 ls0 ws0">Rok </div><div class="t m0 x24 h10 y26f ff5 fs3 fc2 sc0 ls0 ws0">zakończony<span class="ff3"> </span></div><div class="t m0 x11 h10 y14e ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>2 </div></div><div class="c x16 y125 w8 h23"><div class="t m0 x17 h10 y26f ff3 fs3 fc2 sc0 ls0 ws0">Zmiana </div></div><div class="c x18 y125 w9 h23"><div class="t m0 x19 h10 y26f ff3 fs3 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x2 y271 w14 h24"><div class="t m0 x11 h10 ya9 ff4 fs3 fc0 sc0 ls0 ws0">Sprzedaż wyrob<span class="_ _0"/>ów<span class="ff3"> </span></div></div><div class="c x37 y271 w15 h24"><div class="t m0 x3a hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">30 522 </div></div><div class="c x39 y271 w16 h24"><div class="t m0 x3a hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">32 278 </div></div><div class="c x16 y271 w8 h24"><div class="t m0 x1b hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(1 756) </div></div><div class="c x18 y271 w9 h24"><div class="t m0 x1c hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">5%</span> </div></div><div class="c x2 y272 w14 h11"><div class="t m0 x11 h10 ya2 ff4 fs3 fc0 sc0 ls0 ws0">Sprzedaż towarów<span class="ff3"> </span></div></div><div class="c x37 y272 w15 h11"><div class="t m0 x3a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">48 036 </div></div><div class="c x39 y272 w16 h11"><div class="t m0 x3a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">48 773 </div></div><div class="c x16 y272 w8 h11"><div class="t m0 x20 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(737) </div></div><div class="c x18 y272 w9 h11"><div class="t m0 x1c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">2%</span> </div></div><div class="c x2 y273 w14 h15"><div class="t m0 x11 h10 ycc ff4 fs3 fc0 sc0 ls0 ws0">Sprzedaż usług<span class="ff3"> </span></div></div><div class="c x37 y273 w15 h15"><div class="t m0 x19 hb ycc ff2 fs3 fc0 sc0 ls0 ws0">3 667 </div></div><div class="c x39 y273 w16 h15"><div class="t m0 x19 hb ycc ff2 fs3 fc0 sc0 ls0 ws0">4 310 </div></div><div class="c x16 y273 w8 h15"><div class="t m0 x20 hb ycc ff2 fs3 fc0 sc0 ls0 ws0">(643) </div></div><div class="c x18 y273 w9 h15"><div class="t m0 x20 hb ycc ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">15%</span> </div></div><div class="c x2 y274 w14 h11"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x37 y274 w15 h11"><div class="t m0 x3a h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">82 225 </div></div><div class="c x39 y274 w16 h11"><div class="t m0 x3a h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">85 361 </div></div><div class="c x16 y274 w8 h11"><div class="t m0 x1b h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(3 136) </div></div><div class="c x18 y274 w9 h11"><div class="t m0 x1c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">4%</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 y275 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _f"/>roku <span class="_ _f"/>2023<span class="_ _2"/> <span class="_ _f"/>towary <span class="_ _a"/>pozostawały <span class="_ _f"/>na<span class="_ _2"/>jwiększą <span class="_ _f"/>grupą <span class="_ _a"/>w <span class="_ _f"/>strukturze<span class="_ _2"/> <span class="_ _f"/>rzeczowej <span class="_ _a"/>sprzedaży, <span class="_ _f"/>ob<span class="_ _2"/>ejmując <span class="_ _a"/>58% <span class="_ _f"/>sprzedaży <span class="_ _f"/>ogółem<span class="_ _2"/> </div><div class="t m0 x2 h3 y276 ff4 fs0 fc0 sc0 ls0 ws0">(wzrost <span class="_ _2"/>o <span class="_ _3"/>1 <span class="_ _2"/>p.p. <span class="_ _2"/>r<span class="_ _2"/>/r). <span class="_ _2"/>Drugą <span class="_ _2"/>na<span class="_ _2"/>jwiększą <span class="_ _2"/>grupą <span class="_ _3"/>były <span class="_ _2"/>wyroby <span class="_ _2"/>ze <span class="_ _3"/>sprzedażą <span class="_ _2"/>na <span class="_ _3"/>poziomie <span class="_ _2"/>37% <span class="_ _2"/>spr<span class="_ _2"/>zedaży <span class="_ _3"/>Grupy <span class="_ _2"/>ogółem <span class="_ _3"/>(spadek </div><div class="t m0 x2 h3 y277 ff2 fs0 fc0 sc0 ls0 ws0">o 1 p.p. <span class="_ _d"/><span class="ff4">r/r<span class="_ _2"/>). Udział <span class="_ _0"/>sprzedaży usług w <span class="_ _d"/>sprzedaży<span class="_ _2"/> Grupy <span class="_ _d"/>ogółem<span class="_ _2"/> w <span class="_ _0"/>roku 2023 <span class="_ _0"/>pozostał na niezmienionym poziomie w <span class="_ _d"/>stosunku<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y278 ff4 fs0 fc0 sc0 ls0 ws0">do roku poprzedniego i sta<span class="_ _2"/>nowił 5%.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y279 ff3 fs0 fc0 sc0 ls1 ws0">7.<span class="ff6 ls0"> <span class="_ _19"> </span><span class="ff3">I<span class="ff5">nformacje <span class="_ _e"> </span>o <span class="_ _b"> </span>rynkach <span class="_ _e"> </span>zbytu, <span class="_ _e"> </span>z <span class="_ _e"> </span>uwzględ<span class="_ _2"/>nieniem <span class="_ _b"> </span>podziału <span class="_ _e"> </span>na <span class="_ _e"> </span>rynki <span class="_ _b"> </span>krajowe <span class="_ _e"> </span>i <span class="_ _e"> </span>zagran<span class="_ _2"/>iczne, <span class="_ _e"> </span>oraz <span class="_ _b"> </span>informacje </span></span></span></div><div class="t m0 x10 h4 y27a ff3 fs0 fc0 sc0 ls0 ws0">o <span class="ff5">źródłach<span class="_ _2"/> zaopat<span class="_ _2"/>rzenia <span class="_ _2"/>w <span class="_ _2"/>materiały <span class="_ _2"/>do <span class="_ _2"/>produkc<span class="_ _2"/>ji, <span class="_ _2"/>w <span class="_ _2"/>towary <span class="_ _2"/>i usłu<span class="_ _2"/>gi, <span class="_ _2"/>z <span class="_ _2"/>określen<span class="_ _2"/>iem uzale<span class="_ _2"/>żnienia <span class="_ _2"/>od <span class="_ _2"/>jednego <span class="_ _2"/>lub </span></div><div class="t m0 x10 h4 y27b ff5 fs0 fc0 sc0 ls0 ws0">więcej <span class="_ _3"/>od<span class="_ _2"/>biorców <span class="_ _3"/>i <span class="_ _f"/>dostawców, <span class="_ _3"/>a <span class="_ _f"/>w <span class="_ _3"/>przyp<span class="_ _2"/>adku<span class="_ _2"/><span class="ff3">, <span class="_ _3"/></span>gdy <span class="_ _f"/>udział <span class="_ _3"/>jednego <span class="_ _3"/>o<span class="_ _2"/>dbiorcy <span class="_ _3"/>lub <span class="_ _f"/>dostawcy <span class="_ _3"/>osiąg<span class="_ _2"/>a <span class="_ _3"/>co <span class="_ _3"/>n<span class="_ _2"/>ajmniej </div><div class="t m0 x10 h4 y27c ff5 fs0 fc0 sc0 ls0 ws0">10% <span class="_ _9"> </span>przycho<span class="_ _2"/>dów <span class="_ _9"> </span>ze <span class="_ _9"> </span>sprzedaży <span class="_ _9"> </span>ogó<span class="_ _2"/>łem <span class="_ _11"> </span><span class="ff3">- <span class="_ _9"> </span></span>nazwy <span class="_ _9"> </span>(firmy)<span class="_ _2"/> <span class="_ _9"> </span>dostawcy <span class="_ _9"/>lub <span class="_ _9"> </span>odbiorcy<span class="_ _2"/>, <span class="_ _9"> </span>jego <span class="_ _9"> </span>udział <span class="_ _9"> </span>w <span class="_ _9"> </span>sprzedaży <span class="_ _9"> </span>lub </div><div class="t m0 x10 h4 y27d ff5 fs0 fc0 sc0 ls0 ws0">zaopatrzeniu<span class="_ _2"/> oraz jego formalne powiązania z<span class="_ _2"/><span class="ff3"> Gr<span class="_ _2"/>up</span>ą<span class="ff3"> </span>Kapitało<span class="ls11">wą<span class="_ _2"/></span><span class="ff3"> CORMAY </span></div><div class="t m0 x2 h3 y27e ff2 fs0 fc0 sc0 ls1 ws0">7.1.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff4">Struktura odbiorców<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y27f ff4 fs0 fc0 sc0 ls0 ws0">Zestawienie największych rynkó<span class="_ _2"/>w ge<span class="_ _2"/>ograficznych Grupy:<span class="_ _2"/><span class="ff2"> </span></div></div><div class="c x2 y280 w17 h23"><div class="t m0 x11 h10 y26f ff3 fs3 fc2 sc0 ls0 ws0">Kraj </div></div><div class="c x3b y280 w18 h23"><div class="t m0 x3a h10 y270 ff3 fs3 fc2 sc0 ls0 ws0">Przychody  </div><div class="t m0 x3c h10 y26f ff5 fs3 fc2 sc0 ls0 ws0">ze sprzedaży   <span class="_ _0"/>                    <span class="_ _0"/>  </div><div class="t m0 x3d h10 y14e ff3 fs3 fc2 sc0 ls12 ws0">w <span class="ls0">2023 roku </span></div></div><div class="c x3e y280 w19 h23"><div class="t m0 x2c h10 y281 ff5 fs3 fc2 sc0 ls0 ws0">Udział<span class="ff3"> w przychod<span class="_ _0"/>ach </span></div><div class="t m0 x1e h10 y282 ff5 fs3 fc2 sc0 ls0 ws0">ogółem<span class="ff3"> </span></div></div><div class="c x3f y280 w1a h23"><div class="t m0 x40 h10 y283 ff3 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x41 y280 w18 h23"><div class="t m0 x11 h10 y26f ff3 fs3 fc2 sc0 ls0 ws0">Kraj </div></div><div class="c x42 y280 w18 h23"><div class="t m0 x3a h10 y270 ff3 fs3 fc2 sc0 ls0 ws0">Przychody  </div><div class="t m0 x3c h10 y26f ff5 fs3 fc2 sc0 ls0 ws0">ze sprzedaży   <span class="_ _0"/>                    <span class="_ _0"/> </div><div class="t m0 x3d h10 y14e ff3 fs3 fc2 sc0 ls0 ws0">w 2022 roku </div></div><div class="c x43 y280 w1b h23"><div class="t m0 x2c h10 y281 ff5 fs3 fc2 sc0 ls0 ws0">Udział w przycho<span class="_ _0"/>dach </div><div class="t m0 x1e h10 y282 ff5 fs3 fc2 sc0 ls0 ws0">ogółem<span class="ff3"> </span></div></div><div class="c x2 y284 w17 h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x3b y284 w18 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">18 264 </div></div><div class="c x3e y284 w19 h11"><div class="t m0 x44 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">22,2% </div></div><div class="c x3f y284 w1a h11"><div class="t m0 x40 hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y284 w18 h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Rosja </div></div><div class="c x42 y284 w18 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">16 483 </div></div><div class="c x43 y284 w1b h11"><div class="t m0 x44 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">19,3% </div></div><div class="c x2 y285 w17 h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Rosja </div></div><div class="c x3b y285 w18 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">12 636 </div></div><div class="c x3e y285 w19 h11"><div class="t m0 x44 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">15,4% </div></div><div class="c x3f y285 w1a h11"><div class="t m0 x40 hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y285 w18 h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x42 y285 w18 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">14 287 </div></div><div class="c x43 y285 w1b h11"><div class="t m0 x44 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">16,7% </div></div><div class="c x2 y286 w17 h16"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Bangladesz </div></div><div class="c x3b y286 w18 h16"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">3 756 </div></div><div class="c x3e y286 w19 h16"><div class="t m0 x45 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">4,6% </div></div><div class="c x3f y286 w1a h16"><div class="t m0 x40 hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y286 w18 h16"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Bangladesz </div></div><div class="c x42 y286 w18 h16"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">5 877 </div></div><div class="c x43 y286 w1b h16"><div class="t m0 x45 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">6,9% </div></div><div class="c x2 y287 w17 h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">Ukraina </div></div><div class="c x3b y287 w18 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">3 660 </div></div><div class="c x3e y287 w19 h11"><div class="t m0 x45 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">4,5% </div></div><div class="c x3f y287 w1a h11"><div class="t m0 x40 hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y287 w18 h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">Filipiny </div></div><div class="c x42 y287 w18 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">3 088 </div></div><div class="c x43 y287 w1b h11"><div class="t m0 x45 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">3,6% </div></div><div class="c x2 y288 w17 h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">Meksyk </div></div><div class="c x3b y288 w18 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">3 042 </div></div><div class="c x3e y288 w19 h11"><div class="t m0 x45 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">3,7% </div></div><div class="c x3f y288 w1a h11"><div class="t m0 x40 hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y288 w18 h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">Ukraina </div></div><div class="c x42 y288 w18 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">2 634 </div></div><div class="c x43 y288 w1b h11"><div class="t m0 x45 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">3,1% </div></div><div class="c x2 y289 w17 h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">Panama </div></div><div class="c x3b y289 w18 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">2 317 </div></div><div class="c x3e y289 w19 h11"><div class="t m0 x45 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">2,8% </div></div><div class="c x3f y289 w1a h11"><div class="t m0 x40 hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y289 w18 h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">Panama </div></div><div class="c x42 y289 w18 h11"><div class="t m0 x1d hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">1 984 </div></div><div class="c x43 y289 w1b h11"><div class="t m0 x45 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">2,3% </div></div><div class="c x2 y28a w17 h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Filipiny </div></div><div class="c x3b y28a w18 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2 012 </div></div><div class="c x3e y28a w19 h11"><div class="t m0 x45 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2,4% </div></div><div class="c x3f y28a w1a h11"><div class="t m0 x40 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y28a w18 h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Indie </div></div><div class="c x42 y28a w18 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 955 </div></div><div class="c x43 y28a w1b h11"><div class="t m0 x45 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2,3% </div></div><div class="c x2 y28b w17 h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Arabia Saudyjsk<span class="_ _0"/>a </div></div><div class="c x3b y28b w18 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 962 </div></div><div class="c x3e y28b w19 h11"><div class="t m0 x45 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2,4% </div></div><div class="c x3f y28b w1a h11"><div class="t m0 x40 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y28b w18 h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Meksyk </div></div><div class="c x42 y28b w18 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 841 </div></div><div class="c x43 y28b w1b h11"><div class="t m0 x45 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2,2% </div></div><div class="c x2 y28c w17 h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Indie </div></div><div class="c x3b y28c w18 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 890 </div></div><div class="c x3e y28c w19 h11"><div class="t m0 x45 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2,3% </div></div><div class="c x3f y28c w1a h11"><div class="t m0 x40 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y28c w18 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Białoruś<span class="ff2"> </span></div></div><div class="c x42 y28c w18 h11"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 712 </div></div><div class="c x43 y28c w1b h11"><div class="t m0 x45 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2,0% </div></div><div class="c x2 y28d w17 h15"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Iran </div></div><div class="c x3b y28d w18 h15"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 790 </div></div><div class="c x3e y28d w19 h15"><div class="t m0 x45 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2,2% </div></div><div class="c x3f y28d w1a h15"><div class="t m0 x40 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y28d w18 h15"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Szwajcaria </div></div><div class="c x42 y28d w18 h15"><div class="t m0 x1d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 531 </div></div><div class="c x43 y28d w1b h15"><div class="t m0 x45 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1,8% </div></div><div class="c x2 y28e w17 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe (85 kr<span class="_ _0"/>ajów)<span class="ff2"> </span></div></div><div class="c x3b y28e w18 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">30 896 </div></div><div class="c x3e y28e w19 h11"><div class="t m0 x44 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">37,5% </div></div><div class="c x3f y28e w1a h11"><div class="t m0 x40 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y28e w18 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe (88 kr<span class="_ _0"/>ajów)<span class="ff2"> </span></div></div><div class="c x42 y28e w18 h11"><div class="t m0 x1b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">33 969 </div></div><div class="c x43 y28e w1b h11"><div class="t m0 x44 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">39,8% </div></div><div class="c x2 y28f w17 h11"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x3b y28f w18 h11"><div class="t m0 x1b h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">82 225 </div></div><div class="c x3e y28f w19 h11"><div class="t m0 x1c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x3f y28f w1a h11"><div class="t m0 x40 h10 yb ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x41 y28f w18 h11"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x42 y28f w18 h11"><div class="t m0 x1b h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">85 361 </div></div><div class="c x43 y28f w1b h11"><div class="t m0 x1c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 y290 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"/>r<span class="_ _2"/>oku <span class="_ _f"/>2023 <span class="_ _f"/>wśród <span class="_ _f"/>pięc<span class="_ _2"/>iu <span class="_ _f"/>największych <span class="_ _f"/>r<span class="_ _2"/>ynków <span class="_ _f"/>zbytu<span class="_ _2"/> <span class="_ _f"/>Grupy <span class="_ _f"/>pozostawały <span class="_ _f"/>nada<span class="_ _2"/>l <span class="_ _a"/><span class="ff2">Polska, <span class="_ _a"/>Rosja, <span class="_ _f"/>Bangladesz <span class="_ _f"/>oraz<span class="_ _2"/> <span class="_ _f"/>Ukraina. </span></div><div class="t m0 x2 h3 y291 ff2 fs0 fc0 sc0 ls0 ws0">Bangladesz, <span class="_ _2"/><span class="ff4">mimo <span class="_ _2"/>iż <span class="_ _2"/>nie <span class="_ _2"/>zmienił <span class="_ _2"/>swojego <span class="_ _2"/>miejsca <span class="_ _2"/>w <span class="_ _2"/>strukturze <span class="_ _2"/>odbiorców, <span class="_ _2"/>procento<span class="_ _2"/>wo <span class="_ _2"/>odnotował <span class="_ _2"/>największy <span class="_ _2"/>spadek <span class="_ _2"/>(<span class="_ _2"/></span>-<span class="_ _2"/>2 121 </div><div class="t m0 x2 h3 y292 ff2 fs0 fc0 sc0 ls0 ws0">tys. <span class="_ _f"/>PLN, <span class="_ _a"/>-<span class="ff4">36,1%). <span class="_ _f"/>Miej<span class="_ _2"/>sce <span class="_ _f"/>Filip<span class="_ _2"/>in, <span class="_ _a"/>gdzie <span class="_ _f"/>sprzedaż <span class="_ _a"/>była <span class="_ _a"/>znacząco<span class="_ _2"/> <span class="_ _f"/>niższa <span class="_ _f"/>ni<span class="_ _2"/>ż <span class="_ _f"/>w <span class="_ _a"/>roku <span class="_ _f"/>2022<span class="_ _2"/> <span class="_ _f"/>(<span class="_ _3"/></span>-1 076 <span class="_ _f"/>tys. <span class="_ _a"/>PLN, <span class="_ _f"/>-<span class="_ _2"/><span class="ff4">34,8%), <span class="_ _f"/>za<span class="_ _2"/>jął </span></div><div class="t m0 x2 h3 y293 ff2 fs0 fc0 sc0 ls0 ws0">natomiast <span class="_ _d"/>Meksyk z <span class="_ _4"/>pr<span class="_ _2"/>ocento<span class="ff4">wo <span class="_ _0"/>największym wzrostem <span class="_ _d"/>(+1 <span class="_ _d"/>201 <span class="_ _0"/>tys. <span class="_ _0"/>PLN, <span class="_ _d"/>+65,2%). Najwi<span class="_ _0"/>ększy <span class="_ _d"/>war<span class="_ _2"/>tościowo <span class="_ _0"/>wzrost <span class="_ _d"/>sprzeda<span class="_ _2"/>ży </span></div><div class="t m0 x2 h3 y294 ff4 fs0 fc0 sc0 ls0 ws0">zanotowany <span class="_ _3"/>został <span class="_ _3"/>w <span class="_ _f"/>Polsce <span class="_ _3"/>(+3<span class="ff2"> <span class="_ _2"/></span>977 <span class="_ _3"/>tys. <span class="_ _3"/>PLN, <span class="_ _3"/>+27,8<span class="_ _2"/>%), <span class="_ _3"/>głównie <span class="_ _3"/>w <span class="_ _3"/>obszarze <span class="_ _f"/>immunologii. <span class="_ _3"/>Najwięk<span class="_ _2"/>szy <span class="_ _3"/>wartościowo <span class="_ _3"/>spade<span class="_ _3"/><span class="ff2 ls7">k </span></div><div class="t m0 x2 h3 y295 ff4 fs0 fc0 sc0 ls0 ws0">sprzedaży pojawił <span class="_ _0"/>się z kolei <span class="_ _0"/>w <span class="_ _0"/>Rosji (<span class="ff2">-3 847 <span class="_ _d"/>ty<span class="_ _2"/>s. PLN, <span class="_ _0"/>-<span class="ff4">23,3%), co w <span class="_ _0"/>dużej mierze jest <span class="_ _0"/>wynikiem istotnego osłabienia się <span class="_ _d"/>kursu<span class="_ _2"/> </span></span></div><div class="t m0 x2 h3 y296 ff2 fs0 fc0 sc0 ls0 ws0">RUB w stosunku do PLN w r<span class="_ _2"/>oku 2023.<span class="_ _2"/> </div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf11"><div class="pc pc11 w0 h0"><img alt="" class="bi xa y297 w6 h25" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">17<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">Rynkami, <span class="_ _2"/>których <span class="_ _2"/>udział <span class="_ _2"/>przekrac<span class="_ _2"/>za <span class="_ _2"/>10% udziału <span class="_ _2"/>w <span class="_ _2"/>sprzed<span class="_ _2"/>aży <span class="_ _2"/>w <span class="_ _2"/>dalszym <span class="_ _2"/>ciągu <span class="_ _2"/>pozostawa<span class="_ _2"/>ły Pols<span class="_ _2"/>ka <span class="_ _2"/>i <span class="_ _2"/>Rosja. <span class="_ _2"/>Na <span class="_ _2"/>obu <span class="_ _2"/>rynkach </div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">polskim i rosyjskim Grup<span class="_ _2"/>a dokonuje spr<span class="_ _2"/>zedaży do klientów końco<span class="_ _2"/>wych i lokalnych <span class="_ _2"/>dystrybutorów.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y298 ff4 fs0 fc0 sc0 ls0 ws0">Udział żadnego klienta nie p<span class="_ _2"/>rzekraczał 10% <span class="_ _2"/>sprzedaży Grupy, zar<span class="_ _2"/>ówno w roku 2023<span class="_ _2"/> jak i 2022.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y21c ff2 fs0 fc0 sc0 ls1 ws0">7.2.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff4">Główni dostawcy<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y17 ff4 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _d"/>posiada<span class="_ _2"/> <span class="_ _d"/>doś<span class="_ _2"/>ć <span class="_ _d"/>zróżnicowan<span class="_ _2"/>ą <span class="_ _0"/>bazę <span class="_ _d"/>dosta<span class="_ _2"/>wców, <span class="_ _d"/>szczegó<span class="_ _2"/>lnie w <span class="_ _d"/>zakresie <span class="_ _d"/>do<span class="_ _2"/>staw <span class="_ _d"/>mater<span class="_ _2"/>iałów <span class="_ _d"/>do<span class="_ _2"/> <span class="_ _d"/>pr<span class="_ _2"/>odukcji. <span class="_ _0"/>Do <span class="_ _d"/>największy<span class="_ _2"/>ch </div><div class="t m0 x2 h3 y18 ff4 fs0 fc0 sc0 ls0 ws0">dostawców  zaliczają  się  producenci  aparatury  laboratoryjnej,  co  związane  jest  z  relatywnie  wyższym  kosztem  zakupu </div><div class="t m0 x2 h3 y19 ff4 fs0 fc0 sc0 ls0 ws0">aparatury <span class="_ _2"/>niż <span class="_ _2"/>surowców<span class="_ _2"/> <span class="_ _2"/>do <span class="_ _2"/>produ<span class="_ _2"/>kcji od<span class="_ _2"/>czynników <span class="_ _2"/>OEM.<span class="_ _2"/> <span class="_ _2"/>W str<span class="_ _2"/>ukturze <span class="_ _2"/>łącznych <span class="_ _3"/>kosztów <span class="_ _2"/>zakupu <span class="_ _2"/>to<span class="_ _2"/>warów <span class="_ _2"/>i <span class="_ _2"/>materiałów <span class="_ _3"/>przez </div><div class="t m0 x2 h3 y299 ff4 fs0 fc0 sc0 ls0 ws0">Grupę największymi do<span class="_ _2"/>stawcami są:<span class="_ _2"/><span class="ff2"> </span></div></div><div class="c x2 y29a w1c h11"><div class="t m0 x46 h10 ya9 ff3 fs3 fc2 sc0 ls0 ws0">Analizatory </div></div><div class="c x2 y220 w1d h11"><div class="t m0 x11 h10 ya9 ff3 fs3 fc0 sc0 ls13 ws0">Lp.<span class="ls0"> </span></div></div><div class="c x47 y220 w1e h11"><div class="t m0 x11 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">Dostawca </div></div><div class="c x48 y220 w1f h11"><div class="t m0 x11 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">Kraj dostawcy </div></div><div class="c x2 y29b w1d h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">1.<span class="ls0"> </span></div></div><div class="c x47 y29b w1e h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">BIT FRANCE </div></div><div class="c x48 y29b w1f h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">Francja </div></div><div class="c x2 y29c w1d h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">2.<span class="ls0"> </span></div></div><div class="c x47 y29c w1e h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">SNIBE </div></div><div class="c x48 y29c w1f h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Chiny </div></div><div class="c x2 y29d w1d h15"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">3.<span class="ls0"> </span></div></div><div class="c x47 y29d w1e h15"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">MR GLOBAL </div></div><div class="c x48 y29d w1f h15"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Chiny </div></div><div class="c x2 y224 w1d h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">4.<span class="ls0"> </span></div></div><div class="c x47 y224 w1e h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">ENDOMAGNETI<span class="_ _0"/>CS </div></div><div class="c x48 y224 w1f h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Niemcy </div></div><div class="c x2 y29e w1d h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">5.<span class="ls0"> </span></div></div><div class="c x47 y29e w1e h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">TIANJIN MNCHI<span class="_ _0"/>P TECHNOLOGI<span class="_ _0"/>ES </div></div><div class="c x48 y29e w1f h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Chiny </div></div><div class="c x2 y29f w1c h11"><div class="t m0 x49 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">Surowce / odcz<span class="_ _0"/>ynniki OEM<span class="fc0"> </span></div></div><div class="c x2 y2a0 w1d h11"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls13 ws0">Lp.<span class="ls0"> </span></div></div><div class="c x47 y2a0 w1e h11"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">Dostawca </div></div><div class="c x48 y2a0 w1f h11"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">Kraj dostawcy </div></div><div class="c x2 y2a1 w1d h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">1.<span class="ls0"> </span></div></div><div class="c x47 y2a1 w1e h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">R&amp;D SYSTEMS </div></div><div class="c x48 y2a1 w1f h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Stany Zjednoczon<span class="_ _0"/>e Ameryki </div></div><div class="c x2 y2a2 w1d h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">2.<span class="ls0"> </span></div></div><div class="c x47 y2a2 w1e h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">DENKA SEIKEN<span class="_ _0"/> </div></div><div class="c x48 y2a2 w1f h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Japonia </div></div><div class="c x2 y27b w1d h16"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">3.<span class="ls0"> </span></div></div><div class="c x47 y27b w1e h16"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">DFI </div></div><div class="c x48 y27b w1f h16"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Korea </div></div><div class="c x2 y2a3 w1d h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">4.<span class="ls0"> </span></div></div><div class="c x47 y2a3 w1e h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">HORIBA </div></div><div class="c x48 y2a3 w1f h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">Francja </div></div><div class="c x2 y2a4 w1d h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">5.<span class="ls0"> </span></div></div><div class="c x47 y2a4 w1e h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">DIESSE DIAGN<span class="_ _0"/>OSTICA SENES<span class="_ _0"/>E SPA  </div></div><div class="c x48 y2a4 w1f h11"><div class="t m0 x11 hb ya9 ff4 fs3 fc0 sc0 ls0 ws0">Włochy<span class="ff2"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 ya5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y2a5 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _d"/>2023 <span class="_ _0"/>roku <span class="_ _d"/>jedynym <span class="_ _0"/>dostawcą, <span class="_ _0"/>z <span class="_ _d"/>któr<span class="_ _2"/>ym <span class="_ _d"/>obroty przekroczyły <span class="_ _d"/>10% <span class="_ _d"/>przychodów ze <span class="_ _d"/>sprzedaży <span class="_ _d"/>Grupy, była <span class="_ _d"/>spółka <span class="_ _d"/>BIT<span class="_ _2"/><span class="ff2"> FRANC<span class="_ _2"/>E </span></div><div class="t m0 x2 h3 y159 ff4 fs0 fc0 sc0 ls0 ws0">(podmiot niepowiązany z Grup<span class="_ _2"/>ą) z obrote<span class="_ _2"/>m na poziomie 18% przy<span class="_ _2"/>chodów ze sprzedaży Grupy.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y2a6 ff3 fs0 fc0 sc0 ls1 ws0">8.<span class="ff6 ls0"> <span class="_ _19"> </span><span class="ff3">I<span class="ff5">nformacje <span class="_ _0"/>o <span class="_ _d"/>zawartych <span class="_ _0"/>umowach <span class="_ _d"/>zn<span class="_ _2"/>aczących <span class="_ _d"/>d<span class="_ _2"/>la <span class="_ _d"/>działaln<span class="_ _2"/>ości <span class="ff3">Grupy, <span class="_ _d"/>w tym <span class="_ _d"/>znanych <span class="_ _0"/>Grupie <span class="_ _d"/>umo<span class="_ _2"/>wach <span class="_ _d"/>zawar<span class="_ _2"/>tych </span></span></span></span></div><div class="t m0 x10 h4 y2a7 ff5 fs0 fc0 sc0 ls0 ws0">pomiędzy akc<span class="_ _2"/>jonariuszami<span class="_ _2"/><span class="ff3"> </span>(wspólnikami)<span class="_ _2"/><span class="ff3"> </span>umowach ub<span class="_ _2"/>ezpieczenia, współprac<span class="_ _2"/>y lub kooperacji<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h4 y2a8 ff4 fs0 fc0 sc0 ls0 ws0">W  dniu  26  września  2023  roku  Zarząd  Województwa  Lubelskiego  („<span class="_ _2"/><span class="ff3">ZWL<span class="_ _2"/></span>”)  zakwalifikował  do  dofinansowania  wniosek<span class="_ _2"/> </div><div class="t m0 x2 h3 y2a9 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki Dominującej <span class="_ _d"/>złożony<span class="_ _2"/> <span class="_ _0"/>w ramach <span class="_ _d"/>Działania<span class="_ _2"/> <span class="_ _0"/>1.3 <span class="_ _0"/>„Badania i <span class="_ _d"/>inn<span class="_ _2"/>owacje <span class="_ _0"/>w <span class="_ _0"/>sektorze przedsiębiorstw” P<span class="_ _0"/>riorytetu<span class="_ _2"/> <span class="_ _d"/>I „Badania </div><div class="t m0 x2 h3 ydf ff4 fs0 fc0 sc0 ls0 ws0">naukowe <span class="_ _9"> </span>i <span class="_ _9"> </span>innowacje” <span class="_ _9"> </span>programu <span class="_ _9"> </span>„<span class="_ _2"/>Fundusze <span class="_ _9"> </span>Europejskie <span class="_ _9"> </span>dla <span class="_ _9"> </span>Lubelskiego <span class="_ _9"> </span>20<span class="_ _2"/>21<span class="_ _2"/><span class="ff2">-</span>2027” <span class="_ _9"> </span>dotyczący<span class="_ _2"/><span class="ff2"> <span class="_ _9"> </span></span>projektu <span class="_ _9"> </span>„Realizacja <span class="_ _9"> </span>prac </div><div class="t m0 x2 h4 y2aa ff2 fs0 fc0 sc0 ls0 ws0">badawczo-<span class="ff4">wdrożeniowy<span class="_ _2"/>ch nad opracowaniem i <span class="_ _0"/>wprowadzeniem na rynek nowego analizatora hematologicznego” („<span class="_ _2"/><span class="ff3">Projek<span class="_ _2"/>t</span>”). </span></div><div class="t m0 x2 h3 y2ab ff4 fs0 fc0 sc0 ls0 ws0">W dniu <span class="_ _2"/>12<span class="_ _2"/> pa<span class="_ _2"/>ździernika <span class="_ _2"/>2023 <span class="_ _2"/>roku <span class="_ _2"/>ZWL <span class="_ _2"/>zawarł <span class="_ _2"/>z <span class="_ _2"/>Jed<span class="_ _2"/>nostką <span class="_ _2"/>Dominującą <span class="_ _2"/>umowę <span class="_ _2"/>na<span class="_ _2"/> do<span class="_ _2"/>finansowanie <span class="_ _2"/>Projektu. <span class="_ _2"/>Koszt <span class="_ _2"/>Projektu </div><div class="t m0 x2 h3 y2ac ff4 fs0 fc0 sc0 ls0 ws0">szacowany <span class="_ _f"/>jest <span class="_ _a"/>na <span class="_ _f"/>2.059<span class="_ _2"/>.739,76 <span class="_ _a"/>PLN, <span class="_ _f"/>a <span class="_ _f"/>k<span class="_ _2"/>wota <span class="_ _f"/>dofinanso<span class="_ _2"/>wania <span class="_ _a"/>wyniosła <span class="_ _f"/>1.312<span class="_ _2"/>.881,77 <span class="_ _a"/>PLN <span class="_ _f"/>i <span class="_ _f"/>od<span class="_ _2"/>powiadała <span class="_ _f"/>kwoc<span class="_ _2"/>ie, <span class="_ _f"/>o <span class="_ _a"/>którą </div><div class="t m0 x2 h3 y2ad ff4 fs0 fc0 sc0 ls0 ws0">wnioskowała Jednostka Dominu<span class="_ _2"/>jąca.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y2ae ff2 fs0 fc0 sc0 ls0 ws0">Grupa <span class="ff4">nie posiada wiedzy na tem<span class="_ _2"/>at umów po<span class="_ _2"/>między akcjonariusza<span class="_ _2"/>mi <span class="_ _2"/>Jednostki Dominu<span class="_ _2"/>jącej</span>. </div><div class="t m0 x2 h4 y2af ff3 fs0 fc0 sc0 ls1 ws0">9.<span class="ff6 ls0"> <span class="_ _19"> </span><span class="ff3">I<span class="ff5">nformacje <span class="_ _a"/>o <span class="_ _f"/>p<span class="_ _2"/>owiązaniach <span class="_ _a"/>organizacyjnych<span class="_ _2"/> <span class="_ _f"/>lu<span class="_ _2"/>b <span class="_ _f"/>kapit<span class="_ _2"/>ałowych <span class="_ _9"> </span></span>Grupy <span class="_ _a"/><span class="ff5">z <span class="_ _a"/>innymi <span class="_ _a"/>podmiotami <span class="_ _a"/>oraz <span class="_ _a"/>określenie <span class="_ _a"/>je<span class="_ _2"/></span>j </span></span></div><div class="t m0 x10 h4 y2b0 ff5 fs0 fc0 sc0 ls0 ws0">głównych <span class="_ _b"> </span>inwes<span class="_ _2"/>tycji <span class="_ _b"> </span>krajowych <span class="_ _b"> </span>i <span class="_ _b"> </span>zagr<span class="_ _2"/>anicznych, <span class="_ _b"> </span>w<span class="_ _2"/><span class="ff3"> </span>szczeg<span class="_ _2"/>ólności <span class="_ _b"> </span>papierów <span class="_ _b"> </span>war<span class="_ _2"/>tościowych, <span class="_ _b"> </span>instr<span class="_ _2"/>umentów </div><div class="t m0 x10 h4 y2b1 ff5 fs0 fc0 sc0 ls0 ws0">finansowych<span class="_ _2"/>, <span class="_ _7"> </span>wartości <span class="_ _15"> </span>n<span class="_ _2"/>iematerialnych <span class="_ _7"> </span>i<span class="ff3"> </span>prawnych<span class="_ _2"/> <span class="_ _15"> </span>or<span class="_ _2"/>az <span class="_ _7"> </span>nieruchomości, <span class="_ _7"> </span>w <span class="_ _15"> </span>tym<span class="_ _2"/> <span class="_ _7"> </span>inwest<span class="_ _0"/>ycji <span class="_ _7"> </span>kapitałowych </div><div class="t m0 x10 h4 y2b2 ff3 fs0 fc0 sc0 ls0 ws0">dokonanyc<span class="_ _2"/>h poza jej <span class="ff5">grupą j<span class="_ _2"/>ednostek powiązan<span class="_ _2"/>ych, oraz opis metod<span class="_ _2"/> ich finansowania<span class="_ _2"/></span> </div><div class="t m0 x2 h3 y2b3 ff2 fs0 fc0 sc0 ls1 ws0">9.1.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff4">Skład Grupy<span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y2b4 ff2 fs0 fc0 sc0 ls0 ws0">Wg <span class="_ _d"/>stan<span class="_ _2"/>u <span class="_ _d"/>na<span class="_ _2"/> <span class="_ _d"/>31<span class="_ _2"/> <span class="_ _d"/>gr<span class="_ _2"/>udnia <span class="_ _0"/>2023 roku<span class="ff4">, <span class="_ _d"/>jak również <span class="_ _d"/>na <span class="_ _0"/>dzień <span class="_ _0"/>publikacji niniejszego <span class="_ _d"/>sprawozdania, PZ <span class="_ _d"/>CO<span class="_ _2"/>RMAY <span class="_ _0"/>S.A. <span class="_ _d"/>je<span class="_ _2"/>st <span class="_ _0"/>jednostką </span></div><div class="t m0 x2 h3 y2b5 ff4 fs0 fc0 sc0 ls0 ws0">dominującą Grupy. <span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y2b6 ff4 fs0 fc0 sc0 ls0 ws0">W skład Grupy wchodzą:<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y2b7 ff2 fs0 fc0 sc0 ls0 ws0">(i) PZ CORMAY S.A. <span class="ff4">oraz p<span class="_ _2"/>odmioty zależne w stosun<span class="_ _2"/>ku do <span class="_ _2"/></span>niej<span class="ff4">, należące d<span class="_ _2"/>o Grupy Kapitałowej Or<span class="_ _2"/>phée, tj.<span class="_ _2"/></span>: </div><div class="t m0 x2 h3 y2b8 ff4 fs0 fc0 sc0 ls0 ws0">(ii) Orphée SA <span class="_ _0"/>z siedzibą w Genewie (spółka akcyjna <span class="_ _0"/>prawa <span class="ff2">Konfe<span class="_ _2"/>deracji Szwajcarskiej<span class="ls2">, </span></span>w której<span class="ff2"> PZ CORMAY S.A. </span>posiadała </div><div class="t m0 x2 h3 y2b9 ff2 fs0 fc0 sc0 ls0 ws0">na <span class="_ _a"/>31 <span class="_ _9"> </span>grudnia <span class="_ _9"> </span>2023 <span class="_ _9"> </span>roku <span class="_ _9"> </span><span class="ff4">oraz <span class="_ _a"/>na <span class="_ _a"/>dzień <span class="_ _9"> </span>publikacji <span class="_ _9"> </span>niniejszego <span class="_ _a"/>sp<span class="_ _2"/>rawozdania <span class="_ _9"> </span>97,95% <span class="_ _a"/>kapitału <span class="_ _9"> </span>zakłado<span class="_ _2"/>wego; <span class="_ _a"/>jedn<span class="_ _2"/>ocześnie </span></div><div class="t m0 x2 h3 y2ba ff4 fs0 fc0 sc0 ls0 ws0">podmiot dominujący Grup<span class="_ _2"/><span class="ff2">y </span>Kapit<span class="_ _2"/>ałowej Orphée<span class="ff2 ls3">),<span class="ls0"> </span></span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf12"><div class="pc pc12 w0 h0"><img alt="" class="bi xa y2bb w6 h26" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">18<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff2 fs0 fc0 sc0 ls0 ws0">(iii) <span class="ff4">Kormiej <span class="_ _2"/>Rusland <span class="_ _3"/>Sp. <span class="_ _2"/>z <span class="_ _2"/>o.o. <span class="_ _3"/>z <span class="_ _2"/>siedzibą <span class="_ _3"/>w <span class="_ _2"/>Moskwie <span class="_ _2"/>(spó<span class="_ _2"/>łka <span class="_ _2"/>z<span class="_ _2"/></span> <span class="ff4">ogran<span class="_ _2"/>iczoną <span class="_ _2"/>odpowiedzialnoś<span class="_ _2"/>cią <span class="_ _2"/>prawa <span class="_ _3"/>Federacji <span class="_ _2"/>Rosyjskiej,<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">w <span class="_ _3"/>której <span class="_ _f"/><span class="ff2">PZ <span class="_ _f"/>CORMAY <span class="_ _f"/>S.A. <span class="_ _f"/></span>posiadała <span class="_ _f"/><span class="ff2">na <span class="_ _3"/>31<span class="_ _2"/> <span class="_ _3"/>grudnia <span class="_ _f"/>2023<span class="_ _2"/> <span class="_ _3"/>roku<span class="_ _2"/> <span class="_ _3"/></span>or<span class="_ _2"/>az <span class="_ _3"/>na <span class="_ _f"/>dzień <span class="_ _3"/>publ<span class="_ _2"/>ikacji <span class="_ _f"/>niniejszeg<span class="_ _2"/>o <span class="_ _3"/>sprawozd<span class="_ _2"/>ania<span class="ff2"> <span class="_ _f"/>poprzez<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y26d ff4 fs0 fc0 sc0 ls0 ws0">Orphée SA 100% kapitału <span class="_ _2"/>zakładowego)<span class="_ _2"/>,<span class="ff2"> </span></div><div class="t m0 x2 h3 y43 ff2 fs0 fc0 sc0 ls0 ws0">(iv) <span class="_ _a"/>Kormej <span class="_ _a"/>Diana <span class="_ _9"> </span>Sp. z o.o. <span class="_ _a"/>z <span class="_ _2"/><span class="ff4">siedzibą <span class="_ _a"/>w <span class="_ _9"> </span>Mińsku <span class="_ _a"/>(zagraniczna <span class="_ _9"> </span>spółka <span class="_ _a"/>z <span class="_ _a"/>og<span class="_ _2"/>raniczoną <span class="_ _a"/>odpowiedz<span class="_ _2"/>ialnością <span class="_ _9"> </span>prawa <span class="_ _a"/>Republiki </span></div><div class="t m0 x2 h3 y74 ff4 fs0 fc0 sc0 ls0 ws0">Białorusi, <span class="_ _3"/>w<span class="ff2"> </span>której <span class="_ _3"/><span class="ff2">PZ <span class="_ _3"/>CORMAY <span class="_ _f"/>S.A. <span class="_ _3"/></span>posiadała <span class="_ _3"/><span class="ff2">na <span class="_ _3"/>31 gr<span class="_ _2"/>udnia <span class="_ _3"/>2023 <span class="_ _f"/>roku <span class="_ _3"/></span>oraz <span class="_ _3"/>na <span class="_ _3"/>dzień <span class="_ _3"/>publikacji <span class="_ _3"/>niniejszego <span class="_ _3"/>spr<span class="_ _2"/>awozdania<span class="ff2"> </span></div><div class="t m0 x2 h3 yf4 ff4 fs0 fc0 sc0 ls0 ws0">bezpośrednio 1,5%, a poprzez Or<span class="_ _2"/>phée SA 98,5<span class="_ _2"/>% kapitału zakłado<span class="_ _2"/>wego) oraz<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y76 ff2 fs0 fc0 sc0 ls0 ws0">(v) <span class="_ _2"/>Orphee <span class="_ _2"/>Technics <span class="_ _2"/>Sp. <span class="_ _2"/>z <span class="_ _2"/>o.o. <span class="_ _2"/>z<span class="_ _2"/> <span class="ff4">siedzibą <span class="_ _2"/>w</span> <span class="ff4">Lublin<span class="_ _2"/>ie <span class="_ _2"/>(w <span class="_ _2"/>której <span class="_ _2"/></span><span class="ls10">PZ</span> <span class="_ _2"/>CORMAY <span class="_ _2"/>S.A. <span class="_ _2"/><span class="ff4">posiada<span class="_ _2"/>ła <span class="_ _2"/></span>na <span class="_ _2"/>31 <span class="_ _2"/>g<span class="_ _2"/>rudnia <span class="_ _2"/>2023 <span class="_ _2"/>r<span class="_ _2"/>oku <span class="_ _2"/>oraz <span class="_ _2"/>na </div><div class="t m0 x2 h3 y2bc ff4 fs0 fc0 sc0 ls0 ws0">dzień publikacji niniejszego <span class="_ _2"/>sprawozdania<span class="_ _2"/><span class="ff2"> </span>poprzez Orphée S<span class="_ _2"/>A 100% kapitału <span class="_ _2"/>zakładowego).<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y48 ff4 fs0 fc0 sc0 ls0 ws0">Konsolidacją objęte były spra<span class="_ _2"/>wozdania fina<span class="_ _2"/>nsowe wszystkich spółe<span class="_ _2"/>k zależnych <span class="_ _2"/>PZ CORMAY S.A.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y49 ff2 fs0 fc0 sc0 ls0 ws0">W 2023 roku <span class="ff4">nie zaszł<span class="_ _2"/>y zmiany w orga<span class="_ _2"/>nizacji Grupy.<span class="_ _2"/></span> </div><div class="t m0 x2 h4 y2bd ff5 fs0 fc0 sc0 ls0 ws0">Orphée SA<span class="ff3"> </span></div><div class="t m0 x2 h3 y2be ff4 fs0 fc0 sc0 ls0 ws0">Orphée SA działa na rynku IV<span class="_ _2"/>D w segmencie he<span class="_ _2"/>matologii. <span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y2bf ff2 fs0 fc0 sc0 ls0 ws0">Przedmiotem <span class="_ _f"/><span class="ff4">działa<span class="_ _2"/>lności <span class="_ _f"/>Orphée <span class="_ _f"/>SA <span class="_ _f"/>jest <span class="_ _f"/>międ<span class="_ _2"/>zynarodowa <span class="_ _f"/>dystr<span class="_ _2"/>ybucja <span class="_ _f"/>pod <span class="_ _f"/>własną <span class="_ _f"/>marką <span class="_ _f"/>an<span class="_ _2"/>alizato<span class="_ _2"/>rów <span class="_ _f"/>hematologicznych </span></div><div class="t m0 x2 h3 y2c0 ff4 fs0 fc0 sc0 ls0 ws0">wraz z dedykowanymi od<span class="_ _2"/>czynnikami, których p<span class="_ _2"/>rodukcję zleca pod<span class="_ _2"/>miotom zewnętrznym<span class="_ _2"/><span class="ff2">, w tym <span class="_ _2"/>PZ CORMAY S.A.<span class="_ _2"/> </span></div><div class="t m0 x2 h4 y2c1 ff3 fs0 fc0 sc0 ls0 ws0">Kormej Diana Sp. z o<span class="_ _2"/>.o. </div><div class="t m0 x2 h3 y2c2 ff4 fs0 fc0 sc0 ls0 ws0">Kormej <span class="_ _3"/>Diana <span class="_ _3"/>Sp. <span class="_ _3"/>z <span class="_ _3"/>o.o. <span class="_ _3"/>dystrybuuje <span class="_ _f"/>na <span class="_ _3"/>terenie <span class="_ _3"/>Białorusi <span class="_ _3"/>odczynniki <span class="_ _3"/>i <span class="_ _3"/>apar<span class="_ _2"/>aty <span class="_ _3"/>diagnostyczne, <span class="_ _3"/>świadczy <span class="_ _3"/>usługi <span class="_ _3"/>ser<span class="_ _2"/>wisowania </div><div class="t m0 x2 h3 y2c3 ff4 fs0 fc0 sc0 ls0 ws0">sprzętu laboratoryjnego o<span class="_ _2"/>raz dokonuje sprzedaży częśc<span class="_ _2"/>i zamienny<span class="_ _2"/>ch do aparatów.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y2c4 ff3 fs0 fc0 sc0 ls0 ws0">Kormiej Ruslan<span class="_ _2"/>d Sp. z o.o. </div><div class="t m0 x2 h3 y2c5 ff2 fs0 fc0 sc0 ls0 ws0">Kormiej <span class="_ _2"/>Rus<span class="_ _2"/>land <span class="_ _3"/>Sp. <span class="_ _3"/>z <span class="_ _2"/>o.o<span class="_ _2"/>. <span class="_ _3"/><span class="ff4">prow<span class="_ _2"/>adzi <span class="_ _3"/>na <span class="_ _2"/>teren<span class="_ _2"/>ie <span class="_ _2"/>F<span class="_ _2"/>ederacji <span class="_ _3"/>Rosyjs<span class="_ _2"/>kiej <span class="_ _2"/>dystr<span class="_ _2"/>ybucję <span class="_ _3"/>sprzętu <span class="_ _3"/>medyczn<span class="_ _2"/>ego <span class="_ _3"/>dostarczanego <span class="_ _3"/>przez </span></div><div class="t m0 x2 h3 y2c6 ff4 fs0 fc0 sc0 ls0 ws0">podmioty <span class="_ _0"/>Grupy, m.in. <span class="_ _d"/>zestawów diagnostycznych <span class="_ _d"/>na potrzeby <span class="_ _d"/>che<span class="_ _2"/>mii <span class="_ _d"/>klinicznej i<span class="ff2"> </span>hematolog<span class="_ _2"/>ii, <span class="_ _d"/>od<span class="_ _2"/>czynników dla <span class="_ _d"/>różnych <span class="_ _0"/>modeli </div><div class="t m0 x2 h4 y54 ff4 fs0 fc0 sc0 ls0 ws0">analizatorów i zestawów testó<span class="_ _2"/>w.<span class="ff3"> </span></div><div class="t m0 x2 h4 y2c7 ff3 fs0 fc0 sc0 ls0 ws0">Orphee Tech<span class="_ _2"/>nics Sp. z o.o. </div><div class="t m0 x2 h3 y2c8 ff4 fs0 fc0 sc0 ls0 ws0">Orphee Technics Sp. z o.o. je<span class="_ _2"/>st spółką zar<span class="_ _2"/>ządzającą nieruchomoś<span class="_ _2"/>ciami Grupy.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y15a ff2 fs0 fc0 sc0 ls1 ws0">9.2.<span class="ff7 ls0"> <span class="_ _13"> </span><span class="ff2">Inwestycje Grupy<span class="_ _2"/> </span></span></div><div class="t m0 x2 h3 y2c9 ff4 fs0 fc0 sc0 ls0 ws0">Wg stanu na 31 grudnia 20<span class="_ _2"/>23 roku or<span class="_ _2"/>az dzień publikacji niniejszeg<span class="_ _2"/>o sprawozdania Grup<span class="_ _2"/>a posiadała:<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y2ca ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">akcje spółki Scope Fluidi<span class="_ _2"/>cs S.A, których wycena b<span class="_ _2"/>ilansowa wynosił<span class="_ _2"/>a na dzień 31 grudnia 20<span class="_ _2"/>23 roku 6 188 tys. PLN,<span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y2cb ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">nieruchomość w Mar<span class="_ _2"/>yninie pod Lub<span class="_ _2"/>linem, gdzie mieści <span class="_ _2"/>się zakład produkcyjny Gr<span class="_ _2"/>upy,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y2cc ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">działkę budowlaną <span class="_ _2"/>w Świdniku<span class="ff2">,<span class="_ _2"/> </span></span></span></div><div class="t m0 x10 h3 y2cd ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">nieruchomość położo<span class="_ _2"/>ną w Lublini<span class="_ _2"/>e, w której mieści się b<span class="_ _2"/>iuro oraz magazyn Gr<span class="_ _2"/>upy.<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h4 y2ce ff3 fs0 fc0 sc0 ls1 ws0">10.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">Inform<span class="_ _2"/>acje <span class="_ _f"/>o <span class="_ _f"/>transakcjach <span class="_ _f"/>zawartych<span class="_ _2"/> <span class="_ _f"/>przez <span class="_ _a"/>Grup<span class="ff5">ę<span class="_ _2"/></span> <span class="_ _f"/><span class="ff5">Kapitałową</span> <span class="_ _f"/>CORMAY <span class="_ _f"/>z <span class="ff5">pod<span class="_ _2"/>miotami <span class="_ _f"/>po<span class="_ _2"/>wiązanymi <span class="_ _f"/>na <span class="_ _f"/>inn<span class="_ _2"/>ych </span></span></span></div><div class="t m0 x10 h4 y2cf ff5 fs0 fc0 sc0 ls0 ws0">warunkach <span class="_ _b"> </span>niż <span class="_ _b"> </span>rynkowe, <span class="_ _b"> </span>wraz <span class="_ _b"> </span>z <span class="_ _e"> </span>ich <span class="_ _b"> </span>kwotam<span class="_ _2"/>i <span class="_ _b"> </span>oraz <span class="_ _b"> </span>informacjami <span class="_ _b"> </span>określającymi <span class="_ _b"> </span>charakter <span class="_ _b"> </span>tych <span class="_ _b"> </span>transakcji; </div><div class="t m0 x10 h4 y2d0 ff5 fs0 fc0 sc0 ls0 ws0">obowiązek <span class="_ _16"> </span>uznaje<span class="_ _2"/> <span class="_ _16"> </span>się <span class="_ _16"> </span>za <span class="_ _16"> </span>spełniony <span class="_ _16"> </span>przez <span class="_ _16"> </span>wskazanie <span class="_ _16"> </span>m<span class="_ _2"/>iejsca <span class="_ _16"> </span>zamieszczen<span class="_ _2"/>ia <span class="_ _16"> </span>inform<span class="_ _2"/>acji <span class="_ _16"> </span>w <span class="_ _16"> </span>sprawozdaniu </div><div class="t m0 x10 h4 y2d1 ff3 fs0 fc0 sc0 ls0 ws0">finansowym </div><div class="t m0 x2 h3 y2d2 ff4 fs0 fc0 sc0 ls0 ws0">Informacje <span class="_ _b"> </span>o <span class="_ _b"> </span>transakcjach<span class="_ _2"/> <span class="_ _b"> </span>z <span class="_ _b"> </span>podmiota<span class="_ _2"/>mi <span class="_ _b"> </span>powiązanymi <span class="_ _b"> </span>został<span class="_ _2"/>y <span class="_ _b"> </span>zawarte <span class="_ _b"> </span>w <span class="_ _16"> </span><span class="ff2">no<span class="_ _2"/>cie <span class="_ _b"> </span>35 <span class="_ _b"> </span>skonsoli<span class="_ _2"/>dowanego <span class="_ _b"> </span>sprawozdania<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y2d3 ff4 fs0 fc0 sc0 ls0 ws0">finansowego Grupy za rok zakoń<span class="_ _2"/>czony 31 grud<span class="_ _2"/>nia 20<span class="ff2">23 <span class="_ _2"/>roku. </span></div><div class="t m0 x2 h4 y2d4 ff3 fs0 fc0 sc0 ls1 ws0">11.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">Inform<span class="_ _2"/>acje <span class="_ _11"> </span>o  <span class="ff5">zaciągniętych <span class="_ _c"> </span>i <span class="_ _11"> </span>wypowiedzian<span class="_ _2"/>ych  w <span class="_ _9"> </span>d<span class="_ _2"/>anym <span class="_ _11"> </span>roku<span class="_ _2"/> <span class="_ _11"> </span>obro<span class="_ _2"/>towym <span class="_ _11"> </span>u<span class="_ _2"/>mowach <span class="_ _11"> </span>d<span class="_ _2"/>otyczących <span class="_ _c"> </span>kredytów </span></span></span></div><div class="t m0 x10 h4 y2d5 ff3 fs0 fc0 sc0 ls0 ws0">i <span class="ff5">pożyczek, <span class="_ _e"> </span>z  pod<span class="_ _2"/>aniem <span class="_ _e"> </span>co  najm<span class="_ _2"/>niej <span class="_ _e"> </span>ich  kwo<span class="_ _2"/>ty,  ro<span class="_ _2"/>dzaju <span class="_ _e"> </span>i  wysoko<span class="_ _2"/>ści  sto<span class="_ _2"/>py  pr<span class="_ _2"/>ocentowej,  waluty <span class="_ _e"> </span>i <span class="_ _e"> </span>terminu </span></div><div class="t m0 x10 h4 y2d6 ff5 fs0 fc0 sc0 ls0 ws0">wymagalnośc<span class="_ _2"/>i<span class="ff3"> </span></div><div class="t m0 x2 h3 y2d7 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"/>r<span class="_ _2"/>oku <span class="_ _f"/>2023 <span class="_ _f"/>roku <span class="_ _f"/><span class="ff4">Grupa <span class="_ _f"/>nie <span class="_ _a"/>zaciągała <span class="_ _f"/>an<span class="_ _2"/>i <span class="_ _3"/>nie <span class="_ _a"/>wypowiadała <span class="_ _a"/>umów <span class="_ _f"/>kred<span class="_ _2"/>ytowych, <span class="_ _f"/>ani <span class="_ _f"/>um<span class="_ _2"/>ów <span class="_ _f"/>pożyczek<span class="_ _2"/></span> <span class="_ _f"/>z <span class="_ _f"/>podmiotami <span class="_ _f"/>spo<span class="_ _2"/>za </div><div class="t m0 x2 h3 y2d8 ff2 fs0 fc0 sc0 ls0 ws0">Grupy. </div><div class="t m0 x2 h3 y2d9 ff7 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1b"> </span><span class="ff2"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf13"><div class="pc pc13 w0 h0"><img alt="" class="bi xa y2da w6 h27" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">19<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y40 ff3 fs0 fc0 sc0 ls1 ws0">12.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">I<span class="ff5">nform<span class="_ _2"/>acje <span class="_ _3"/>o <span class="_ _f"/>udzielon<span class="_ _2"/>ych <span class="_ _3"/>w <span class="_ _f"/>d<span class="_ _2"/>anym <span class="_ _f"/>roku <span class="_ _f"/>obrotowym <span class="_ _f"/>pożyczkach, <span class="_ _f"/>w <span class="_ _f"/>tym <span class="_ _f"/>udzielon<span class="_ _2"/>ych <span class="_ _3"/>p<span class="_ _2"/>odmiotom <span class="_ _3"/>po<span class="_ _2"/>wiązanym </span></span></span></div><div class="t m0 x10 h4 y41 ff3 fs0 fc0 sc0 ls0 ws0">Grupy <span class="ff5">z <span class="_ _d"/>podaniem co <span class="_ _d"/>najmniej i<span class="_ _0"/>ch kwoty, <span class="_ _d"/>rodzaju i <span class="_ _d"/>wysokości stopy <span class="_ _d"/>procent<span class="_ _2"/>owej, <span class="_ _0"/>waluty <span class="_ _0"/>i<span class="_ _2"/><span class="ff3"> </span>terminu wymagalności<span class="ff3"> </span></span></div><div class="t m0 x2 h3 y298 ff4 fs0 fc0 sc0 ls0 ws0">Umowy pożyczek udzielony<span class="_ _2"/>ch Jednostce<span class="_ _2"/> Dominującej prze<span class="_ _2"/>z Orphée SA:<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y2db ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">umowa z <span class="_ _d"/>dnia 16 lipca <span class="_ _d"/>2019 roku <span class="_ _d"/>an<span class="_ _2"/>eksowana w <span class="_ _d"/>dniu 30 czerwca <span class="_ _d"/>2021 roku i <span class="_ _d"/>29 września 2023 <span class="_ _d"/>roku, na <span class="_ _0"/>mocy której<span class="_ _d"/> </span></span></div><div class="t m0 x31 h3 y2dc ff4 fs0 fc0 sc0 ls0 ws0">Orphée <span class="_ _9"> </span>SA <span class="_ _9"> </span>ud<span class="_ _2"/>zieliła <span class="_ _11"> </span>Spółce <span class="_ _9"> </span>poż<span class="_ _2"/>yczki <span class="_ _9"> </span>w <span class="_ _11"> </span>kwocie <span class="_ _9"> </span>2<span class="_ _2"/><span class="ff2"> </span>000 <span class="_ _11"> </span>tys. <span class="_ _9"> </span>E<span class="_ _2"/>UR <span class="_ _9"> </span>z <span class="_ _11"> </span>terminem <span class="_ _11"> </span>wymagalności <span class="_ _9"> </span>15 <span class="_ _11"> </span>li<span class="_ _2"/>pca <span class="_ _9"> </span>2024 <span class="_ _11"> </span>roku </div><div class="t m0 x31 h3 y2dd ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">rocznym <span class="_ _0"/>oprocentowaniem wynoszącym <span class="_ _d"/>w<span class="_ _2"/><span class="ff2"> <span class="ls1">poz</span></span>ostałym na <span class="_ _d"/>dzień bilansowy <span class="_ _d"/>okresie do <span class="_ _d"/>terminu wymagalności <span class="_ _0"/>5,8%. </span></div><div class="t m0 x31 h3 y2de ff4 fs0 fc0 sc0 ls0 ws0">Wykorzystana <span class="_ _3"/>kwota <span class="_ _2"/>pożyczki<span class="_ _2"/> <span class="_ _2"/>(k<span class="_ _2"/>apitał) <span class="_ _2"/>wyniosła<span class="_ _2"/> <span class="_ _2"/>na <span class="_ _3"/>dzień <span class="_ _2"/>31 <span class="_ _3"/>grudnia <span class="_ _3"/>2023 <span class="_ _2"/>roku <span class="_ _3"/>816 <span class="_ _2"/>t<span class="_ _2"/>ys. <span class="_ _2"/>EUR,<span class="_ _2"/> <span class="_ _2"/>nat<span class="_ _2"/>omiast <span class="_ _2"/>na <span class="_ _3"/>dzień </div><div class="t m0 x31 h3 y2df ff2 fs0 fc0 sc0 ls1 ws0">31<span class="ls0"> grudnia 2022 roku 1<span class="_ _2"/> 810 tys. EUR. </span></div><div class="t m0 x10 h3 y2e0 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">umowa <span class="_ _2"/>z <span class="_ _2"/>dnia <span class="_ _2"/>4 <span class="_ _2"/>września<span class="_ _2"/> <span class="_ _2"/>2019 <span class="_ _2"/>roku <span class="_ _2"/>an<span class="_ _2"/>eksowana <span class="_ _2"/>w <span class="_ _2"/>dniu <span class="_ _2"/>3<span class="_ _2"/>0 <span class="_ _2"/>czerwca <span class="_ _2"/>2021 <span class="_ _2"/>roku <span class="_ _2"/>i<span class="_ _2"/> <span class="_ _2"/>29 <span class="_ _2"/>września <span class="_ _2"/>202<span class="_ _2"/>3 <span class="_ _2"/>roku, <span class="_ _2"/>na <span class="_ _2"/>mocy </span></span></div><div class="t m0 x31 h3 y2e1 ff4 fs0 fc0 sc0 ls0 ws0">której <span class="_ _3"/>Orph<span class="_ _2"/>ée <span class="_ _3"/>SA <span class="_ _3"/>udzie<span class="_ _2"/>liła <span class="_ _3"/>Spó<span class="_ _2"/>łce <span class="_ _f"/>pożyczki <span class="_ _3"/>w <span class="_ _f"/>kwocie <span class="_ _3"/>8<span class="_ _2"/><span class="ff2"> </span>00<span class="_ _2"/>0 <span class="_ _3"/>tys. <span class="_ _f"/>PLN <span class="_ _3"/>z <span class="_ _f"/>terminem <span class="_ _f"/>wymagalno<span class="_ _2"/>ści <span class="_ _3"/>3 <span class="_ _f"/>września <span class="_ _f"/>2024 </div><div class="t m0 x31 h3 y2e2 ff4 fs0 fc0 sc0 ls0 ws0">roku i <span class="_ _2"/>rocznym opr<span class="_ _2"/>ocentowaniem wynoszącym<span class="_ _2"/> w<span class="_ _2"/><span class="ff2"> </span>pozostałym<span class="_ _2"/> na <span class="_ _2"/>dzień bilansowy <span class="_ _2"/>okresie do <span class="_ _2"/>terminu <span class="_ _2"/>wymagalności </div><div class="t m0 x31 h3 y2e3 ff4 fs0 fc0 sc0 ls0 ws0">9,1%. Wykorzystana kwota pożyc<span class="_ _2"/>zki (kapitał) wyniosła na dzień 31 <span class="_ _2"/>grudnia 20<span class="_ _2"/>23 roku 3 287 tys. PLN, natomiast n<span class="_ _2"/>a </div><div class="t m0 x31 h3 y2e4 ff4 fs0 fc0 sc0 ls0 ws0">dzień 31 grudnia 2022 r<span class="_ _2"/>oku 7<span class="ff2"> 237 tys. PLN.<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y2e5 ff4 fs0 fc0 sc0 ls0 ws0">W powyższych poży<span class="_ _2"/>czkach op<span class="_ _2"/>rocentowanie <span class="_ _2"/>zostało <span class="_ _2"/>na dzień <span class="_ _2"/>ich zawarcia <span class="_ _2"/>i aneksowania <span class="_ _2"/>ustalone <span class="_ _2"/>na warunkach <span class="_ _2"/>rynkowych. </div><div class="t m0 x2 h3 y2e6 ff4 fs0 fc0 sc0 ls0 ws0">Zabezpieczeniem spłaty poż<span class="_ _2"/>yczek są<span class="_ _2"/><span class="ff2"> </span>weksle in blanco wy<span class="_ _2"/>stawione pr<span class="_ _2"/>zez pożyczkobiorcę.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y2e7 ff4 fs0 fc0 sc0 ls0 ws0">W roku 2023 Grupa nie udzielała <span class="_ _2"/>pożyczek do podm<span class="_ _2"/>iotów spoza G<span class="_ _2"/>rupy.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y2e8 ff3 fs0 fc0 sc0 ls1 ws0">13.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">I<span class="ff5">nform<span class="_ _2"/>acje <span class="_ _b"> </span>o <span class="_ _b"> </span>udzielon<span class="_ _2"/>ych <span class="_ _b"> </span>i <span class="_ _b"> </span>otrzym<span class="_ _2"/>anych <span class="_ _b"> </span>w <span class="_ _16"> </span>danym <span class="_ _b"> </span>roku <span class="_ _b"> </span>obro<span class="_ _2"/>towym <span class="_ _b"> </span>poręczen<span class="_ _2"/>iach <span class="_ _b"> </span>i <span class="_ _b"> </span>gwarancja<span class="_ _2"/>ch, <span class="_ _b"> </span>w<span class="_ _3"/></span> t<span class="_ _2"/>ym<span class="_ _0"/> </span></span></div><div class="t m0 x10 h4 y2e9 ff5 fs0 fc0 sc0 ls0 ws0">udzielonych pod<span class="_ _2"/>miotom powiązanym <span class="_ _2"/><span class="ff3">Gru<span class="_ _2"/>py </span></div><div class="t m0 x2 h3 y2ea ff4 fs0 fc0 sc0 ls0 ws0">Santander Bank Polska S.A. na zlecenie PZ CORMAY S.A. wystawił gwarancję zabezpieczającą wywiązanie się przez nią ze </div><div class="t m0 x2 h3 y27a ff4 fs0 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _a"/>wynikających <span class="_ _9"> </span>z <span class="_ _a"/>umowy <span class="_ _9"> </span>najmu. <span class="_ _a"/>Wartość <span class="_ _a"/>gwaran<span class="_ _2"/>cji <span class="_ _a"/>to <span class="_ _a"/>13<span class="_ _2"/> <span class="_ _a"/>tys. <span class="_ _a"/>EUR. <span class="_ _a"/>Gwarancja <span class="_ _9"> </span>obowiązuje <span class="_ _a"/>do<span class="_ _3"/><span class="ff2"> <span class="_ _a"/>dnia <span class="_ _a"/>2 <span class="_ _9"> </span>stycznia </span></div><div class="t m0 x2 h3 y27b ff2 fs0 fc0 sc0 ls1 ws0">2025<span class="ls0"> roku. </span></div><div class="t m0 x2 h3 y2eb ff4 fs0 fc0 sc0 ls0 ws0">Na dzień<span class="_ _2"/> <span class="_ _2"/>31 <span class="_ _2"/>grudnia<span class="_ _2"/> <span class="_ _2"/>2023 <span class="_ _2"/>roku<span class="_ _2"/> O<span class="_ _2"/>rphée <span class="_ _2"/>SA <span class="_ _2"/>posiadał<span class="_ _2"/>a <span class="_ _2"/>zobowiązani<span class="_ _2"/>a <span class="_ _2"/>warunkowe<span class="_ _2"/> związane<span class="_ _2"/> <span class="_ _2"/>z <span class="_ _2"/>gwaran<span class="_ _2"/>cją <span class="_ _2"/>bankową<span class="_ _2"/> stan<span class="_ _2"/>owiącą </div><div class="t m0 x2 h3 y2ec ff4 fs0 fc0 sc0 ls0 ws0">zabezpieczenie kosztów najmu n<span class="_ _2"/>a rzecz właści<span class="_ _2"/>ciela biura w wysok<span class="_ _2"/>ości 11 tys. CHF.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y2ed ff3 fs0 fc0 sc0 ls1 ws0">14.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">W <span class="_ _a"/><span class="ff5">przypad<span class="_ _2"/>ku <span class="_ _a"/>emisj<span class="_ _2"/>i <span class="_ _a"/>papier<span class="_ _2"/>ów <span class="_ _a"/>warto<span class="_ _2"/>ściowych <span class="_ _a"/>w <span class="_ _9"> </span>okresie <span class="_ _a"/>ob<span class="_ _2"/>jętym <span class="_ _a"/>r<span class="_ _2"/>aportem <span class="_ _11"> </span></span>- <span class="_ _a"/>opis <span class="_ _9"> </span>wykorzystania <span class="_ _9"> </span>przez <span class="_ _9"> </span>Grup<span class="ff5">ę</span> </span></span></div><div class="t m0 x10 h4 y2ee ff5 fs0 fc0 sc0 ls0 ws0">Kapitałową<span class="ff3"> CORMA<span class="ls10">Y <span class="_ _2"/></span></span>wpływów <span class="_ _2"/>z emisji d<span class="_ _2"/>o chwili spor<span class="_ _2"/>ządzenia sprawozdania z<span class="_ _2"/><span class="ff3"> </span>d<span class="_ _2"/>ziałalności<span class="ff3"> </span></div><div class="t m0 x2 h3 y2ef ff2 fs0 fc0 sc0 ls0 ws0">W 2023 roku <span class="ff4">Grupa n<span class="_ _2"/>ie emitowała papier<span class="_ _2"/>ów wartościowych.<span class="_ _2"/></span> </div><div class="t m0 x2 h4 y2f0 ff3 fs0 fc0 sc0 ls1 ws0">15.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">O<span class="ff5">bjaśnien<span class="_ _2"/>ie <span class="_ _20"> </span>różnic <span class="_ _20"> </span>pomiędzy <span class="_ _20"> </span>wynikami <span class="_ _20"> </span>finansowym<span class="_ _2"/>i <span class="_ _20"> </span>wykazanymi <span class="_ _20"> </span>w <span class="_ _20"> </span>raporcie <span class="_ _20"> </span>rocznym <span class="_ _20"> </span>a <span class="_ _20"> </span>wcześniej </span></span></span></div><div class="t m0 x10 h4 y2f1 ff5 fs0 fc0 sc0 ls0 ws0">publikowanym<span class="_ _2"/>i prognozami wyników na d<span class="_ _2"/>any rok<span class="ff3"> </span></div><div class="t m0 x2 h3 y2f2 ff4 fs0 fc0 sc0 ls0 ws0">Grupa nie publikowała progno<span class="_ _2"/>z finansowych na 20<span class="_ _2"/><span class="ff2 ls1">23<span class="ls0"> r</span>ok<span class="ls0">.<span class="_ _2"/> </span></span></div><div class="t m0 x2 h4 y2f3 ff3 fs0 fc0 sc0 ls1 ws0">16.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">O</span></span>cen<span class="ls0">a<span class="ff5">, <span class="_ _d"/>wr<span class="_ _2"/>az <span class="_ _d"/>z <span class="_ _0"/>jej <span class="_ _d"/>uzasadn<span class="_ _2"/>ieniem, <span class="_ _d"/>zarządzania zasobami <span class="_ _d"/>finansowymi, <span class="_ _d"/>z <span class="_ _0"/>uwzględnien<span class="_ _2"/>iem <span class="_ _d"/>zdolności <span class="_ _0"/>wywiązywania </span></span></div><div class="t m0 x10 h4 y2f4 ff5 fs0 fc0 sc0 ls0 ws0">się  z  zaciągniętych  zobowiązań  oraz  określenie  ewentualnych  zagrożeń  i <span class="_ _c"> </span>działań,  jakie <span class="_ _e"> </span><span class="ff3">Grupa<span class="_ _2"/>  podj</span><span class="ls1">ęł</span><span class="ff3">a  l<span class="_ _0"/>ub </span></div><div class="t m0 x10 h4 y2f5 ff5 fs0 fc0 sc0 ls0 ws0">zamierza pod<span class="_ _2"/>jąć w celu przeciwdziałania tym<span class="_ _2"/> zagrożen<span class="_ _2"/>iom<span class="ff3"> </span></div><div class="t m0 x2 h3 y2f6 ff2 fs0 fc0 sc0 ls1 ws0">16.1.<span class="ff7 ls0"> <span class="_ _2"/><span class="ff4">Zarządzanie r<span class="_ _2"/>yzykiem kursowym <span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y2f7 ff4 fs0 fc0 sc0 ls0 ws0">Spółki <span class="_ _d"/>Grup<span class="_ _2"/>y <span class="_ _d"/>rea<span class="_ _2"/>lizują przeważającą <span class="_ _d"/>część swoich <span class="_ _d"/>przychod<span class="_ _2"/>ów ze <span class="_ _d"/>sprzedaży na <span class="_ _d"/>rynkach zagranicznych. <span class="_ _0"/>Tym <span class="_ _0"/>samym <span class="_ _0"/>osiągają </div><div class="t m0 x2 h3 ye7 ff4 fs0 fc0 sc0 ls0 ws0">istotną <span class="_ _15"> </span>część <span class="_ _15"> </span>swoich <span class="_ _15"> </span>przychod<span class="_ _2"/>ów <span class="_ _15"> </span>w<span class="ff2"> </span>wa<span class="_ _2"/>lutach <span class="_ _15"> </span>obcych. <span class="_ _15"> </span>Jedno<span class="_ _2"/>cześnie <span class="_ _15"> </span>pozyskują <span class="_ _15"> </span>większo<span class="_ _2"/>ść <span class="_ _15"> </span>materiałów <span class="_ _15"> </span>do <span class="_ _15"> </span>produkcj<span class="_ _2"/>i </div><div class="t m0 x2 h3 ye8 ff4 fs0 fc0 sc0 ls0 ws0">odczynników <span class="_ _a"/>do<span class="_ _2"/> <span class="_ _a"/>badań <span class="_ _9"> </span>laborator<span class="_ _2"/>yjnych <span class="_ _9"> </span>oraz <span class="_ _9"> </span>towarów <span class="_ _a"/>na <span class="_ _9"> </span>rynkach<span class="_ _2"/> <span class="_ _a"/>zagr<span class="_ _2"/>anicznych <span class="_ _a"/>rea<span class="_ _2"/>lizując <span class="_ _a"/>płatno<span class="_ _2"/>ści <span class="_ _9"> </span>za <span class="_ _a"/>powyższe <span class="_ _9"> </span>towary </div><div class="t m0 x2 h3 ye9 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">materiały <span class="_ _0"/>również <span class="_ _0"/>w <span class="_ _d"/>istotn<span class="_ _2"/>ej <span class="_ _d"/>m<span class="_ _2"/>ierze <span class="_ _0"/>w <span class="_ _d"/>walutach obcych. <span class="_ _d"/>Dodatkow<span class="_ _2"/>o <span class="_ _0"/>spółki <span class="_ _0"/>Grupy <span class="_ _0"/>ponoszą <span class="_ _0"/>koszty <span class="_ _d"/>wy<span class="_ _2"/>nagrodzeń i <span class="_ _d"/>usług <span class="_ _0"/>obcych </span></div><div class="t m0 x2 h3 y2f8 ff4 fs0 fc0 sc0 ls0 ws0">w walutach krajów, w <span class="_ _0"/>których działają. Istotna sprzedaż jak i zakupy w walutach <span class="_ _0"/>narażają więc Grupę na ryzyko zmian kursów </div><div class="t m0 x2 h3 y2f9 ff2 fs0 fc0 sc0 ls0 ws0">walut. </div><div class="t m0 x2 h3 yec ff4 fs0 fc0 sc0 ls0 ws0">Należy jedn<span class="_ _2"/>ak mie<span class="_ _2"/>ć na<span class="_ _2"/> uwadze,<span class="_ _2"/> i<span class="_ _2"/>ż znaczna<span class="_ _2"/> część<span class="_ _2"/> ryzyka<span class="_ _2"/> kursowe<span class="_ _2"/>go związanego<span class="_ _2"/> ze<span class="_ _2"/> spr<span class="_ _2"/>zedażą <span class="_ _2"/>jest <span class="_ _2"/>zminimalizowana <span class="_ _2"/>faktem </div><div class="t m0 x2 h3 y2fa ff4 fs0 fc0 sc0 ls0 ws0">dokonywania zakupów również <span class="_ _2"/>w walutach obcych. Dodatkowo <span class="_ _2"/>osiągane przez Gr<span class="_ _2"/>upę przychody ze sprzedaży n<span class="_ _2"/>ie bazują na </div><div class="t m0 x2 h3 y2fb ff2 fs0 fc0 sc0 ls0 ws0">umowach <span class="_ _f"/>o <span class="ff4">charakterze <span class="_ _f"/>dłu<span class="_ _2"/>goterminowym, <span class="_ _f"/>co <span class="_ _f"/>pozwala <span class="_ _f"/>na <span class="_ _f"/>modyfikację <span class="_ _f"/>po<span class="_ _2"/>lityki <span class="_ _3"/>cenowej <span class="_ _f"/>w<span class="_ _2"/></span> przypad<span class="_ _2"/>ku <span class="_ _f"/>niekorzystnych <span class="_ _f"/>zmian </div><div class="t m0 x2 h3 y2fc ff4 fs0 fc0 sc0 ls0 ws0">kursów walut.<span class="ff2"> </span></div><div class="t m0 x2 h3 y2fd ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"/>2023 <span class="_ _f"/>oraz <span class="_ _3"/>20<span class="_ _2"/>22 <span class="_ _f"/>roku <span class="_ _3"/>spółk<span class="_ _2"/>i <span class="_ _3"/>G<span class="_ _2"/>rupy <span class="_ _3"/>nie <span class="_ _f"/>były <span class="_ _f"/>stroną <span class="_ _f"/>żadnych <span class="_ _f"/>transakcji <span class="_ _3"/>doty<span class="_ _2"/>czących <span class="_ _f"/>instrumentó<span class="_ _2"/>w <span class="_ _3"/>finansow<span class="_ _2"/>ych <span class="_ _3"/>słu<span class="_ _2"/>żących </div><div class="t m0 x2 h3 y2fe ff4 fs0 fc0 sc0 ls0 ws0">zabezpieczaniu <span class="_ _a"/>ryzyka<span class="_ _2"/> <span class="_ _f"/>kur<span class="_ _2"/>sowego <span class="_ _a"/>(np. <span class="_ _a"/>opcje<span class="_ _2"/> <span class="_ _f"/>walutowe,<span class="_ _2"/> <span class="_ _a"/>kontrakty <span class="_ _a"/>forwar<span class="_ _2"/>d, <span class="_ _f"/>kon<span class="_ _2"/>trakty <span class="_ _a"/>swap). <span class="_ _a"/>Gr<span class="_ _2"/>upa <span class="_ _a"/>stosuje <span class="_ _a"/>w <span class="_ _a"/>możliwej<span class="_ _2"/> <span class="_ _f"/>do<span class="_ _2"/> </div><div class="t m0 x2 h3 y2ff ff4 fs0 fc0 sc0 ls0 ws0">osiągnięcia skali hedg<span class="_ _2"/><span class="ff2">ing naturalny r<span class="_ _2"/>yzyka kursowego.<span class="_ _2"/> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf14"><div class="pc pc14 w0 h0"><img alt="" class="bi xa y300 w6 h28" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">20<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">Poniższa <span class="_ _9"> </span>tabela <span class="_ _11"> </span>pr<span class="_ _2"/>zedstawia <span class="_ _11"> </span>wrażliwość <span class="_ _11"> </span>wyniku <span class="_ _11"> </span>finansowego <span class="_ _11"> </span>brutt<span class="_ _2"/>o <span class="_ _9"> </span>pr<span class="_ _2"/>zy <span class="_ _11"> </span>założeniu, <span class="_ _11"> </span>że <span class="_ _9"> </span>kur<span class="_ _2"/>sy <span class="_ _9"> </span>walutowe <span class="_ _11"> </span>mogą <span class="_ _11"> </span>spaść <span class="_ _11"> </span>lub </div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">wzrosnąć o 5%. Podane w tabeli l<span class="_ _2"/>iczby wyrażone są w tysią<span class="_ _2"/>cach jednostki waluty. Wp<span class="_ _2"/>ływ na wynik j<span class="_ _2"/>est wyrażony w tysiącach </div><div class="t m0 x2 h3 y26d ff2 fs0 fc0 sc0 ls0 ws0">PLN. </div></div><div class="c x2 y301 w20 h16"><div class="t m0 x11 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div></div><div class="c x4a y301 w21 h16"><div class="t m0 x2d h10 ya2 ff5 fs3 fc2 sc0 ls0 ws0">Łącznie<span class="ff3"> </span></div></div><div class="c x4b y301 w22 h16"><div class="t m0 x4c h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">CHF </div></div><div class="c x4d y301 w23 h16"><div class="t m0 x2d h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">EUR </div></div><div class="c x4e y301 w24 h16"><div class="t m0 x24 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">RUB </div></div><div class="c x4f y301 w25 h16"><div class="t m0 x9 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">BYN </div></div><div class="c x50 y301 w26 h16"><div class="t m0 x51 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">USD </div></div><div class="c x52 y301 w27 h16"><div class="t m0 x53 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">JPY </div></div><div class="c x54 y301 w28 h16"><div class="t m0 x9 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">GBP </div></div><div class="c x2 y302 w20 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Należności z tytuł<span class="_ _0"/>u dostaw i usług<span class="ff3"> </span></div></div><div class="c x4a y302 w21 h11"><div class="t m0 x55 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4b y302 w22 h11"><div class="t m0 x34 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y302 w23 h11"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y302 w24 h11"><div class="t m0 x3d h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f y302 w25 h11"><div class="t m0 x57 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 y302 w26 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y302 w27 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 y302 w28 h11"><div class="t m0 x57 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y303 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">w walucie (w tys.) n<span class="_ _0"/>a dzień 31 grudnia <span class="_ _0"/>2023 roku<span class="ff2"> </span></div></div><div class="c x4a y303 w21 h11"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">n/d </div></div><div class="c x4b y303 w22 h11"><div class="t m0 x51 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">200 </div></div><div class="c x4d y303 w23 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 276 </div></div><div class="c x4e y303 w24 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">31 519 </div></div><div class="c x4f y303 w25 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">56<span class="ls0"> </span></div></div><div class="c x50 y303 w26 h11"><div class="t m0 x24 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">203 </div></div><div class="c x52 y303 w27 h11"><div class="t m0 x2d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 226 </div></div><div class="c x54 y303 w28 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">13<span class="ls0"> </span></div></div><div class="c x2 y304 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">w tys. PLN na dzie<span class="_ _0"/>ń 31 grudnia 2023 r<span class="_ _0"/>oku<span class="ff2"> </span></div></div><div class="c x4a y304 w21 h11"><div class="t m0 x13 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">8 802 </div></div><div class="c x4b y304 w22 h11"><div class="t m0 x51 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">937 </div></div><div class="c x4d y304 w23 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">5 548 </div></div><div class="c x4e y304 w24 h11"><div class="t m0 x51 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 346 </div></div><div class="c x4f y304 w25 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">73<span class="ls0"> </span></div></div><div class="c x50 y304 w26 h11"><div class="t m0 x24 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">799 </div></div><div class="c x52 y304 w27 h11"><div class="t m0 x58 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">34<span class="ls0"> </span></div></div><div class="c x54 y304 w28 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">65<span class="ls0"> </span></div></div><div class="c x2 y305 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik fin<span class="_ _d"/>a<span class="_ _2"/>nsowy brutto <span class="ff2">- wzr<span class="_ _0"/>ost kursu o 5% </span></div></div><div class="c x4a y305 w21 h11"><div class="t m0 x59 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">440 </div></div><div class="c x4b y305 w22 h11"><div class="t m0 x24 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">47<span class="ls0"> </span></div></div><div class="c x4d y305 w23 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">277 </div></div><div class="c x4e y305 w24 h11"><div class="t m0 x5a hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">67<span class="ls0"> </span></div></div><div class="c x4f y305 w25 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">4 </div></div><div class="c x50 y305 w26 h11"><div class="t m0 x58 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">40<span class="ls0"> </span></div></div><div class="c x52 y305 w27 h11"><div class="t m0 x34 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c x54 y305 w28 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x2 y306 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik fin<span class="_ _d"/>a<span class="_ _2"/>nsowy brutto <span class="ff2">- spade<span class="_ _0"/>k kursu o 5% </span></div></div><div class="c x4a y306 w21 h11"><div class="t m0 x58 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(440) </div></div><div class="c x4b y306 w22 h11"><div class="t m0 x8 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(47) </div></div><div class="c x4d y306 w23 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(277) </div></div><div class="c x4e y306 w24 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(67) </div></div><div class="c x4f y306 w25 h11"><div class="t m0 x51 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(4) </div></div><div class="c x50 y306 w26 h11"><div class="t m0 x53 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(40) </div></div><div class="c x52 y306 w27 h11"><div class="t m0 x5b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(2) </div></div><div class="c x54 y306 w28 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(3) </div></div><div class="c x2 y307 w20 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tyt<span class="_ _d"/>u<span class="_ _2"/>łu dostaw i usłu<span class="_ _0"/>g<span class="ff3"> </span></div></div><div class="c x4a y307 w21 h11"><div class="t m0 x55 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4b y307 w22 h11"><div class="t m0 x34 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y307 w23 h11"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y307 w24 h11"><div class="t m0 x3d h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f y307 w25 h11"><div class="t m0 x57 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 y307 w26 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y307 w27 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 y307 w28 h11"><div class="t m0 x57 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y4a w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">w walucie (w tys.) n<span class="_ _0"/>a dzień 31 <span class="ff2">grudnia <span class="_ _0"/>2023 roku </span></div></div><div class="c x4a y4a w21 h11"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">n/d </div></div><div class="c x4b y4a w22 h11"><div class="t m0 x51 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">226 </div></div><div class="c x4d y4a w23 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 720 </div></div><div class="c x4e y4a w24 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">12 190 </div></div><div class="c x4f y4a w25 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x50 y4a w26 h11"><div class="t m0 x24 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">414 </div></div><div class="c x52 y4a w27 h11"><div class="t m0 x9 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">14 100 </div></div><div class="c x54 y4a w28 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">16<span class="ls0"> </span></div></div><div class="c x2 y308 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">w tys. PLN na dzie<span class="_ _0"/>ń 31 grudnia 2023 r<span class="_ _0"/>oku<span class="ff2"> </span></div></div><div class="c x4a y308 w21 h11"><div class="t m0 x53 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">11 164 </div></div><div class="c x4b y308 w22 h11"><div class="t m0 x9 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 058 </div></div><div class="c x4d y308 w23 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">7 479 </div></div><div class="c x4e y308 w24 h11"><div class="t m0 x5b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">521 </div></div><div class="c x4f y308 w25 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x50 y308 w26 h11"><div class="t m0 x4c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 629 </div></div><div class="c x52 y308 w27 h11"><div class="t m0 x24 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">391 </div></div><div class="c x54 y308 w28 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">80<span class="ls0"> </span></div></div><div class="c x2 y309 w20 h11"><div class="t m0 x11 hb ya9 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik fin<span class="_ _d"/>a<span class="_ _2"/>nsowy brutto <span class="ff2">- wzr<span class="_ _0"/>ost kursu o 5% </span></div></div><div class="c x4a y309 w21 h11"><div class="t m0 x5b h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">(558) </div></div><div class="c x4b y309 w22 h11"><div class="t m0 x8 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(53) </div></div><div class="c x4d y309 w23 h11"><div class="t m0 x2c hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(374) </div></div><div class="c x4e y309 w24 h11"><div class="t m0 x13 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(26) </div></div><div class="c x4f y309 w25 h11"><div class="t m0 x5b hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x50 y309 w26 h11"><div class="t m0 x53 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(81) </div></div><div class="c x52 y309 w27 h11"><div class="t m0 x24 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(20) </div></div><div class="c x54 y309 w28 h11"><div class="t m0 x23 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">(4) </div></div><div class="c x2 y30a w20 h15"><div class="t m0 x11 hb ya9 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik <span class="ff2">fin<span class="_ _0"/>ansowy brutto - spade<span class="_ _0"/>k kursu o 5% </span></div></div><div class="c x4a y30a w21 h15"><div class="t m0 x59 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">558 </div></div><div class="c x4b y30a w22 h15"><div class="t m0 x24 hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">53<span class="ls0"> </span></div></div><div class="c x4d y30a w23 h15"><div class="t m0 x23 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">374 </div></div><div class="c x4e y30a w24 h15"><div class="t m0 x5a hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">26<span class="ls0"> </span></div></div><div class="c x4f y30a w25 h15"><div class="t m0 x5b hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x50 y30a w26 h15"><div class="t m0 x5b hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">81<span class="ls0"> </span></div></div><div class="c x52 y30a w27 h15"><div class="t m0 x58 hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">20<span class="ls0"> </span></div></div><div class="c x54 y30a w28 h15"><div class="t m0 x13 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">4 </div></div><div class="c x2 y30b w20 h11"><div class="t m0 x11 h10 ya9 ff5 fs3 fc0 sc0 ls0 ws0">Łączna ekspozycj<span class="_ _0"/>a na ryzyko kur<span class="_ _0"/>sowe netto<span class="ff3"> </span></div></div><div class="c x4a y30b w21 h11"><div class="t m0 x55 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4b y30b w22 h11"><div class="t m0 x34 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y30b w23 h11"><div class="t m0 x56 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y30b w24 h11"><div class="t m0 x3d h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f y30b w25 h11"><div class="t m0 x57 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 y30b w26 h11"><div class="t m0 x3c h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y30b w27 h11"><div class="t m0 x3c h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 y30b w28 h11"><div class="t m0 x57 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y30c w20 h16"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Rozrachunki na <span class="_ _0"/>dzień 31 grudnia 2<span class="_ _0"/>023 roku w tys. PL<span class="_ _0"/>N<span class="ff2"> </span></div></div><div class="c x4a y30c w21 h16"><div class="t m0 x23 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(2 362) </div></div><div class="c x4b y30c w22 h16"><div class="t m0 x9 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(121) </div></div><div class="c x4d y30c w23 h16"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(1 931) </div></div><div class="c x4e y30c w24 h16"><div class="t m0 x5b h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">825 </div></div><div class="c x4f y30c w25 h16"><div class="t m0 x23 h10 ya2 ff3 fs3 fc0 sc0 ls4 ws0">67<span class="ls0"> </span></div></div><div class="c x50 y30c w26 h16"><div class="t m0 x8 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(830) </div></div><div class="c x52 y30c w27 h16"><div class="t m0 x8 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(357) </div></div><div class="c x54 y30c w28 h16"><div class="t m0 x4c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(15) </div></div><div class="c x2 y29f w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik fin<span class="_ _d"/>a<span class="_ _2"/>nsowy brutto <span class="ff2">- wzr<span class="_ _0"/>ost kursu o 5% </span></div></div><div class="c x4a y29f w21 h11"><div class="t m0 x5b h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(118) </div></div><div class="c x4b y29f w22 h11"><div class="t m0 x53 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(6) </div></div><div class="c x4d y29f w23 h11"><div class="t m0 x51 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(97) </div></div><div class="c x4e y29f w24 h11"><div class="t m0 x5a h10 ya2 ff3 fs3 fc0 sc0 ls4 ws0">41<span class="ls0"> </span></div></div><div class="c x4f y29f w25 h11"><div class="t m0 x13 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">4 </div></div><div class="c x50 y29f w26 h11"><div class="t m0 x53 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(41) </div></div><div class="c x52 y29f w27 h11"><div class="t m0 x24 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(18) </div></div><div class="c x54 y29f w28 h11"><div class="t m0 x23 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(1) </div></div><div class="c x2 y30d w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik fin<span class="_ _d"/>a<span class="_ _2"/>nsowy brutto <span class="ff2">- spade<span class="_ _0"/>k kursu o 5% </span></div></div><div class="c x4a y30d w21 h11"><div class="t m0 x59 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">118 </div></div><div class="c x4b y30d w22 h11"><div class="t m0 x58 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">6 </div></div><div class="c x4d y30d w23 h11"><div class="t m0 x13 h10 ya2 ff3 fs3 fc0 sc0 ls4 ws0">97<span class="ls0"> </span></div></div><div class="c x4e y30d w24 h11"><div class="t m0 x13 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(41) </div></div><div class="c x4f y30d w25 h11"><div class="t m0 x51 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(4) </div></div><div class="c x50 y30d w26 h11"><div class="t m0 x5b h10 ya2 ff3 fs3 fc0 sc0 ls4 ws0">41<span class="ls0"> </span></div></div><div class="c x52 y30d w27 h11"><div class="t m0 x58 h10 ya2 ff3 fs3 fc0 sc0 ls4 ws0">18<span class="ls0"> </span></div></div><div class="c x54 y30d w28 h11"><div class="t m0 x13 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hc y30e ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y30f w20 h16"><div class="t m0 x11 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>2 </div></div><div class="c x4a y30f w21 h16"><div class="t m0 x2d h10 ya2 ff5 fs3 fc2 sc0 ls0 ws0">Łącznie<span class="ff3"> </span></div></div><div class="c x4b y30f w22 h16"><div class="t m0 x4c h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">CHF </div></div><div class="c x4d y30f w23 h16"><div class="t m0 x2d h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">EUR </div></div><div class="c x4e y30f w24 h16"><div class="t m0 x53 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">RUB </div></div><div class="c x4f y30f w25 h16"><div class="t m0 x9 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">BYN </div></div><div class="c x50 y30f w26 h16"><div class="t m0 x51 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">USD </div></div><div class="c x52 y30f w27 h16"><div class="t m0 x53 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">JPY </div></div><div class="c x54 y30f w28 h16"><div class="t m0 x9 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">GBP </div></div><div class="c x2 y310 w20 h11"><div class="t m0 x11 h10 ya9 ff5 fs3 fc0 sc0 ls0 ws0">Należności z tytuł<span class="_ _0"/>u dostaw i usług<span class="ff3"> </span></div></div><div class="c x4a y310 w21 h11"><div class="t m0 x55 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4b y310 w22 h11"><div class="t m0 x34 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y310 w23 h11"><div class="t m0 x56 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y310 w24 h11"><div class="t m0 x3d h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f y310 w25 h11"><div class="t m0 x57 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 y310 w26 h11"><div class="t m0 x3c h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y310 w27 h11"><div class="t m0 x3c h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 y310 w28 h11"><div class="t m0 x57 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y311 w20 h11"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">w walucie (w tys.) n<span class="_ _0"/>a <span class="ff4">dzień 31 grudnia <span class="_ _0"/>2022 roku<span class="ff2"> </span></span></div></div><div class="c x4a y311 w21 h11"><div class="t m0 x56 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">n/d </div></div><div class="c x4b y311 w22 h11"><div class="t m0 x24 hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">14<span class="ls0"> </span></div></div><div class="c x4d y311 w23 h11"><div class="t m0 x2c hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">1 818 </div></div><div class="c x4e y311 w24 h11"><div class="t m0 x2c hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">28 538 </div></div><div class="c x4f y311 w25 h11"><div class="t m0 x23 hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">67<span class="ls0"> </span></div></div><div class="c x50 y311 w26 h11"><div class="t m0 x24 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">327 </div></div><div class="c x52 y311 w27 h11"><div class="t m0 x56 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y311 w28 h11"><div class="t m0 x23 hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x2 y312 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">w tys. PLN na dzie<span class="_ _0"/>ń 31 grudnia 2022 r<span class="_ _0"/>oku<span class="ff2"> </span></div></div><div class="c x4a y312 w21 h11"><div class="t m0 x53 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">11 941 </div></div><div class="c x4b y312 w22 h11"><div class="t m0 x24 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">67<span class="ls0"> </span></div></div><div class="c x4d y312 w23 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">8 526 </div></div><div class="c x4e y312 w24 h11"><div class="t m0 x51 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 764 </div></div><div class="c x4f y312 w25 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">87<span class="ls0"> </span></div></div><div class="c x50 y312 w26 h11"><div class="t m0 x4c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 439 </div></div><div class="c x52 y312 w27 h11"><div class="t m0 x56 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y312 w28 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">58<span class="ls0"> </span></div></div><div class="c x2 y313 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik fin<span class="_ _d"/>a<span class="_ _2"/>nsowy brutto <span class="ff2">- wzr<span class="_ _0"/>ost kursu o 5% </span></div></div><div class="c x4a y313 w21 h11"><div class="t m0 x59 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">596 </div></div><div class="c x4b y313 w22 h11"><div class="t m0 x58 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x4d y313 w23 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">426 </div></div><div class="c x4e y313 w24 h11"><div class="t m0 x5a hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c x4f y313 w25 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">4 </div></div><div class="c x50 y313 w26 h11"><div class="t m0 x5b hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">72<span class="ls0"> </span></div></div><div class="c x52 y313 w27 h11"><div class="t m0 x56 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y313 w28 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x2 y314 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik fin<span class="_ _d"/>a<span class="_ _2"/>nsowy brutto <span class="ff2">- spade<span class="_ _0"/>k kursu o 5% </span></div></div><div class="c x4a y314 w21 h11"><div class="t m0 x5b h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(596) </div></div><div class="c x4b y314 w22 h11"><div class="t m0 x53 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(3) </div></div><div class="c x4d y314 w23 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(426) </div></div><div class="c x4e y314 w24 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(88) </div></div><div class="c x4f y314 w25 h11"><div class="t m0 x51 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(4) </div></div><div class="c x50 y314 w26 h11"><div class="t m0 x53 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(72) </div></div><div class="c x52 y314 w27 h11"><div class="t m0 x56 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y314 w28 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(3) </div></div><div class="c x2 y315 w20 h15"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tyt<span class="_ _d"/>u<span class="_ _2"/>łu dostaw i usłu<span class="_ _0"/>g<span class="ff3"> </span></div></div><div class="c x4a y315 w21 h15"><div class="t m0 x55 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4b y315 w22 h15"><div class="t m0 x34 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y315 w23 h15"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y315 w24 h15"><div class="t m0 x3d h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f y315 w25 h15"><div class="t m0 x57 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 y315 w26 h15"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y315 w27 h15"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 y315 w28 h15"><div class="t m0 x57 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y211 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">w walucie (w tys.) n<span class="_ _0"/>a dzień 31 grudnia <span class="_ _0"/>2022 roku<span class="ff2"> </span></div></div><div class="c x4a y211 w21 h11"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">n/d </div></div><div class="c x4b y211 w22 h11"><div class="t m0 x24 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">55<span class="ls0"> </span></div></div><div class="c x4d y211 w23 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2 618 </div></div><div class="c x4e y211 w24 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">10 172 </div></div><div class="c x4f y211 w25 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">8 </div></div><div class="c x50 y211 w26 h11"><div class="t m0 x24 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">229 </div></div><div class="c x52 y211 w27 h11"><div class="t m0 x9 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">12 218 </div></div><div class="c x54 y211 w28 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">25<span class="ls0"> </span></div></div><div class="c x2 y316 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">w tys. PLN na dzie<span class="_ _0"/>ń 31 grudnia 2022 r<span class="_ _0"/>oku<span class="ff2"> </span></div></div><div class="c x4a y316 w21 h11"><div class="t m0 x53 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">14 726 </div></div><div class="c x4b y316 w22 h11"><div class="t m0 x51 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">262 </div></div><div class="c x4d y316 w23 h11"><div class="t m0 x40 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">12 278 </div></div><div class="c x4e y316 w24 h11"><div class="t m0 x5b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">629 </div></div><div class="c x4f y316 w25 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">10<span class="ls0"> </span></div></div><div class="c x50 y316 w26 h11"><div class="t m0 x4c hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">1 <span class="ls0">008 </span></div></div><div class="c x52 y316 w27 h11"><div class="t m0 x24 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">407 </div></div><div class="c x54 y316 w28 h11"><div class="t m0 x2d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">132 </div></div><div class="c x2 y317 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik fin<span class="_ _d"/>a<span class="_ _2"/>nsowy brutto <span class="ff2">- wzr<span class="_ _0"/>ost kursu o 5% </span></div></div><div class="c x4a y317 w21 h11"><div class="t m0 x5b h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(736) </div></div><div class="c x4b y317 w22 h11"><div class="t m0 x8 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(13) </div></div><div class="c x4d y317 w23 h11"><div class="t m0 x2c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(614) </div></div><div class="c x4e y317 w24 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(31) </div></div><div class="c x4f y317 w25 h11"><div class="t m0 x51 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(1) </div></div><div class="c x50 y317 w26 h11"><div class="t m0 x53 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(50) </div></div><div class="c x52 y317 w27 h11"><div class="t m0 x24 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(20) </div></div><div class="c x54 y317 w28 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">(7) </div></div><div class="c x2 y318 w20 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik fin<span class="_ _d"/>a<span class="_ _2"/>nsowy brutto <span class="ff2">- spade<span class="_ _0"/>k kursu o 5% </span></div></div><div class="c x4a y318 w21 h11"><div class="t m0 x59 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">736 </div></div><div class="c x4b y318 w22 h11"><div class="t m0 x24 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">13<span class="ls0"> </span></div></div><div class="c x4d y318 w23 h11"><div class="t m0 x23 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">614 </div></div><div class="c x4e y318 w24 h11"><div class="t m0 x5a hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">31<span class="ls0"> </span></div></div><div class="c x4f y318 w25 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c x50 y318 w26 h11"><div class="t m0 x5b hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">50<span class="ls0"> </span></div></div><div class="c x52 y318 w27 h11"><div class="t m0 x58 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">20<span class="ls0"> </span></div></div><div class="c x54 y318 w28 h11"><div class="t m0 x13 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">7 </div></div><div class="c x2 y2cc w20 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Łączna ekspozycj<span class="_ _0"/>a na ryzyko kur<span class="_ _0"/>sowe netto<span class="ff3"> </span></div></div><div class="c x4a y2cc w21 h11"><div class="t m0 x55 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4b y2cc w22 h11"><div class="t m0 x34 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y2cc w23 h11"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y2cc w24 h11"><div class="t m0 x3d h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f y2cc w25 h11"><div class="t m0 x57 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 y2cc w26 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y2cc w27 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 y2cc w28 h11"><div class="t m0 x57 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y319 w20 h16"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Rozrachunki na <span class="_ _0"/>dzień 31 grudnia 2<span class="_ _0"/>022 roku w tys. PL<span class="_ _0"/>N<span class="ff2"> </span></div></div><div class="c x4a y319 w21 h16"><div class="t m0 x23 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(2 785) </div></div><div class="c x4b y319 w22 h16"><div class="t m0 x9 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(195) </div></div><div class="c x4d y319 w23 h16"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(3 752) </div></div><div class="c x4e y319 w24 h16"><div class="t m0 x51 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">1 135 </div></div><div class="c x4f y319 w25 h16"><div class="t m0 x23 h10 ya2 ff3 fs3 fc0 sc0 ls4 ws0">77<span class="ls0"> </span></div></div><div class="c x50 y319 w26 h16"><div class="t m0 x24 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">431 </div></div><div class="c x52 y319 w27 h16"><div class="t m0 x8 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(407) </div></div><div class="c x54 y319 w28 h16"><div class="t m0 x4c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(74) </div></div><div class="c x2 y31a w20 h11"><div class="t m0 x11 hb ya9 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik fin<span class="_ _d"/>a<span class="_ _2"/>nsowy brutto <span class="ff2">- wzr<span class="_ _0"/>ost kursu o 5% </span></div></div><div class="c x4a y31a w21 h11"><div class="t m0 x5b h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">(140) </div></div><div class="c x4b y31a w22 h11"><div class="t m0 x8 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">(10) </div></div><div class="c x4d y31a w23 h11"><div class="t m0 x2c h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">(188) </div></div><div class="c x4e y31a w24 h11"><div class="t m0 x5a h10 ya9 ff3 fs3 fc0 sc0 ls4 ws0">57<span class="ls0"> </span></div></div><div class="c x4f y31a w25 h11"><div class="t m0 x13 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">3 </div></div><div class="c x50 y31a w26 h11"><div class="t m0 x5b h10 ya9 ff3 fs3 fc0 sc0 ls4 ws0">22<span class="ls0"> </span></div></div><div class="c x52 y31a w27 h11"><div class="t m0 x24 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">(20) </div></div><div class="c x54 y31a w28 h11"><div class="t m0 x23 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">(4) </div></div><div class="c x2 y31b w20 h11"><div class="t m0 x11 hb ya9 ff4 fs3 fc0 sc0 ls0 ws0">wpływy na wynik fin<span class="_ _d"/>a<span class="_ _2"/>nsowy brutto <span class="ff2">- spade<span class="_ _0"/>k kursu o 5% </span></div></div><div class="c x4a y31b w21 h11"><div class="t m0 x59 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">140 </div></div><div class="c x4b y31b w22 h11"><div class="t m0 x24 h10 ya9 ff3 fs3 fc0 sc0 ls4 ws0">10<span class="ls0"> </span></div></div><div class="c x4d y31b w23 h11"><div class="t m0 x23 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">188 </div></div><div class="c x4e y31b w24 h11"><div class="t m0 x13 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">(57) </div></div><div class="c x4f y31b w25 h11"><div class="t m0 x51 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">(3) </div></div><div class="c x50 y31b w26 h11"><div class="t m0 x53 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">(22) </div></div><div class="c x52 y31b w27 h11"><div class="t m0 x58 h10 ya9 ff3 fs3 fc0 sc0 ls4 ws0">20<span class="ls0"> </span></div></div><div class="c x54 y31b w28 h11"><div class="t m0 x13 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">4 </div></div><div class="c x2 y31c w29 h29"><div class="t m0 x11 h10 y31d ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4a y31c w2a h29"><div class="t m0 x55 hb y31d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4b y31c w2b h29"><div class="t m0 x59 hb y31d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y31c w2c h29"><div class="t m0 x56 hb y31d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y31c w2d h29"><div class="t m0 x3d hb y31d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4f y31c w2e h29"><div class="t m0 x57 hb y31d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x50 y31c w2f h29"><div class="t m0 x3c hb y31d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y31c w30 h29"><div class="t m0 x33 hb y31d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 y31c w31 h29"><div class="t m0 x5a hb y31d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 y31e ff4 fs0 fc0 sc0 ls0 ws0">Różnica <span class="_ _9"> </span>pomiędzy <span class="_ _11"> </span>kwotą <span class="_ _9"> </span>należn<span class="_ _2"/>ości <span class="_ _9"> </span>i <span class="_ _11"> </span>zobowiązań <span class="_ _9"> </span>wyka<span class="_ _2"/>zanych <span class="_ _11"> </span>w <span class="_ _9"> </span>tabelach, <span class="_ _11"> </span>a <span class="_ _9"> </span>kwotą <span class="_ _11"> </span>należności <span class="_ _11"> </span>i <span class="_ _9"> </span>zobowiązań <span class="_ _11"> </span>wykazaną </div><div class="t m0 x2 h3 y31f ff2 fs0 fc0 sc0 ls0 ws0">w sprawozdaniu z sytuacji finans<span class="_ _2"/>owej, jest wynikiem nieujmowania w obliczeniach<span class="_ _2"/> ryzyka walutowego <span class="_ _2"/><span class="ff4">zobowiązań w</span> polskich </div><div class="t m0 x2 h3 y320 ff4 fs0 fc0 sc0 ls0 ws0">złotych.<span class="ff2"> </span></div><div class="t m0 x2 h3 y321 ff2 fs0 fc0 sc0 ls1 ws0">16.2.<span class="ff7 ls0"> <span class="_ _2"/><span class="ff4">Zarządzanie r<span class="_ _2"/>yzykiem stóp proce<span class="_ _2"/>ntowych <span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y69 ff4 fs0 fc0 sc0 ls0 ws0">Narażenie <span class="_ _9"> </span>Grupy <span class="_ _9"> </span>na<span class="_ _2"/> <span class="_ _9"> </span>ryzyko <span class="_ _9"> </span>wywołane<span class="_ _2"/> <span class="_ _9"> </span>zmianami <span class="_ _9"> </span>stóp <span class="_ _9"> </span>proce<span class="_ _2"/>ntowych <span class="_ _9"> </span>dotyc<span class="_ _2"/>zy <span class="_ _9"> </span>przede <span class="_ _9"> </span>wszyst<span class="_ _2"/>kim <span class="_ _9"> </span>zobowiązań<span class="_ _2"/> <span class="_ _9"> </span>finansowych </div><div class="t m0 x2 h3 y322 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">tytułu leasingów –</span> <span class="ff4">o<span class="_ _2"/>procentowanie leasing<span class="_ _2"/>ów jest zmienne.<span class="_ _2"/></span> </div><div class="t m0 x2 h3 y6b ff2 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _3"/>gromadzi <span class="_ _3"/>i<span class="_ _2"/> <span class="ff4">analizuje <span class="_ _3"/>bieżą<span class="_ _2"/>ce <span class="_ _3"/>informacje <span class="_ _3"/>z<span class="_ _2"/></span> <span class="ff4">rynku <span class="_ _3"/>na <span class="_ _3"/>tem<span class="_ _2"/>at <span class="_ _3"/>aktualnej <span class="_ _3"/>ekspo<span class="_ _2"/>zycji <span class="_ _3"/>na <span class="_ _3"/>ryz<span class="_ _2"/>yko <span class="_ _3"/>zmiany <span class="_ _3"/>stóp <span class="_ _3"/>pr<span class="_ _2"/>ocentowych. </span></div><div class="t m0 x2 h3 y323 ff4 fs0 fc0 sc0 ls0 ws0">Niepewność <span class="_ _2"/>co do <span class="_ _2"/>przyszłego <span class="_ _2"/>poziomu <span class="_ _2"/>stóp <span class="_ _2"/>procentowych, <span class="_ _2"/>a w<span class="_ _2"/><span class="ff2"> </span>ko<span class="_ _2"/>nsekwencji do<span class="_ _2"/> wysoko<span class="_ _2"/>ści przys<span class="_ _2"/>złych <span class="_ _2"/>kosztów fina<span class="_ _2"/>nsowych </div><div class="t m0 x2 h3 y324 ff4 fs0 fc0 sc0 ls0 ws0">może stanowić utrudn<span class="ff2">ienie <span class="_ _2"/>w procesie pode<span class="_ _2"/>jmowania decyzji in<span class="_ _2"/>westycyjnych.<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y325 ff4 fs0 fc0 sc0 ls0 ws0">Głównym celem <span class="_ _2"/>zarządzania <span class="_ _2"/>ryzy<span class="_ _2"/>kiem stopy <span class="_ _2"/>procentowej <span class="_ _2"/>jest zabe<span class="_ _2"/>zpieczanie kosztó<span class="_ _2"/>w odsetkow<span class="_ _2"/>ych <span class="_ _2"/>przed ich <span class="_ _2"/>zwiększeniem </div><div class="t m0 x2 h3 y326 ff4 fs0 fc0 sc0 ls0 ws0">wskutek <span class="_ _2"/>wzrostu<span class="_ _2"/> <span class="_ _2"/>stóp <span class="_ _2"/>pr<span class="_ _2"/>ocentowych. <span class="_ _3"/>Możliwości <span class="_ _2"/>zabezp<span class="_ _2"/>ieczenia <span class="_ _2"/>r<span class="_ _2"/>yzyka <span class="_ _2"/>stopy <span class="_ _3"/>procentowej <span class="_ _3"/>są <span class="_ _2"/>ana<span class="_ _2"/>lizowane <span class="_ _2"/>i<span class="_ _3"/><span class="ff2"> oceniane <span class="_ _2"/>pr<span class="_ _2"/>zez </span></div><div class="t m0 x2 h3 y327 ff4 fs0 fc0 sc0 ls0 ws0">Grupę w<span class="ff2"> </span>zależności <span class="_ _2"/>od <span class="_ _2"/>aktualnych <span class="_ _2"/>potrzeb. <span class="_ _2"/>W okresie <span class="_ _2"/>objętym niniejszym <span class="_ _2"/>sprawozdaniem <span class="_ _2"/>finansowym <span class="_ _2"/>Grupa nie <span class="_ _2"/>była str<span class="_ _2"/>oną </div><div class="t m0 x2 h3 y328 ff4 fs0 fc0 sc0 ls0 ws0">żadnych <span class="_ _f"/>transakcji <span class="_ _f"/>zabezpieczaj<span class="_ _2"/>ących, <span class="_ _f"/>w<span class="ff2"> </span>tym <span class="_ _f"/>nie <span class="_ _f"/>nabywała <span class="_ _a"/>instrumentów <span class="_ _f"/>pochodn<span class="_ _2"/>ych <span class="_ _f"/>w<span class="ff2"> celu <span class="_ _f"/>za<span class="_ _2"/>bezpieczenia <span class="_ _f"/>ryzyka <span class="_ _f"/>stopy<span class="_ _2"/> </span></div><div class="t m0 x2 h4 y329 ff2 fs0 fc0 sc0 ls0 ws0">procentowej.<span class="ff3"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf15"><div class="pc pc15 w0 h0"><img alt="" class="bi xa y32a w6 h2a" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">21<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y40 ff5 fs0 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _2"/>z tytułu kredytów i pożyczek<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y97 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _3"/>dzień <span class="_ _f"/>31 <span class="_ _3"/>grud<span class="_ _2"/>nia <span class="_ _3"/>2023 <span class="_ _f"/>roku <span class="_ _f"/>Grupa <span class="_ _3"/>nie <span class="_ _f"/>posiadała <span class="_ _f"/>zobowiązań <span class="_ _f"/>z <span class="_ _3"/>tytułu <span class="_ _f"/>pożyczek. <span class="_ _f"/>Na <span class="_ _3"/>dzień<span class="_ _2"/> <span class="_ _3"/>31 <span class="_ _f"/>grudnia <span class="_ _f"/>2022 <span class="_ _f"/>roku <span class="_ _3"/>Grup<span class="_ _2"/>a </div><div class="t m0 x2 h3 y42 ff4 fs0 fc0 sc0 ls0 ws0">posiadała <span class="_ _f"/>zobowiązania <span class="_ _f"/>z <span class="_ _f"/>tytułu <span class="_ _a"/>pożyczki <span class="_ _f"/>udzielonej <span class="_ _f"/>przez <span class="_ _a"/>Polski <span class="_ _f"/>Fundusz <span class="_ _f"/>Rozwoju <span class="_ _f"/>dla <span class="_ _f"/>Ma<span class="_ _2"/>łych <span class="_ _f"/>i <span class="_ _f"/>Średnich <span class="_ _f"/>przed<span class="_ _2"/>siębiorstw </div><div class="t m0 x2 h3 y43 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">wysokości <span class="_ _3"/>31<span class="_ _2"/>2 <span class="_ _3"/>tys. <span class="_ _f"/>PLN <span class="_ _f"/>(w <span class="_ _f"/>całości <span class="_ _3"/>zobowią<span class="_ _2"/>zania <span class="_ _f"/>krótkotermino<span class="_ _2"/>we). <span class="_ _3"/>Pożyc<span class="_ _2"/>zka <span class="_ _3"/>była <span class="_ _f"/>nieoprocento<span class="_ _2"/>wana <span class="_ _3"/>i <span class="_ _a"/>została <span class="_ _f"/>spłac</span>ona<span class="_ _2"/> </div><div class="t m0 x2 h3 y74 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">24 równych ratach </span>w dniach <span class="_ _2"/>od 25 sierpnia 2021 r<span class="_ _2"/>oku do 25 lipca 2023 roku. Z uwagi na<span class="_ _2"/> brak oprocentowania ryzyko stopy<span class="_ _2"/> </div><div class="t m0 x2 h3 yf4 ff4 fs0 fc0 sc0 ls0 ws0">procentowej nie występo<span class="_ _2"/>wało.<span class="ff2"> </span></div><div class="t m0 x2 h4 y76 ff5 fs0 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _2"/>z tytułu leasingów<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y47 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _9"> </span>dzień<span class="_ _2"/> <span class="_ _9"> </span>31<span class="_ _2"/> <span class="_ _11"> </span>grudnia <span class="_ _11"> </span>2023 <span class="_ _11"> </span>roku <span class="_ _9"> </span>zobowiązan<span class="_ _2"/>ia <span class="_ _11"> </span>Grupy <span class="_ _11"> </span>z <span class="_ _9"> </span>tytuły <span class="_ _11"> </span>leasingu <span class="_ _11"> </span>wynosiły <span class="_ _11"> </span>4 <span class="_ _11"> </span>914 <span class="_ _11"> </span>tys. <span class="_ _11"> </span>PLN <span class="_ _11"> </span>(3 <span class="_ _11"> </span>635 <span class="_ _11"> </span>tys. <span class="_ _11"> </span>PLN <span class="_ _9"> </span>część </div><div class="t m0 x2 h3 y48 ff4 fs0 fc0 sc0 ls0 ws0">długoterminowa oraz 1 279 tys. PLN część krótkoterminowa), natomiast na dzień 31 grudnia 2022 roku 3 762 tys. PLN (2 862 </div><div class="t m0 x2 h3 y78 ff4 fs0 fc0 sc0 ls0 ws0">tys. <span class="_ _2"/>PLN <span class="_ _2"/>część <span class="_ _3"/>długoterminowa <span class="_ _2"/>o<span class="_ _2"/>raz <span class="_ _2"/>900 <span class="_ _3"/>tys. <span class="_ _2"/>PLN <span class="_ _2"/>część <span class="_ _3"/>krótkoterminowa). <span class="_ _2"/>Umowy <span class="_ _3"/>leasingowe <span class="_ _2"/>są <span class="_ _2"/>op<span class="_ _2"/>arte <span class="_ _2"/>o <span class="_ _3"/>oprocentowanie </div><div class="t m0 x2 h3 y32b ff2 fs0 fc0 sc0 ls0 ws0">zmienne. </div><div class="t m0 x2 h3 y32c ff2 fs0 fc0 sc0 ls1 ws0">16.3.<span class="ff7 ls0"> <span class="_ _2"/><span class="ff4">Zarządzanie r<span class="_ _2"/>yzykiem kredytowym <span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y9b ff4 fs0 fc0 sc0 ls0 ws0">Ryzykiem <span class="_ _3"/>kredytowym <span class="_ _f"/>Grupa <span class="_ _f"/>zarządza <span class="_ _f"/>w<span class="ff2"> </span>op<span class="_ _2"/>arciu <span class="_ _3"/>o <span class="_ _f"/>zatwierdzoną <span class="_ _f"/>politykę <span class="_ _3"/>udzielania <span class="_ _f"/>kredytu <span class="_ _f"/>kupieckiego. <span class="_ _f"/>Wszyscy <span class="_ _3"/>klienci,<span class="_ _2"/> </div><div class="t m0 x2 h3 y7c ff4 fs0 fc0 sc0 ls0 ws0">którzy <span class="_ _9"> </span>chcą <span class="_ _9"> </span>korzystać <span class="_ _9"> </span>z<span class="ff2"> </span>kredytó<span class="_ _2"/>w <span class="_ _9"> </span>kupieckich, <span class="_ _9"> </span>poddawani <span class="_ _9"> </span>są <span class="_ _9"> </span>pro<span class="_ _2"/>cedurom <span class="_ _9"> </span>wstępnej <span class="_ _9"> </span>wer<span class="_ _2"/>yfikacji. <span class="_ _9"> </span>W <span class="_ _9"> </span>oparciu <span class="_ _9"> </span>o <span class="_ _9"> </span>zatwierdzone </div><div class="t m0 x2 h3 y127 ff2 fs0 fc0 sc0 ls0 ws0">kryteria <span class="_ _3"/>i <span class="_ _f"/><span class="ff4">zasady<span class="_ _2"/> <span class="_ _3"/>przyznawane<span class="_ _2"/> <span class="_ _3"/>s<span class="_ _2"/>ą <span class="_ _3"/>indywidua<span class="_ _2"/>lne <span class="_ _f"/>limity <span class="_ _3"/>kr<span class="_ _2"/>edytowe. <span class="_ _f"/>Wykorzystanie<span class="_ _2"/> <span class="_ _3"/>pr<span class="_ _2"/>zyznanych <span class="_ _f"/>limitów <span class="_ _f"/>podlega <span class="_ _3"/>reg<span class="_ _2"/>ularnemu </span></div><div class="t m0 x2 h3 y32d ff2 fs0 fc0 sc0 ls0 ws0">monitorowaniu i <span class="_ _d"/><span class="ff4">kontroli. <span class="_ _0"/>Udzielone <span class="_ _0"/>przez <span class="_ _0"/>Grupę kredyty<span class="_ _0"/> <span class="_ _d"/>kup<span class="_ _2"/>ieckie <span class="_ _d"/>cha<span class="_ _2"/>rakteryzują się <span class="_ _d"/>sporym <span class="_ _0"/>zróżnicowaniem i<span class="ff2"> rozproszeniem </span></span></div><div class="t m0 x2 h3 y32e ff4 fs0 fc0 sc0 ls0 ws0">ryzyka, <span class="_ _e"> </span>ponieważ <span class="_ _b"> </span>udzielane <span class="_ _e"> </span>są <span class="_ _b"> </span>znacznej <span class="_ _e"> </span>liczbie <span class="_ _b"> </span>niejednolitych <span class="_ _b"> </span>podmiotów. <span class="_ _e"> </span>Nie <span class="_ _e"> </span>występu<span class="_ _2"/>je <span class="_ _e"> </span>ist<span class="_ _2"/>otna <span class="_ _b"> </span>koncentracja  r<span class="_ _2"/>yzyka </div><div class="t m0 x2 h3 y32f ff4 fs0 fc0 sc0 ls0 ws0">kredytowego. Należności od żadnego klienta<span class="_ _2"/> nie przekraczały na dzień 31 grudnia 2023 roku 10% ogólnego salda<span class="_ _2"/> należności </div><div class="t m0 x2 h3 y330 ff4 fs0 fc0 sc0 ls0 ws0">z tytułu dostaw i usług or<span class="_ _2"/>az pozostałych należnośc<span class="_ _2"/>i.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y208 ff4 fs0 fc0 sc0 ls0 ws0">W  celu  og<span class="_ _2"/>raniczania  r<span class="_ _2"/>yzyka  kredytowego <span class="_ _e"> </span>Grupa <span class="_ _e"> </span>na  bieżą<span class="_ _2"/>co  monitoruje <span class="_ _e"> </span>spłacalność  należno<span class="_ _2"/>ści  or<span class="_ _2"/>az  stosuje <span class="_ _e"> </span>wczesną </div><div class="t m0 x2 h3 y209 ff4 fs0 fc0 sc0 ls0 ws0">windykację. <span class="_ _0"/>Informacja o <span class="_ _d"/>poziomie zadłużenia <span class="_ _d"/>jest cykli<span class="_ _0"/>cznie przekazywana <span class="_ _0"/>do <span class="_ _d"/>osó<span class="_ _2"/>b <span class="_ _0"/>odpowiedzialnych za <span class="_ _d"/>bezpośredni kontakt </div><div class="t m0 x2 h3 y331 ff2 fs0 fc0 sc0 ls0 ws0">z odbiorcami <span class="_ _11"> </span>celem  usta<span class="ff4">lenia <span class="_ _11"> </span>możliwości <span class="_ _11"> </span>ściągnięcia <span class="_ _11"> </span>wier<span class="_ _2"/>zytelno<span class="_ _2"/>ści <span class="_ _11"> </span>oraz <span class="_ _11"> </span>roko<span class="_ _2"/>wań <span class="_ _11"> </span>co <span class="_ _11"> </span>do <span class="_ _c"> </span>dalszej <span class="_ _11"> </span>współpracy. <span class="_ _11"> </span>Dla  części </span></div><div class="t m0 x2 h3 y332 ff4 fs0 fc0 sc0 ls0 ws0">klientów <span class="_ _d"/>Gr<span class="_ _2"/>upy stosowany <span class="_ _d"/>jest od <span class="_ _d"/>20<span class="_ _2"/>20 <span class="_ _0"/>roku <span class="_ _0"/>faktoring <span class="_ _0"/>pełny. Należności <span class="_ _d"/>zabezpiec<span class="_ _2"/>zone w <span class="_ _d"/>ramach <span class="_ _0"/>fak<span class="_ _2"/>toringu pełnego <span class="_ _d"/>wyniosły </div><div class="t m0 x2 h3 y333 ff4 fs0 fc0 sc0 ls0 ws0">na dzień 31 grudnia 2023 <span class="_ _0"/>roku 31<span class="_ _0"/> tys. PLN, natomiast <span class="_ _0"/>na dzień 31 grudnia 2022 <span class="_ _0"/>roku 90 tys. PLN. <span class="_ _d"/>Dla pozostałych należności </div><div class="t m0 x2 h3 y334 ff4 fs0 fc0 sc0 ls0 ws0">nie <span class="_ _0"/>zostały <span class="_ _d"/>ustano<span class="_ _2"/>wione <span class="_ _0"/>zabezpieczenia ich <span class="_ _d"/>spłaty. <span class="_ _0"/>Udział <span class="_ _d"/>w całości <span class="_ _0"/>sprzedaży Grupy <span class="_ _d"/>sprzedaży w <span class="_ _d"/>oparciu <span class="_ _0"/>o<span class="_ _2"/><span class="ff2"> <span class="_ _0"/>bezpieczne <span class="_ _0"/>formy </span></div><div class="t m0 x2 h3 y335 ff4 fs0 fc0 sc0 ls0 ws0">płatności, tj. przedpłatę, faktoring <span class="_ _2"/>i akredytywę wyn<span class="_ _2"/>iósł w roku 2023<span class="_ _2"/>: 28%, natomiast w roku 2022: 3<span class="_ _2"/>4%.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y336 ff4 fs0 fc0 sc0 ls0 ws0">Maksymalną <span class="_ _3"/>ekspo<span class="_ _2"/>zycję <span class="_ _3"/>na<span class="_ _2"/> <span class="_ _3"/>ryzy<span class="_ _2"/>ko <span class="_ _3"/>kredytowe <span class="_ _f"/>stanowią <span class="_ _f"/>należności <span class="_ _f"/>Grupy. <span class="_ _3"/>Analizę <span class="_ _f"/>wiekową <span class="_ _f"/>przeter<span class="_ _2"/>minowanych <span class="_ _3"/>należno<span class="_ _2"/>ści </div><div class="t m0 x2 h3 y337 ff4 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _2"/>informację <span class="_ _2"/>o <span class="_ _2"/>wysokości <span class="_ _2"/>utwor<span class="_ _2"/>zonego <span class="_ _2"/>odpisu <span class="_ _2"/>aktualizującego <span class="_ _3"/>ich wartość <span class="_ _2"/>pr<span class="_ _2"/>zedstawiono <span class="_ _2"/>w <span class="_ _2"/>nocie <span class="_ _2"/>24 <span class="_ _2"/>„Należności <span class="_ _2"/>z <span class="_ _2"/>tytułu </div><div class="t m0 x2 h3 y338 ff4 fs0 fc0 sc0 ls0 ws0">dostaw <span class="_ _0"/>i <span class="_ _d"/>us<span class="_ _2"/>ług <span class="_ _0"/>oraz <span class="_ _0"/>pozostałe należności” <span class="_ _0"/>skonsolidowanego sprawozdania <span class="_ _0"/>finansowego Grupy za <span class="_ _d"/>rok zakończony <span class="_ _0"/>31 <span class="_ _0"/>grudnia </div><div class="t m0 x2 h3 y339 ff2 fs0 fc0 sc0 ls0 ws0">2023 roku. </div><div class="t m0 x2 h3 y213 ff4 fs0 fc0 sc0 ls0 ws0">Jako <span class="_ _d"/>częś<span class="_ _2"/>ć <span class="_ _d"/>system<span class="_ _2"/>u <span class="_ _d"/>zarządzan<span class="_ _2"/>ia <span class="_ _0"/>ryzykiem <span class="_ _d"/>kred<span class="_ _2"/>ytowym, <span class="_ _0"/>Grupa <span class="_ _0"/>analizuje <span class="_ _0"/>poziom <span class="_ _0"/>wskaźnika rotacji <span class="_ _d"/>należności. <span class="_ _0"/>Poniższa <span class="_ _d"/>tabela<span class="_ _2"/> </div><div class="t m0 x2 h3 y214 ff4 fs0 fc0 sc0 ls0 ws0">przedstawia wskaźnik rota<span class="_ _2"/>cji należności w roku 202<span class="_ _2"/>3 oraz w roku 2<span class="_ _2"/>022<span class="_ _2"/><span class="ff2">: </span></div></div><div class="c x2 y33a w32 h16"><div class="t m0 x11 h10 ya2 ff5 fs3 fc2 sc0 ls0 ws0">Wskaźnik<span class="ff3"> </span></div></div><div class="c x5c y33a w33 h16"><div class="t m0 x11 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">Definicja </div></div><div class="c x16 y33a w8 h16"><div class="t m0 x13 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div></div><div class="c x18 y33a w9 h16"><div class="t m0 x13 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>2 </div></div><div class="c x2 y33b w32 h11"><div class="t m0 x11 h10 ya9 ff5 fs3 fc0 sc0 ls0 ws0">Cykl rotacji nal<span class="_ _0"/>eżności handlowy<span class="_ _0"/>ch w dniach<span class="ff3"> </span></div></div><div class="c x5c y33b w33 h11"><div class="t m0 x11 hb ya9 ff4 fs3 fc0 sc0 ls0 ws0">Wartość średnia nale<span class="_ _0"/>żności x 365 / prz<span class="_ _0"/>ychody<span class="ff2"> </span></div></div><div class="c x16 y33b w8 h11"><div class="t m0 x5d hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">55 <span class="ls0"> </span></div></div><div class="c x18 y33b w9 h11"><div class="t m0 x5d hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">54<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 y33c ff4 fs0 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _0"/>rotacji <span class="_ _0"/>należności w <span class="_ _d"/>ost<span class="_ _2"/>atnich <span class="_ _0"/>latach wykazywał <span class="_ _d"/>tendenc<span class="_ _2"/>ję spadkową, <span class="_ _d"/>co<span class="_ _2"/> <span class="_ _0"/>wynikało <span class="_ _0"/>ze zintensyfikowania przez <span class="_ _d"/>Grupę </div><div class="t m0 x2 h3 y33d ff4 fs0 fc0 sc0 ls0 ws0">działań windykacyjnych. <span class="_ _0"/>W <span class="_ _0"/>2022 i <span class="_ _d"/>2023<span class="_ _2"/> roku <span class="_ _d"/>uległ on <span class="_ _0"/>wprawdzie wydłużeniu, <span class="_ _d"/>ale nadal pozostaje <span class="_ _d"/>na wypracowanym stabilnym </div><div class="t m0 x2 h3 y33e ff4 fs0 fc0 sc0 ls0 ws0">poziomie, dzięki prowad<span class="_ _2"/>zonemu pr<span class="_ _2"/>zez spółki Grupy monitoringow<span class="_ _2"/>i należności bieżą<span class="_ _2"/>cych i przetermi<span class="_ _2"/>nowanych.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y2f7 ff2 fs0 fc0 sc0 ls1 ws0">16.4.<span class="ff7 ls0"> <span class="_ _2"/><span class="ff4">Zarządzanie r<span class="_ _2"/>yzykiem związanym<span class="_ _2"/> z płynnością<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y33f ff4 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"> </span>zarząd<span class="_ _2"/>za <span class="_ _e"> </span>ryzykiem <span class="_ _b"> </span>związanym <span class="_ _e"> </span>z <span class="_ _b"> </span>płynnością <span class="_ _e"> </span>finansową <span class="_ _b"> </span>poprzez <span class="_ _e"> </span>monitorowanie <span class="_ _b"> </span>bieżących <span class="_ _e"> </span>oraz <span class="_ _b"> </span>prognozowanie </div><div class="t m0 x2 h3 y340 ff4 fs0 fc0 sc0 ls0 ws0">przyszłych <span class="_ _11"> </span>przepływów <span class="_ _11"> </span>pieniężn<span class="_ _2"/>ych, <span class="_ _11"> </span>a <span class="_ _11"> </span>także <span class="_ _11"> </span>poprzez <span class="_ _11"> </span>analizę <span class="_ _11"> </span>p<span class="_ _2"/>oziomu <span class="_ _11"> </span>płynnych <span class="_ _11"> </span>aktywów. <span class="_ _11"> </span>Cele<span class="_ _2"/>m <span class="_ _11"> </span>Grupy <span class="_ _11"> </span>jest <span class="_ _11"> </span>utrzymanie </div><div class="t m0 x2 h3 y341 ff4 fs0 fc0 sc0 ls0 ws0">ciągłości i <span class="_ _d"/>elastyczno<span class="_ _2"/>ści finansowania oraz <span class="_ _d"/>zapewnienie odpowiednich źródeł <span class="_ _0"/>finansowania. W <span class="_ _d"/>celu ograniczenia ryzyka <span class="_ _d"/>utr<span class="_ _2"/>aty </div><div class="t m0 x2 h3 y342 ff4 fs0 fc0 sc0 ls0 ws0">płynności <span class="_ _a"/>finanso<span class="_ _2"/>wej <span class="_ _9"> </span>Grupa <span class="_ _a"/>stal<span class="_ _2"/>e <span class="_ _9"> </span>monitoruje <span class="_ _9"> </span>i <span class="_ _a"/>nadzoruje <span class="_ _9"> </span>poziom<span class="_ _2"/> <span class="_ _a"> </span>zad<span class="_ _2"/>łużenia. <span class="_ _a"/>Gr<span class="_ _2"/>upa <span class="_ _a"> </span>zab<span class="_ _2"/>ezpiecza<span class="_ _2"/> <span class="_ _a"/>się <span class="_ _9"> </span>przed <span class="_ _9"> </span>ewentualnymi </div><div class="t m0 x2 h3 yeb ff4 fs0 fc0 sc0 ls0 ws0">trudnościami <span class="_ _a"/>w <span class="_ _a"/>wywiąz<span class="_ _2"/>ywaniu <span class="_ _a"/>się <span class="_ _9"> </span>ze <span class="_ _a"/>zobowiązań, <span class="_ _a"/>odpo<span class="_ _2"/>wiednio <span class="_ _9"> </span>kształtując <span class="_ _a"/>cykle <span class="_ _a"/>rota<span class="_ _2"/>cji <span class="_ _a"/>należnośc<span class="_ _2"/>i <span class="_ _a"/>i <span class="_ _a"/>zobowiązań. <span class="_ _9"> </span>Cel <span class="_ _a"/>jest </div><div class="t m0 x2 h3 yec ff4 fs0 fc0 sc0 ls0 ws0">również <span class="_ _d"/>realizowany poprzez <span class="_ _d"/>korzystanie <span class="_ _0"/>z <span class="_ _d"/>różnych <span class="_ _d"/>źr<span class="_ _2"/>ódeł <span class="_ _d"/>finanso<span class="_ _2"/>wania, <span class="_ _0"/>takich <span class="_ _d"/>jak <span class="_ _0"/>między <span class="_ _d"/>innym<span class="_ _2"/>i <span class="_ _d"/>kre<span class="_ _2"/>dyty <span class="_ _d"/>bankowe <span class="_ _0"/>czy <span class="_ _d"/>lea<span class="_ _2"/>sing </div><div class="t m0 x2 h3 yed ff2 fs0 fc0 sc0 ls0 ws0">finansowy. </div><div class="t m0 x2 h3 yee ff4 fs0 fc0 sc0 ls0 ws0">Poniższa <span class="_ _2"/>tabe<span class="_ _2"/>la <span class="_ _3"/>przedstawia <span class="_ _3"/>analizę <span class="_ _3"/>wymagalności <span class="_ _3"/>zobowiązań<span class="_ _2"/> <span class="_ _2"/>fi<span class="_ _2"/>nansowych <span class="_ _3"/>Grupy <span class="_ _3"/>na <span class="_ _2"/>dzień<span class="_ _2"/> <span class="_ _2"/>31 <span class="_ _3"/>gr<span class="_ _2"/>udnia <span class="_ _3"/>2023 <span class="_ _3"/>roku <span class="_ _2"/>or<span class="_ _2"/>az <span class="_ _2"/>na<span class="_ _2"/> </div><div class="t m0 x2 h3 yef ff4 fs0 fc0 sc0 ls0 ws0">dzień <span class="_ _2"/>31<span class="_ _2"/> <span class="_ _2"/>gr<span class="_ _2"/>udnia <span class="_ _3"/>2022 <span class="_ _3"/>roku <span class="_ _3"/>jak <span class="_ _3"/>również <span class="_ _3"/>wymagalności<span class="_ _2"/> <span class="_ _3"/>należności <span class="_ _3"/>z <span class="_ _3"/>tytułu <span class="_ _3"/>dostaw <span class="_ _3"/>i <span class="_ _3"/>usług <span class="_ _3"/>oraz <span class="_ _3"/>pozosta<span class="_ _2"/>łych <span class="_ _2"/>nale<span class="_ _2"/>żności <span class="_ _3"/>wraz </div><div class="t m0 x2 h3 yf0 ff2 fs0 fc0 sc0 ls0 ws0">z podsumowaniem pozy<span class="ff4">c<span class="_ _2"/>ji netto (należności pom<span class="_ _2"/>niejszone o zobo<span class="_ _2"/>wiązania) w każd<span class="_ _2"/>ym okresie wym<span class="_ _2"/>agalności<span class="_ _2"/></span>: </div><div class="t m0 x2 h3 y343 ff1 fs1 fc0 sc0 ls0 ws0"> <span class="_ _1b"> </span><span class="ff2 fs0"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf16"><div class="pc pc16 w0 h0"><img alt="" class="bi xa y344 w6 h2b" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">22<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y345 w34 h1c"><div class="t m0 x11 h10 yc7 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div></div><div class="c x5e y345 w35 h1c"><div class="t m0 x13 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">Poniżej 3 </div><div class="t m0 x13 h10 yc9 ff5 fs3 fc2 sc0 ls0 ws0">miesięcy<span class="ff3"> </span></div></div><div class="c x5f y345 w36 h1c"><div class="t m0 x60 h10 yc8 ff3 fs3 fc2 sc0 ls0 ws0">Od 3 do 12 </div><div class="t m0 x13 h10 yc9 ff5 fs3 fc2 sc0 ls0 ws0">miesięcy<span class="ff3"> </span></div></div><div class="c x61 y345 w37 h1c"><div class="t m0 x24 h10 yc8 ff3 fs3 fc2 sc0 ls0 ws0">Od 1 roku  </div><div class="t m0 x34 h10 yc9 ff3 fs3 fc2 sc0 ls0 ws0">do 5 lat </div></div><div class="c x62 y345 w38 h1c"><div class="t m0 x58 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">Powyżej <span class="ff3"> </span></div><div class="t m0 x3a h10 yc9 ff3 fs3 fc2 sc0 ls0 ws0">5 lat </div></div><div class="c x63 y345 w36 h1c"><div class="t m0 x56 h10 yc7 ff3 fs3 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x2 y346 w34 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Zobowiązania<span class="ff3"> </span></div></div><div class="c x5e y346 w35 h11"><div class="t m0 x1b hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5f y346 w36 h11"><div class="t m0 x1b hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x61 y346 w37 h11"><div class="t m0 x1b hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y346 w38 h11"><div class="t m0 x1b hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x63 y346 w36 h11"><div class="t m0 x1b hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y347 w34 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Inne długoterminowe <span class="_ _0"/>zobowiązania fin<span class="_ _0"/>ansowe<span class="ff2"> </span></div></div><div class="c x5e y347 w35 h11"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x5f y347 w36 h11"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y347 w37 h11"><div class="t m0 x3d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">3 437 </div></div><div class="c x62 y347 w38 h11"><div class="t m0 x55 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">198 </div></div><div class="c x63 y347 w36 h11"><div class="t m0 x3d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">3 635 </div></div><div class="c x2 y348 w34 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Inne krótkotermi<span class="_ _0"/>nowe zobowiązania f<span class="_ _0"/>inansowe<span class="ff2"> </span></div></div><div class="c x5e y348 w35 h11"><div class="t m0 x55 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">340 </div></div><div class="c x5f y348 w36 h11"><div class="t m0 x55 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">939 </div></div><div class="c x61 y348 w37 h11"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y348 w38 h11"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x63 y348 w36 h11"><div class="t m0 x3d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 279 </div></div><div class="c x2 y349 w34 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tyt<span class="_ _0"/>ułu dostaw i usłu<span class="_ _0"/>g oraz pozostałe zob<span class="_ _0"/>owiązania<span class="ff2"> </span></div></div><div class="c x5e y349 w35 h11"><div class="t m0 x3c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">17 098 </div></div><div class="c x5f y349 w36 h11"><div class="t m0 x64 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">79<span class="ls0"> </span></div></div><div class="c x61 y349 w37 h11"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y349 w38 h11"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x63 y349 w36 h11"><div class="t m0 x3c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">17 177 </div></div><div class="c x2 y34a w34 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tyt<span class="_ _0"/>ułu podatku doc<span class="_ _0"/>hodowego<span class="ff2"> </span></div></div><div class="c x5e y34a w35 h11"><div class="t m0 x64 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">80<span class="ls0"> </span></div></div><div class="c x5f y34a w36 h11"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y34a w37 h11"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y34a w38 h11"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x63 y34a w36 h11"><div class="t m0 x64 hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">80<span class="ls0"> </span></div></div><div class="c x2 y34b w34 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Zobowiązania ł<span class="_ _0"/>ącznie<span class="ff3"> </span></div></div><div class="c x5e y34b w35 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">17 518 </div></div><div class="c x5f y34b w36 h11"><div class="t m0 x3d h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">1 018 </div></div><div class="c x61 y34b w37 h11"><div class="t m0 x3d h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">3 437 </div></div><div class="c x62 y34b w38 h11"><div class="t m0 x55 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">198 </div></div><div class="c x63 y34b w36 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">22 171 </div></div><div class="c x2 y34c w34 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Należności z tytuł<span class="_ _0"/>u dostaw i usług or<span class="_ _d"/>a<span class="_ _2"/>z pozostałe n<span class="_ _0"/>ależności<span class="ff3"> </span></div></div><div class="c x5e y34c w35 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">13 383 </div></div><div class="c x5f y34c w36 h11"><div class="t m0 x17 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y34c w37 h11"><div class="t m0 x17 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y34c w38 h11"><div class="t m0 x17 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x63 y34c w36 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">13 383 </div></div><div class="c x2 y34d w34 h16"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Pozycja netto (nal<span class="_ _0"/>eżności pom<span class="_ _0"/>niejszone o zobowią<span class="_ _0"/>zania)<span class="ff3"> </span></div></div><div class="c x5e y34d w35 h16"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(4 135) </div></div><div class="c x5f y34d w36 h16"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(1 018) </div></div><div class="c x61 y34d w37 h16"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(3 437) </div></div><div class="c x62 y34d w38 h16"><div class="t m0 x65 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(198) </div></div><div class="c x63 y34d w36 h16"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(8 788) </div></div><div class="c x2 y34e w39 h2c"><div class="t m0 x11 h10 yd3 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y34e w3a h2c"><div class="t m0 x1b hb yd3 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x39 y34e w3b h2c"><div class="t m0 x1b hb yd3 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x61 y34e w3c h2c"><div class="t m0 x1b hb yd3 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y34e w3d h2c"><div class="t m0 x1b hb yd3 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x63 y34e w3c h2c"><div class="t m0 x1b hb yd3 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y34f w34 h14"><div class="t m0 x11 h10 yc7 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>2 </div></div><div class="c x5e y34f w35 h14"><div class="t m0 x13 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">Poniżej 3 </div><div class="t m0 x13 h10 ye0 ff5 fs3 fc2 sc0 ls0 ws0">miesięcy<span class="ff3"> </span></div></div><div class="c x5f y34f w36 h14"><div class="t m0 x60 h10 yc8 ff3 fs3 fc2 sc0 ls0 ws0">Od 3 do 12 </div><div class="t m0 x13 h10 ye0 ff5 fs3 fc2 sc0 ls0 ws0">miesięcy<span class="ff3"> </span></div></div><div class="c x61 y34f w37 h14"><div class="t m0 x24 h10 yc8 ff3 fs3 fc2 sc0 ls0 ws0">Od 1 roku  </div><div class="t m0 x34 h10 ye0 ff3 fs3 fc2 sc0 ls0 ws0">do 5 lat </div></div><div class="c x62 y34f w38 h14"><div class="t m0 x58 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">Powyżej <span class="ff3"> </span></div><div class="t m0 x3a h10 ye0 ff3 fs3 fc2 sc0 ls0 ws0">5 lat </div></div><div class="c x63 y34f w36 h14"><div class="t m0 x56 h10 yc7 ff3 fs3 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x2 y350 w34 h15"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Zobowiązania<span class="ff3"> </span>(dane <span class="_ _0"/>przekształcone)<span class="ff3"> </span></div></div><div class="c x5e y350 w35 h15"><div class="t m0 x1b hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5f y350 w36 h15"><div class="t m0 x1b hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x61 y350 w37 h15"><div class="t m0 x1b hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x62 y350 w38 h15"><div class="t m0 x1b hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x63 y350 w36 h15"><div class="t m0 x1b hb yb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y351 w34 h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Inne długoterminowe <span class="_ _0"/>zobowiązania fin<span class="_ _0"/>ansowe<span class="ff2"> </span></div></div><div class="c x5e y351 w35 h11"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x5f y351 w36 h11"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y351 w37 h11"><div class="t m0 x3d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2 653 </div></div><div class="c x62 y351 w38 h11"><div class="t m0 x55 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">209 </div></div><div class="c x63 y351 w36 h11"><div class="t m0 x3d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2 862 </div></div><div class="c x2 y352 w34 h16"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Inne <span class="ff4">krótkotermi<span class="_ _0"/>nowe zobowiązania f<span class="_ _0"/>inansowe<span class="ff2"> </span></span></div></div><div class="c x5e y352 w35 h16"><div class="t m0 x55 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">224 </div></div><div class="c x5f y352 w36 h16"><div class="t m0 x55 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">988 </div></div><div class="c x61 y352 w37 h16"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y352 w38 h16"><div class="t m0 x17 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x63 y352 w36 h16"><div class="t m0 x3d hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 212 </div></div><div class="c x2 y9c w34 h11"><div class="t m0 x11 hb ya9 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tyt<span class="_ _0"/>ułu dostaw i usłu<span class="_ _0"/>g oraz pozostałe zob<span class="_ _0"/>owiązania<span class="ff2"> </span></div></div><div class="c x5e y9c w35 h11"><div class="t m0 x3c hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">19 824 </div></div><div class="c x5f y9c w36 h11"><div class="t m0 x55 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">779 </div></div><div class="c x61 y9c w37 h11"><div class="t m0 x64 hb ya9 ff2 fs3 fc0 sc0 ls4 ws0">45<span class="ls0"> </span></div></div><div class="c x62 y9c w38 h11"><div class="t m0 x17 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x63 y9c w36 h11"><div class="t m0 x3c hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">20 648 </div></div><div class="c x2 y353 w34 h11"><div class="t m0 x11 hb ya9 ff4 fs3 fc0 sc0 ls0 ws0">Zobowiązania z tyt<span class="_ _0"/>ułu podatku doc<span class="_ _0"/>hodowego<span class="ff2"> </span></div></div><div class="c x5e y353 w35 h11"><div class="t m0 x17 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x5f y353 w36 h11"><div class="t m0 x17 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y353 w37 h11"><div class="t m0 x17 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y353 w38 h11"><div class="t m0 x17 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x63 y353 w36 h11"><div class="t m0 x17 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x2 y30e w34 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Zobowiązania ł<span class="_ _0"/>ącznie<span class="ff3"> </span></div></div><div class="c x5e y30e w35 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">20 048 </div></div><div class="c x5f y30e w36 h11"><div class="t m0 x3d h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">1 767 </div></div><div class="c x61 y30e w37 h11"><div class="t m0 x3d h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">2 698 </div></div><div class="c x62 y30e w38 h11"><div class="t m0 x55 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">209 </div></div><div class="c x63 y30e w36 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">24 722 </div></div><div class="c x2 y354 w34 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Należności z tytuł<span class="_ _0"/>u dostaw i usług or<span class="_ _d"/>a<span class="_ _2"/>z pozostałe n<span class="_ _0"/>ależności<span class="ff3"> </span></div></div><div class="c x5e y354 w35 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">17 161 </div></div><div class="c x5f y354 w36 h11"><div class="t m0 x17 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x61 y354 w37 h11"><div class="t m0 x17 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y354 w38 h11"><div class="t m0 x17 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x63 y354 w36 h11"><div class="t m0 x3c h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">17 161 </div></div><div class="c x2 y355 w34 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Pozycja netto (nal<span class="_ _0"/>eżności pom<span class="_ _0"/>niejszone o zobowią<span class="_ _0"/>zania)<span class="ff3"> </span></div></div><div class="c x5e y355 w35 h11"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(2 887) </div></div><div class="c x5f y355 w36 h11"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(1 767) </div></div><div class="c x61 y355 w37 h11"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(2 698) </div></div><div class="c x62 y355 w38 h11"><div class="t m0 x65 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(209) </div></div><div class="c x63 y355 w36 h11"><div class="t m0 x56 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">(7 561) </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 y356 ff4 fs0 fc0 sc0 ls0 ws0">Z <span class="_ _d"/>powyższej <span class="_ _0"/>analizy wynika, <span class="_ _d"/>że <span class="_ _d"/>na<span class="_ _2"/> <span class="_ _d"/>dzień <span class="_ _0"/>31 <span class="_ _d"/>grudnia 2023 <span class="_ _d"/>roku <span class="_ _d"/>pozyc<span class="_ _2"/>ja płynnościowa <span class="_ _d"/>Grupy <span class="_ _d"/>w<span class="_ _2"/>ynikająca <span class="_ _0"/>z <span class="_ _d"/>bieżących<span class="_ _2"/> <span class="_ _d"/>należnośc<span class="_ _2"/>i </div><div class="t m0 x2 h3 y357 ff4 fs0 fc0 sc0 ls0 ws0">i zobowiązań w okresie d<span class="_ _2"/>o 3 mies<span class="_ _2"/>ięcy i do roku jest u<span class="_ _2"/>jemna, jedna<span class="_ _2"/>k może być sfinan<span class="_ _2"/>sowana z wpływ<span class="_ _2"/>ów z bieżącej spr<span class="_ _2"/>zedaży </div><div class="t m0 x2 h3 y358 ff4 fs0 fc0 sc0 ls0 ws0">oraz z posiadanych przez Gr<span class="_ _2"/>upę aktywów finanso<span class="_ _2"/>wych.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y359 ff4 fs0 fc0 sc0 ls0 ws0">Jako część systemu zarządzania ryzykiem płynności Grupa analizu<span class="_ _2"/>je poziom wskaźników płynności oraz rotacji. Wskaźniki te </div><div class="t m0 x2 h3 y35a ff4 fs0 fc0 sc0 ls0 ws0">za rok 2023 oraz rok 2<span class="_ _2"/>022 przedstawiono w poniżs<span class="_ _2"/>zej tabeli:<span class="_ _2"/><span class="ff2"> </span></div></div><div class="c x2 y35b w3e h23"><div class="t m0 x11 h10 y26f ff5 fs3 fc2 sc0 ls0 ws0">Wskaźnik<span class="ff3"> </span></div></div><div class="c x3e y35b w3f h23"><div class="t m0 x11 h10 y26f ff3 fs3 fc2 sc0 ls0 ws0">Definicja </div></div><div class="c x16 y35b w8 h23"><div class="t m0 x13 h10 y26f ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div></div><div class="c x18 y35b w9 h23"><div class="t m0 x13 h10 y35c ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>2 </div><div class="t m0 x26 h10 y26f ff3 fs3 fc2 sc0 ls0 ws0">(dane </div><div class="t m0 x13 h10 y35d ff5 fs3 fc2 sc0 ls0 ws0">przekształcone)<span class="_ _0"/><span class="ff3"> </span></div></div><div class="c x2 y35e w3e h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Wskaźnik płynno<span class="_ _0"/>ści bieżącej<span class="ff3"> </span></div></div><div class="c x3e y35e w3f h11"><div class="t m0 x11 hb ya2 ff4 fs3 fc0 sc0 ls0 ws0">Aktywa obrotow<span class="_ _0"/>e / zobowiązania kr<span class="_ _0"/>ótkoterminowe<span class="ff2"> </span></div></div><div class="c x16 y35e w8 h11"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1,44 </div></div><div class="c x18 y35e w9 h11"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1,64 </div></div><div class="c x2 y35f w3e h14"><div class="t m0 x11 h10 yc7 ff5 fs3 fc0 sc0 ls0 ws0">Wskaźnik płynno<span class="_ _0"/>ści szybkiej<span class="ff3"> </span></div></div><div class="c x3e y35f w3f h14"><div class="t m0 x11 hb yc8 ff2 fs3 fc0 sc0 ls0 ws0">(Aktywa obrotowe <span class="ff4">–</span> z<span class="_ _0"/>apasy <span class="ff4">–</span> <span class="ff4">RMK krótko<span class="_ _0"/>terminowe) / </span></div><div class="t m0 x11 hb yc9 ff4 fs3 fc0 sc0 ls0 ws0">zobowiązania kr<span class="_ _0"/>ótkoterminowe<span class="ff2"> </span></div></div><div class="c x16 y35f w8 h14"><div class="t m0 x1e hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">0,69 </div></div><div class="c x18 y35f w9 h14"><div class="t m0 x1e hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">0,89 </div></div><div class="c x2 y360 w3e h17"><div class="t m0 x11 h10 yd3 ff5 fs3 fc0 sc0 ls0 ws0">Cykl rotacji zapas<span class="_ _0"/>ów w dniach<span class="ff3"> </span></div></div><div class="c x3e y360 w3f h17"><div class="t m0 x11 hb yd1 ff4 fs3 fc0 sc0 ls0 ws0">Wartość średnia za<span class="_ _0"/>pasów x 365 / koszt wł<span class="_ _0"/>asny </div><div class="t m0 x11 hb yd2 ff4 fs3 fc0 sc0 ls0 ws0">sprzedaży<span class="ff2"> </span></div></div><div class="c x16 y360 w8 h17"><div class="t m0 x1f hb yd3 ff2 fs3 fc0 sc0 ls0 ws0">190 </div></div><div class="c x18 y360 w9 h17"><div class="t m0 x1f hb yd3 ff2 fs3 fc0 sc0 ls0 ws0">164 </div></div><div class="c x2 y361 w3e h14"><div class="t m0 x11 h10 yc8 ff5 fs3 fc0 sc0 ls0 ws0">Cykl rotacji nal<span class="_ _0"/>eżności handlowy<span class="_ _0"/>ch <span class="ff3 ls14">            <span class="_ _2"/>        </span></div><div class="t m0 x11 h10 ye0 ff3 fs3 fc0 sc0 ls0 ws0">w dniach </div></div><div class="c x3e y361 w3f h14"><div class="t m0 x11 hb yc7 ff4 fs3 fc0 sc0 ls0 ws0">Wartość średnia nale<span class="_ _0"/>żności x 365 / prz<span class="_ _0"/>ychody<span class="ff2"> </span></div></div><div class="c x16 y361 w8 h14"><div class="t m0 x5d hb yc7 ff2 fs3 fc0 sc0 ls4 ws0">55<span class="ls0"> </span></div></div><div class="c x18 y361 w9 h14"><div class="t m0 x5d hb yc7 ff2 fs3 fc0 sc0 ls4 ws0">54<span class="ls0"> </span></div></div><div class="c x2 y362 w3e h1b"><div class="t m0 x11 h10 y363 ff5 fs3 fc0 sc0 ls0 ws0">Cykl rotacji zobowią<span class="_ _0"/>zań handlow<span class="_ _0"/>ych <span class="ff3 ls14">          <span class="_ _2"/>       </span></div><div class="t m0 x11 h10 yc9 ff3 fs3 fc0 sc0 ls0 ws0">w dniach </div></div><div class="c x3e y362 w3f h1b"><div class="t m0 x11 hb y363 ff4 fs3 fc0 sc0 ls0 ws0">Wartość średnia zo<span class="_ _0"/>bowiązań handlow<span class="_ _0"/>ych </div><div class="t m0 x11 hb yc9 ff4 fs3 fc0 sc0 ls0 ws0">krótkoterminowy<span class="_ _0"/>ch x 365 / zakupy*<span class="ff2"> </span></div></div><div class="c x16 y362 w8 h1b"><div class="t m0 x1f hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">108 </div></div><div class="c x18 y362 w9 h1b"><div class="t m0 x5d hb yc7 ff2 fs3 fc0 sc0 ls4 ws0">75<span class="ls0"> </span></div></div><div class="c x2 y364 w3e h14"><div class="t m0 x11 h10 yc7 ff5 fs3 fc0 sc0 ls0 ws0">Cykl konwersji gotó<span class="_ _0"/>wki w dniach<span class="ff3"> </span></div></div><div class="c x3e y364 w3f h14"><div class="t m0 x11 hb yc8 ff4 fs3 fc0 sc0 ls0 ws0">Cykl rotacji zapa<span class="_ _0"/>sów + cykl rotacji <span class="_ _0"/>należności –<span class="ff2"> cykl </span></div><div class="t m0 x11 hb yc9 ff4 fs3 fc0 sc0 ls0 ws0">rotacji zobowiązań<span class="ff2"> </span></div></div><div class="c x16 y364 w8 h14"><div class="t m0 x1f hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">137 </div></div><div class="c x18 y364 w9 h14"><div class="t m0 x1f hb yc7 ff2 fs3 fc0 sc0 ls0 ws0">143 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hb y365 ff4 fs3 fc0 sc0 ls0 ws0">*zakupy <span class="_ _2"/>zdefiniowano <span class="_ _2"/>jako: <span class="_ _3"/>usługi <span class="_ _2"/>obce <span class="_ _3"/>+ <span class="_ _2"/>zużycie <span class="_ _3"/>materiałów <span class="_ _2"/>i <span class="_ _3"/>energii <span class="_ _2"/>+ <span class="_ _3"/>wartość <span class="_ _2"/>sprzedanych <span class="_ _2"/>towarów <span class="_ _3"/>i <span class="_ _2"/>materiałów <span class="_ _3"/>+ <span class="_ _2"/>zmiana <span class="_ _2"/>s<span class="_ _2"/>ta<span class="_ _2"/>nu <span class="_ _3"/>materiałów <span class="_ _2"/>+ <span class="_ _2"/>z<span class="_ _2"/>miana </div><div class="t m0 x2 hb y366 ff4 fs3 fc0 sc0 ls0 ws0">stanu towarów<span class="ff2"> </span></div><div class="t m0 x2 h3 y367 ff4 fs0 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _3"/>p<span class="_ _2"/>łynności <span class="_ _3"/>bie<span class="_ _2"/>żącej <span class="_ _3"/>utrz<span class="_ _2"/>ymywał<span class="ff2"> <span class="_ _f"/></span>się <span class="_ _3"/>na <span class="_ _f"/>bezpiecznym<span class="_ _2"/> <span class="_ _3"/>pozi<span class="_ _2"/>omie<span class="ff2">, <span class="_ _f"/></span>zarówno <span class="_ _f"/>w <span class="_ _3"/>roku <span class="_ _f"/>2023<span class="ff2">, <span class="_ _f"/>jak <span class="_ _f"/>i <span class="_ _3"/>w <span class="_ _f"/>roku <span class="_ _3"/>2022<span class="_ _2"/>,</span>znacząco </div><div class="t m0 x2 h3 y368 ff4 fs0 fc0 sc0 ls0 ws0">przekraczając <span class="_ _2"/>poziom<span class="_ _2"/> <span class="_ _2"/>1, <span class="_ _3"/>przy <span class="_ _3"/>którym <span class="_ _2"/>aktywa<span class="_ _2"/> <span class="_ _2"/>obr<span class="_ _2"/>otowe <span class="_ _2"/>pokry<span class="_ _2"/>wają <span class="_ _3"/>bieżące <span class="_ _3"/>zobowiązania.<span class="_ _2"/> <span class="_ _2"/>Ws<span class="_ _2"/>kaźnik <span class="_ _3"/>płynności <span class="_ _2"/>szyb<span class="_ _2"/>kiej <span class="_ _3"/>spadł </div><div class="t m0 x2 h3 y369 ff4 fs0 fc0 sc0 ls0 ws0">na koniec roku 2023 <span class="_ _0"/>do poziomu 0,70, co wynikało z w <span class="_ _d"/>da<span class="_ _2"/>lszym ciągu wysokiego poziomu zatowarowania w Grupie na koniec </div><div class="t m0 x2 h3 y36a ff4 fs0 fc0 sc0 ls0 ws0">roku. <span class="_ _2"/>W wyniku <span class="_ _2"/>wy<span class="_ _2"/>sokiego <span class="_ _2"/>poziomu <span class="_ _2"/>zato<span class="_ _2"/>warowania <span class="_ _2"/>oraz <span class="_ _2"/>niższej <span class="_ _2"/>niż <span class="_ _2"/>zakładana <span class="_ _2"/>spr<span class="_ _2"/>zedaży <span class="_ _2"/>w r<span class="_ _2"/>oku<span class="_ _2"/><span class="ff2"> <span class="_ _2"/></span>2<span class="_ _2"/>023 <span class="_ _2"/>wydłużeniu <span class="_ _2"/>uległ <span class="_ _2"/>cykl </div><div class="t m0 x2 h3 y36b ff4 fs0 fc0 sc0 ls0 ws0">rotacji <span class="_ _3"/>zapasów. <span class="_ _f"/>Grupa <span class="_ _f"/>planuje <span class="_ _f"/>obniżyć <span class="_ _f"/>poziom <span class="_ _3"/>zato<span class="_ _2"/>warowania <span class="_ _f"/>w <span class="_ _f"/>trakcie <span class="_ _3"/>roku <span class="_ _f"/>2024. <span class="_ _f"/>Cykl <span class="_ _3"/>rotac<span class="_ _2"/>ji <span class="_ _3"/>na<span class="_ _2"/>leżności <span class="_ _3"/>ks<span class="_ _2"/>ztałtował <span class="_ _3"/>s<span class="_ _2"/>ię </div><div class="t m0 x2 h3 y36c ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">roku 2023 na<span class="_ _2"/> podobnym poz<span class="_ _2"/>iomie jak <span class="_ _2"/>w roku 2022.<span class="_ _2"/> Istotnie wzr<span class="_ _2"/>ósł cykl rota<span class="_ _2"/>cji zobowiązań, co<span class="_ _2"/> by<span class="_ _2"/>ło bezpośre<span class="_ _2"/>dn<span class="_ _2"/>io związane </span></div><div class="t m0 x2 h3 y36d ff4 fs0 fc0 sc0 ls0 ws0">ze zwiększonym cyklem rotacji za<span class="_ _2"/>pasów i przesuwaniem<span class="_ _2"/><span class="ff2"> </span>terminów płatności do dostawców do momentu sprzedaży zapasów.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y36e ff4 fs0 fc0 sc0 ls0 ws0">Jednocześnie, <span class="_ _f"/>mimo <span class="_ _f"/>pode<span class="_ _2"/>jmowania <span class="_ _f"/>przedstawionych<span class="_ _2"/> <span class="_ _f"/>powyżej <span class="_ _f"/>dzi<span class="_ _2"/>ałań <span class="_ _f"/>związanych <span class="_ _f"/>z <span class="_ _f"/>zabe<span class="_ _2"/>zpieczeniem <span class="_ _f"/>źródeł <span class="_ _f"/>finanso<span class="_ _2"/>wania </div><div class="t m0 x2 h3 y36f ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">celu <span class="_ _e"> </span>ograniczenia <span class="_ _e"> </span>ryzyka<span class="_ _2"/> <span class="_ _e"> </span>utraty <span class="_ _e"> </span>płynności,<span class="_ _2"/> <span class="_ _e"> </span>nie <span class="_ _e"> </span>można <span class="_ _e"> </span>wyk<span class="_ _2"/>luczyć, <span class="_ _e"> </span>że <span class="_ _e"> </span>ob<span class="_ _2"/>iektywne <span class="_ _e"> </span>i <span class="_ _e"> </span>spec<span class="_ _2"/>yficzne <span class="_ _e"> </span>czynniki <span class="_ _e"> </span>zewnę<span class="_ _2"/>trzne </span></div><div class="t m0 x2 h3 y370 ff4 fs0 fc0 sc0 ls0 ws0">spowodują <span class="_ _e"> </span>w <span class="_ _e"> </span>przyszłości <span class="_ _e"> </span>zwięk<span class="_ _2"/>szenie <span class="_ _e"> </span>ekspozycji <span class="_ _e"> </span>na <span class="_ _e"> </span>ryzyko <span class="_ _e"> </span>og<span class="_ _2"/>raniczenia <span class="_ _e"> </span>zdolności <span class="_ _e"> </span>Grupy <span class="_ _e"> </span>do <span class="_ _b"> </span>regulowania  w <span class="_ _e"> </span>terminie </div><div class="t m0 x2 h3 y371 ff4 fs0 fc0 sc0 ls0 ws0">zobowiązań finansowych.<span class="_ _2"/><span class="ff2"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf17"><div class="pc pc17 w0 h0"><img alt="" class="bi xa y372 w6 h2d" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">23<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">Wśród <span class="_ _2"/>czynników <span class="_ _2"/>m<span class="_ _2"/>ogących <span class="_ _3"/>mieć <span class="_ _2"/>wpływ <span class="_ _3"/>na <span class="_ _2"/>potencjalne <span class="_ _3"/>zmniejszenie <span class="_ _3"/>możliwości <span class="_ _2"/>wywiązy<span class="_ _2"/>wania <span class="_ _2"/>si<span class="_ _2"/>ę <span class="_ _2"/>przez <span class="_ _3"/>Grupę <span class="_ _2"/>w <span class="_ _2"/>ter<span class="_ _2"/>minie </div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">ze swoich zobowiązań można zid<span class="_ _2"/>entyfikować:<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y373 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">niewystarczający w stosunku do<span class="_ _2"/> kosztów stały<span class="_ _2"/>ch poziom przychod<span class="_ _2"/>ów ze sprzedaży,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y374 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">zmniejszenie będących w dyspoz<span class="_ _2"/>ycji Grupy środków pien<span class="_ _2"/>iężnych p<span class="_ _2"/>ochodzących z rynku rosyj<span class="_ _2"/>skiego spowodowane<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y246 ff4 fs0 fc0 sc0 ls0 ws0">administracyjnym <span class="_ _7"> </span>ograniczenie<span class="_ _2"/>m <span class="_ _7"> </span>możliwości <span class="_ _7"> </span>sprzedaży <span class="_ _7"> </span>na <span class="_ _7"> </span>tym <span class="_ _7"> </span>rynku <span class="_ _7"> </span>i <span class="_ _7"> </span>wymogiem <span class="_ _7"> </span>uzyskania <span class="_ _7"> </span>zezwolenia<span class="_ _2"/> </div><div class="t m0 x31 h3 y375 ff2 fs0 fc0 sc0 ls0 ws0">Ministerstwa <span class="_ _d"/>Rozwo<span class="_ _2"/>ju <span class="_ _d"/>i <span class="_ _d"/>T<span class="_ _2"/>echnologii, <span class="_ _0"/>co <span class="ff4">może <span class="_ _0"/>wpłynąć <span class="_ _d"/>na <span class="_ _0"/>czas <span class="_ _0"/>realizacji <span class="_ _d"/>tr<span class="_ _2"/>ansakcji <span class="_ _d"/>i <span class="_ _d"/>otr<span class="_ _2"/>zymania <span class="_ _d"/>środkó<span class="_ _2"/>w <span class="_ _d"/>pieniężnych<span class="_ _2"/>,<span class="_ _2"/><span class="ff2"> </span></span></div><div class="t m0 x10 h3 y376 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">przedłużający <span class="_ _3"/>się <span class="_ _3"/>kryzys <span class="_ _3"/>na <span class="_ _3"/>niektórych <span class="_ _3"/>rynkach <span class="_ _3"/>afrykań<span class="_ _2"/>skich <span class="_ _f"/>generujący <span class="_ _3"/>sięgające<span class="_ _2"/> <span class="_ _3"/>40% <span class="_ _3"/>spadki <span class="_ _3"/>wartości <span class="_ _3"/>lokalnych </span></span></div><div class="t m0 x31 h3 y377 ff4 fs0 fc0 sc0 ls0 ws0">walut <span class="_ _f"/>i <span class="_ _3"/>pr<span class="_ _2"/>zekładający <span class="_ _f"/>się <span class="_ _f"/>na <span class="_ _f"/>wyższe <span class="_ _f"/>ceny <span class="_ _f"/>zakup<span class="_ _2"/>u <span class="_ _f"/>dla <span class="_ _f"/>dystrybutorów <span class="_ _f"/>na<span class="_ _2"/> <span class="_ _3"/>tych <span class="_ _f"/>r<span class="_ _2"/>ynkach, <span class="_ _f"/>oraz <span class="_ _f"/>trudności <span class="_ _f"/>z <span class="_ _f"/>dostępem </div><div class="t m0 x31 h3 y378 ff2 fs0 fc0 sc0 ls1 ws0">do<span class="ls0"> <span class="ff4">walut <span class="_ _f"/>wymien<span class="_ _2"/>ialnych <span class="_ _a"/>i <span class="_ _a"/>opóźnienia <span class="_ _a"/>w<span class="_ _2"/></span> <span class="ff4">płatnościach; <span class="_ _a"/>wyższe <span class="_ _a"/>cen<span class="_ _2"/>y <span class="_ _a"/>zakupu <span class="_ _a"/>mogą <span class="_ _a"/>powodować <span class="_ _a"/>opóźnienia <span class="_ _a"/>decyzji<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y379 ff4 fs0 fc0 sc0 ls0 ws0">zakupowych lub ich niższą <span class="_ _2"/>wartość, co może pr<span class="_ _2"/>zełożyć się na spa<span class="_ _2"/>dek przychodów Grupy na<span class="_ _2"/> tych rynkach,<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y37a ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">erozję <span class="_ _2"/>przychodów <span class="_ _3"/>i <span class="_ _2"/>marż <span class="_ _3"/>wynikającą <span class="_ _2"/>z <span class="_ _3"/>dalszego <span class="_ _2"/>umacniania <span class="_ _3"/>PLN <span class="_ _3"/>wobec <span class="_ _2"/>EUR <span class="_ _2"/>oraz <span class="_ _3"/>prognozy <span class="_ _2"/>utrzy<span class="_ _2"/>mania <span class="_ _2"/>się <span class="_ _3"/>tego </span></span></div><div class="t m0 x31 h3 y37b ff4 fs0 fc0 sc0 ls0 ws0">trendu <span class="_ _a"/>w <span class="_ _f"/>pe<span class="_ _2"/>rspektywie <span class="_ _a"/>najbliższy<span class="_ _2"/>ch <span class="_ _a"/>miesięcy, <span class="_ _a"/>co <span class="_ _a"/>przy <span class="_ _a"/>blisko <span class="_ _a"/>80<span class="_ _2"/>% <span class="_ _a"/>udziale <span class="_ _a"/>sprzedaży <span class="_ _a"/>eksportowej<span class="_ _2"/> <span class="_ _a"/>jest <span class="_ _a"/>dla <span class="_ _a"/>Grupy </div><div class="t m0 x31 h3 y37c ff2 fs0 fc0 sc0 ls0 ws0">negatywnym zjawiskiem,<span class="_ _2"/> </div><div class="t m0 x10 h3 y37d ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">konieczność <span class="_ _b"> </span>ponoszenia <span class="_ _b"> </span>istotny<span class="_ _2"/>ch <span class="_ _b"> </span>kosztów <span class="_ _b"> </span>dostosowan<span class="_ _2"/>ia <span class="_ _b"> </span>Grupy <span class="_ _b"> </span>do <span class="_ _b"> </span>nowych <span class="_ _b"> </span>w<span class="_ _2"/>ymogów <span class="_ _b"> </span>regula<span class="_ _2"/>cyjnych <span class="_ _b"> </span>IVDR </span></span></div><div class="t m0 x31 h3 y37e ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">kolejnych <span class="_ _b"> </span>latach; <span class="_ _b"> </span>wydatki <span class="_ _b"> </span>te <span class="_ _16"> </span>dotyczą <span class="_ _b"> </span>zarówno <span class="_ _b"> </span>zakupu <span class="_ _b"> </span>usług<span class="_ _2"/> <span class="_ _b"> </span>doradczych, <span class="_ _b"> </span>czy <span class="_ _b"> </span>sporządzenia<span class="_ _2"/> <span class="_ _b"> </span>dokumentacji </span></div><div class="t m0 x31 h3 y37f ff4 fs0 fc0 sc0 ls0 ws0">technicznej <span class="_ _f"/>niezbędnej <span class="_ _a"/>dla <span class="_ _a"/>zarejestrowania <span class="_ _a"/>produktów <span class="_ _f"/>w <span class="_ _a"/>celu <span class="_ _f"/>wprowad<span class="_ _2"/>zenia <span class="_ _f"/>ich <span class="_ _f"/>na<span class="_ _2"/> <span class="_ _f"/>rynek, <span class="_ _f"/>jak <span class="_ _a"/>również <span class="_ _f"/>na<span class="_ _2"/>kładów </div><div class="t m0 x31 h3 y380 ff4 fs0 fc0 sc0 ls0 ws0">inwestycyjnych związan<span class="_ _2"/>ych z dostosowaniem zakład<span class="_ _2"/>u produkc<span class="_ _2"/>yjnego do<span class="_ _2"/> wymogów IVDR,<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y381 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">wzrost kosztów wynagrodzeń<span class="_ _2"/> w Jed<span class="_ _2"/>nostce Dominującej <span class="_ _2"/>wymuszony podwyżką p<span class="_ _2"/>łacy minimalnej.<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h3 y382 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _d"/>celu <span class="_ _d"/>ogr<span class="_ _2"/>aniczenia <span class="_ _d"/>ek<span class="_ _2"/>spozycji <span class="_ _d"/>n<span class="_ _2"/>a <span class="_ _d"/>ryzyka <span class="_ _0"/>indukowane <span class="_ _d"/>w/<span class="_ _2"/>w <span class="_ _d"/>okolicz<span class="_ _2"/>nościami <span class="_ _d"/>Grup<span class="_ _2"/>a <span class="_ _d"/>podejmuje działania <span class="_ _d"/>mające <span class="_ _d"/>na celu <span class="_ _d"/>z <span class="_ _d"/>jednej </div><div class="t m0 x2 h3 y383 ff4 fs0 fc0 sc0 ls0 ws0">strony <span class="_ _16"> </span>ograniczenie <span class="_ _16"> </span>kosztów <span class="_ _b"> </span>prowadzon<span class="_ _2"/>ej <span class="_ _b"> </span>działaln<span class="_ _2"/>ości <span class="_ _16"> </span>poprzez <span class="_ _16"> </span>podejmowanie <span class="_ _16"> </span>szeregu <span class="_ _b"> </span>inicjatyw <span class="_ _16"> </span>oszczędnościo<span class="_ _2"/>wych, </div><div class="t m0 x2 h3 y384 ff2 fs0 fc0 sc0 ls0 ws0">a z <span class="ff4">drugiej <span class="_ _9"> </span>zwiększen<span class="_ _2"/>ie <span class="_ _9"> </span>poten<span class="_ _2"/>cjału <span class="_ _9"> </span>pr<span class="_ _2"/>zychodowego <span class="_ _9"> </span>po<span class="_ _2"/>przez <span class="_ _9"> </span>ciągł<span class="_ _2"/>e <span class="_ _9"> </span>poszerzan<span class="_ _2"/>ie <span class="_ _9"> </span>oferty <span class="_ _11"> </span>produktowej<span class="_ _2"/></span>, <span class="_ _11"> </span>pozyskiwanie <span class="_ _9"> </span>no<span class="_ _2"/>wych </div><div class="t m0 x2 h3 y385 ff4 fs0 fc0 sc0 ls0 ws0">klientów <span class="_ _d"/>oraz <span class="_ _0"/>zintensyfikowane <span class="_ _0"/>działania <span class="_ _0"/>marketingowe <span class="_ _d"/>fina<span class="_ _2"/>nsowan<span class="_ _2"/>e <span class="_ _d"/>w <span class="_ _d"/>części środkami <span class="_ _d"/>pozyskanymi z <span class="_ _4"/>do<span class="_ _2"/>tacji. <span class="_ _d"/> <span class="_ _d"/>Z<span class="_ _2"/>arówno <span class="_ _d"/>nowe </div><div class="t m0 x2 h3 y386 ff4 fs0 fc0 sc0 ls0 ws0">produkty,  jak  i  kolejne  rejestr<span class="_ _2"/>acje  przez  dystr<span class="_ _2"/>ybutorów  Grupy  j<span class="_ _2"/>uż  wprowadzonych  na  rynek  a<span class="_ _2"/>nalizatorów  sukces<span class="_ _2"/>ywnie </div><div class="t m0 x2 h3 y387 ff4 fs0 fc0 sc0 ls0 ws0">powiększają <span class="_ _a"/>możliwo<span class="_ _2"/>ści <span class="_ _a"/>generow<span class="_ _2"/>ania <span class="_ _a"/>dodatkowych<span class="_ _2"/> <span class="_ _a"/>przychodów<span class="_ _2"/> <span class="_ _a"/>i <span class="_ _9"> </span>marży, <span class="_ _a"/>co <span class="_ _a"/>po<span class="_ _2"/>winno <span class="_ _a"/>ogran<span class="_ _2"/>iczyć <span class="_ _9"> </span>potencjalny <span class="_ _a"/>niekorz<span class="_ _2"/>ystny </div><div class="t m0 x2 h3 y388 ff4 fs0 fc0 sc0 ls0 ws0">wpływ w/w czynników na sytua<span class="_ _2"/>cję płynn<span class="_ _2"/>ościową Grupy. <span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y389 ff3 fs0 fc0 sc0 ls1 ws0">17.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">O</span></span>cen<span class="ls0">a <span class="_ _7"> </span><span class="ff5">możliwości <span class="_ _7"> </span>realizacji <span class="_ _7"> </span>zamierzeń <span class="_ _7"> </span>inwestycyjnych, <span class="_ _7"> </span>w <span class="_ _7"> </span>tym <span class="_ _7"> </span>inwestycji <span class="_ _7"> </span>kapitałowych, <span class="_ _7"> </span>w <span class="_ _15"> </span>po<span class="_ _2"/>równaniu </span></span></div><div class="t m0 x10 h4 y38a ff3 fs0 fc0 sc0 ls15 ws0">do<span class="ls0"> <span class="ff5">wielkości <span class="_ _7"> </span>posiadanych <span class="_ _15"> </span>środkó<span class="_ _2"/>w, <span class="_ _15"> </span>z <span class="_ _7"> </span>uwzględnieniem <span class="_ _7"> </span>możliwych <span class="_ _15"> </span>zmian <span class="_ _7"> </span>w <span class="_ _15"> </span>struktu<span class="_ _2"/>rze <span class="_ _15"> </span>finan<span class="_ _2"/>sowania <span class="_ _15"> </span>t<span class="_ _2"/>ej </span></span></div><div class="t m0 x10 h4 y38b ff5 fs0 fc0 sc0 ls0 ws0">działalności<span class="ff3"> </span></div><div class="t m0 x2 h3 y38c ff4 fs0 fc0 sc0 ls0 ws0">Grupa posiada wystarczają<span class="_ _2"/>ce zasoby fina<span class="_ _2"/>nsowe do realizacji plano<span class="_ _2"/>wanych zamierzeń inwe<span class="_ _2"/>stycyjnyc<span class="_ _2"/>h.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y38d ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _2"/>szczegó<span class="_ _2"/>lności <span class="_ _3"/>Grupa <span class="_ _3"/>posiadała <span class="_ _3"/>na <span class="_ _3"/>31 <span class="_ _3"/>grudnia <span class="_ _3"/>2023 <span class="_ _3"/>roku <span class="_ _2"/>pł<span class="_ _2"/>ynne <span class="_ _3"/>aktywa <span class="_ _3"/>finansowe, <span class="_ _3"/>którymi<span class="_ _2"/> <span class="_ _3"/>są <span class="_ _3"/>akcje <span class="_ _2"/>S<span class="_ _2"/>cope <span class="_ _3"/>Fluidics <span class="_ _3"/>S.A. </div><div class="t m0 x2 h3 y38e ff2 fs0 fc0 sc0 ls3 ws0">(6<span class="ls0"> <span class="ls1">188</span> tys. PLN). </span></div><div class="t m0 x2 h4 y38f ff3 fs0 fc0 sc0 ls1 ws0">18.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">O</span></span>cen<span class="ls0">a <span class="ff5">czynników <span class="_ _d"/>i nietypowych <span class="_ _d"/>zdar<span class="_ _2"/>zeń mających <span class="_ _d"/>wpływ na <span class="_ _d"/>wynik <span class="_ _0"/>z <span class="_ _d"/>dział<span class="_ _2"/>alności za <span class="_ _d"/>rok o<span class="_ _0"/>brotowy, z<span class="ff3"> </span>okr<span class="_ _2"/>eśleniem </span></span></div><div class="t m0 x10 h4 y390 ff5 fs0 fc0 sc0 ls0 ws0">stopnia wpływ<span class="_ _2"/>u tych czynników lub n<span class="_ _2"/>ietypowych zd<span class="_ _2"/>arzeń na osiągnięty wyn<span class="_ _2"/>ik<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h4 y391 ff3 fs0 fc0 sc0 ls0 ws0">Wojna Rosji przec<span class="_ _2"/>iwko Ukrainie </div><div class="t m0 x2 h3 y392 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _11"> </span>dniu  24 <span class="_ _11"> </span>lutego  2022 <span class="_ _11"> </span>roku <span class="_ _c"> </span>Rosja  dokonała <span class="_ _11"> </span>zbrojnej <span class="_ _c"> </span>napaści  na <span class="_ _11"> </span>Ukrainę.  Społeczność <span class="_ _11"> </span>międz<span class="_ _2"/>ynarodowa  zareagowała </div><div class="t m0 x2 h3 y393 ff4 fs0 fc0 sc0 ls0 ws0">wprowadzeniem sankcji pr<span class="_ _2"/>zeciwko Rosji i Białorusi, jedno<span class="_ _2"/>cześnie u<span class="_ _2"/>dzielając wsparcia Ukrainie <span class="_ _2"/>w obronie pr<span class="_ _2"/>zed agresorem.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y394 ff4 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _f"/>prowadzi <span class="_ _f"/>sprzedaż <span class="_ _f"/>sprzętu<span class="_ _2"/> <span class="_ _f"/>medycznego <span class="_ _f"/>oraz <span class="_ _f"/>odczynnikó<span class="_ _2"/>w <span class="_ _f"/>diagnostycznych <span class="_ _f"/>na <span class="_ _f"/>Białorusi, <span class="_ _a"/>w <span class="_ _3"/>Rosji <span class="_ _f"/>oraz <span class="_ _f"/>na<span class="_ _2"/> <span class="_ _f"/>Ukrainie. </div><div class="t m0 x2 h3 y395 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="ff4">roku 2023 <span class="_ _d"/>spr<span class="_ _2"/>zedaż na <span class="_ _d"/>ww. rynkach odpowiadała <span class="_ _0"/>za łącznie <span class="_ _0"/>21,8% przychodów <span class="_ _d"/>Gr<span class="_ _2"/>upy, przy <span class="_ _d"/>cz<span class="_ _2"/>ym udział <span class="_ _d"/>sprzed<span class="_ _2"/>aży w<span class="ff2"> Rosji </span></span></div><div class="t m0 x2 h3 y396 ff4 fs0 fc0 sc0 ls0 ws0">w <span class="_ _9"> </span>pr<span class="_ _2"/>zychodach <span class="_ _11"> </span>wyniósł <span class="_ _11"> </span><span class="ff2">15,4%, <span class="_ _11"> </span>na <span class="_ _11"> </span>Ukrainie <span class="_ _11"> </span></span>–<span class="ff2"> <span class="_ _11"> </span></span>4,5%, <span class="_ _11"> </span>na <span class="_ _11"> </span>Białorusi <span class="_ _11"> </span>–<span class="ff2"> <span class="_ _11"> </span>2,0%. <span class="_ _11"> </span>Na <span class="_ _9"> </span>Ukra<span class="_ _2"/>inie <span class="_ _11"> </span>Grupa <span class="_ _11"> </span>sprzedaje <span class="_ _11"> </span>swoje <span class="_ _11"> </span>produkty </span></div><div class="t m0 x2 h3 y397 ff2 fs0 fc0 sc0 ls1 ws0">do<span class="ls0"> <span class="ff4">niepowiązanego dystr<span class="_ _2"/>ybutora. <span class="_ _2"/>Na rynkach białoruskim<span class="_ _2"/> oraz rosyjskim Gr<span class="_ _2"/>upa prowadz<span class="_ _2"/>i działalność<span class="_ _2"/> poprzez spółki zależn<span class="_ _2"/>e: </span></span></div><div class="t m0 x2 h3 y398 ff2 fs0 fc0 sc0 ls0 ws0">Kormej <span class="_ _3"/>Diana <span class="_ _3"/>Sp. <span class="_ _3"/>z <span class="_ _3"/>o.o. <span class="_ _3"/>oraz <span class="_ _f"/>Kormiej <span class="_ _3"/>Rusland <span class="_ _3"/><span class="ff4">Sp. <span class="_ _3"/>z <span class="_ _3"/>o.o<span class="_ _2"/>. <span class="_ _3"/>Poniżej <span class="_ _3"/>przedstawiono <span class="_ _f"/>przychody <span class="_ _3"/>ze <span class="_ _3"/>sprzedaży <span class="_ _3"/>na <span class="_ _3"/>wymien<span class="_ _2"/>ionych </span></div><div class="t m0 x2 h3 y399 ff4 fs0 fc0 sc0 ls0 ws0">rynkach <span class="_ _2"/>w <span class="_ _2"/>roku <span class="_ _2"/>2023 <span class="_ _2"/>wraz <span class="_ _3"/>z po<span class="_ _2"/>równaniem <span class="_ _2"/>do <span class="_ _2"/>pr<span class="_ _2"/>zychodów <span class="_ _2"/>ze<span class="_ _2"/> spr<span class="_ _2"/>zedaży <span class="_ _2"/>w <span class="_ _2"/>roku<span class="_ _2"/> <span class="_ _2"/>2022 <span class="_ _2"/>oraz <span class="_ _2"/>roku <span class="_ _2"/>20<span class="_ _2"/>21 <span class="_ _2"/>(ostatni <span class="_ _2"/>porównywa<span class="_ _2"/>lny </div><div class="t m0 x2 h3 y39a ff2 fs0 fc0 sc0 ls0 ws0">okres sprzed wybuchu woj<span class="_ _2"/>ny): </div></div><div class="c x2 y39b w40 h1f"><div class="t m0 x11 h10 y39c ff3 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x66 y39b w41 h1f"><div class="t m0 x58 h10 y14a ff3 fs3 fc2 sc0 ls0 ws0">Przychody    <span class="_ _0"/>               </div><div class="t m0 x60 h10 y14b ff5 fs3 fc2 sc0 ls0 ws0">ze sprzedaży   <span class="_ _0"/>           </div><div class="t m0 x67 h10 y149 ff3 fs3 fc2 sc0 ls0 ws0">w roku </div><div class="t m0 x4c h10 yd1 ff5 fs3 fc2 sc0 ls0 ws0">zakończonym<span class="ff3"> </span></div><div class="t m0 x11 h10 y14c ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div></div><div class="c x49 y39b w42 h1f"><div class="t m0 x58 h10 y14a ff3 fs3 fc2 sc0 ls0 ws0">Przychody    <span class="_ _0"/>         </div><div class="t m0 x60 h10 y14b ff5 fs3 fc2 sc0 ls0 ws0">ze sprzedaży   <span class="_ _0"/>              </div><div class="t m0 x67 h10 y149 ff3 fs3 fc2 sc0 ls0 ws0">w roku </div><div class="t m0 x4c h10 yd1 ff5 fs3 fc2 sc0 ls0 ws0">zakończonym<span class="ff3"> </span></div><div class="t m0 x11 h10 y14c ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>2 </div></div><div class="c x12 y39b w40 h1f"><div class="t m0 x58 h10 y14a ff3 fs3 fc2 sc0 ls0 ws0">Przychody    <span class="_ _0"/>               </div><div class="t m0 x60 h10 y14b ff5 fs3 fc2 sc0 ls0 ws0">ze sprzedaży   <span class="_ _0"/>               </div><div class="t m0 x67 h10 y149 ff3 fs3 fc2 sc0 ls0 ws0">w roku </div><div class="t m0 x4c h10 yd1 ff5 fs3 fc2 sc0 ls0 ws0">zakończonym<span class="ff3"> </span></div><div class="t m0 x11 h10 y14c ff3 fs3 fc2 sc0 ls4 ws0">31 <span class="ls0">gru<span class="_ _0"/>dnia 2021 </span></div></div><div class="c x4 y39b w42 h1f"><div class="t m0 x3d h10 y14b ff3 fs3 fc2 sc0 ls0 ws0">Zmiana       <span class="_ _0"/>                   </div><div class="t m0 x68 h10 y149 ff3 fs3 fc2 sc0 ls0 ws0">w stosunku       <span class="_ _0"/>         </div><div class="t m0 x60 h10 yd1 ff3 fs3 fc2 sc0 ls0 ws0">do roku 2022 </div></div><div class="c x69 y39b w40 h1f"><div class="t m0 x3d h10 y39d ff3 fs3 fc2 sc0 ls0 ws0">Zmiana       <span class="_ _0"/>                 </div><div class="t m0 x68 h10 y39e ff3 fs3 fc2 sc0 ls0 ws0">w stosunku       <span class="_ _0"/>        </div><div class="t m0 x60 h10 y39f ff3 fs3 fc2 sc0 ls0 ws0">do roku 2022    <span class="_ _0"/>          </div><div class="t m0 x2f h10 yd3 ff3 fs3 fc2 sc0 ls0 ws0">w % </div></div><div class="c x6a y39b w42 h1f"><div class="t m0 x3d h10 y39d ff3 fs3 fc2 sc0 ls0 ws0">Zmiana       <span class="_ _0"/>                 </div><div class="t m0 x68 h10 y39e ff3 fs3 fc2 sc0 ls0 ws0">w stosunku       <span class="_ _0"/>        </div><div class="t m0 x60 h10 y39f ff3 fs3 fc2 sc0 ls0 ws0">do roku 2021   </div><div class="t m0 x2f h10 yd3 ff3 fs3 fc2 sc0 ls0 ws0">w % </div></div><div class="c x52 y39b w40 h1f"><div class="t m0 x3d h10 y39d ff3 fs3 fc2 sc0 ls0 ws0">Zmiana       <span class="_ _0"/>                </div><div class="t m0 x68 h10 y39e ff3 fs3 fc2 sc0 ls0 ws0">w stosunku       <span class="_ _0"/>        </div><div class="t m0 x60 h10 y39f ff3 fs3 fc2 sc0 ls0 ws0">do roku 2021   </div><div class="t m0 x2f h10 yd3 ff3 fs3 fc2 sc0 ls0 ws0">w % </div></div><div class="c x2 y3a0 w40 h11"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">Rosja </div></div><div class="c x66 y3a0 w41 h11"><div class="t m0 x3a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">12 636 </div></div><div class="c x49 y3a0 w42 h11"><div class="t m0 x3a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">16 483 </div></div><div class="c x12 y3a0 w40 h11"><div class="t m0 x3a hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">12 930 </div></div><div class="c x4 y3a0 w42 h11"><div class="t m0 x55 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-3 847 </div></div><div class="c x69 y3a0 w40 h11"><div class="t m0 x6b hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">23%</span> </div></div><div class="c x6a y3a0 w42 h11"><div class="t m0 x2f hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-294 </div></div><div class="c x52 y3a0 w40 h11"><div class="t m0 x38 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">2%</span> </div></div><div class="c x2 y3a1 w40 h11"><div class="t m0 x11 h10 ya2 ff3 fs3 fc0 sc0 ls0 ws0">Ukraina </div></div><div class="c x66 y3a1 w41 h11"><div class="t m0 x19 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">3 660 </div></div><div class="c x49 y3a1 w42 h11"><div class="t m0 x19 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">2 634 </div></div><div class="c x12 y3a1 w40 h11"><div class="t m0 x19 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">3 349 </div></div><div class="c x4 y3a1 w42 h11"><div class="t m0 x19 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 026 </div></div><div class="c x69 y3a1 w40 h11"><div class="t m0 x2f hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">39% </div></div><div class="c x6a y3a1 w42 h11"><div class="t m0 x29 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">311 </div></div><div class="c x52 y3a1 w40 h11"><div class="t m0 x6c hb ya2 ff2 fs3 fc0 sc0 ls4 ws0">9%<span class="ls0"> </span></div></div><div class="c x2 y3a2 w40 h11"><div class="t m0 x11 h10 ya2 ff5 fs3 fc0 sc0 ls0 ws0">Białoruś<span class="ff3"> </span></div></div><div class="c x66 y3a2 w41 h11"><div class="t m0 x19 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 635 </div></div><div class="c x49 y3a2 w42 h11"><div class="t m0 x19 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 712 </div></div><div class="c x12 y3a2 w40 h11"><div class="t m0 x19 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">1 148 </div></div><div class="c x4 y3a2 w42 h11"><div class="t m0 x6c hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">77</span> </div></div><div class="c x69 y3a2 w40 h11"><div class="t m0 x38 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">5%</span> </div></div><div class="c x6a y3a2 w42 h11"><div class="t m0 x29 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">487 </div></div><div class="c x52 y3a2 w40 h11"><div class="t m0 x2f hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">42% </div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf18"><div class="pc pc18 w0 h0"><img alt="" class="bi xa y3a3 w6 h2e" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">24<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y3a4 w40 h15"><div class="t m0 x11 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x66 y3a4 w41 h15"><div class="t m0 x3a h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">17 931 </div></div><div class="c x49 y3a4 w42 h15"><div class="t m0 x3a h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">20 829 </div></div><div class="c x12 y3a4 w40 h15"><div class="t m0 x3a h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">17 427 </div></div><div class="c x4 y3a4 w42 h15"><div class="t m0 x55 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">-2 898 </div></div><div class="c x69 y3a4 w40 h15"><div class="t m0 x6b h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="ls4">14%</span> </div></div><div class="c x6a y3a4 w42 h15"><div class="t m0 x29 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">504 </div></div><div class="c x52 y3a4 w40 h15"><div class="t m0 x6c h10 ya9 ff3 fs3 fc0 sc0 ls4 ws0">3%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h3 y3a5 ff4 fs0 fc0 sc0 ls0 ws0">Produkty <span class="_ _3"/>i <span class="_ _f"/>towary <span class="_ _f"/>sprzedawane <span class="_ _f"/>przez <span class="_ _f"/>Grupę <span class="_ _f"/>do <span class="_ _3"/>Rosji <span class="_ _f"/>z <span class="_ _3"/>uwag<span class="_ _2"/>i <span class="_ _3"/>n<span class="_ _2"/>a <span class="_ _f"/>ich <span class="_ _3"/>zastoso<span class="_ _2"/>wanie <span class="_ _3"/>do <span class="_ _f"/>celów <span class="_ _f"/>medycznych <span class="_ _f"/>były <span class="_ _f"/>do <span class="_ _3"/>tej <span class="_ _f"/>pory<span class="_ _2"/> </div><div class="t m0 x2 h3 y3a6 ff4 fs0 fc0 sc0 ls0 ws0">wyłączone z sankcji towarowych nałożonych na Rosję <span class="_ _d"/>pr<span class="_ _2"/>zez Unię Europejską. Po <span class="_ _0"/>rozpoczęciu inwazji Rosji na Ukrainę Grupa </div><div class="t m0 x2 h3 y3a7 ff4 fs0 fc0 sc0 ls0 ws0">odnotowała  krótkotrwały  wzrost<span class="_ _2"/>  sprzedaży  zarówno  na  rynku  rosyjskim,  jak<span class="_ _2"/><span class="ff2">  i  </span>białoruskim.  Pomimo  wzrostu  sprzedaży<span class="_ _2"/> </div><div class="t m0 x2 h3 y3a8 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">początkowych miesiącach po inwazji, w drugiej <span class="_ _0"/>połowie roku 2022 i na <span class="_ _0"/>początku roku 2023 obserwowano osłabienie popytu </span></div><div class="t m0 x2 h3 y3a9 ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _3"/>tych <span class="_ _3"/>rynkach.<span class="_ _2"/> <span class="_ _3"/>Pomimo <span class="_ _3"/>istotne<span class="_ _2"/>go <span class="_ _3"/>osłabieni<span class="_ _2"/>a <span class="_ _3"/>się <span class="_ _3"/>kur<span class="_ _2"/>su <span class="_ _3"/><span class="ff2">RU<span class="_ _2"/>B <span class="_ _3"/>w <span class="_ _3"/>stosu<span class="_ _2"/>nku <span class="_ _3"/>do <span class="_ _3"/>PLN<span class="_ _2"/> <span class="_ _3"/></span>w <span class="_ _3"/>roku <span class="_ _3"/>20<span class="_ _2"/>23, <span class="_ _3"/>popyt <span class="_ _f"/>w <span class="_ _3"/>Rosji <span class="_ _3"/>uległ <span class="_ _3"/>jedn<span class="_ _2"/>ak </div><div class="t m0 x2 h3 y3aa ff4 fs0 fc0 sc0 ls0 ws0">ponownie <span class="_ _f"/>zwięk<span class="_ _2"/>szeniu <span class="_ _f"/>w <span class="_ _f"/>da<span class="_ _2"/>lszej <span class="_ _a"/>części <span class="_ _f"/>roku <span class="_ _f"/>20<span class="_ _2"/>23. <span class="_ _a"/>W <span class="_ _f"/>stosunku <span class="_ _a"/>do <span class="_ _f"/>stanu <span class="_ _a"/>sprzed <span class="_ _f"/>wybuchu <span class="_ _a"/>wojny<span class="_ _2"/> <span class="_ _f"/>Grupa <span class="_ _a"/>obserwuje <span class="_ _f"/>istotn<span class="_ _2"/>y </div><div class="t m0 x2 h3 y3ab ff4 fs0 fc0 sc0 ls0 ws0">wzrost kosztów i wydłużon<span class="_ _2"/>y czas transpo<span class="_ _2"/>rtu do Rosji i na Białoruś.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y3ac ff4 fs0 fc0 sc0 ls0 ws0">W pr<span class="_ _2"/>zeciwieństwie <span class="_ _2"/>do <span class="_ _2"/>rynków <span class="_ _2"/>rosyjskiego <span class="_ _2"/>i <span class="_ _2"/>białoruskiego <span class="_ _2"/>sprzed<span class="_ _2"/>aż <span class="_ _2"/>na <span class="_ _2"/>rynku <span class="_ _2"/>ukraińskim <span class="_ _2"/>be<span class="_ _2"/>zpośrednio <span class="_ _2"/>po <span class="_ _2"/>inwazji <span class="_ _2"/>Rosji <span class="_ _2"/>uległa<span class="_ _2"/> </div><div class="t m0 x2 h3 y3ad ff4 fs0 fc0 sc0 ls0 ws0">istotnemu zmniejszeniu. <span class="_ _d"/>Sprzeda<span class="_ _2"/>ż <span class="_ _0"/>dość <span class="_ _d"/>szybko jednak <span class="_ _d"/>powróc<span class="_ _2"/>iła <span class="_ _0"/>do poziomów <span class="_ _d"/>zbliżonych do <span class="_ _d"/>tych sprzed <span class="_ _d"/>inwazji i <span class="_ _d"/>w <span class="_ _0"/>roku <span class="_ _0"/>2023 </div><div class="t m0 x2 h3 y3ae ff4 fs0 fc0 sc0 ls0 ws0">była o 9% wyższa od sprzeda<span class="_ _2"/>ży w roku 20<span class="_ _2"/>21, tj. ostatnim porówny<span class="_ _2"/>walnym roku sprzed wybuch<span class="_ _2"/>u wojny.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y3af ff4 fs0 fc0 sc0 ls0 ws0">Nota <span class="_ _f"/>6.2. <span class="_ _a"/>skonsolidowanego <span class="_ _f"/>spr<span class="_ _2"/>awozdania <span class="_ _a"/>finansowego <span class="_ _f"/>Grupy <span class="_ _a"/>za <span class="_ _a"/>rok <span class="_ _f"/>zakończony <span class="_ _a"/>31 <span class="_ _f"/>grudnia <span class="_ _a"/>2023 <span class="_ _f"/>r<span class="_ _2"/>oku <span class="_ _f"/>zawiera <span class="_ _a"/>bardziej </div><div class="t m0 x2 h3 y3b0 ff4 fs0 fc0 sc0 ls0 ws0">szczegółowe <span class="_ _a"/>informacje <span class="_ _a"/>odnośn<span class="_ _2"/>ie <span class="_ _a"/>wpływu <span class="_ _a"/>inwaz<span class="_ _2"/>ji <span class="_ _a"/>Rosji <span class="_ _f"/>na<span class="_ _2"/> <span class="_ _a"/>Ukrainę <span class="_ _a"/>na <span class="_ _a"/>działa<span class="_ _2"/>lność <span class="_ _a"/>i <span class="_ _a"/>wyniki <span class="_ _a"/>Grupy <span class="_ _a"/>w <span class="_ _a"/>2023 <span class="_ _a"/>roku<span class="_ _2"/> <span class="_ _f"/>or<span class="_ _2"/>az <span class="_ _f"/>da<span class="_ _2"/>ne </div><div class="t m0 x2 h3 y3b1 ff4 fs0 fc0 sc0 ls0 ws0">porównawcze <span class="_ _e"> </span>z <span class="_ _e"> </span>roku <span class="_ _e"> </span>2022, <span class="_ _e"> </span>jak<span class="_ _2"/> <span class="_ _e"> </span>również <span class="_ _e"> </span>długoterm<span class="_ _2"/>inowe <span class="_ _e"> </span>perspektywy <span class="_ _e"> </span>prowadzenia <span class="_ _e"> </span>dzia<span class="_ _2"/>łalności <span class="_ _e"> </span>na <span class="_ _e"> </span>rynkach <span class="_ _e"> </span>r<span class="_ _2"/>osyjskim, </div><div class="t m0 x2 h3 y3b2 ff4 fs0 fc0 sc0 ls0 ws0">białoruskim i ukraińskim.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y3b3 ff3 fs0 fc0 sc0 ls1 ws0">19.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">Charakter<span class="_ _2"/>ystyka <span class="ff5">zewn<span class="_ _2"/>ętrznych i wewnętrznych<span class="_ _2"/> czynników istotnych d<span class="_ _2"/>la rozwoju przed<span class="_ _2"/>siębiorstw<span class="_ _2"/></span> <span class="ff5">spó<span class="_ _2"/>łek Grupy</span> </span></span></div><div class="t m0 x2 h3 y3b4 ff4 fs0 fc0 sc0 ls0 ws0">Rynek <span class="_ _f"/>diagnostyki <span class="_ _a"/>laboratoryjnej <span class="_ _a"/>determinują <span class="_ _a"/>czynniki <span class="_ _f"/>zarówno <span class="_ _a"/>o <span class="_ _f"/>charakterze <span class="_ _a"/>wewnętrznym, <span class="_ _a"/>jak <span class="_ _f"/>i <span class="_ _f"/>zewnętrznym<span class="_ _2"/>. <span class="_ _f"/>Głównymi </div><div class="t m0 x2 h3 y3b5 ff4 fs0 fc0 sc0 ls0 ws0">czynnikami wewnętrznymi <span class="_ _d"/>negaty<span class="_ _2"/>wnie <span class="_ _0"/>wpływającymi na <span class="_ _d"/>rozwój Spółek <span class="_ _0"/>Grupy <span class="_ _0"/>są: <span class="_ _d"/>ni<span class="_ _2"/>ska świadomość <span class="_ _d"/>s<span class="_ _2"/>połeczeństwa <span class="_ _0"/>dotycząca<span class="_ _2"/> </div><div class="t m0 x2 h3 y3b6 ff4 fs0 fc0 sc0 ls0 ws0">badań laboratoryjnych, <span class="_ _2"/>niskie nakłady na służb<span class="_ _2"/>ę zdrowia, a więc i na badania labor<span class="_ _2"/>atoryjne czy konkurencja ze stron<span class="_ _2"/>y liderów </div><div class="t m0 x2 h3 y3b7 ff4 fs0 fc0 sc0 ls0 ws0">branży, przejawiająca s<span class="_ _2"/>ię koncentracją sp<span class="_ _2"/>rzedaży przez 5 do 7 pod<span class="_ _2"/>miotów, generujących<span class="_ _2"/> ok. 70% sp<span class="_ _2"/>rzedaży na rynku. <span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 yd5 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _11"> </span>odniesieniu  do <span class="_ _11"> </span>warunków  zewnętrznych, <span class="_ _11"> </span>podsta<span class="_ _2"/>wowy <span class="_ _11"> </span>wp<span class="_ _2"/>ływ  na <span class="_ _11"> </span>rynek <span class="_ _11"> </span>m<span class="_ _2"/>a <span class="_ _11"> </span>stan<span class="_ _2"/> <span class="_ _11"> </span>gospoda<span class="_ _2"/>rki <span class="_ _11"> </span>kraju,  czyli <span class="_ _9"> </span>r<span class="_ _2"/>ównież <span class="_ _11"> </span>stan<span class="_ _2"/> </div><div class="t m0 x2 h3 y3b8 ff4 fs0 fc0 sc0 ls0 ws0">zamożności <span class="_ _e"> </span>społeczeństwa, <span class="_ _e"> </span>któr<span class="_ _2"/>y <span class="_ _e"> </span>jest <span class="_ _e"> </span>skorelowany <span class="_ _e"> </span>z <span class="_ _e"> </span>liczbą <span class="_ _e"> </span>wy<span class="_ _2"/>konywanych <span class="_ _e"> </span>badań. <span class="_ _e"> </span>Nie <span class="_ _e"> </span>bez <span class="_ _e"> </span>zna<span class="_ _2"/>czenia <span class="_ _e"> </span>są <span class="_ _e"> </span>możliwości </div><div class="t m0 x2 h3 ya3 ff4 fs0 fc0 sc0 ls0 ws0">finansowania <span class="_ _f"/>wyposażenia <span class="_ _f"/>labor<span class="_ _2"/>atori<span class="_ _2"/>ów <span class="_ _f"/>klinicznych <span class="_ _f"/>jak <span class="_ _f"/>i <span class="_ _f"/>weterynar<span class="_ _2"/>yjnych <span class="_ _f"/>ze <span class="_ _f"/>środków <span class="_ _f"/>pomocowyc<span class="_ _2"/>h <span class="_ _f"/>funduszy <span class="_ _f"/>europejskich. </div><div class="t m0 x2 h3 y3b9 ff4 fs0 fc0 sc0 ls0 ws0">Środki <span class="_ _f"/>te <span class="_ _a"/>wpływa<span class="_ _2"/>ją <span class="_ _a"/>na <span class="_ _f"/>po<span class="_ _2"/>prawę <span class="_ _a"/>diagnostyki <span class="_ _a"/>laboratoryjnej <span class="_ _a"/>w <span class="_ _a"/>Polsce<span class="_ _2"/><span class="ff2">.. <span class="_ _a"/>Pomimo <span class="_ _a"/>okresowych <span class="_ _a"/>zm<span class="_ _2"/>ian <span class="_ _a"/>dynamiki, <span class="_ _f"/>r<span class="_ _2"/>ynek <span class="_ _f"/>ten<span class="_ _2"/> <span class="_ _f"/>jest<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y2c7 ff2 fs0 fc0 sc0 ls0 ws0">rynkiem trwale wzrostowym.<span class="_ _2"/> </div><div class="t m0 x2 h3 y3ba ff4 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _d"/>czynników <span class="_ _d"/>po<span class="_ _2"/>zytywnie <span class="_ _d"/>wpływaj<span class="_ _2"/>ących <span class="_ _d"/>na <span class="_ _d"/>rozwój S<span class="_ _0"/>półek <span class="_ _d"/>Grupy <span class="_ _d"/>nal<span class="_ _2"/>eży <span class="_ _d"/>zaliczyć: <span class="_ _d"/>trend<span class="_ _2"/> <span class="_ _d"/>starzejącego <span class="_ _0"/>się <span class="_ _d"/>społeczeńst<span class="_ _2"/>wa, <span class="_ _d"/>wzrost </div><div class="t m0 x2 h3 yda ff4 fs0 fc0 sc0 ls0 ws0">dbałości <span class="_ _3"/>o <span class="_ _3"/>zdrowie <span class="_ _f"/>i <span class="_ _3"/>świadomośc<span class="_ _2"/>i <span class="_ _3"/>zdrowotnej, <span class="_ _3"/>ogólno<span class="_ _2"/>światowy <span class="_ _3"/>tre<span class="_ _2"/>nd <span class="_ _3"/>postępu <span class="_ _3"/>tech<span class="_ _2"/>nologicznego <span class="_ _3"/>w <span class="_ _f"/>zakresie <span class="_ _3"/>rozwoju <span class="_ _3"/>no<span class="_ _2"/>wych </div><div class="t m0 x2 h3 y3bb ff4 fs0 fc0 sc0 ls0 ws0">metod i narzędzi diagno<span class="_ _2"/>styki jak r<span class="_ _2"/>ównież trendy epidemiologi<span class="_ _2"/>czne (np. wzrost zachor<span class="_ _2"/>owalności na n<span class="_ _2"/>owotwory, cukrzycę).<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y3bc ff2 fs0 fc0 sc0 ls0 ws0">W <span class="ff4">Polsce  popyt  na  odczynni<span class="_ _2"/>ki  do  bada<span class="_ _2"/>ń  laboratoryjnych  gwaran<span class="_ _2"/>towany  jest  przez  minimaln<span class="_ _2"/>y  poziom  zab<span class="_ _2"/>ezpieczający </span></div><div class="t m0 x2 h3 y3bd ff4 fs0 fc0 sc0 ls0 ws0">świadczenie podsta<span class="_ _2"/>wowych <span class="_ _2"/>potrzeb służby <span class="_ _2"/>zdrowia <span class="_ _2"/>w zakr<span class="_ _2"/>esie w<span class="_ _2"/>ykrywania <span class="_ _2"/>i diagnosty<span class="_ _2"/>ki chorób <span class="_ _2"/>i p<span class="_ _2"/>ozostaje w <span class="_ _2"/>miarę <span class="_ _2"/>stabilny. </div><div class="t m0 x2 h3 y3be ff2 fs0 fc0 sc0 ls0 ws0">Zakupy <span class="_ _3"/>aparatury <span class="_ _f"/>do <span class="_ _3"/>diag<span class="ff4">nostyki <span class="_ _3"/>laborato<span class="_ _2"/>ryjnej <span class="_ _3"/>(np. <span class="_ _3"/>analizatorów) <span class="_ _3"/>są <span class="_ _3"/>skor<span class="_ _2"/>elowane <span class="_ _3"/>z <span class="_ _3"/>tempem <span class="_ _3"/>wzrostu <span class="_ _3"/>gospodar<span class="_ _2"/>czego, <span class="_ _3"/>który </span></div><div class="t m0 x2 h3 y3bf ff4 fs0 fc0 sc0 ls0 ws0">warunkuje sytuację finan<span class="_ _2"/>sową podmiotów służby zdr<span class="_ _2"/>owia.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y3c0 ff4 fs0 fc0 sc0 ls0 ws0">Pozostałe <span class="_ _a"/>kraje, <span class="_ _a"/>w <span class="_ _a"/>któr<span class="_ _2"/>ych <span class="_ _a"/>Grupa <span class="_ _a"/>lokuje <span class="_ _9"> </span>swoją <span class="_ _a"/>działalność <span class="_ _a"/>handl<span class="_ _2"/>ową, <span class="_ _a"/>charakte<span class="_ _2"/>ryzują <span class="_ _a"/>się <span class="_ _a"/>z <span class="_ _a"/>r<span class="_ _2"/>eguły <span class="_ _a"/>rosnącym <span class="_ _9"> </span>rynkiem <span class="_ _a"/>IVD. </div><div class="t m0 x2 h3 y3c1 ff4 fs0 fc0 sc0 ls0 ws0">Podstawowe <span class="_ _d"/>r<span class="_ _2"/>ynki <span class="_ _d"/>ekspo<span class="_ _2"/>rtowe <span class="_ _d"/>Gr<span class="_ _2"/>upy <span class="_ _d"/>to kraje: <span class="_ _d"/>Europy <span class="_ _d"/>Wscho<span class="_ _2"/>dniej, <span class="_ _0"/>Bliskiego <span class="_ _d"/>Ws<span class="_ _2"/>chodu, <span class="_ _d"/>Afryk<span class="_ _2"/>i <span class="_ _d"/>Północ<span class="_ _2"/>nej <span class="_ _d"/>oraz A<span class="_ _0"/>zji. <span class="_ _d"/>W<span class="_ _2"/>ymienione </div><div class="t m0 x2 h3 y3c2 ff4 fs0 fc0 sc0 ls0 ws0">rynki  stanowią  ok.  20%  świato<span class="_ _2"/>wego  rynku.  Na  uwagę  zasługuje  fakt<span class="_ _2"/>,  że  liczba  wykonywanych  bada<span class="_ _2"/>ń  laboratoryjnych<span class="_ _2"/> </div><div class="t m0 x2 h3 y288 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">przeliczeniu  na  jednego  mieszkańca  w</span> <span class="ff4">w/w  regionach  wciąż  jest  zdecydowan<span class="_ _2"/>ie  mniejsza  niż  w  krajach  zachodnich, </span></div><div class="t m0 x2 h3 y3c3 ff2 fs0 fc0 sc0 ls0 ws0">a <span class="ff4">wyraźna tendencja wzrosto<span class="_ _2"/>wa stwarza m<span class="_ _2"/>ożliwość zwięks<span class="_ _2"/>zania sp<span class="_ _2"/>rzedaży. </span> </div><div class="t m0 x2 h4 y3c4 ff3 fs0 fc0 sc0 ls1 ws0">20.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">Z<span class="ff5">miany w p<span class="_ _2"/>odstawowych zasad<span class="_ _2"/>ach zarządzan<span class="_ _2"/>ia </span>Gr<span class="_ _2"/>up<span class="ff5">ą</span> </span></span></div><div class="t m0 x2 h3 y3c5 ff2 fs0 fc0 sc0 ls0 ws0">W roku 2023 <span class="ff4">nie wystąp<span class="_ _2"/>iły zmiany</span> <span class="_ _2"/>w <span class="ff4">podstawowych zasadach <span class="_ _2"/>zarządzania Grupą.<span class="_ _3"/></span> </div><div class="t m0 x2 h4 y3c6 ff3 fs0 fc0 sc0 ls1 ws0">21.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">W<span class="ff5">szelkie umowy zawarte <span class="_ _0"/>między <span class="ff3">Grup</span>ą<span class="ff3"> </span>a<span class="_ _0"/> osobami <span class="_ _0"/>zarządzającymi, przewidujące rekompensatę <span class="_ _0"/>w przypadku <span class="_ _0"/>ich </span></span></span></div><div class="t m0 x10 h4 y3c7 ff3 fs0 fc0 sc0 ls0 ws0">rezygnacji lub <span class="_ _d"/>zwolnienia z <span class="ff5">zajmowanego s<span class="_ _0"/>tanowiska bez <span class="_ _d"/>ważnej <span class="_ _0"/>przyczyny lub <span class="_ _d"/>gdy <span class="_ _0"/>ich <span class="_ _0"/>odwołanie <span class="_ _0"/>lub <span class="_ _0"/>zwolnienie </span></div><div class="t m0 x10 h4 y3c8 ff5 fs0 fc0 sc0 ls0 ws0">następuje z<span class="_ _2"/><span class="ff3"> </span>powodu połąc<span class="_ _2"/>zenia spółek Gr<span class="_ _2"/>upy<span class="ff3"> </span>przez pr<span class="_ _2"/>zejęcie<span class="ff3"> </span></div><div class="t m0 x2 h3 y3c9 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"> </span>dniu <span class="_ _9"> </span>21 <span class="_ _9"> </span>grudnia <span class="_ _9"> </span>20<span class="_ _2"/>22 <span class="_ _9"> </span>roku <span class="_ _9"> </span>R<span class="_ _2"/>ada <span class="_ _9"> </span>Nadzorcza <span class="_ _11"> </span>Jednostki <span class="_ _11"> </span>Do<span class="ff4">minujące<span class="_ _2"/>j</span> <span class="_ _9"> </span><span class="ff4">Uchwałą <span class="_ _11"> </span>Nr <span class="_ _9"> </span>45/2022 <span class="_ _9"> </span>w <span class="_ _9"> </span>s<span class="_ _2"/>prawie <span class="_ _9"> </span>zmiany <span class="_ _9"> </span>Uchwał<span class="_ _2"/>y </span></div><div class="t m0 x2 h3 y3ca ff2 fs0 fc0 sc0 lsc ws0">Nr<span class="ls0"> <span class="ls1">42/2022 Rady <span class="_ _d"/>Nadzorczej <span class="_ _0"/><span class="ls0">Jed<span class="_ _2"/>nostki <span class="ff4">Dominującej</span> z <span class="_ _d"/>dnia 4 <span class="_ _0"/>listopada 2022 roku <span class="_ _d"/>w sprawie ustalenia <span class="_ _0"/>wynagrodzenia Marcina </span></span></span></div><div class="t m0 x2 h3 y3cb ff4 fs0 fc0 sc0 ls0 ws0">Sieczek <span class="_ _f"/>jako <span class="_ _a"/>Prezesa <span class="_ _f"/>Z<span class="_ _2"/>arządu <span class="_ _a"/>Jednostki <span class="_ _a"/>Dominującej<span class="_ _2"/>, <span class="_ _f"/>powo<span class="_ _2"/>łanego <span class="_ _a"/>do <span class="_ _f"/>pełnienia <span class="_ _a"/>tej <span class="_ _f"/>fun<span class="_ _2"/>kcji <span class="_ _f"/>z <span class="_ _a"/>dnie<span class="_ _2"/>m <span class="_ _f"/>1 <span class="_ _a"/>stycznia <span class="_ _f"/>2023<span class="_ _2"/> <span class="_ _f"/>roku, </div><div class="t m0 x2 h3 y3cc ff4 fs0 fc0 sc0 ls0 ws0">ustaliła, że w <span class="_ _0"/>przypadku wygaśni<span class="_ _2"/>ęcia mandatu Prezesa Zarządu z powodu odwołania (za <span class="_ _0"/>wyjątkiem odwołania ze względu na </div><div class="t m0 x2 h3 y3cd ff4 fs0 fc0 sc0 ls0 ws0">rażące <span class="_ _2"/>naruszen<span class="_ _2"/>ie <span class="_ _2"/>obowią<span class="_ _2"/>zków) <span class="_ _2"/>lub<span class="_ _2"/> <span class="_ _2"/>rezygnacji <span class="_ _3"/>złożonej <span class="_ _2"/>co <span class="_ _3"/>najmni<span class="_ _2"/>ej <span class="_ _2"/>po <span class="_ _2"/>d<span class="_ _3"/>wunastu <span class="_ _2"/>miesiącach<span class="_ _2"/> <span class="_ _2"/>spr<span class="_ _2"/>awowania <span class="_ _2"/>mandatu <span class="_ _3"/>Marcin </div><div class="t m0 x2 h3 y3ce ff4 fs0 fc0 sc0 ls0 ws0">Sieczek <span class="_ _d"/>będzie uprawniony <span class="_ _d"/>do <span class="_ _d"/>otr<span class="_ _2"/>zymania <span class="_ _0"/>świadczenia <span class="_ _0"/>w <span class="_ _d"/>wysoko<span class="_ _2"/>ści <span class="_ _d"/>tr<span class="_ _2"/>zykrotności<span class="_ _2"/><span class="ff2"> <span class="_ _d"/><span class="ff4">mies<span class="_ _2"/>ięcznego <span class="_ _0"/>wynagrodzenia zasadniczego </span></span></div><div class="t m0 x2 h4 y3cf ff4 fs0 fc0 sc0 ls0 ws0">wypłacanego w trzech mie<span class="_ _2"/>sięcznych ratach (<span class="_ _2"/>„<span class="ff5">Świadczen<span class="_ _2"/>ie</span><span class="ls3">”).</span><span class="ff2"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf19"><div class="pc pc19 w0 h0"><img alt="" class="bi xa y3d0 w6 h2f" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">25<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _3"/>dniu <span class="_ _f"/>24 <span class="_ _3"/>paźd<span class="_ _2"/>ziernika <span class="_ _3"/>20<span class="_ _2"/>23 <span class="_ _3"/>ro<span class="_ _2"/>ku <span class="_ _3"/>M<span class="_ _2"/>arcin <span class="_ _3"/>Siec<span class="_ _2"/>zek <span class="_ _3"/>złożył <span class="_ _f"/>rezygn<span class="_ _2"/>ację <span class="_ _3"/>z <span class="_ _f"/>członkostwa <span class="_ _f"/>w <span class="_ _f"/>Zarządzie <span class="_ _a"/>Jednostki <span class="_ _f"/>Dominującej<span class="_ _2"/><span class="ff2"> <span class="_ _3"/>ze<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">skutkiem na <span class="_ _2"/>dzień 8<span class="_ _2"/><span class="ff2"> </span>listopada <span class="_ _2"/>2023 <span class="_ _2"/>roku, <span class="_ _2"/>tj. po <span class="_ _2"/>mniej niż <span class="_ _2"/>dwunastu<span class="_ _2"/> miesiącach<span class="_ _2"/> sprawo<span class="_ _2"/>wania man<span class="_ _2"/>datu, <span class="_ _2"/>w związku <span class="_ _2"/>z czym <span class="_ _2"/>nie </div><div class="t m0 x2 h3 y26d ff4 fs0 fc0 sc0 ls0 ws0">nabył praw do<span class="ff2"> </span>Świadczenia.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y3d1 ff3 fs0 fc0 sc0 ls1 ws0">22.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">W<span class="ff5">artość <span class="_ _2"/>wynagro<span class="_ _2"/>dzeń, n<span class="_ _2"/>agród lu<span class="_ _2"/>b <span class="_ _2"/>korzyści, <span class="_ _2"/>w <span class="_ _2"/>tym <span class="_ _2"/>wynikających <span class="_ _2"/>z <span class="_ _2"/>programów <span class="_ _2"/>motywacyjn<span class="_ _2"/>ych lu<span class="_ _2"/>b pr<span class="_ _2"/>emiowych </span></span></span></div><div class="t m0 x10 h4 y44 ff3 fs0 fc0 sc0 ls0 ws0">opartych <span class="_ _b"> </span>na <span class="_ _b"> </span>kapitale <span class="_ _b"> </span><span class="ff5">spółek <span class="_ _b"> </span>Grupy, <span class="_ _b"> </span>w <span class="_ _b"> </span>szczególności <span class="_ _b"> </span>opartych <span class="_ _b"> </span>na <span class="_ _b"> </span>obligacjach <span class="_ _b"> </span>z</span> <span class="_ _b"> </span><span class="ff5">prawem <span class="_ _b"> </span>pierwszeństwa, </span></div><div class="t m0 x10 h4 y45 ff3 fs0 fc0 sc0 ls0 ws0">zamiennych, <span class="_ _9"> </span>warrantac<span class="_ _2"/>h <span class="_ _a"/>su<span class="_ _2"/>bskrypcyjnych, <span class="_ _9"> </span>w<span class="_ _2"/> <span class="ff5">pieniąd<span class="_ _2"/>zu, <span class="_ _9"/>naturze <span class="_ _a"/>lub <span class="_ _9"> </span>jakiejkolwiek <span class="_ _9"> </span>innej <span class="_ _9"> </span>formie, <span class="_ _9"> </span>wypłaconyc<span class="_ _2"/>h, </span></div><div class="t m0 x10 h4 y76 ff5 fs0 fc0 sc0 ls0 ws0">należnych lub potencjalnie należnych, odrębnie dla każdej<span class="_ _0"/> z<span class="ff3"> </span>osób zarządzających<span class="_ _2"/>, nadzorujących albo <span class="_ _0"/>członków </div><div class="t m0 x10 h4 y77 ff5 fs0 fc0 sc0 ls0 ws0">organów <span class="_ _7"> </span>administrujących <span class="_ _7"> </span>spółek <span class="_ _15"> </span>Gr<span class="_ _2"/>upy <span class="_ _7"> </span><span class="ff3">w </span>przedsiębiorstwach <span class="_ _7"> </span>spółek <span class="_ _15"> </span>Grup<span class="_ _2"/>y, <span class="_ _7"> </span>bez <span class="_ _15"> </span>względu <span class="_ _7"> </span>na <span class="_ _15"> </span>to, <span class="_ _7"> </span>czy </div><div class="t m0 x10 h4 yc4 ff5 fs0 fc0 sc0 ls0 ws0">odpowiedn<span class="_ _2"/>io <span class="_ _3"/>były <span class="_ _f"/>one <span class="_ _3"/>zaliczane <span class="_ _3"/>w <span class="_ _f"/>koszty, <span class="_ _f"/>czy <span class="_ _f"/>wynikały <span class="_ _3"/>z <span class="_ _f"/>podziału <span class="_ _3"/>zysku<span class="_ _2"/>, <span class="_ _3"/>a <span class="_ _f"/>w <span class="_ _3"/>przypad<span class="_ _2"/>ku <span class="_ _3"/>gdy <span class="_ _a"/>spó<span class="_ _2"/>łki <span class="_ _3"/>Grupy <span class="_ _f"/>są </div><div class="t m0 x10 h4 yc5 ff3 fs0 fc0 sc0 ls0 ws0">jednostka<span class="_ _2"/><span class="ls16">mi</span> <span class="_ _9"> </span><span class="ff5">domin<span class="_ _2"/>ując</span>ymi<span class="_ _2"/><span class="ff5">, <span class="_ _9"> </span>znaczący<span class="_ _2"/></span><span class="ls16">mi</span> <span class="_ _9"> </span>in<span class="_ _2"/>westoram<span class="_ _2"/>i<span class="ff5">, <span class="_ _11"> </span>wspólnik</span>ami <span class="_ _11"> </span><span class="ff5">jedn<span class="_ _2"/>ostki <span class="_ _11"> </span>współzależnej <span class="_ _11"> </span>lub <span class="_ _11"> </span>odp<span class="_ _2"/>owiednio </span></div><div class="t m0 x10 h4 y1ff ff3 fs0 fc0 sc0 ls0 ws0">jednostka<span class="_ _2"/><span class="ls16">mi</span> <span class="_ _11"> </span><span class="ff5">będ<span class="_ _2"/>ąc</span>ymi <span class="_ _11"> </span><span class="ff5">st<span class="_ _2"/>roną <span class="_ _11"> </span>wsp<span class="_ _2"/>ólnego  ustalenia <span class="_ _c"> </span>umownego <span class="_ _11"> </span>w  rozumieniu  obowiązujących  spółki  Grupy </span></div><div class="t m0 x10 h4 y200 ff5 fs0 fc0 sc0 ls0 ws0">przepisów <span class="_ _11"> </span>o<span class="ff3"> </span>rachunko<span class="_ _2"/>wości <span class="_ _11"> </span><span class="ff3">- <span class="_ _9"> </span></span>oddziel<span class="_ _2"/>nie <span class="_ _9"> </span>inf<span class="_ _2"/>ormacje <span class="_ _9"> </span>o <span class="_ _11"> </span>wartości <span class="_ _11"> </span>wynagrodzeń<span class="_ _2"/> <span class="_ _9"> </span>i <span class="_ _11"> </span>nagród <span class="_ _9"> </span>o<span class="_ _2"/>trzymanych <span class="_ _11"> </span>z <span class="_ _9"> </span>tytułu </div><div class="t m0 x10 h4 y201 ff5 fs0 fc0 sc0 ls0 ws0">pełnienia <span class="_ _13"> </span>fun<span class="_ _2"/>kcji <span class="_ _13"> </span>we <span class="_ _13"> </span>władzach <span class="_ _13"> </span>jednostek <span class="_ _13"> </span>po<span class="_ _2"/>dporządkowanych; <span class="_ _13"> </span>jeżeli <span class="_ _13"> </span>odp<span class="_ _2"/>owiednie <span class="_ _13"> </span>infor<span class="_ _2"/>macje <span class="_ _13"> </span>zostały </div><div class="t m0 x10 h4 y202 ff3 fs0 fc0 sc0 ls0 ws0">przedstawio<span class="_ _2"/>ne w sprawozdaniu finansowym - <span class="ff5">obowiązek<span class="_ _2"/> uznaje się za <span class="_ _0"/>spełnion<span class="_ _2"/>y poprzez wskazanie miejsca ich </span></div><div class="t m0 x10 h4 y203 ff3 fs0 fc0 sc0 ls0 ws0">zamieszczenia w sp<span class="_ _2"/>rawozdan<span class="_ _2"/>iu finansowym </div><div class="t m0 x2 h3 y3d2 ff4 fs0 fc0 sc0 ls0 ws0">Informacje <span class="_ _2"/>o <span class="_ _2"/>wynagrodzeniach <span class="_ _2"/>osób <span class="_ _2"/>zar<span class="_ _2"/>ządzających <span class="_ _2"/>i <span class="_ _2"/>nadzorujących <span class="_ _2"/>Gr<span class="_ _2"/>upy <span class="_ _2"/>zostały <span class="_ _2"/>zawarte <span class="_ _2"/>w <span class="_ _3"/><span class="ff2 ls1">no<span class="ls0">cie <span class="_ _2"/></span>35.<span class="ls0">2 <span class="_ _2"/>skonsolidowanego </span></span></div><div class="t m0 x2 h3 y3d3 ff4 fs0 fc0 sc0 ls0 ws0">sprawozdania finansowego <span class="_ _2"/>Grupy za rok zakończony 31<span class="_ _2"/> grudnia 2<span class="_ _2"/>0<span class="ff2">2<span class="_ _2"/>3 roku. </span></div><div class="t m0 x2 h4 y3d4 ff3 fs0 fc0 sc0 ls1 ws0">23.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">I<span class="ff5">nform<span class="_ _2"/>acje <span class="_ _d"/>o <span class="_ _d"/>wszelkich zobowiązaniach <span class="_ _d"/>wynikających z<span class="_ _d"/> emeryt<span class="_ _0"/>ur <span class="_ _d"/>i <span class="_ _d"/>świad<span class="_ _2"/>czeń <span class="_ _d"/>o <span class="_ _0"/>podobnym <span class="_ _d"/>charakter<span class="_ _2"/>ze <span class="_ _d"/>dla <span class="_ _d"/>b<span class="_ _2"/>yłych </span></span></span></div><div class="t m0 x10 h4 y3d5 ff5 fs0 fc0 sc0 ls0 ws0">osób <span class="_ _f"/>zarządzają<span class="_ _2"/>cych, <span class="_ _3"/>n<span class="_ _2"/>adzorujących <span class="_ _f"/>albo <span class="_ _f"/>byłych <span class="_ _f"/>członkó<span class="_ _2"/>w <span class="_ _3"/>organ<span class="_ _2"/>ów <span class="_ _f"/>administrujących <span class="_ _f"/>oraz <span class="_ _f"/>o <span class="_ _f"/>zobowiązan<span class="_ _2"/>iach </div><div class="t m0 x10 h4 y3d6 ff5 fs0 fc0 sc0 ls0 ws0">zaciągniętych<span class="_ _2"/> <span class="_ _3"/>w <span class="_ _f"/>związku <span class="_ _3"/>z <span class="_ _3"/>tymi <span class="_ _f"/>emeryt<span class="_ _2"/>urami, <span class="_ _3"/>ze<span class="_ _2"/><span class="ff3"> <span class="_ _3"/></span>wskaza<span class="_ _2"/>niem <span class="_ _3"/>kwoty <span class="_ _f"/>ogółem <span class="_ _f"/>dla <span class="_ _3"/>każdej <span class="_ _f"/>kategorii <span class="_ _f"/>organu; <span class="_ _3"/>jeże<span class="_ _2"/>li </div><div class="t m0 x10 h4 y3d7 ff5 fs0 fc0 sc0 ls0 ws0">odpowiedn<span class="_ _2"/>ie <span class="_ _0"/>informacje <span class="_ _0"/>zostały <span class="_ _d"/>p<span class="_ _2"/>rzedstawion<span class="_ _2"/>e <span class="_ _d"/>w sprawozdaniu <span class="_ _d"/>finanso<span class="_ _2"/>wym <span class="ff3">- <span class="_ _0"/><span class="ff5">obowiązek <span class="_ _0"/>uznaje <span class="_ _d"/>się<span class="_ _2"/> <span class="_ _d"/>za spełniony </span></span></div><div class="t m0 x10 h4 y3d8 ff3 fs0 fc0 sc0 ls0 ws0">poprzez wskazan<span class="_ _2"/>ie miejsca ich zamieszczen<span class="_ _2"/>ia w<span class="_ _2"/> sprawozdan<span class="_ _2"/>iu finansowym </div><div class="t m0 x2 h3 y3d9 ff2 fs0 fc0 sc0 ls0 ws0">W <span class="_ _a"/>2023 <span class="_ _a"/>roku<span class="_ _2"/> <span class="_ _a"/><span class="ff4">w <span class="_ _9"> </span>Grupie <span class="_ _a"/>nie<span class="_ _2"/> <span class="_ _a"/>istniały <span class="_ _9"> </span>zobowiązania <span class="_ _9"> </span>wynikające <span class="_ _a"/>ze<span class="_ _2"/> <span class="_ _a"/>świadczeń<span class="_ _2"/> <span class="_ _a"/>emerytalnych<span class="_ _2"/> <span class="_ _a"/>lub <span class="_ _a"/>po<span class="_ _2"/>dobnych <span class="_ _9"> </span>dla <span class="_ _a"/>byłych<span class="_ _2"/> <span class="_ _a"/>osób </span></div><div class="t m0 x2 h3 y3da ff4 fs0 fc0 sc0 ls0 ws0">zarządzających i nadzorują<span class="_ _2"/>cych J<span class="_ _2"/>ednostki Dominującej<span class="_ _2"/><span class="ff2">. </span></div><div class="t m0 x2 h4 y20d ff3 fs0 fc0 sc0 ls1 ws0">24.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">O<span class="ff5">kreślenie <span class="_ _9"> </span>łącznej <span class="_ _a"/>liczb<span class="_ _2"/>y <span class="_ _a"/>i <span class="_ _a"/>wartości <span class="_ _9"> </span>nominalnej <span class="_ _a"/>wszyst<span class="_ _2"/>kich <span class="_ _a"/>akcji <span class="_ _9"> </span>Jedn<span class="_ _2"/>ostki <span class="_ _a"/>Dom<span class="_ _2"/>inującej</span> <span class="_ _a"/>o<span class="_ _2"/>raz <span class="_ _a"/>akcji <span class="_ _a"/>i <span class="ff5">u<span class="_ _2"/>działów </span></span></span></div><div class="t m0 x10 h4 y3db ff3 fs0 fc0 sc0 ls0 ws0">odpowiedn<span class="_ _2"/>io <span class="_ _11"> </span>w <span class="_ _11"> </span><span class="ls2">jej <span class="_ _c"> </span></span><span class="ff5">podmiotach <span class="_ _c"> </span>powiązanych, <span class="_ _c"> </span>będących <span class="_ _c"> </span>w</span> <span class="_ _2"/><span class="ff5">posiadaniu <span class="_ _11"> </span>o<span class="_ _2"/>sób <span class="_ _11"> </span>zarządzający<span class="_ _2"/>ch <span class="_ _11"> </span>i <span class="_ _11"> </span>n<span class="_ _2"/>adzorujących </span></div><div class="t m0 x10 h4 y336 ff5 fs0 fc0 sc0 ls0 ws0">spółek Grup<span class="_ _2"/>y, oddzielnie d<span class="_ _2"/>la każdej osoby<span class="ff3"> </span></div><div class="t m0 x2 h3 y210 ff4 fs0 fc0 sc0 ls0 ws0">Stan po<span class="_ _2"/>siadanych <span class="_ _2"/>ak<span class="_ _2"/>cji <span class="_ _2"/>PZ <span class="_ _2"/>CORM<span class="_ _2"/>AY <span class="_ _2"/>S.A. <span class="_ _2"/>przez, <span class="_ _2"/>odpowiednio<span class="_ _2"/>, <span class="_ _2"/>członków <span class="_ _2"/>Zar<span class="_ _2"/>ządu <span class="_ _2"/>i <span class="_ _2"/>Rady <span class="_ _2"/>Nadzor<span class="_ _2"/>czej <span class="_ _f"/>Jednostki <span class="_ _2"/>Dominują<span class="_ _2"/>cej<span class="ff2"> </span></div><div class="t m0 x2 h3 y211 ff4 fs0 fc0 sc0 ls0 ws0">na dzień 31<span class="ff2"> </span>grudnia 20<span class="_ _2"/>23 roku oraz na dzień p<span class="_ _2"/>ublikacji niniejszeg<span class="_ _2"/>o sprawozdania p<span class="_ _2"/>rzedstawia się n<span class="_ _2"/>astępująco:<span class="_ _3"/><span class="ff2"> </span></div></div><div class="c x2 y3dc w43 h30"><div class="t m0 x11 h10 y3dd ff5 fs3 fc2 sc0 ls0 ws0">Członek Zarząd<span class="_ _0"/>u<span class="ff3"> </span></div></div><div class="c x6d y3dc w44 h30"><div class="t m0 x58 h10 y3de ff5 fs3 fc2 sc0 ls0 ws0">Liczba akcji na dzie<span class="_ _0"/>ń </div><div class="t m0 x68 h10 y3df ff3 fs3 fc2 sc0 ls0 ws0">publikacji niniejs<span class="_ _0"/>zego </div><div class="t m0 x38 h10 y3e0 ff3 fs3 fc2 sc0 ls0 ws0">sprawozdania </div><div class="t m0 x45 h10 y3e1 ff3 fs3 fc2 sc0 ls0 ws0">(w szt.) </div></div><div class="c x6e y3dc w45 h30"><div class="t m0 x56 h10 y3df ff5 fs3 fc2 sc0 ls0 ws0">Wartość nominaln<span class="_ _0"/>a<span class="ff3"> </span></div><div class="t m0 x6f h10 y3e0 ff3 fs3 fc2 sc0 ls0 ws0">(w PLN) </div></div><div class="c x70 y3dc w46 h30"><div class="t m0 x58 h10 y3e2 ff5 fs3 fc2 sc0 ls0 ws0">Liczba akcji na dzie<span class="_ _0"/>ń <span class="ff3"> </span></div><div class="t m0 x55 h10 y3dd ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3  </div><div class="t m0 x45 h10 y3e3 ff3 fs3 fc2 sc0 ls0 ws0">(w szt.) </div></div><div class="c x71 y3dc w45 h30"><div class="t m0 x56 h10 y3df ff5 fs3 fc2 sc0 ls0 ws0">Wartość nominaln<span class="_ _0"/>a<span class="ff3"> </span></div><div class="t m0 x6f h10 y3e0 ff3 fs3 fc2 sc0 ls0 ws0">(w PLN) </div></div><div class="c x2 y3e4 w43 h31"><div class="t m0 x11 hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">Wojciech Sucho<span class="_ _0"/>wski </div></div><div class="c x6d y3e4 w44 h31"><div class="t m0 x6f hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">100 000 </div></div><div class="c x6e y3e4 w45 h31"><div class="t m0 x6f hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">100 000 </div></div><div class="c x70 y3e4 w46 h31"><div class="t m0 x6f hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">100 000 </div></div><div class="c x71 y3e4 w45 h31"><div class="t m0 x6f hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">100 000 </div></div><div class="c x2 y3e5 w47 h32"><div class="t m0 x11 hb y1 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y3e5 w48 h32"><div class="t m0 x11 hb y1 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y3e5 w49 h32"><div class="t m0 x11 hb y3e6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x70 y3e5 w4a h32"><div class="t m0 x11 hb y1 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x71 y3e5 w49 h32"><div class="t m0 x11 hb y3e6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h2 y3e7 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y64 w43 h30"><div class="t m0 x11 h10 y3e8 ff5 fs3 fc2 sc0 ls0 ws0">Członek Rady Na<span class="_ _0"/>dzorczej<span class="ff3"> </span></div></div><div class="c x6d y64 w44 h30"><div class="t m0 x58 h10 y3de ff5 fs3 fc2 sc0 ls0 ws0">Liczba akcji na dzie<span class="_ _0"/>ń </div><div class="t m0 x68 h10 y3df ff3 fs3 fc2 sc0 ls0 ws0">publikacji niniejs<span class="_ _0"/>zego </div><div class="t m0 x38 h10 y3e0 ff3 fs3 fc2 sc0 ls0 ws0">sprawozdania </div><div class="t m0 x45 h10 y3e1 ff3 fs3 fc2 sc0 ls0 ws0">(w szt.) </div></div><div class="c x6e y64 w45 h30"><div class="t m0 x56 h10 y3df ff5 fs3 fc2 sc0 ls0 ws0">Wartość nominaln<span class="_ _0"/>a<span class="ff3"> </span></div><div class="t m0 x6f h10 y3e0 ff3 fs3 fc2 sc0 ls0 ws0">(w PLN) </div></div><div class="c x70 y64 w46 h30"><div class="t m0 x58 h10 y3e2 ff5 fs3 fc2 sc0 ls0 ws0">Liczba akcji na dzie<span class="_ _0"/>ń <span class="ff3"> </span></div><div class="t m0 x55 h10 y3e8 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div><div class="t m0 x45 h10 y3e3 ff3 fs3 fc2 sc0 ls0 ws0">(w szt.) </div></div><div class="c x71 y64 w45 h30"><div class="t m0 x56 h10 y3df ff5 fs3 fc2 sc0 ls0 ws0">Wartość nominaln<span class="_ _0"/>a<span class="ff3"> </span></div><div class="t m0 x6f h10 y3e0 ff3 fs3 fc2 sc0 ls0 ws0">(w PLN) </div></div><div class="c x2 y3e9 w43 h31"><div class="t m0 x11 hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">Bartosz Marczuk<span class="_ _0"/> </div></div><div class="c x6d y3e9 w44 h31"><div class="t m0 x5 hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">81 652 </div></div><div class="c x6e y3e9 w45 h31"><div class="t m0 x5 hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">81 652 </div></div><div class="c x70 y3e9 w46 h31"><div class="t m0 x5 hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">81 652 </div></div><div class="c x71 y3e9 w45 h31"><div class="t m0 x5 hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">81 652 </div></div><div class="c x2 y3ea w43 h31"><div class="t m0 x11 hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">Marcin Sieczek* </div></div><div class="c x6d y3ea w44 h31"><div class="t m0 x6f hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">110 000 </div></div><div class="c x6e y3ea w45 h31"><div class="t m0 x6f hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">110 000 </div></div><div class="c x70 y3ea w46 h31"><div class="t m0 x6f hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">110 000 </div></div><div class="c x71 y3ea w45 h31"><div class="t m0 x6f hb yc9 ff2 fs3 fc0 sc0 ls0 ws0">110 000 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h33 y3eb ff2 fs5 fc0 sc0 ls0 ws0">*</div><div class="t m0 x72 hb y3ec ff2 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2"/><span class="ff4">w <span class="_ _3"/>dniu <span class="_ _3"/>24 <span class="_ _2"/>października <span class="_ _2"/>2023 <span class="_ _3"/>roku <span class="_ _2"/>Marcin <span class="_ _2"/>Sieczek <span class="_ _3"/>złożył <span class="_ _2"/>rezygnację <span class="_ _2"/>z <span class="_ _3"/>członkostw<span class="_ _0"/>a <span class="_ _3"/>w <span class="_ _2"/>Zarządzie <span class="_ _3"/>Jednostki <span class="_ _3"/>Dominującej <span class="_ _2"/>ze <span class="_ _2"/>skutkiem <span class="_ _2"/>na<span class="_ _2"/> <span class="_ _2"/>dzień <span class="_ _3"/>8<span class="ff2"> listopada </span></span></div><div class="t m0 x2 hb y3ed ff2 fs3 fc0 sc0 ls0 ws0">2023 <span class="_ _2"/>roku. <span class="_ _2"/>W dniu <span class="_ _2"/>8 <span class="_ _3"/>listopada 2023 <span class="_ _2"/>roku <span class="_ _2"/>Nadzwyczajne Wa<span class="_ _2"/>lne <span class="_ _2"/>Zgromadzenie <span class="_ _2"/>Jednostki <span class="_ _2"/><span class="ff4">Dominującej</span> <span class="_ _2"/><span class="ff4">powołało <span class="_ _2"/>Marcina <span class="_ _2"/>Sieczek w <span class="_ _2"/>skład <span class="_ _3"/>Rady Nadzorczej </span></div><div class="t m0 x2 hb y3ee ff4 fs3 fc0 sc0 ls0 ws0">Spółki bieżącej ka<span class="_ _0"/>dencji.<span class="ff2"> </span></div><div class="t m0 x2 h3 y3ef ff4 fs0 fc0 sc0 ls0 ws0">Osoby <span class="_ _11"> </span>zarządzające <span class="_ _c"> </span>i <span class="_ _11"> </span>nadzorujące  Jednostki <span class="_ _11"> </span>Dominującej  nie <span class="_ _9"> </span>p<span class="_ _2"/>osiadają <span class="_ _11"> </span>akcji <span class="_ _11"> </span>i  udziałów <span class="_ _9"> </span>jedn<span class="_ _2"/>ostek <span class="_ _11"> </span>zależn<span class="_ _2"/>ych <span class="_ _c"> </span><span class="ff2">Jednostki </span></div><div class="t m0 x2 h3 y3f0 ff4 fs0 fc0 sc0 ls0 ws0">Dominującej<span class="ff2">. </span></div><div class="t m0 x2 h4 y19a ff3 fs0 fc0 sc0 ls1 ws0">25.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">Inform<span class="_ _2"/>acje <span class="_ _e"> </span>o <span class="_ _b"> </span>znanych <span class="_ _b"> </span>Grup<span class="ls2">ie</span>  u<span class="_ _2"/>mowach, <span class="_ _b"> </span>w  tym<span class="_ _2"/> <span class="_ _e"> </span>zawart<span class="_ _2"/>ych <span class="_ _e"> </span>po<span class="_ _2"/> <span class="_ _e"> </span>dniu <span class="_ _b"> </span>bilanso<span class="_ _2"/>wym, <span class="_ _e"> </span>w<span class="_ _2"/> <span class="ff5">wyniku <span class="_ _b"> </span>których <span class="_ _e"> </span>mogą </span></span></span></div><div class="t m0 x10 h4 y3f1 ff3 fs0 fc0 sc0 ls0 ws0">w <span class="ff5">przyszłości <span class="_ _7"> </span>nastąpić <span class="_ _15"> </span>zmiany <span class="_ _15"> </span>w <span class="_ _15"> </span>p<span class="_ _2"/>roporcja<span class="_ _2"/>ch <span class="_ _15"> </span>posiadanych <span class="_ _7"> </span>akcji <span class="_ _16"> </span>pr<span class="_ _2"/>zez <span class="_ _15"> </span>dotyc<span class="_ _2"/>hczasowych <span class="_ _15"> </span>akcjon<span class="_ _2"/>ariuszy </span></div><div class="t m0 x10 h4 y19c ff3 fs0 fc0 sc0 ls0 ws0">i obligatar<span class="_ _2"/>iuszy </div><div class="t m0 x2 h3 y3f2 ff4 fs0 fc0 sc0 ls0 ws0">Informacje <span class="_ _11"> </span>o <span class="_ _c"> </span>umowach, <span class="_ _11"> </span>które  m<span class="_ _0"/>ogą <span class="_ _11"> </span>zmienić <span class="_ _11"> </span>prop<span class="_ _2"/>orcje <span class="_ _11"> </span>posiadanych  akcji <span class="_ _9"> </span>przez <span class="_ _11"> </span>do<span class="_ _2"/>tychczasowych <span class="_ _11"> </span>akcjonar<span class="_ _2"/>iuszy, <span class="_ _11"> </span>zostały </div><div class="t m0 x2 h3 y3f3 ff2 fs0 fc0 sc0 ls0 ws0">przedstawione w pkt. 26 nin<span class="_ _2"/>iejszego sprawozd<span class="_ _2"/>ania.<span class="_ _2"/> </div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf1a"><div class="pc pc1a w0 h0"><img alt="" class="bi xa y3f4 w6 h34" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">26<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y40 ff3 fs0 fc0 sc0 ls1 ws0">26.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">Inform<span class="_ _2"/>acje <span class="ff5">o systemie kont<span class="_ _2"/>roli programów <span class="_ _2"/></span></span></span>akcji<span class="ls0"> pracowniczy<span class="_ _2"/>ch </span></div><div class="t m0 x2 h3 y97 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _f"/>dniu <span class="_ _a"/>22 <span class="_ _a"/>czerwca <span class="_ _a"/>2023 <span class="_ _a"/>roku <span class="_ _a"/>or<span class="_ _2"/>az <span class="_ _f"/>19<span class="_ _2"/> <span class="_ _f"/>wrze<span class="_ _2"/>śnia <span class="_ _f"/>20<span class="_ _2"/>23 <span class="_ _f"/>r<span class="_ _2"/>oku <span class="_ _a"/>Walne <span class="_ _a"/>Zgromadzenia <span class="_ _a"/>Jednostki <span class="_ _a"/>Domi<span class="_ _2"/>nującej <span class="_ _a"/>podjęło <span class="_ _a"/>uchwały </div><div class="t m0 x2 h3 y42 ff2 fs0 fc0 sc0 ls0 ws0">w sprawie, <span class="_ _0"/>odpowiednio: <span class="_ _0"/>(i) <span class="ff4">przyję<span class="_ _2"/>cia <span class="_ _0"/>programu motywacyjnego <span class="_ _d"/>dla <span class="_ _0"/>członków <span class="_ _d"/>Z<span class="_ _2"/>arządu <span class="_ _0"/>Jednostki <span class="_ _0"/>Dominującej <span class="_ _0"/>oraz <span class="_ _0"/>kluczowych </span></div><div class="t m0 x2 h4 y43 ff4 fs0 fc0 sc0 ls0 ws0">osób <span class="_ _e"> </span>zatrudnionych <span class="_ _b"> </span>w<span class="ff2"> Jed</span>nostce <span class="_ _e"> </span>Dominującej <span class="_ _e"> </span>i <span class="_ _e"> </span>spó<span class="_ _2"/>łkach <span class="_ _e"> </span>z <span class="_ _e"> </span>Gr<span class="_ _2"/>upy <span class="_ _e"> </span>(„<span class="_ _2"/><span class="ff3">Program<span class="_ _2"/>  M<span class="_ _2"/>otywacyjny<span class="_ _2"/></span>”),  (ii <span class="_ _e"> </span>a) <span class="_ _e"> </span>emisj<span class="_ _2"/>i <span class="_ _e"> </span>warrantów<span class="_ _2"/> </div><div class="t m0 x2 h4 y74 ff4 fs0 fc0 sc0 ls0 ws0">subskrypcyjnych <span class="_ _3"/>ser<span class="_ _2"/>ii <span class="_ _3"/>A <span class="_ _3"/>z <span class="_ _3"/>prawem <span class="_ _3"/>do <span class="_ _3"/>ob<span class="_ _2"/>jęcia <span class="_ _3"/>akcji <span class="_ _3"/>serii <span class="_ _3"/>N <span class="_ _3"/>(„<span class="_ _2"/><span class="ff3">War<span class="_ _2"/>ranty</span>”)<span class="_ _2"/>, <span class="_ _3"/>z <span class="_ _3"/>wyłączeniem <span class="_ _3"/>w <span class="_ _3"/>całości <span class="_ _3"/>pr<span class="_ _2"/>awa <span class="_ _3"/>poboru <span class="_ _3"/>Warran<span class="_ _2"/>tów </div><div class="t m0 x2 h3 y75 ff4 fs0 fc0 sc0 ls0 ws0">oraz (ii <span class="_ _2"/>b) warun<span class="_ _2"/>kowego podwy<span class="_ _2"/>ższenia <span class="_ _2"/>kapitału za<span class="_ _2"/>kł<span class="_ _2"/>adowego <span class="_ _2"/>w drodze <span class="_ _2"/>emisji akc<span class="_ _2"/>ji serii <span class="_ _2"/>N <span class="_ _2"/>z wyłącz<span class="_ _2"/>eniem <span class="_ _2"/>prawa pobo<span class="_ _2"/>ru akcji<span class="_ _2"/> </div><div class="t m0 x2 h3 y98 ff4 fs0 fc0 sc0 ls0 ws0">serii <span class="_ _f"/>N, <span class="_ _a"/>ubiegania <span class="_ _9"> </span>się <span class="_ _a"/>o <span class="_ _f"/>dopu<span class="_ _2"/>szczenie <span class="_ _a"/>i<span class="_ _2"/><span class="ff2"> wprowadzen<span class="_ _2"/>ie <span class="_ _f"/>akcji<span class="_ _2"/> <span class="_ _a"/>serii <span class="_ _a"/>N <span class="_ _a"/>do <span class="_ _a"/>obrotu <span class="_ _a"/>na <span class="_ _a"/>rynku <span class="_ _a"/>regulowanym <span class="_ _a"/>oraz <span class="_ _a"/>zmiany <span class="_ _9"> </span>Statutu </span></div><div class="t m0 x2 h3 y123 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki <span class="_ _9"> </span>Dominującej. <span class="_ _9"> </span>Podstaw<span class="_ _2"/>owe <span class="_ _9"> </span>założenia <span class="_ _9"> </span>Programu <span class="_ _9"> </span>Motyw<span class="_ _2"/>acyjnego <span class="_ _11"> </span>przewidują <span class="_ _9"> </span>jego <span class="_ _9"> </span>rea<span class="_ _2"/>lizację <span class="_ _9"> </span>w <span class="_ _9"> </span>oparciu <span class="_ _9"> </span>wskaźniki </div><div class="t m0 x2 h3 y124 ff4 fs0 fc0 sc0 ls0 ws0">efektywności <span class="_ _9"> </span>działalnośc<span class="_ _2"/>i <span class="_ _9"> </span>Jednostki <span class="_ _9"> </span>Dominujące<span class="_ _2"/>j <span class="_ _9"> </span>lub <span class="_ _9"> </span>Grupy <span class="_ _9"> </span>za <span class="_ _9"> </span>t<span class="_ _2"/>rzy <span class="_ _9"> </span>kolejne <span class="_ _9"> </span>lata <span class="_ _9"> </span>obrotowe, <span class="_ _9"> </span>to <span class="_ _9"> </span>je<span class="_ _2"/>st <span class="_ _9"> </span>lata <span class="_ _9"> </span>2023, <span class="_ _9"> </span>20<span class="_ _2"/>24, <span class="_ _9"> </span>2025. </div><div class="t m0 x2 h3 y3f5 ff4 fs0 fc0 sc0 ls0 ws0">Uczestnikom Program<span class="_ _2"/>u oferowane będą upr<span class="_ _2"/>awnienia do objęcia łą<span class="_ _2"/>cznie nie więcej niż 5.894.3<span class="_ _2"/>50<span class="_ _2"/> akcji zwykłych na oka<span class="_ _2"/>ziciela </div><div class="t m0 x2 h4 y3f6 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki <span class="_ _3"/>Dominującej <span class="_ _3"/>serii <span class="_ _3"/>N <span class="_ _3"/>po <span class="_ _3"/>cenie <span class="_ _3"/>emisyjnej<span class="_ _2"/> <span class="_ _2"/>równe<span class="_ _2"/>j <span class="_ _3"/>wartości <span class="_ _3"/>nominalnej <span class="_ _3"/>i <span class="_ _3"/>wynoszącej <span class="_ _3"/>1 <span class="_ _3"/>zł <span class="_ _3"/>za <span class="_ _3"/>jedną <span class="_ _3"/>akcję <span class="_ _3"/>(„<span class="_ _3"/><span class="ff3">Akcji <span class="_ _3"/>Serii </span></div><div class="t m0 x2 h4 y3f7 ff3 fs0 fc0 sc0 ls0 ws0">N<span class="ff4">”), <span class="_ _2"/>w <span class="_ _2"/>związku <span class="_ _3"/>z <span class="_ _2"/>czym <span class="_ _3"/>Jednostka <span class="_ _3"/>Dominująca <span class="_ _2"/>wyemituje <span class="_ _3"/>nieodpłatnie <span class="_ _3"/>nie <span class="_ _2"/>więcej <span class="_ _2"/>niż <span class="_ _3"/>5.894.350. <span class="_ _3"/>Akcje <span class="_ _2"/>Serii <span class="_ _3"/>N <span class="_ _2"/>stanowić <span class="_ _3"/>będą </span></div><div class="t m0 x2 h3 y3f8 ff4 fs0 fc0 sc0 ls0 ws0">nie <span class="_ _3"/>więcej<span class="_ _2"/> <span class="_ _3"/>niż <span class="_ _f"/>7% <span class="_ _f"/>całkowitej <span class="_ _f"/>liczby <span class="_ _f"/>akcji <span class="_ _f"/>Jednostki <span class="_ _f"/>Dominującej <span class="_ _f"/>istniejących <span class="_ _f"/>w <span class="_ _f"/>dniu <span class="_ _f"/>22 <span class="_ _3"/>czerw<span class="_ _2"/>ca <span class="_ _3"/>2<span class="_ _2"/>023 <span class="_ _f"/>roku <span class="_ _3"/>i <span class="_ _f"/>podlegać <span class="_ _f"/>będą </div><div class="t m0 x2 h3 y3f9 ff2 fs0 fc0 sc0 ls0 ws0">zakazowi sprzeda<span class="ff4">ży pr<span class="_ _2"/>zez członków Zar<span class="_ _2"/>ządu Jednostki Dominują<span class="_ _2"/>cej w terminie 12 m<span class="_ _2"/>iesięcy od dnia<span class="_ _2"/> ich objęcia. <span class="_ _3"/></span> </div><div class="t m0 x2 h3 y203 ff4 fs0 fc0 sc0 ls0 ws0">Warunki <span class="_ _f"/>zaoferowania <span class="_ _f"/>Warrantów <span class="_ _f"/>za <span class="_ _f"/>2023 <span class="_ _f"/>rok <span class="_ _f"/>nie <span class="_ _f"/>zostały <span class="_ _f"/>spełnione, <span class="_ _f"/>a <span class="_ _f"/>pula <span class="_ _f"/>Warrantów <span class="_ _f"/>za <span class="_ _f"/>ten <span class="_ _f"/>rok <span class="_ _f"/>przeszła <span class="_ _f"/>na <span class="_ _f"/>kolejny <span class="_ _f"/>rok </div><div class="t m0 x2 h3 y3fa ff4 fs0 fc0 sc0 ls0 ws0">obowiązywania Program<span class="_ _2"/>u Motywacyjnego.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y205 ff3 fs0 fc0 sc0 ls1 ws0">27.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">Wskazanie: <span class="_ _3"/>(i) <span class="_ _2"/>dat<span class="_ _2"/>y <span class="_ _2"/>zawarcia <span class="_ _3"/>przez <span class="_ _2"/><span class="ff5">spółki<span class="_ _2"/> <span class="_ _2"/>Grupy <span class="_ _3"/></span><span class="ls15">um</span>owy <span class="_ _2"/><span class="ff5">z <span class="_ _2"/>fir<span class="_ _2"/>mą <span class="_ _2"/>audytorską <span class="_ _3"/>o <span class="_ _2"/>dokonanie <span class="_ _3"/>badania <span class="_ _2"/>lub <span class="_ _3"/>przeglądu </span></span></span></div><div class="t m0 x10 h4 y206 ff5 fs0 fc0 sc0 ls0 ws0">sprawozdan<span class="_ _2"/>ia  finansowego  lu<span class="_ _0"/>b  skonsolidowanego  sprawozdania  finansowego  oraz <span class="_ _11"> </span>okr<span class="_ _2"/>esu,  na <span class="_ _11"> </span>jaki  została </div><div class="t m0 x10 h4 y3fb ff3 fs0 fc0 sc0 ls0 ws0">zawarta <span class="_ _3"/>ta <span class="_ _3"/>umowa,<span class="_ _2"/> <span class="_ _3"/>(ii) <span class="_ _3"/>czy <span class="_ _3"/><span class="ff5">spółki <span class="_ _3"/>Grup<span class="_ _2"/>y <span class="_ _3"/>korzystał</span>y <span class="_ _f"/><span class="ff5">z <span class="_ _2"/>usłu<span class="_ _2"/>g <span class="_ _3"/>wybranej <span class="_ _3"/>firmy <span class="_ _3"/>audytorskiej, <span class="_ _3"/>a<span class="_ _2"/></span> <span class="ff5">jeżeli <span class="_ _3"/>tak, <span class="_ _f"/>to <span class="_ _3"/>w <span class="_ _3"/>jakim </span></div><div class="t m0 x10 h4 y3fc ff5 fs0 fc0 sc0 ls0 ws0">okresie <span class="_ _f"/>i <span class="_ _f"/>jaki <span class="_ _f"/>był <span class="_ _f"/>zakr<span class="_ _2"/>es <span class="_ _f"/>tych <span class="_ _f"/>usług,<span class="_ _2"/><span class="ff3"> <span class="_ _f"/>(iii)<span class="_ _2"/> <span class="_ _f"/></span>organu, <span class="_ _f"/>który <span class="_ _f"/>do<span class="_ _2"/>konał <span class="_ _f"/>wyboru <span class="_ _f"/>firm<span class="_ _2"/>y <span class="_ _f"/>audytorskiej,<span class="_ _2"/><span class="ff3"> <span class="_ _f"/>(iv) <span class="_ _f"/>wynag<span class="_ _2"/>rodzenia </span></div><div class="t m0 x10 h4 y3fd ff5 fs0 fc0 sc0 ls0 ws0">firmy <span class="_ _3"/>audytorskiej <span class="_ _2"/>wyp<span class="_ _2"/>łaconego <span class="_ _2"/>lub <span class="_ _3"/>należnego <span class="_ _2"/>za <span class="_ _3"/>rok <span class="_ _2"/>obro<span class="_ _2"/>towy i <span class="_ _f"/>popr<span class="_ _2"/>zedni <span class="_ _2"/>rok <span class="_ _3"/>obrotowy, <span class="_ _2"/>odrębnie <span class="_ _3"/>za <span class="_ _2"/>bad<span class="_ _2"/>anie </div><div class="t m0 x10 h4 y228 ff5 fs0 fc0 sc0 ls0 ws0">rocznego <span class="_ _d"/>sp<span class="_ _2"/>rawozdania <span class="_ _d"/>finan<span class="_ _2"/>sowego, <span class="_ _d"/>inne <span class="_ _d"/>usłu<span class="_ _2"/>gi <span class="_ _d"/>atestacyjn<span class="_ _2"/>e, <span class="_ _d"/>w <span class="_ _d"/>tym <span class="_ _d"/>przegląd <span class="_ _d"/>spr<span class="_ _2"/>awozdania <span class="_ _d"/>fin<span class="_ _2"/>ansowego, <span class="_ _d"/>u<span class="_ _2"/>sługi </div><div class="t m0 x10 h4 y3fe ff3 fs0 fc0 sc0 ls0 ws0">doradztwa podatkowego i <span class="ff5">pozostałe <span class="_ _d"/>usług<span class="_ _2"/>i<span class="ff3 ls2">, <span class="_ _0"/><span class="ff5 ls0">z <span class="_ _d"/>t<span class="_ _2"/>ym <span class="_ _0"/>że <span class="_ _0"/>obowiązek uznaje <span class="_ _d"/>się za <span class="_ _d"/>spełnio<span class="_ _2"/>ny, <span class="_ _0"/>jeżeli zostanie <span class="_ _0"/>wskazane </span></span></span></div><div class="t m0 x10 h4 y3ff ff3 fs0 fc0 sc0 ls0 ws0">miejsce zamieszczen<span class="_ _2"/>ia tych inform<span class="_ _2"/>acji w sprawo<span class="_ _2"/>zdaniu finansowym<span class="_ _2"/> </div><div class="t m0 x2 h3 y22b ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _d"/>po<span class="_ _2"/>stawie <span class="_ _d"/>§ 20 <span class="_ _0"/>lit. <span class="_ _d"/>g)<span class="_ _2"/> S<span class="_ _0"/>tatutu Jednostki <span class="_ _d"/>Dominują<span class="_ _2"/>cej<span class="ff2"> jej <span class="_ _d"/>Rada Nadzorcza <span class="_ _0"/><span class="ff4">uchwałą <span class="_ _0"/>z <span class="_ _0"/>dnia <span class="_ _0"/>1 <span class="_ _0"/>czerwca 2022 <span class="_ _d"/>roku<span class="_ _2"/> <span class="_ _d"/>wybr<span class="_ _2"/>ała <span class="ff2">Moore </span></span></span></div><div class="t m0 x2 h3 y22c ff2 fs0 fc0 sc0 ls0 ws0">Polska <span class="_ _f"/>Aud<span class="_ _2"/>yt <span class="_ _a"/>Sp. <span class="_ _f"/>z <span class="_ _a"/>o.o. <span class="_ _a"/><span class="ff4">z <span class="_ _a"/>siedzibą <span class="_ _a"/>w <span class="_ _a"/>Warszawie <span class="_ _a"/>(00<span class="_ _2"/></span>-613) <span class="_ _a"/>przy <span class="_ _a"/>ul. <span class="ls15">T.</span> <span class="ff4">Chałubińskiego <span class="_ _a"/>8, <span class="_ _f"/>wpisaną<span class="_ _2"/> <span class="_ _a"/>na <span class="_ _a"/>listę <span class="_ _f"/>fir<span class="_ _2"/>m <span class="_ _a"/>audytorskiej </span></div><div class="t m0 x2 h3 y22d ff4 fs0 fc0 sc0 ls0 ws0">prowadzoną <span class="_ _e"> </span>przez <span class="_ _e"> </span>Polską <span class="_ _e"> </span>Agencję <span class="_ _e"> </span>Nadzor<span class="_ _2"/>u <span class="_ _e"> </span>Audytowego <span class="_ _e"> </span>pod <span class="_ _e"> </span>nr <span class="_ _e"> </span>4326<span class="_ _2"/><span class="ff2"> <span class="_ _e"> </span></span>jako <span class="_ _e"> </span>podm<span class="_ _2"/>iot <span class="_ _e"> </span>dokonujący  przeg<span class="_ _2"/>lądu <span class="_ _e"> </span>i <span class="_ _e"> </span>badania </div><div class="t m0 x2 h3 y400 ff4 fs0 fc0 sc0 ls0 ws0">jednostkowych <span class="_ _3"/>sprawozdań <span class="_ _3"/>finansowych <span class="_ _3"/>Jed<span class="_ _2"/>nostki <span class="_ _3"/>Dominującej<span class="_ _2"/><span class="ff2"> <span class="_ _2"/></span>or<span class="_ _2"/>az <span class="_ _3"/>skonsolidowanych <span class="_ _3"/>sprawo<span class="_ _2"/>zdań <span class="_ _3"/>finansowych <span class="_ _3"/>Grupy <span class="_ _3"/>za </div><div class="t m0 x2 h3 y401 ff4 fs0 fc0 sc0 ls0 ws0">odpowiednie okresy obrotowe m<span class="_ _2"/>ieszczące się <span class="_ _2"/>w ter<span class="ff2">minie o<span class="_ _2"/>d dnia 1 stycznia 20<span class="_ _2"/>22 roku do dnia 31<span class="_ _2"/> gr<span class="_ _2"/>udnia 2024 roku.<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y402 ff2 fs0 fc0 sc0 ls0 ws0">W dniu 9 sierpnia 2022 roku <span class="_ _2"/><span class="ff4">Jednostka Dom<span class="_ _2"/>inująca</span> <span class="ff4">za<span class="_ _2"/>warła</span> <span class="ls7">z </span>Moo<span class="_ _2"/>re Polska Audyt Sp. z o.o <span class="_ _2"/>stosown<span class="_ _2"/><span class="ff4">ą</span> umow<span class="ff4">ę</span>. </div><div class="t m0 x2 h3 y403 ff4 fs0 fc0 sc0 ls0 ws0">Poniższa <span class="_ _f"/>tabela <span class="_ _f"/>przedsta<span class="_ _2"/>wia <span class="_ _f"/>wynagrodzen<span class="_ _2"/>ie <span class="_ _f"/>firmy <span class="_ _f"/>audytorskiej <span class="_ _f"/>n<span class="_ _2"/>ależne <span class="_ _f"/>za <span class="_ _f"/>rok <span class="_ _f"/>obrotow<span class="_ _2"/>y <span class="_ _f"/>objęty <span class="_ _f"/>ni<span class="_ _2"/>niejszym <span class="_ _f"/>sprawozdaniem </div><div class="t m0 x2 h3 y133 ff2 fs0 fc0 sc0 ls0 ws0">oraz poprzedni: </div></div><div class="c x2 y404 w4b h14"><div class="t m0 x11 h10 yc7 ff5 fs3 fc2 sc0 ls0 ws0">Rodzaj usługi<span class="_ _0"/><span class="ff3"> </span></div></div><div class="c x73 y404 w4c h14"><div class="t m0 x58 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">Rok zakończony<span class="_ _0"/><span class="ff3"> </span></div><div class="t m0 x57 h10 yc9 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>3 </div></div><div class="c x74 y404 w4d h14"><div class="t m0 x58 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">Rok zakończony<span class="_ _0"/><span class="ff3"> </span></div><div class="t m0 x57 h10 yc9 ff3 fs3 fc2 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"/>2 </div></div><div class="c x2 y3c1 w4b h2c"><div class="t m0 x11 hb y35d ff2 fs3 fc0 sc0 ls0 ws0">Badanie rocznego je<span class="_ _0"/>dnostkowego spr<span class="_ _0"/>awozdania finan<span class="_ _0"/>sowego </div></div><div class="c x73 y3c1 w4c h2c"><div class="t m0 x75 hb y35d ff2 fs3 fc0 sc0 ls4 ws0">42<span class="ls0"> </span></div></div><div class="c x74 y3c1 w4d h2c"><div class="t m0 x75 hb y35d ff2 fs3 fc0 sc0 ls4 ws0">42<span class="ls0"> </span></div></div><div class="c x2 y405 w4b h35"><div class="t m0 x11 hb y14e ff4 fs3 fc0 sc0 ls0 ws0">Przegląd półroczne<span class="_ _0"/>go jednostkowego <span class="_ _0"/>sprawozdania fina<span class="_ _0"/>nsowego<span class="ff2"> </span></div></div><div class="c x73 y405 w4c h35"><div class="t m0 x75 hb y14e ff2 fs3 fc0 sc0 ls4 ws0">22<span class="ls0"> </span></div></div><div class="c x74 y405 w4d h35"><div class="t m0 x75 hb y14e ff2 fs3 fc0 sc0 ls4 ws0">22<span class="ls0"> </span></div></div><div class="c x2 y406 w4b h2c"><div class="t m0 x11 hb y35d ff2 fs3 fc0 sc0 ls0 ws0">Badanie skonsolid<span class="_ _0"/>owanego sprawo<span class="_ _0"/>zdania finansoweg<span class="_ _0"/>o </div></div><div class="c x73 y406 w4c h2c"><div class="t m0 x75 hb y35d ff2 fs3 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div></div><div class="c x74 y406 w4d h2c"><div class="t m0 x75 hb y35d ff2 fs3 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div></div><div class="c x2 y407 w4b h2c"><div class="t m0 x11 hb y35d ff4 fs3 fc0 sc0 ls0 ws0">Przegląd półroczne<span class="_ _0"/>go skonsolidowan<span class="_ _0"/>ego sprawozdani<span class="_ _0"/>a finansowego<span class="ff2"> </span></div></div><div class="c x73 y407 w4c h2c"><div class="t m0 x75 hb y35d ff2 fs3 fc0 sc0 ls4 ws0">16<span class="ls0"> </span></div></div><div class="c x74 y407 w4d h2c"><div class="t m0 x75 hb y35d ff2 fs3 fc0 sc0 ls4 ws0">16<span class="ls0"> </span></div></div><div class="c x2 y408 w4b h2c"><div class="t m0 x11 hb y14e ff4 fs3 fc0 sc0 ls0 ws0">Dodatkowe prac<span class="_ _0"/>e audytowe związa<span class="_ _0"/>ne z <span class="ff2">raportowaniem ESEF<span class="_ _0"/> </span></div></div><div class="c x73 y408 w4c h2c"><div class="t m0 x7 hb y14e ff2 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x74 y408 w4d h2c"><div class="t m0 x7 hb y14e ff2 fs3 fc0 sc0 ls0 ws0">5 </div></div><div class="c x2 y65 w4b h2c"><div class="t m0 x11 h10 y35d ff3 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x73 y65 w4c h2c"><div class="t m0 x6f h10 y35d ff3 fs3 fc0 sc0 ls0 ws0">114 </div></div><div class="c x74 y65 w4d h2c"><div class="t m0 x6f h10 y35d ff3 fs3 fc0 sc0 ls0 ws0">114 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h4 y409 ff3 fs0 fc0 sc0 ls1 ws0">28.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">Charakter<span class="_ _2"/>ystyka <span class="_ _3"/><span class="ff5">struktury <span class="_ _3"/>aktywów <span class="_ _3"/>i <span class="_ _3"/>pasywów <span class="_ _3"/>skonsolid<span class="_ _2"/>owanego <span class="_ _3"/>bilansu<span class="_ _2"/>, <span class="_ _2"/>w <span class="_ _3"/>tym<span class="_ _2"/> <span class="_ _2"/>z <span class="_ _3"/>punkt<span class="_ _2"/>u <span class="_ _3"/>widzenia <span class="_ _3"/>płynności </span></span></span></div><div class="t m0 x10 h4 y40a ff3 fs0 fc0 sc0 ls0 ws0">Grupy </div><div class="t m0 x2 h3 y40b ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _2"/>koniec <span class="_ _2"/>roku<span class="_ _2"/> <span class="_ _2"/>2023<span class="_ _2"/> <span class="_ _2"/>suma <span class="_ _3"/>aktywów <span class="_ _3"/>Grupy <span class="_ _2"/>zmniejs<span class="_ _2"/>zyła <span class="_ _2"/>się <span class="_ _3"/>o <span class="_ _2"/>8<span class="_ _2"/>% <span class="_ _2"/>w <span class="_ _2"/>po<span class="_ _2"/>równaniu <span class="_ _2"/>do <span class="_ _3"/>wartości <span class="_ _2"/>na<span class="_ _2"/> <span class="_ _2"/>dzi<span class="_ _2"/>eń <span class="_ _2"/>31 <span class="_ _3"/>grudnia <span class="_ _2"/>2022<span class="_ _3"/><span class="ff2"> r<span class="_ _2"/>oku. </span></div><div class="t m0 x2 h3 y40c ff4 fs0 fc0 sc0 ls0 ws0">Na koniec <span class="_ _2"/>roku 2023 <span class="_ _2"/>aktywa Gr<span class="_ _2"/>upy wykazywały war<span class="_ _2"/>tość bilansow<span class="_ _2"/>ą 93<span class="_ _2"/><span class="ff2"> 903 <span class="_ _2"/>tys. PLN, <span class="_ _2"/>wobec 101 <span class="_ _2"/>975 tys. <span class="_ _2"/>PLN na <span class="_ _2"/>koniec roku </span></div><div class="t m0 x2 h3 y40d ff2 fs0 fc0 sc0 ls0 ws0">2022. W analizowanym ok<span class="ff4">resie doszło do zwiększenia udziału akty<span class="_ _2"/>wów trwałych w strukturze aktywów –<span class="_ _2"/></span> na koniec roku 2023 </div><div class="t m0 x2 h3 y40e ff4 fs0 fc0 sc0 ls0 ws0">aktywa trwałe stanowiły 50<span class="_ _2"/>% aktywów ogółem, wob<span class="_ _2"/>ec 42% na koni<span class="_ _2"/>ec roku 2022. <span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y1f7 ff4 fs0 fc0 sc0 ls0 ws0">Na dzień 31 <span class="_ _0"/>grudnia 2023 roku kapitały <span class="_ _0"/>obce stanowiły 41% pasywów ogółem, co <span class="_ _0"/>oznacza wzrost o <span class="_ _0"/>1 p.p. w<span class="ff2"> stosunku do roku </span></div><div class="t m0 x2 h3 y40f ff4 fs0 fc0 sc0 ls0 ws0">2022. Wskaźnik zadłużenia kapitału <span class="_ _0"/>własnego (liczony jako <span class="_ _0"/>stosunek kapitałów obcych do <span class="_ _0"/>kapitałów własnych) na koniec <span class="_ _d"/>r<span class="_ _2"/>oku </div><div class="t m0 x2 h3 y410 ff4 fs0 fc0 sc0 ls0 ws0">2023 <span class="_ _3"/>roku <span class="_ _2"/>wyniósł <span class="_ _3"/>69% <span class="_ _3"/>wobec <span class="_ _2"/>66<span class="_ _2"/>% <span class="_ _2"/>pod <span class="_ _3"/>koniec <span class="_ _3"/>roku <span class="_ _3"/>2022. <span class="_ _2"/>Głównym<span class="_ _2"/> <span class="_ _2"/>źr<span class="_ _2"/>ódłem <span class="_ _3"/>finansowania <span class="_ _3"/>działalności <span class="_ _2"/>Grupy <span class="_ _3"/>w <span class="_ _3"/>roku <span class="_ _3"/>2023 </div><div class="t m0 x2 h3 y1fa ff2 fs0 fc0 sc0 ls1 ws0">poz<span class="ff4 ls0">ostaje kapitał <span class="_ _0"/>własny. Zobowiązania w części <span class="_ _0"/>krótkoterminowej<span class="_ _2"/> wyniosły <span class="_ _d"/>na koniec roku 2023: <span class="_ _0"/>32 773 <span class="_ _0"/>tys. PLN, co <span class="_ _0"/>stanowi </span></div><div class="t m0 x2 h3 y1fb ff4 fs0 fc0 sc0 ls0 ws0">35% sumy pasywów.<span class="_ _2"/><span class="ff2"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf1b"><div class="pc pc1b w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">27<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">Kapitał <span class="_ _f"/>obrotowy <span class="_ _a"/>netto <span class="_ _f"/>(z <span class="_ _a"/>uwzględnieniem <span class="_ _a"/>rezerw) <span class="_ _f"/>na<span class="_ _2"/> <span class="_ _f"/>koniec <span class="_ _f"/>roku<span class="_ _2"/> <span class="_ _f"/>2023 <span class="_ _f"/>wyniósł <span class="_ _a"/>14 <span class="_ _f"/>344 <span class="_ _a"/>tys. <span class="_ _f"/>PLN, <span class="_ _a"/>wobec <span class="_ _f"/>23 <span class="_ _a"/>077 <span class="_ _f"/>tys. <span class="_ _a"/>PLN </div><div class="t m0 x2 h3 y41 ff2 fs0 fc0 sc0 ls1 ws0">na<span class="ls0"> <span class="ff4">koniec <span class="_ _3"/>roku <span class="_ _f"/>2022 <span class="_ _f"/>(zmniejszen<span class="_ _2"/>ie <span class="_ _3"/>o <span class="_ _f"/>8 <span class="_ _3"/>733 <span class="_ _f"/>tys. <span class="_ _f"/>PLN). <span class="_ _f"/>Pomimo <span class="_ _f"/>zmniejszenia <span class="_ _f"/>kapitału <span class="_ _f"/>obrotowego<span class="_ _2"/> <span class="_ _3"/>ne<span class="_ _2"/>tto <span class="_ _3"/>o <span class="_ _f"/>38%, <span class="_ _f"/>w <span class="_ _3"/>dalszym </span></span></div><div class="t m0 x2 h3 y72 ff4 fs0 fc0 sc0 ls0 ws0">ciągu <span class="_ _11"> </span>pozostaje <span class="_ _11"> </span>on <span class="_ _11"> </span>na <span class="_ _11"> </span>wy<span class="ff2">sok<span class="_ _2"/>im <span class="_ _11"> </span>i <span class="_ _11"> </span></span>względnie <span class="_ _11"> </span>bezpieczn<span class="_ _2"/>ym <span class="_ _11"> </span>z <span class="_ _11"> </span>punktu <span class="_ _11"> </span>widzenia <span class="_ _c"> </span>zapewnienia <span class="_ _11"> </span>płynno<span class="_ _2"/>ści <span class="_ _9"> </span>po<span class="_ _2"/>ziomie <span class="_ _11"> </span>–<span class="_ _2"/><span class="ff2"> <span class="_ _11"> </span>aktywa </span></div><div class="t m0 x2 h3 y73 ff4 fs0 fc0 sc0 ls0 ws0">obrotowe pokrywają <span class="_ _d"/>prawie dwukrotnie <span class="_ _0"/>zobowiązania krótkoterminowe i <span class="_ _d"/>Grupa <span class="_ _0"/>posiada zdolność <span class="_ _d"/>do terminowego <span class="_ _0"/>regulowania </div><div class="t m0 x2 h3 y147 ff4 fs0 fc0 sc0 ls0 ws0">wymagalnych zobowiązań.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y45 ff3 fs0 fc0 sc0 ls1 ws0">29.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff5">Ważniejsze <span class="_ _3"/>zdar<span class="_ _2"/>zenia <span class="_ _3"/>mające <span class="_ _3"/>z<span class="_ _2"/>naczący <span class="_ _3"/>wp<span class="_ _2"/>ływ <span class="_ _3"/>na <span class="_ _3"/>działalno<span class="_ _2"/>ść <span class="_ _3"/>oraz <span class="_ _3"/>wyniki<span class="_ _2"/> <span class="_ _3"/>finansowe <span class="_ _f"/>Grupy <span class="_ _3"/>w <span class="_ _3"/>roku <span class="_ _3"/>o<span class="_ _2"/>brotowym </span></span></div><div class="t m0 x10 h4 y76 ff5 fs0 fc0 sc0 ls0 ws0">lub których wpływ<span class="_ _2"/> jest możliwy w następ<span class="_ _2"/>nych latach<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h4 y377 ff3 fs0 fc0 sc0 ls0 ws0">Wojna Rosji pr<span class="_ _2"/>zeciwko Ukrain<span class="_ _2"/><span class="ls8">ie</span> </div><div class="t m0 x2 h3 y411 ff4 fs0 fc0 sc0 ls0 ws0">Wpływ inwazji Rosji na U<span class="_ _2"/>krainę na d<span class="_ _2"/>ziałalność i wyniki Gr<span class="_ _2"/>upy Kapitałowej opisano w p<span class="_ _2"/>kt. 18 niniejs<span class="_ _2"/>zego sprawozdan<span class="_ _2"/>ia.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y412 ff5 fs0 fc0 sc0 ls0 ws0">Działania mające n<span class="_ _2"/>a celu wprowadzenie <span class="_ _2"/>do sprzed<span class="_ _2"/>aży nowych analizato<span class="_ _2"/>rów w dziedzin<span class="_ _2"/>ie diagnostyki laboratoryjnej<span class="_ _3"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y413 ff4 fs0 fc0 sc0 ls0 ws0">W roku <span class="_ _2"/>2023 Grupa <span class="_ _2"/>wprowadziła <span class="_ _2"/>do sprzed<span class="_ _2"/>aży analizatory <span class="_ _2"/>do gazom<span class="_ _2"/>etrii oraz <span class="_ _2"/>POCT wraz <span class="_ _2"/>z systemem<span class="_ _2"/> nadzoru, <span class="_ _2"/>rozwiązania </div><div class="t m0 x2 h3 y414 ff4 fs0 fc0 sc0 ls0 ws0">do <span class="_ _e"> </span>oznaczania<span class="_ _2"/> <span class="_ _e"> </span>gliko<span class="_ _2"/>wanej <span class="_ _e"> </span>hem<span class="_ _2"/>oglobiny <span class="_ _e"> </span>Hb<span class="_ _2"/>A1c <span class="_ _b"> </span>metodą <span class="_ _e"> </span>HPLC, <span class="_ _b"> </span>systemy <span class="_ _e"> </span>do <span class="_ _e"> </span>oznac<span class="_ _2"/>zania <span class="_ _e"> </span>pa<span class="_ _2"/>togenów <span class="_ _b"> </span>metodami <span class="_ _e"> </span>biologii<span class="_ _2"/> </div><div class="t m0 x2 h3 y415 ff4 fs0 fc0 sc0 ls0 ws0">molekularnej <span class="_ _f"/>oraz <span class="_ _f"/>rozwiązania <span class="_ _f"/>z <span class="_ _f"/>ob<span class="_ _2"/>szaru <span class="_ _f"/>chirurgii <span class="_ _f"/>onkologicznej. <span class="_ _a"/>Dodatkowo <span class="_ _f"/>w <span class="_ _f"/>roku <span class="_ _f"/>2024 <span class="_ _f"/>Grupa <span class="_ _f"/>planuje <span class="_ _f"/>rozszer<span class="_ _2"/>zyć <span class="_ _f"/>ofertę </div><div class="t m0 x2 h3 y416 ff4 fs0 fc0 sc0 ls0 ws0">krajową <span class="_ _2"/>o <span class="_ _3"/>kolejne <span class="_ _2"/>aparaty <span class="_ _3"/>biochemiczne <span class="_ _2"/>i <span class="_ _2"/>he<span class="_ _2"/>matologiczne. <span class="_ _2"/>W<span class="_ _2"/><span class="ff2"> <span class="_ _2"/></span>na<span class="_ _2"/>jbliższych <span class="_ _2"/>latach <span class="_ _3"/>Grupa <span class="_ _2"/>planuje <span class="_ _3"/>wdrożyć <span class="_ _3"/>do <span class="_ _2"/>oferty <span class="_ _3"/>aparatów </div><div class="t m0 x2 h3 y417 ff2 fs0 fc0 sc0 ls0 ws0">hematologicznych <span class="_ _3"/>dwa <span class="_ _3"/>modele <span class="_ _3"/>z <span class="_ _3"/>linii <span class="_ _2"/>M<span class="_ _2"/>ythic: <span class="_ _2"/>tr<span class="_ _2"/>zeci<span class="_ _2"/>ej <span class="_ _3"/>generacji <span class="_ _3"/>z <span class="_ _2"/>p<span class="_ _2"/>odajnikiem <span class="_ _3"/>oraz <span class="_ _3"/>bez <span class="_ _2"/>poda<span class="_ _2"/>jnika <span class="_ _2"/>(<span class="_ _2"/>analizatory <span class="_ _3"/>6<span class="_ _2"/>-diff) <span class="_ _3"/>oraz <span class="_ _3"/>do </div><div class="t m0 x2 h3 y418 ff4 fs0 fc0 sc0 ls0 ws0">oferty aparatów immun<span class="_ _2"/>ologicznych analizator Aur<span class="_ _2"/>yx 90.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y419 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _0"/>roku 2023 <span class="_ _0"/>kontynuowano rozpoczęte <span class="_ _d"/>w poprzednich latach <span class="_ _d"/>działania zmierzające do <span class="_ _0"/>uzupełnienia oferty <span class="_ _d"/>pr<span class="_ _2"/>oduktowej Grupy </div><div class="t m0 x2 h3 y41a ff4 fs0 fc0 sc0 ls0 ws0">o <span class="_ _f"/>no<span class="_ _2"/>we <span class="_ _f"/>an<span class="_ _2"/>alizatory <span class="_ _a"/>i <span class="_ _f"/>odczynniki, <span class="_ _a"/>które <span class="_ _a"/>docelowo <span class="_ _a"/>będą <span class="_ _a"/>dystrybu<span class="_ _2"/>owane <span class="_ _a"/>na <span class="_ _f"/>r<span class="_ _2"/>ynku <span class="_ _f"/>po<span class="_ _2"/>lskim <span class="_ _f"/>i <span class="_ _a"/>rynkach <span class="_ _a"/>międzynarodowych <span class="_ _a"/>pod </div><div class="t m0 x2 h3 y382 ff4 fs0 fc0 sc0 ls0 ws0">marką C<span class="ff2">ORMAY</span>. <span class="_ _2"/>Po wykonaniu <span class="_ _2"/>analizy rynku świato<span class="_ _2"/>wego <span class="ff2">or<span class="_ _2"/>az </span>możliwości<span class="_ _2"/> współpracy z poten<span class="_ _2"/>cjaln<span class="_ _2"/>ymi dostawcami wybran<span class="_ _2"/>o </div><div class="t m0 x2 h3 y383 ff4 fs0 fc0 sc0 ls0 ws0">kilka najbardziej obiecujących r<span class="_ _2"/>ozwiązań nad któr<span class="_ _2"/>ymi prace<span class="_ _2"/><span class="ff2"> </span>są kontynuowane<span class="_ _2"/><span class="ff2">: </span></div><div class="t m0 x10 h3 y41b ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">analizator  wraz <span class="_ _11"> </span>z  linią  odczynnikową  do <span class="_ _11"> </span>oznac<span class="_ _2"/>zeń  immunochemicznych  AURYX  90, <span class="_ _11"> </span>w  której  skład  wchodzą </span></span></div><div class="t m0 x31 h3 y41c ff4 fs0 fc0 sc0 ls0 ws0">odczynniki <span class="_ _9"> </span>do <span class="_ _9"> </span>oznaczania<span class="_ _2"/> <span class="_ _9"> </span>poziomu <span class="_ _9"> </span>ho<span class="_ _2"/>rmonów, <span class="_ _9"> </span>markerów <span class="_ _9"> </span>no<span class="_ _2"/>wotworowych, <span class="_ _9"> </span>mar<span class="_ _2"/>kerów <span class="_ _9"> </span>kardiologic<span class="_ _2"/>znych, <span class="_ _9"> </span>witamin<span class="_ _2"/> </div><div class="t m0 x31 h3 y41d ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">innych białek <span class="_ _d"/>oznac<span class="_ _2"/>zanych za <span class="_ _d"/>p<span class="_ _2"/>omocą technologii elek<span class="ff2">trochemiluminescencji </span>–<span class="ff2"> </span>zakończono <span class="_ _0"/>ewaluację kliniczną <span class="_ _0"/>25 </span></div><div class="t m0 x31 h3 y41e ff4 fs0 fc0 sc0 ls0 ws0">najbardziej <span class="_ _9"> </span>popu<span class="_ _2"/>larnych <span class="_ _9"> </span>oznac<span class="_ _2"/>zeń <span class="_ _11"> </span>prowadzoną <span class="_ _11"> </span>w <span class="_ _9"> </span>zewnętrzn<span class="_ _2"/>ym <span class="_ _9"> </span>l<span class="_ _2"/>aboratorium <span class="_ _11"> </span>klinicznym <span class="_ _9"> </span>i <span class="_ _9"> </span>pr<span class="_ _2"/>zystą<span class="_ _2"/>piono <span class="_ _9"> </span>do <span class="_ _11"> </span>prac </div><div class="t m0 x31 h3 y41f ff4 fs0 fc0 sc0 ls0 ws0">związanych <span class="_ _15"> </span>z <span class="_ _15"> </span>przygotowan<span class="_ _2"/>iem<span class="_ _2"/> <span class="_ _15"> </span>dokumentacji <span class="_ _7"> </span>technicznej <span class="_ _16"> </span>wed<span class="_ _2"/>ług <span class="_ _15"> </span>wymagań <span class="_ _7"> </span>regulacji <span class="_ _16"> </span>IVDR, <span class="_ _7"> </span>niezbędne<span class="_ _2"/><span class="ff2">j <span class="_ _15"> </span>do </span></div><div class="t m0 x31 h3 y420 ff4 fs0 fc0 sc0 ls0 ws0">oznakowania wyrobów <span class="_ _d"/>znakiem<span class="_ _2"/> <span class="_ _d"/>C<span class="_ _2"/>E <span class="_ _0"/>i <span class="_ _0"/>wprowadzenia analizatora <span class="_ _0"/>i <span class="_ _d"/>m<span class="_ _2"/>ateriałów zużywalnych wraz <span class="_ _d"/>z linią <span class="_ _d"/>odczynniko<span class="_ _2"/>wą </div><div class="t m0 x31 h3 y421 ff2 fs0 fc0 sc0 ls0 ws0">do oferty Grupy, </div><div class="t m0 x10 h3 y422 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">analizator <span class="_ _3"/>składu <span class="_ _3"/>moczu <span class="_ _3"/>URITEX <span class="_ _3"/>SEDI+ <span class="_ _3"/>umożliw<span class="_ _2"/>iający <span class="_ _3"/>automatyc<span class="_ _2"/>zne <span class="_ _3"/>wykonywanie <span class="_ _3"/>z <span class="_ _3"/>jednej <span class="_ _3"/>próbki<span class="_ _2"/> <span class="_ _3"/>panelu <span class="_ _3"/>badań </span></span></div><div class="t m0 x31 h3 y423 ff4 fs0 fc0 sc0 ls0 ws0">biochemicznych <span class="_ _f"/>moczu, <span class="_ _f"/>jako<span class="_ _2"/>ściowego <span class="_ _f"/>i <span class="_ _f"/>ilo<span class="_ _2"/>ściowego <span class="_ _f"/>pomiaru <span class="_ _f"/>ele<span class="_ _2"/>mentów <span class="_ _f"/>osadu <span class="_ _f"/>moczu<span class="_ _2"/> <span class="_ _f"/>oraz <span class="_ _f"/>pomi<span class="_ _2"/>aru <span class="_ _f"/>parametrów </div><div class="t m0 x31 h3 y424 ff4 fs0 fc0 sc0 ls0 ws0">fizycznych  moczu, <span class="_ _11"> </span>takich  jak <span class="_ _c"> </span>zmętnienie,  kolor  i<span class="ff2"> <span class="_ _11"> </span></span>ciężar<span class="_ _2"/>  właściwy <span class="_ _11"> </span>–<span class="ff2">  </span>zakończono <span class="_ _c"> </span>badania  działania  analizatora </div><div class="t m0 x31 h3 y425 ff4 fs0 fc0 sc0 ls0 ws0">prowadzone <span class="_ _2"/>w <span class="_ _3"/>dwóch <span class="_ _2"/>zewnętrznych <span class="_ _3"/>laboratoriach <span class="_ _2"/>klinicznych <span class="_ _3"/>i <span class="_ _2"/>zaplanowano <span class="_ _3"/>prace <span class="_ _2"/>związane <span class="_ _2"/>z <span class="_ _3"/>wewnętrzną <span class="_ _2"/>oceną </div><div class="t m0 x31 h3 y426 ff4 fs0 fc0 sc0 ls0 ws0">działania oraz przygotowaniem d<span class="_ _2"/>okumentacji techniczne<span class="_ _2"/>j<span class="_ _2"/><span class="ff2">, </span></div><div class="t m0 x10 h3 y427 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _1d"> </span><span class="ff4">Accent <span class="_ _0"/>400, będący <span class="_ _0"/>rozszerzeniem<span class="_ _2"/> uznanej <span class="_ _d"/>na całym świ<span class="_ _0"/>ecie rodziny <span class="_ _d"/>an<span class="_ _2"/>alizatorów chemii <span class="_ _d"/>kliniczne<span class="_ _2"/>j Accent, <span class="_ _d"/>stanowi<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y428 ff4 fs0 fc0 sc0 ls0 ws0">uzupełnienie <span class="_ _a"> </span>Accent <span class="_ _9"> </span>S120, <span class="_ _a"/>Acce<span class="_ _2"/>nt <span class="_ _a"/>MC240 <span class="_ _9"> </span>i <span class="_ _a"/>Accent <span class="_ _a"/>M32<span class="_ _2"/>0, <span class="_ _a"/>umoż<span class="_ _2"/>liwiając <span class="_ _a"/>Grup<span class="_ _3"/><span class="ff2 lsd">ie<span class="ls0"> <span class="_ _a"/></span></span>dostęp<span class="_ _2"/><span class="ff2"> <span class="_ _a"/></span>do <span class="_ _a"/>laborat<span class="_ _2"/>oriów <span class="_ _a"/>śred<span class="_ _2"/>niej </div><div class="t m0 x31 h3 y429 ff4 fs0 fc0 sc0 ls0 ws0">wielkości <span class="_ _0"/>dzięki przepustowości <span class="_ _d"/>4<span class="_ _2"/>00 testów/godzinę<span class="ff2"> </span>w <span class="_ _d"/>połączeniu z <span class="_ _d"/>jedn<span class="_ _2"/>ym <span class="_ _0"/>z <span class="_ _0"/>największych<span class="_ _2"/> <span class="_ _d"/>po<span class="_ _2"/>rtfolio wysokiej <span class="_ _d"/>jakośc<span class="_ _2"/>i </div><div class="t m0 x31 h3 y42a ff4 fs0 fc0 sc0 ls0 ws0">odczynników o wysokie<span class="_ _2"/>j wydajności w ramach<span class="_ _2"/> uznanej linii Accent <span class="_ _2"/>200.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y42b ff4 fs0 fc0 sc0 ls0 ws0">Nowe <span class="_ _b"> </span>analizatory <span class="_ _16"> </span>zostały <span class="_ _b"> </span>stara<span class="_ _2"/>nnie <span class="_ _16"> </span>opracowane, <span class="_ _b"> </span>aby <span class="_ _16"> </span>zapewnić <span class="_ _b"> </span>wzmocnienie <span class="_ _16"> </span>marki <span class="_ _b"> </span>C<span class="_ _2"/>ORMAY, <span class="_ _b"> </span>zgodnie <span class="_ _16"> </span>ze <span class="_ _b"> </span>strategią<span class="_ _2"/> </div><div class="t m0 x2 h3 y42c ff4 fs0 fc0 sc0 ls0 ws0">wprowadzania <span class="_ _f"/>na <span class="_ _a"/>rynek <span class="_ _f"/>wyrafinowanych<span class="_ _2"/> <span class="_ _f"/>innowacyjnych <span class="_ _a"/>technologii, <span class="_ _a"/>które <span class="_ _a"/>pr<span class="_ _2"/>zekładają <span class="_ _f"/>się <span class="_ _a"/>na <span class="_ _f"/>wiodącą <span class="_ _f"/>na<span class="_ _2"/> <span class="_ _f"/>rynku <span class="_ _a"/>wydajność </div><div class="t m0 x2 h3 y31f ff4 fs0 fc0 sc0 ls0 ws0">diagnostyczną, <span class="_ _16"> </span>efektywno<span class="_ _2"/>ść <span class="_ _16"> </span>ko<span class="_ _2"/>sztową <span class="_ _16"> </span>i <span class="_ _15"> </span>produktywność <span class="_ _15"> </span>wymaganą <span class="_ _15"> </span>przez <span class="_ _16"> </span>klientów, <span class="_ _15"> </span>co <span class="_ _16"> </span>powinno <span class="_ _15"> </span>znacznie <span class="_ _16"> </span>zwiększy<span class="_ _2"/>ć </div><div class="t m0 x2 h3 y320 ff4 fs0 fc0 sc0 ls0 ws0">konkurencyjność  pr<span class="_ _2"/>oduktów  Gru<span class="_ _2"/>py  po<span class="_ _2"/>przez  wejście <span class="_ _e"> </span>w <span class="_ _e"> </span>nowe  se<span class="_ _2"/>gmenty <span class="_ _e"> </span>rynku  char<span class="_ _2"/>akteryzujące <span class="_ _e"> </span>się  wysokim <span class="_ _e"> </span>wzro<span class="_ _3"/><span class="ff2">stem </span></div><div class="t m0 x2 h3 y42d ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">przyczynić się w śr<span class="_ _2"/>ednio</span>- <span class="ff4">i d<span class="_ _2"/>ługoter<span class="_ _2"/>minowej perspektywie do w<span class="_ _2"/>zrostu sprzedaży o<span class="_ _2"/>dczynnikó<span class="_ _2"/>w i materiałów eksploat<span class="_ _2"/>acyjnych </span></div><div class="t m0 x2 h3 y42e ff4 fs0 fc0 sc0 ls0 ws0">dedykowanych do tych a<span class="_ _2"/>nalizatorów.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y42f ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _a"/>2023 <span class="_ _9"> </span>roku <span class="_ _9"> </span>Grupa <span class="_ _9"> </span>kontynuowała <span class="_ _9"> </span>również <span class="_ _9"> </span>prace <span class="_ _a"/>nad <span class="_ _9"> </span>komercja<span class="_ _2"/>lizacją <span class="_ _a"> </span>no<span class="_ _2"/>wego <span class="_ _9"> </span>samodzielnie <span class="_ _9"> </span>opracowanego<span class="_ _2"/> <span class="_ _a"/>przez <span class="_ _9"> </span>Grupę<span class="_ _2"/> </div><div class="t m0 x2 h3 y430 ff2 fs0 fc0 sc0 ls0 ws0">aparatu bioch<span class="_ _2"/>emicznego <span class="_ _2"/><span class="ff4">–</span> <span class="ff4">Equisse. <span class="_ _2"/>W dniu <span class="_ _2"/>16 <span class="_ _2"/>marca 2023<span class="_ _2"/> roku Zarząd <span class="_ _2"/>Jednostki Dominujące<span class="_ _2"/>j pod<span class="_ _2"/>jął decyzję <span class="_ _2"/>o rozpoczęciu </span></div><div class="t m0 x2 h3 y431 ff4 fs0 fc0 sc0 ls0 ws0">przeglądu <span class="_ _d"/>opcji <span class="_ _0"/>strategiczny<span class="ff2">ch <span class="_ _0"/>dla <span class="_ _0"/>projektu <span class="_ _d"/>analizator<span class="_ _2"/>a <span class="_ _d"/>Equisse. <span class="ff4">W <span class="_ _d"/>dniu <span class="_ _d"/>21 marca <span class="_ _d"/>2024 <span class="_ _d"/>roku <span class="_ _0"/>Jednostka <span class="_ _d"/>Dominująca<span class="_ _2"/> <span class="_ _d"/>przekazała<span class="_ _2"/> </span></span></div><div class="t m0 x2 h3 y432 ff4 fs0 fc0 sc0 ls0 ws0">do publicznej <span class="_ _d"/>wiadomości informację o <span class="_ _0"/>spodziewanym zakończeniu przeglądu <span class="_ _d"/>w<span class="_ _2"/><span class="ff2"> <span class="ls2">II</span> kwartale 2024 roku. Rozmowy <span class="_ _0"/>prowadzone </span></div><div class="t m0 x2 h3 y433 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="_ _b"> </span>potencjalnymi <span class="_ _b"> </span>klientami <span class="_ _b"> </span>i <span class="_ _e"> </span>par<span class="_ _2"/>tnerami <span class="_ _b"> </span>uwido<span class="_ _2"/><span class="ff4">czniły <span class="_ _b"> </span>znacznie <span class="_ _b"> </span>szersze <span class="_ _b"> </span>od <span class="_ _b"> </span>rozpatrywanego <span class="_ _b"> </span>dotąd <span class="_ _b"> </span>spektrum <span class="_ _b"> </span>możliwości </span></div><div class="t m0 x2 h3 y434 ff4 fs0 fc0 sc0 ls0 ws0">komercjalizacji <span class="_ _d"/>Equisse <span class="_ _d"/>i<span class="_ _2"/> <span class="_ _d"/>potencjalne<span class="_ _2"/>go <span class="_ _d"/>zwiększenia <span class="_ _d"/>wartoś<span class="_ _2"/>ci, <span class="_ _d"/>jaką <span class="_ _d"/>p<span class="_ _2"/>rodukt <span class="_ _d"/>ten <span class="_ _d"/>może <span class="_ _d"/>wyg<span class="_ _2"/>enerować <span class="_ _d"/>dla <span class="_ _d"/>akcjonar<span class="_ _2"/>iuszy <span class="_ _d"/>Jednostki<span class="_ _2"/> </div><div class="t m0 x2 h3 y435 ff4 fs0 fc0 sc0 ls0 ws0">Dominującej. <span class="_ _a"/>W <span class="_ _f"/>ocenie <span class="_ _f"/>Z<span class="_ _2"/>arządu <span class="_ _a"/>Jednostki <span class="_ _f"/>Dominu<span class="_ _2"/>jącej <span class="_ _f"/>przesun<span class="_ _2"/>ięcie<span class="_ _2"/><span class="ff2"> <span class="_ _f"/></span>w <span class="_ _a"/>czasie <span class="_ _f"/>r<span class="_ _2"/>ozpoczęcia <span class="_ _a"/>sprzedaży <span class="_ _a"/>Equisse <span class="_ _f"/>pozwo<span class="_ _2"/>li <span class="_ _f"/>na<span class="_ _2"/> </div><div class="t m0 x2 h3 y436 ff4 fs0 fc0 sc0 ls0 ws0">wybór i wdrożenie rozwiązania potencjalnie maksymalizującego zw<span class="_ _2"/>rot z kapitału zaangażowanego przez Grupę w ten projekt.<span class="_ _2"/><span class="ff2"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf1c"><div class="pc pc1c w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">28<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y40 ff3 fs0 fc0 sc0 ls1 ws0">30.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff5">Opis struktury głównych <span class="_ _0"/>lokat <span class="_ _0"/>kapitałowych lub <span class="_ _0"/>głównych inwestycji kapitałowych dokonanych <span class="_ _0"/>w<span class="_ _2"/><span class="ff3"> ram<span class="_ _2"/>ach Grupy<span class="_ _0"/> </span></span></span></div><div class="t m0 x10 h4 y41 ff3 fs0 fc0 sc0 ls0 ws0">w danym ro<span class="_ _2"/>ku obrotowym </div><div class="t m0 x2 h4 y298 ff3 fs0 fc0 sc0 ls0 ws0">Jednostki u<span class="_ _2"/>czestnictwa w funduszu in<span class="_ _2"/>westycyjnym<span class="_ _2"/> QUERCUS Parasolowy SFIO<span class="_ _3"/> </div><div class="t m0 x2 h3 y3d1 ff4 fs0 fc0 sc0 ls0 ws0">Nota <span class="_ _15"> </span>25 <span class="_ _15"> </span>skonso<span class="_ _2"/>lidowanego <span class="_ _15"> </span>sp<span class="_ _2"/>rawozdania <span class="_ _7"> </span>finansowego <span class="_ _15"> </span>Grupy <span class="_ _7"> </span>za <span class="_ _16"> </span>rok <span class="_ _7"> </span>zakończony <span class="_ _15"> </span>31 <span class="_ _15"> </span>grud<span class="_ _2"/>nia <span class="_ _15"> </span>2023 <span class="_ _7"> </span>roku <span class="_ _16"> </span>zaw<span class="_ _2"/>iera </div><div class="t m0 x2 h3 y44 ff4 fs0 fc0 sc0 ls0 ws0">podsumowanie <span class="_ _a"/>zmian <span class="_ _a"/>w <span class="_ _a"/>liczbie <span class="_ _a"/>jednostek <span class="_ _a"/>uczestnict<span class="_ _2"/>wa <span class="_ _f"/>w <span class="_ _a"/>ram<span class="_ _2"/>ach <span class="_ _a"/>poszczególnych <span class="_ _a"/>subfundu<span class="_ _2"/>szy <span class="_ _a"/>w <span class="_ _a"/>roku <span class="_ _a"/>2023, <span class="_ _a"/>jak <span class="_ _a"/>również </div><div class="t m0 x2 h3 y437 ff2 fs0 fc0 sc0 ls0 ws0">podsumowanie liczby jedn<span class="_ _2"/>ostek uczestnict<span class="_ _2"/><span class="ff4">wa na dzień 31<span class="_ _2"/></span> grudnia <span class="_ _2"/>2023 roku. </div><div class="t m0 x2 h4 y46 ff3 fs0 fc0 sc0 ls0 ws0">Akcje Scope Fluid<span class="_ _2"/>ics S.A. </div><div class="t m0 x2 h3 y438 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _2"/>dniu <span class="_ _3"/>30<span class="_ _2"/> <span class="_ _2"/>pa<span class="_ _2"/>ździernika <span class="_ _3"/>2020 <span class="_ _3"/>roku <span class="_ _3"/>PZ <span class="_ _3"/>CORMAY <span class="_ _3"/>S.A. <span class="_ _3"/>podpisała <span class="_ _3"/>z<span class="_ _2"/>e <span class="_ _2"/>spó<span class="_ _2"/>łką <span class="_ _3"/>Scope <span class="_ _2"/>F<span class="_ _2"/>luidics <span class="_ _3"/>S.A. <span class="_ _3"/>umowę <span class="_ _3"/>objęcia<span class="_ _2"/> <span class="_ _2"/>43<span class="_ _2"/> <span class="_ _2"/>75<span class="_ _2"/>0 <span class="_ _2"/>a<span class="_ _2"/>kcji </div><div class="t m0 x2 h3 y99 ff4 fs0 fc0 sc0 ls0 ws0">zwykłych <span class="_ _0"/>na okaziciela <span class="_ _0"/>serii H <span class="_ _d"/>Scope Fluidics S.A<span class="_ _0"/>., o <span class="_ _d"/>wartości nominalnej 0,10 PLN <span class="_ _d"/>każda za <span class="_ _0"/>cenę 160,00 <span class="_ _d"/>PLN za jedną <span class="_ _d"/>akcję,<span class="_ _2"/> </div><div class="t m0 x2 h3 y49 ff4 fs0 fc0 sc0 ls0 ws0">tj. <span class="_ _d"/>za łączną <span class="_ _d"/>kwotę 7<span class="ff2"> </span>000 <span class="_ _d"/>tys. PLN. <span class="_ _d"/>Akcje tej <span class="_ _d"/>spółki są <span class="_ _d"/>wyceniane <span class="_ _0"/>w <span class="_ _d"/>s<span class="_ _2"/>prawozdaniu finansowym <span class="_ _d"/>w<span class="_ _2"/><span class="ff2"> </span>wartości godziwej <span class="_ _d"/>przez wynik </div><div class="t m0 x2 h3 y439 ff4 fs0 fc0 sc0 ls0 ws0">finansowy. Ich wartość wynios<span class="_ _2"/>ła na dzień<span class="_ _2"/> 31 grudnia 2023 r<span class="_ _2"/>oku 6 188 tys. PLN.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y32c ff4 fs0 fc0 sc0 ls0 ws0">Nota <span class="_ _15"> </span>25 <span class="_ _15"> </span>skonso<span class="_ _2"/>lidowanego <span class="_ _15"> </span>sp<span class="_ _2"/>rawozdania <span class="_ _7"> </span>finansowego <span class="_ _15"> </span>Grupy <span class="_ _7"> </span>za <span class="_ _16"> </span>rok <span class="_ _7"> </span>zakończony <span class="_ _15"> </span>31 <span class="_ _15"> </span>grud<span class="_ _2"/>nia <span class="_ _15"> </span>2023 <span class="_ _7"> </span>roku <span class="_ _16"> </span>zaw<span class="_ _2"/>iera </div><div class="t m0 x2 h3 y7b ff4 fs0 fc0 sc0 ls0 ws0">podsumowanie zmiany wartoś<span class="_ _2"/>ci tych aktywów <span class="_ _2"/>w roku 2023.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y43a ff3 fs0 fc0 sc0 ls1 ws0">31.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">Opis <span class="_ _9"> </span>org<span class="_ _2"/>anizacji <span class="_ _9"> </span>Grup<span class="_ _2"/>y <span class="_ _9"> </span><span class="ff5">ze <span class="_ _9"> </span>wskazaniem<span class="_ _2"/> <span class="_ _9"> </span>jednost<span class="_ _2"/>ek <span class="_ _9"> </span>podlegających <span class="_ _9"> </span>konso<span class="_ _2"/>lidacji <span class="_ _9"> </span>oraz <span class="_ _9"> </span>op<span class="_ _2"/>is <span class="_ _9"> </span>zmian <span class="_ _9"> </span>w <span class="_ _9"> </span>organizacji </span></span></span></div><div class="t m0 x10 h4 y7d ff3 fs0 fc0 sc0 ls0 ws0">Grupy wraz z p<span class="_ _2"/>odaniem ich przyczyn<span class="_ _2"/> </div><div class="t m0 x2 h3 y43b ff4 fs0 fc0 sc0 ls0 ws0">Powyższe informacje został<span class="_ _2"/>y zawarte w pkt. <span class="_ _2"/><span class="ff2">9.1 niniejszego sp<span class="_ _2"/>rawozd<span class="_ _2"/>ania. </span></div><div class="t m0 x2 h4 y43c ff3 fs0 fc0 sc0 ls1 ws0">32.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff5">Charakter<span class="_ _2"/>ystyka polityki w zakresie kie<span class="_ _2"/>runków rozwoju<span class="_ _2"/> Grupy<span class="_ _2"/><span class="ff3"> </span></span></span></div><div class="t m0 x2 h3 y2c4 ff4 fs0 fc0 sc0 ls0 ws0">Powyższe informacje został<span class="_ _2"/>y zawarte w pkt. <span class="_ _2"/><span class="ff2">4.1 niniejszego sp<span class="_ _2"/>rawozd<span class="_ _2"/>ania. </span></div><div class="t m0 x2 h4 y25 ff3 fs0 fc0 sc0 ls1 ws0">33.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff5">Opis istot<span class="_ _2"/>nych pozycji pozab<span class="_ _2"/>ilansowych w ujęciu p<span class="_ _2"/>odmiotowym, przed<span class="_ _2"/>miotowym i war<span class="_ _2"/>tościowym<span class="_ _2"/><span class="ff3"> </span></span></span></div><div class="t m0 x2 h4 y26 ff5 fs0 fc0 sc0 ls0 ws0">Weksle zabezpieczające wy<span class="_ _2"/>wiązanie się<span class="_ _2"/> ze zobowiązań d<span class="_ _2"/>otacyjnych<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y27 ff4 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _f"/>dzień <span class="_ _f"/>31<span class="_ _2"/> <span class="_ _f"/>grudnia <span class="_ _a"/>2023 <span class="_ _a"/>roku <span class="_ _a"/>wartość <span class="_ _f"/>umów <span class="_ _a"/>dotacyjnych <span class="_ _a"/>zabezpieczona <span class="_ _a"/>wekslami <span class="_ _f"/>in <span class="_ _a"/>blanco <span class="_ _a"/>wynosiła <span class="_ _a"/>13 <span class="_ _f"/>281 <span class="_ _a"/>tys. <span class="_ _f"/>PLN, </div><div class="t m0 x2 h3 y43d ff4 fs0 fc0 sc0 ls0 ws0">natomiast na dzień 31 gr<span class="_ _2"/>udnia 2022 r<span class="_ _2"/>oku 11 752 tys. PLN.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y43e ff4 fs0 fc0 sc0 ls0 ws0">Na  dzień  sporządzenia  niniejsz<span class="_ _2"/>ego  sprawozdania  Zar<span class="_ _2"/>ząd  Jednostki  Dominującej  nie  widz<span class="_ _2"/>i  zagrożenia  realizacji  weksli </div><div class="t m0 x2 h3 y43f ff4 fs0 fc0 sc0 ls0 ws0">związanych z trwającymi um<span class="_ _2"/>owami dotacyjnymi.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y2b ff5 fs0 fc0 sc0 ls0 ws0">Weksle związane z trwając<span class="_ _2"/>ymi umowam<span class="_ _2"/>i leasingowymi<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y440 ff4 fs0 fc0 sc0 ls0 ws0">Na  dzień <span class="_ _11"> </span>31  grudnia  2023 <span class="_ _11"> </span>roku<span class="_ _2"/>  wartość <span class="_ _11"> </span>zobowiązań<span class="_ _2"/>  leasingowych  zabezpieczona  wekslami <span class="_ _11"> </span>w<span class="_ _2"/>ynosiła  4<span class="ff2"> 20<span class="_ _2"/>6  tys. <span class="_ _c"> </span>PLN, </span></div><div class="t m0 x2 h3 y441 ff4 fs0 fc0 sc0 ls0 ws0">natomiast na dzień 31 gr<span class="_ _2"/>udnia 2022 r<span class="_ _2"/>oku 2<span class="ff2"> 877 t<span class="_ _2"/>ys. PLN. </span></div><div class="t m0 x2 h3 y442 ff4 fs0 fc0 sc0 ls0 ws0">Na  dzień  sporządzenia  niniejsz<span class="_ _2"/>ego  sprawozdania  Zar<span class="_ _2"/>ząd  Jednostki  Dominującej  nie  widz<span class="_ _2"/>i  zagrożenia  realizacji  weksli </div><div class="t m0 x2 h3 y2f ff4 fs0 fc0 sc0 ls0 ws0">związanych z trwającymi um<span class="_ _2"/>owami leasingowymi.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y235 ff3 fs0 fc0 sc0 ls0 ws0">Gwarancje ban<span class="_ _2"/>kowe </div><div class="t m0 x2 h3 y443 ff4 fs0 fc0 sc0 ls0 ws0">Santander Bank Polska S.A. na zlecenie PZ CORMAY S.A. wystawił gwarancję zabezpieczającą wywiązanie się przez nią ze </div><div class="t m0 x2 h3 y444 ff4 fs0 fc0 sc0 ls0 ws0">zobowiązań wynikających <span class="_ _0"/>z umowy <span class="_ _0"/>najmu. Wartość <span class="_ _d"/>gwar<span class="_ _2"/>ancji to <span class="_ _d"/>1<span class="_ _2"/>3 tys. <span class="_ _d"/>EUR. Gwarancja obowiązuje do <span class="_ _d"/>2 stycznia 2025 <span class="_ _d"/>roku.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y445 ff4 fs0 fc0 sc0 ls0 ws0">Na dzień<span class="_ _2"/> <span class="_ _2"/>31 <span class="_ _2"/>grudnia<span class="_ _2"/> <span class="_ _2"/>2023 <span class="_ _2"/>roku<span class="_ _2"/> O<span class="_ _2"/>rphée <span class="_ _2"/>SA <span class="_ _2"/>posiadał<span class="_ _2"/>a <span class="_ _2"/>zobowiązani<span class="_ _2"/>a <span class="_ _2"/>warunkowe<span class="_ _2"/> związane<span class="_ _2"/> <span class="_ _2"/>z <span class="_ _2"/>gwaran<span class="_ _2"/>cją <span class="_ _2"/>bankową<span class="_ _2"/> stan<span class="_ _2"/>owiącą </div><div class="t m0 x2 h3 y446 ff4 fs0 fc0 sc0 ls0 ws0">zabezpieczenie kosztów najmu n<span class="_ _2"/>a rzecz właści<span class="_ _2"/>ciela biura w wysok<span class="_ _2"/>ości 11 tys. CHF.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y447 ff5 fs0 fc0 sc0 ls0 ws0">Przyszłe zobowiązania <span class="_ _2"/>umowne <span class="_ _2"/>–<span class="ff3"> Umowy o dof<span class="_ _2"/>inansowanie </span></div><div class="t m0 x2 h3 y448 ff4 fs0 fc0 sc0 ls0 ws0">Grupa <span class="_ _3"/>posiada <span class="_ _3"/>zobowiązania <span class="_ _f"/>umowne <span class="_ _3"/>wynikające <span class="_ _3"/>z <span class="_ _3"/>zawarty<span class="_ _2"/>ch <span class="_ _3"/>umów <span class="_ _3"/>o <span class="_ _3"/>dofinansowanie. <span class="_ _f"/>Szczegóły <span class="_ _3"/>dotyczące <span class="_ _3"/>podpisanyc<span class="_ _2"/>h </div><div class="t m0 x2 h3 y449 ff4 fs0 fc0 sc0 ls0 ws0">umów <span class="_ _15"> </span>zostały <span class="_ _15"> </span>opisane<span class="_ _2"/> <span class="_ _15"> </span>w <span class="_ _15"> </span>noci<span class="_ _2"/>e <span class="_ _15"> </span>33 <span class="_ _15"> </span>”Inn<span class="_ _2"/>e <span class="_ _15"> </span>zobowiązania <span class="_ _15"> </span>niefinan<span class="_ _2"/>sowe <span class="_ _15"> </span>długo<span class="_ _2"/><span class="ff2">- <span class="_ _7"> </span></span>i <span class="_ _16"> </span>krótkoter<span class="_ _2"/>minowe” <span class="_ _15"> </span>skonsolidowanego </div><div class="t m0 x2 h3 y38 ff2 fs0 fc0 sc0 ls0 ws0">sprawozdania finansowego <span class="_ _2"/>Grupy za rok<span class="_ _2"/> <span class="ff4">zakończony 31 grudnia <span class="_ _2"/>2023 roku.<span class="_ _2"/></span> </div><div class="t m0 x2 h4 y44a ff3 fs0 fc0 sc0 ls1 ws0">34.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">O<span class="ff5">świadczenie <span class="_ _2"/>Zarządu Je<span class="_ _2"/>dnostki Dominującej<span class="_ _2"/></span> <span class="ff5">o rzet<span class="_ _2"/>elności sprawozdań</span> </span></span></div><div class="t m0 x2 h3 y44b ff4 fs0 fc0 sc0 ls0 ws0">Zarząd Jednostki Dominującej<span class="_ _2"/><span class="ff2"> </span>oś<span class="_ _2"/>wiadcza, że wedle jego n<span class="_ _2"/>ajlepsze<span class="_ _2"/>j wiedzy:<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x31 h3 y44c ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">Skonsolidowane sprawozdanie <span class="_ _d"/>fin<span class="_ _2"/>ansowe Grupy <span class="_ _d"/><span class="ff4">za rok <span class="_ _d"/>zakończony<span class="_ _2"/> <span class="_ _0"/>31 <span class="_ _0"/>grudnia <span class="_ _0"/>20<span class="ff2">23 roku <span class="_ _d"/><span class="ff4">zostało sporządzone </span></span></span></span></span></div><div class="t m0 x36 h4 y44d ff2 fs0 fc0 sc0 ls0 ws0">zgodnie <span class="_ _1c"> </span>z <span class="_ _1c"> </span><span class="ff4">Międzynarodowymi<span class="_ _2"/> <span class="_ _1c"> </span>Standardami <span class="_ _1c"> </span>Sprawozdawczości <span class="_ _1f"> </span>Finansowej <span class="_ _1c"> </span>(„<span class="ff3">MSSF</span>”)<span class="_ _2"/> <span class="_ _1c"> </span>oraz <span class="_ _1c"> </span>MSSF </span></div><div class="t m0 x36 h4 y44e ff4 fs0 fc0 sc0 ls0 ws0">zatwierdzonymi przez Unię <span class="_ _2"/>Europejską („<span class="_ _2"/><span class="ff3">MSSF-<span class="lsc">UE</span></span>”). Na dzień <span class="_ _2"/><span class="ff2">zatwierdzenia <span class="_ _2"/>w/w sprawozdania d<span class="_ _2"/>o publikacji, </span></div><div class="t m0 x36 h3 y44f ff4 fs0 fc0 sc0 ls0 ws0">biorąc pod <span class="_ _2"/>uwagę <span class="_ _2"/>toczący się <span class="_ _2"/>w Unii Europejskie<span class="_ _2"/>j proce<span class="_ _2"/>s wprowa<span class="_ _2"/>dzania MSSF <span class="_ _2"/>oraz prowad<span class="_ _2"/>zoną przez <span class="_ _3"/>Grup<span class="_ _2"/>ę<span class="ff2"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf1d"><div class="pc pc1d w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">29<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">działalność, <span class="_ _3"/>w<span class="ff2"> <span class="_ _3"/>zakresie <span class="_ _3"/>stosowanych <span class="_ _3"/>przez <span class="_ _3"/></span>Grupę<span class="_ _2"/><span class="ff2"> <span class="_ _3"/></span>zasad <span class="_ _3"/>rachunkowości <span class="_ _3"/>nie <span class="_ _3"/>ma <span class="_ _3"/>różnicy <span class="_ _3"/>między <span class="_ _3"/>MSSF, <span class="_ _3"/>które </div><div class="t m0 x36 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">weszły w życie, a M<span class="_ _2"/>SSF<span class="ff2">-UE. </span></div><div class="t m0 x36 h3 y42 ff2 fs0 fc0 sc0 ls0 ws0">MSSF-<span class="ff4">UE <span class="_ _11"> </span>obejmują <span class="_ _11"> </span>standardy <span class="_ _c"> </span>i <span class="_ _11"> </span>interpretacje <span class="_ _11"> </span>zaakceptowane <span class="_ _11"> </span>pr<span class="_ _2"/>zez <span class="_ _11"> </span>Radę <span class="_ _11"> </span>Międzynarodo<span class="_ _2"/>wych <span class="_ _11"> </span>Standar<span class="_ _2"/>dów </span></div><div class="t m0 x36 h3 y43 ff4 fs0 fc0 sc0 ls0 ws0">Rachunkowości oraz Komitet ds. <span class="_ _2"/>Interpreta<span class="_ _2"/>cji Międzynarodowej Spr<span class="_ _2"/>awozdawczości Finansowej. <span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x36 h3 y44 ff4 fs0 fc0 sc0 ls0 ws0">Przy <span class="_ _e"> </span>sporząd<span class="_ _2"/>zeniu <span class="_ _b"> </span><span class="ff2">skonsolidowanego <span class="_ _b"> </span>sprawozdania <span class="_ _b"> </span>finansowego <span class="_ _b"> </span>grupy <span class="_ _b"> </span></span>za <span class="_ _e"> </span>rok <span class="_ _e"> </span>zakończony <span class="_ _b"> </span>31<span class="ff2"> <span class="_ _b"> </span>grudnia<span class="_ _0"/> </span></div><div class="t m0 x36 h3 y45 ff2 fs0 fc0 sc0 ls1 ws0">20<span class="ls0">23 roku <span class="_ _3"/>Grupa<span class="_ _2"/> <span class="_ _3"/><span class="ff4">przestrzegała <span class="_ _3"/>tych <span class="_ _3"/>sam<span class="_ _2"/>ych <span class="_ _3"/>zasad <span class="_ _3"/>rachun<span class="_ _2"/>kowości, <span class="_ _3"/>co <span class="_ _3"/>przy <span class="_ _f"/>sporządzaniu <span class="_ _f"/></span>skonso<span class="_ _2"/>lidowanego<span class="_ _2"/> </span></div><div class="t m0 x36 h3 y76 ff2 fs0 fc0 sc0 ls0 ws0">sprawozdania finansowego Grupy <span class="ff4">za rok zakończony 31 grudnia 20</span>22 roku<span class="ff4">, za wyjątkiem zastosowania zmian </span></div><div class="t m0 x36 h3 y77 ff4 fs0 fc0 sc0 ls0 ws0">do <span class="_ _d"/>standardó<span class="_ _2"/>w <span class="_ _d"/>oraz <span class="_ _0"/>nowych standardów <span class="_ _d"/>i<span class="ff2"> <span class="_ _0"/><span class="ff4">interpretacji<span class="_ _2"/> <span class="_ _d"/>obowiązują<span class="_ _2"/>cych <span class="_ _d"/>dla okresów <span class="_ _d"/>rocznych<span class="_ _2"/> <span class="_ _d"/>rozpocz<span class="_ _2"/>ynających </span></span></div><div class="t m0 x36 h3 yc4 ff4 fs0 fc0 sc0 ls0 ws0">się w dniu lub po dniu 1 <span class="_ _2"/>stycznia 20<span class="_ _2"/><span class="ff2">23 roku. </span></div><div class="t m0 x31 h3 y78 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">sprawozdanie, <span class="_ _b"> </span>o <span class="_ _b"> </span>którym <span class="_ _b"> </span>mowa <span class="_ _e"> </span>powyżej, <span class="_ _b"> </span>odzwierciedla <span class="_ _b"> </span>w <span class="_ _b"> </span>sposób <span class="_ _b"> </span>prawdziwy, <span class="_ _b"> </span>rzetelny <span class="_ _b"> </span>i <span class="_ _e"> </span>jasny <span class="_ _b"> </span>sytuację </span></span></div><div class="t m0 x36 h3 y125 ff4 fs0 fc0 sc0 ls0 ws0">majątkową i finansową <span class="_ _2"/><span class="ff2">Grupy oraz jej wynik f<span class="_ _2"/>inansowy,<span class="_ _2"/> </span></div><div class="t m0 x31 h3 y7a ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">niniejsze <span class="_ _11"> </span><span class="ff4">spr<span class="_ _2"/>awozdanie  z <span class="_ _11"> </span>działal<span class="_ _2"/>ności <span class="_ _11"> </span>zaw<span class="_ _2"/>iera  prawdziwy <span class="_ _11"> </span>obraz<span class="_ _2"/> <span class="_ _11"> </span>r<span class="_ _2"/>ozwoju <span class="_ _11"> </span>i<span class="_ _2"/> <span class="_ _11"> </span>osiąg<span class="_ _2"/>nięć  oraz <span class="_ _11"> </span>sytuacji<span class="_ _3"/></span> <span class="_ _11"> </span>Grupy<span class="ls6">, </span></span></span></div><div class="t m0 x36 h3 y450 ff2 fs0 fc0 sc0 ls0 ws0">w tym <span class="ff4">opis podstawo<span class="_ _2"/>wych zagrożeń i r<span class="_ _2"/>yzyk.</span> </div><div class="t m0 x2 h4 y7c ff3 fs0 fc0 sc0 ls1 ws0">35.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff3">Inform<span class="_ _2"/>acja <span class="ff5">Zarządu Jedno<span class="_ _2"/>stki Dominującej<span class="_ _2"/></span> o wyborze fir<span class="_ _2"/>my audytorsk<span class="_ _2"/>iej </span></span></div><div class="t m0 x2 h3 y7d ff4 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _11"> </span>Jednostki  Dominującej, <span class="_ _11"> </span>na <span class="_ _11"> </span>podsta<span class="_ _2"/>wie <span class="_ _11"> </span>oświadczenia <span class="_ _c"> </span>Rady <span class="_ _11"> </span>Nadzor<span class="_ _2"/>czej <span class="_ _11"> </span>o <span class="_ _11"> </span>dokonaniu  wyboru  <span class="ff2">Moore <span class="_ _9"> </span>Polska <span class="_ _c"> </span>Audyt </span></div><div class="t m0 x2 h3 y451 ff2 fs0 fc0 sc0 ls0 ws0">Sp. z <span class="ls1">o.o.</span> <span class="_ _a"/><span class="ff4">jako <span class="_ _a"/>firmy <span class="_ _a"/>au<span class="_ _2"/>dytorskiej<span class="_ _2"/> <span class="_ _a"/>przeprowadzającej <span class="_ _9"> </span>badanie <span class="_ _a"/>skonso<span class="_ _2"/>lidowanego <span class="_ _a"/>sprawozdan<span class="_ _2"/>ia <span class="_ _a"/>fin<span class="_ _2"/>ansowego <span class="_ _a"/>Grupy <span class="_ _9"> </span>za <span class="_ _a"/>rok </span></div><div class="t m0 x2 h3 y452 ff4 fs0 fc0 sc0 ls0 ws0">zakończony 31 grudnia 20<span class="_ _2"/><span class="ff2">23 roku<span class="_ _2"/></span>, informuje, że: <span class="ff2"> </span></div><div class="t m0 x31 h3 y453 ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">firma <span class="_ _15"> </span>audytorska <span class="_ _7"> </span>oraz <span class="_ _15"> </span>członkowie <span class="_ _15"> </span>zespołu <span class="_ _7"> </span>wykonującego <span class="_ _15"> </span>badanie <span class="_ _7"> </span>spełniali <span class="_ _16"> </span>warun<span class="_ _2"/>ki <span class="_ _15"> </span>do <span class="_ _15"> </span>sp<span class="_ _2"/>orządzenia </span></span></div><div class="t m0 x36 h3 y454 ff4 fs0 fc0 sc0 ls0 ws0">bezstronnego i <span class="_ _0"/>niezależnego sprawozdania <span class="_ _0"/>z badania <span class="_ _d"/>roczne<span class="_ _2"/>go skonsolidowanego <span class="_ _0"/>sprawozdania finansowego </div><div class="t m0 x36 h3 y455 ff4 fs0 fc0 sc0 ls0 ws0">zgodnie z obowiązującymi pr<span class="_ _2"/>zepisami, standa<span class="_ _2"/>rdami wykonywan<span class="_ _2"/><span class="ff2">ia <span class="_ _2"/>zawodu i zasadami ety<span class="_ _2"/>ki zawodowej,<span class="_ _2"/> </span></div><div class="t m0 x31 h3 y456 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">są <span class="_ _d"/>pr<span class="_ _2"/>zestrzegane obowiązujące <span class="_ _d"/>pr<span class="_ _2"/>zepisy <span class="_ _d"/>związane z <span class="_ _d"/>r<span class="_ _2"/>otacją <span class="_ _0"/>firmy <span class="_ _0"/>audytorskiej i <span class="_ _d"/>kluczowego biegłego <span class="_ _0"/>rewidenta </span></span></div><div class="t m0 x36 h3 y457 ff4 fs0 fc0 sc0 ls0 ws0">oraz obowiązkowymi okr<span class="_ _2"/>esami karencji, <span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x31 h3 y458 ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">Jednostka <span class="_ _e"> </span>Dominująca <span class="_ _b"> </span>posiada <span class="_ _e"> </span>politykę <span class="_ _e"> </span>w <span class="_ _e"> </span>zakresie <span class="_ _e"> </span>wyboru <span class="_ _e"> </span>fir<span class="_ _2"/>my <span class="_ _e"> </span>audytorskiej <span class="_ _e"> </span>oraz <span class="_ _e"> </span>po<span class="_ _2"/>litykę <span class="_ _e"> </span>w <span class="_ _e"> </span>zakresie </span></span></div><div class="t m0 x36 h3 y459 ff4 fs0 fc0 sc0 ls0 ws0">świadczenia <span class="_ _3"/>na <span class="_ _f"/>rzecz <span class="_ _f"/>Jednostki <span class="_ _3"/>Dominujące<span class="_ _2"/>j<span class="ff2"> <span class="_ _3"/></span>przez <span class="_ _f"/>firmę <span class="_ _f"/>audytorską, <span class="_ _f"/>podmiot <span class="_ _3"/>po<span class="_ _2"/>wiązany <span class="_ _3"/>z <span class="_ _f"/>firmą <span class="_ _3"/>audytorską </div><div class="t m0 x36 h3 yd7 ff4 fs0 fc0 sc0 ls0 ws0">lub  członka <span class="_ _11"> </span>jego<span class="_ _2"/>  sieci <span class="_ _11"> </span>doda<span class="_ _2"/>tkowych  usług  niebędących  badaniem,  w <span class="_ _11"> </span>tym  usług  warunkowo  zwolnionych </div><div class="t m0 x36 h3 y45a ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">zakazu świadczenia przez fir<span class="_ _2"/>mę audyto<span class="_ _2"/>rską.</span> </div></div></div><div class="pi"/></div><div class="pf w4e h36" id="pf1e"><div class="pc pc1e w4e h36"><img alt="" class="bi xa y45b w4f h37" src="data:image/png;base64,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"/><div class="c x0 y1 w50 h36"><div class="t m0 x76 hb y45c ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 x48 hb y45d ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 x77 hb y45e ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y45f ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x78 hd y11 ff2 fs4 fc0 sc0 lsa ws0">30<span class="ls0"> </span></div><div class="t m0 x2 hc y460 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y461 ff3 fs0 fc0 sc0 ls1 ws0">36.<span class="ff6 ls0"> <span class="_ _15"> </span><span class="ff5">Oświadczenie <span class="_ _2"/>Zarządu Je<span class="_ _2"/>dnostki Dominującej<span class="_ _2"/><span class="ff3"> </span>o sto<span class="_ _2"/>sowaniu ładu korporacyjn<span class="_ _2"/>ego<span class="ff3"> </span></span></span></div><div class="t m0 x2 h3 y462 ff2 fs0 fc0 sc0 ls1 ws0">36.1.<span class="ff7 ls0"> <span class="_ _21"> </span><span class="ff4">Wskazanie zbioru zasad ład<span class="_ _2"/>u korporacyjne<span class="_ _2"/>go, któremu podlega <span class="_ _2"/>Je<span class="_ _2"/>dnostka Dominująca, o<span class="_ _2"/>raz miejsc<span class="_ _2"/>a, gdzie tekst zbioru zasad je<span class="_ _2"/>st pub<span class="_ _2"/>licznie dostępny<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h4 y463 ff4 fs0 fc0 sc0 ls0 ws0">Jednostka Dominująca<span class="ff2"> </span>pod<span class="_ _2"/>lega „Dobrym<span class="_ _2"/> Praktykom Spółek Noto<span class="_ _2"/>wanych na GP<span class="_ _2"/>W 20<span class="ff2 ls1">21<span class="ls0"> </span></span><span class="ls3">(„</span><span class="ff3">Dob<span class="_ _2"/>re Praktyki<span class="_ _2"/></span><span class="ls3">”)</span><span class="ff2">. </span>Tekst Dobrych Praktyk do<span class="_ _2"/>stępny jest, m. in., na str<span class="_ _2"/>onie interne<span class="_ _2"/>towej Giełdy Papierów </div><div class="t m0 x2 h3 y464 ff4 fs0 fc0 sc0 ls0 ws0">Wartościowych w Warsza<span class="_ _2"/>wie S.A. poświęconej zag<span class="_ _2"/>adnieniom ładu<span class="_ _2"/> korporacyjnego<span class="_ _2"/><span class="ff2">: ww.gp<span class="_ _2"/>w.pl/dobre<span class="_ _2"/>-praktyki. </span></div><div class="t m0 x2 h3 y465 ff2 fs0 fc0 sc0 ls1 ws0">36.2.<span class="ff7 ls0"> <span class="_ _21"> </span><span class="ff2">W zakresie, w jakim <span class="ff4">Jedno<span class="_ _2"/>stka Dom<span class="_ _2"/>inująca</span> <span class="ff4">odstąpiła od po<span class="_ _2"/>stanowień <span class="_ _2"/>zbioru zasad ładu korporacyjn<span class="_ _2"/>ego <span class="_ _2"/></span>- <span class="ff4">wskazanie tych <span class="_ _2"/>postanowie<span class="_ _2"/>ń oraz wyjaśnienie przy<span class="_ _2"/>czyn tego odstąp<span class="_ _2"/>ienia<span class="_ _2"/></span> </span></span></div><div class="t m0 x2 h3 y466 ff4 fs0 fc0 sc0 ls0 ws0">Zarząd Jednostki <span class="_ _0"/>Dominującej<span class="ff2"> </span>informuje, że <span class="_ _0"/>podzielając idee <span class="_ _d"/>oraz założenia będące podstawą <span class="_ _d"/>posz<span class="_ _2"/>czególnych rekomendacji i <span class="_ _d"/>zasad Dobrych Praktyk <span class="ff2">- wobec <span class="_ _d"/>usta<span class="_ _2"/>lon<span class="_ _2"/>ej w <span class="_ _d"/><span class="ff4">Jednostce Dominującej </span></span></div><div class="t m0 x2 h3 y467 ff4 fs0 fc0 sc0 ls0 ws0">praktyki, <span class="_ _a"/>wymagającej <span class="_ _a"/>ode<span class="_ _2"/>jścia <span class="_ _a"/>od <span class="_ _a"/>modelu <span class="_ _a"/>zarząd<span class="_ _2"/>zania <span class="_ _a"/>i <span class="_ _a"/>nadzor<span class="_ _2"/>u <span class="_ _a"/>przewidzianego<span class="_ _2"/> <span class="_ _f"/>pr<span class="_ _2"/>zez <span class="_ _f"/>n<span class="_ _2"/>iektóre<span class="_ _2"/> <span class="_ _a"/>reguły <span class="_ _a"/>ładu <span class="_ _a"/>korporacyjnego<span class="_ _f"/><span class="ff2"> <span class="_ _f"/>-<span class="_ _2"/> <span class="_ _f"/></span>ni<span class="_ _2"/>e <span class="_ _a"/>może <span class="_ _a"/>stosować <span class="_ _9"> </span>w<span class="ff2"> </span>sposób <span class="_ _a"/>trwa<span class="_ _2"/>ły <span class="_ _f"/>or<span class="_ _2"/>az <span class="_ _a"/>w<span class="ff2"> </span>pełnym <span class="_ _9"> </span>zakresie </div><div class="t m0 x2 h3 y468 ff4 fs0 fc0 sc0 ls0 ws0">rekomendacji i zasad przedstaw<span class="_ _2"/>ionych pon<span class="_ _2"/>iżej.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y469 ff4 fs0 fc0 sc0 ls0 ws0">Zarząd Jedno<span class="_ _2"/>stki Dom<span class="_ _2"/>inującej<span class="_ _2"/><span class="ff2"> </span>pr<span class="_ _2"/>agnie po<span class="_ _2"/>dkreślić, <span class="_ _2"/>że ode<span class="_ _2"/>jście <span class="_ _2"/>od t<span class="_ _2"/>ego modelu <span class="_ _2"/>lub<span class="_ _2"/> wyrażenie<span class="_ _2"/> pewny<span class="_ _2"/>ch zastrzeżeń<span class="_ _2"/> w <span class="_ _2"/>odniesieniu<span class="_ _2"/> do<span class="_ _2"/> okr<span class="_ _2"/>eślonych rekom<span class="_ _2"/>endacji <span class="_ _2"/>lub<span class="_ _3"/><span class="ff2"> </span>zas<span class="_ _2"/>ad nie <span class="_ _2"/>wpływa<span class="_ _2"/> negatywnie<span class="_ _2"/> </div><div class="t m0 x2 h3 y46a ff4 fs0 fc0 sc0 ls0 ws0">na <span class="_ _2"/>przejrzystość <span class="_ _2"/>reguł <span class="_ _2"/>nadzoru <span class="_ _2"/>or<span class="_ _2"/>az zar<span class="_ _2"/>ządzania <span class="_ _3"/>Jednostki Domin<span class="_ _2"/>ującej, <span class="_ _2"/>jak <span class="_ _2"/>również <span class="_ _2"/>na <span class="_ _2"/>implem<span class="_ _2"/>entację <span class="_ _2"/>Dobrych <span class="_ _2"/>Praktyk, <span class="_ _2"/>a <span class="_ _2"/>tym <span class="_ _2"/>sam<span class="_ _2"/>ym <span class="_ _2"/>nie <span class="_ _2"/>prowadzi <span class="_ _2"/>do <span class="_ _2"/>naruszen<span class="_ _2"/>ia założe<span class="_ _2"/>ń <span class="_ _2"/>leżących <span class="_ _2"/>u<span class="_ _2"/><span class="ff2"> podstaw<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y46b ff4 fs0 fc0 sc0 ls0 ws0">ładu korpor<span class="_ _2"/>acyjnego. <span class="_ _2"/>Zarząd Jed<span class="_ _2"/>nostki Dominującej<span class="_ _2"/><span class="ff2"> </span>będ<span class="_ _2"/>zie na <span class="_ _2"/>bieżąco <span class="_ _2"/>dokonywać <span class="_ _2"/>oceny za<span class="_ _2"/>sad za<span class="_ _2"/>rządzania or<span class="_ _2"/>az nadzoru <span class="_ _2"/>wprowadzonych <span class="_ _2"/>w <span class="_ _3"/>Jednostce Dom<span class="_ _2"/>inującej, <span class="_ _2"/>jak r<span class="_ _2"/>ównież będzie <span class="_ _2"/>badać </div><div class="t m0 x2 h3 y46c ff4 fs0 fc0 sc0 ls0 ws0">oczekiwania <span class="_ _2"/>inwestor<span class="_ _2"/>ów, <span class="_ _2"/>co <span class="_ _3"/>do <span class="_ _2"/>stanowiska <span class="_ _3"/>Jednostki <span class="_ _3"/>Dominującej<span class="ff2"> <span class="_ _3"/></span>w <span class="_ _2"/>zakresie <span class="_ _3"/>nieprzyjętych <span class="_ _2"/>regulacj<span class="_ _2"/>i <span class="_ _3"/>Dobrych <span class="_ _2"/>Praktyk, <span class="_ _2"/>a <span class="_ _3"/>gdy <span class="_ _2"/>zmiany <span class="_ _3"/>zostaną <span class="_ _3"/>uznane <span class="_ _2"/>za <span class="_ _2"/>po<span class="_ _2"/>trzebne, <span class="_ _2"/>to <span class="_ _3"/>podjęta <span class="_ _2"/>zostanie <span class="_ _3"/>decyzja </div><div class="t m0 x2 h3 y46d ff2 fs0 fc0 sc0 ls0 ws0">o <span class="ff4">przyjęciu <span class="_ _9"> </span>określon<span class="_ _2"/>ych <span class="_ _11"> </span>rekomendacji <span class="_ _11"> </span>i <span class="_ _11"> </span>zasad <span class="_ _11"> </span>w <span class="_ _9"> </span>brzmieniu<span class="_ _2"/> <span class="_ _9"> </span>zapro<span class="_ _2"/>ponowanym <span class="_ _11"> </span>przez <span class="_ _11"> </span>Giełdę <span class="_ _11"> </span>Papierów <span class="_ _11"> </span>Wartościowych <span class="_ _11"> </span>w <span class="_ _11"> </span>Warszawie <span class="_ _9"> </span>S.<span class="_ _2"/>A. <span class="_ _9"> </span>W  przypadku <span class="_ _11"> </span>zaś, <span class="_ _11"> </span>w <span class="_ _9"> </span>któr<span class="_ _2"/>ym <span class="_ _9"> </span>zastosowanie<span class="_ _2"/> <span class="_ _9"> </span>takich<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y46e ff4 fs0 fc0 sc0 ls0 ws0">rekomendacji lub zasad będ<span class="_ _2"/>zie w<span class="_ _2"/>ymagać decyzji innego organu<span class="_ _2"/> Je<span class="_ _2"/>dnostki Dominującej<span class="_ _2"/><span class="ff2 ls2">, </span>Zarząd Jednostki Dominujące<span class="_ _2"/>j<span class="ff2"> </span>zwróci s<span class="_ _2"/>ię do niego z <span class="_ _2"/>wnioskiem o podjęcie odp<span class="_ _2"/>owiedniej decyz<span class="_ _2"/>ji.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y46f ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y470 w42 h38"><div class="t m0 x25 h4 y471 ff3 fs0 fc0 sc0 ls1 ws0">1.<span class="ls0"> </span></div></div><div class="c x66 y470 w51 h38"><div class="t m0 x25 h4 y471 ff3 fs0 fc0 sc0 ls0 ws0">Polityka infor<span class="_ _2"/>macyjna i komun<span class="_ _2"/>ikacja z inwestorami<span class="_ _2"/> </div><div class="t m0 x25 h3 y472 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"> </span>inter<span class="_ _2"/>esie <span class="_ _11"> </span>wszystkich <span class="_ _11"> </span>uc<span class="_ _2"/>zestników <span class="_ _11"> </span>rynku <span class="_ _11"> </span>i <span class="_ _11"> </span>swoim <span class="_ _11"> </span>własnym<span class="_ _2"/> <span class="_ _11"> </span>spółka <span class="_ _11"> </span>giełdowa<span class="_ _2"/> <span class="_ _11"> </span>dba <span class="_ _11"> </span>o <span class="_ _11"> </span>należytą <span class="_ _11"> </span>kom<span class="_ _2"/>unikację <span class="_ _11"> </span>z <span class="_ _11"> </span>interesariuszami, <span class="_ _c"> </span>prowa<span class="_ _3"/>dząc <span class="_ _9"> </span>przejr<span class="_ _2"/>zystą <span class="_ _11"> </span>i <span class="_ _11"> </span>rzetelną <span class="_ _11"> </span>politykę<span class="_ _2"/> </div><div class="t m0 x25 h3 y282 ff4 fs0 fc0 sc0 ls0 ws0">informacyjną.<span class="ff2"> </span></div></div><div class="c x2 y19a w42 h39"><div class="t m0 x25 h3 y473 ff2 fs0 fc0 sc0 ls1 ws0">1.1.<span class="ls0"> </span></div></div><div class="c x66 y19a w51 h39"><div class="t m0 x25 h3 y473 ff4 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _a"/></span>prowadzi <span class="_ _a"/>sprawną<span class="_ _2"/> <span class="_ _a"/>komunikację <span class="_ _9"> </span>z <span class="_ _a"/>uczestnikam<span class="_ _2"/>i <span class="_ _a"/>rynku <span class="_ _a"/>ka<span class="_ _2"/>pitałowego, <span class="_ _a"/>rzetelnie <span class="_ _9"> </span>informując <span class="_ _9"> </span>o <span class="_ _a"/>sprawach <span class="_ _a"/>jej <span class="_ _a"/>do<span class="_ _2"/>tyczących. <span class="_ _a"/>W <span class="_ _a"/>tym<span class="_ _2"/> <span class="_ _a"/>celu <span class="_ _a"/>s<span class="_ _3"/>półka <span class="_ _a"/>wykorzystu<span class="_ _2"/>je <span class="_ _a"/>różnorod<span class="_ _2"/>ne </div><div class="t m0 x25 h3 y474 ff4 fs0 fc0 sc0 ls0 ws0">narzędzia i formy porozum<span class="_ _2"/>iewania się, w tym przed<span class="_ _2"/>e wszystkim ko<span class="_ _2"/>rporacyjną stronę inter<span class="_ _2"/>netową, na któ<span class="_ _2"/>r<span class="_ _2"/>ej zamieszcza wszelkie <span class="_ _2"/>informacje istotne dla inwe<span class="_ _2"/>storów.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y475 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y476 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: <span class="_ _d"/><span class="ff4">Jedno<span class="_ _2"/>stka <span class="_ _0"/>Dominując<span class="_ _2"/>a<span class="ff2"> <span class="_ _d"/><span class="ff4">nie <span class="_ _0"/>stosuje <span class="_ _0"/>tej <span class="_ _d"/>zasad<span class="_ _2"/>y <span class="_ _d"/>w pełni <span class="_ _d"/>ze <span class="_ _d"/>względu<span class="_ _2"/> <span class="_ _d"/>na<span class="_ _2"/> <span class="_ _d"/>brak <span class="_ _0"/>sformalizowanej<span class="_ _2"/> <span class="_ _d"/>polityki<span class="_ _2"/> <span class="_ _d"/>dywidendo<span class="_ _2"/>wej <span class="_ _d"/>oraz<span class="_ _2"/> <span class="_ _d"/>nieutr<span class="_ _2"/>walanie <span class="_ _d"/>pr<span class="_ _2"/>zebiegu <span class="_ _0"/>spotkań <span class="ff2">inwestorskich, </span></span></span></span></div><div class="t m0 x25 h3 y477 ff4 fs0 fc0 sc0 ls0 ws0">który <span class="_ _f"/>to <span class="_ _a"/>wymóg <span class="_ _f"/>Jednostka <span class="_ _a"/>Dominująca<span class="_ _2"/><span class="ff2"> <span class="_ _f"/>uznaje <span class="_ _a"/>za <span class="_ _f"/>nadm<span class="_ _2"/>ierny <span class="_ _f"/>z <span class="_ _a"/>powodu <span class="_ _f"/>publikacji <span class="_ _f"/>na<span class="_ _2"/> <span class="_ _f"/>stronie <span class="_ _a"/>internetowej <span class="_ _9"> </span></span>Jednostki <span class="_ _f"/>Dominującej<span class="_ _2"/><span class="ff2"> <span class="_ _f"/>p<span class="_ _2"/>rezentacji <span class="_ _f"/>przed<span class="_ _2"/>stawianych <span class="_ _f"/>przez<span class="_ _2"/> <span class="_ _a"/></span>Zarząd </div><div class="t m0 x25 h3 y282 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki Dominującej<span class="_ _2"/><span class="ff2"> <span class="ls1">na tego typu spotkaniach.</span> </span></div></div><div class="c x2 y478 w42 h3a"><div class="t m0 x25 h3 y282 ff2 fs0 fc0 sc0 ls1 ws0">1.3.<span class="ls0"> </span></div></div><div class="c x66 y478 w51 h3a"><div class="t m0 x25 h3 y282 ff4 fs0 fc0 sc0 ls0 ws0">W swojej strategii bizneso<span class="_ _2"/>wej spółka uwzględn<span class="_ _2"/>ia również tematykę<span class="_ _2"/> ESG, w szczegó<span class="_ _2"/>lności obejmując<span class="_ _2"/>ą:<span class="_ _2"/><span class="ff2"> </span></div></div><div class="c x2 y479 w42 h3b"><div class="t m0 x25 h3 y47a ff2 fs0 fc0 sc0 ls1 ws0">1.3.1.<span class="ls0"> </span></div></div><div class="c x66 y479 w51 h3b"><div class="t m0 x25 h3 y47a ff4 fs0 fc0 sc0 ls0 ws0">zagadnienia środowisko<span class="_ _2"/>we, zawierające mier<span class="_ _2"/>niki i ryzyka związan<span class="_ _2"/>e ze zmianami klimatu i za<span class="_ _2"/>gadnienia zr<span class="_ _2"/>ównoważonego rozwoju;<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y282 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div></div></div><div class="pi"/></div><div class="pf w4e h36" id="pf1f"><div class="pc pc1f w4e h36"><img alt="" class="bi xa y47b w4f h3c" src="data:image/png;base64,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"/><div class="c x0 y1 w50 h36"><div class="t m0 x76 hb y45c ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 x48 hb y45d ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 x77 hb y45e ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y45f ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x78 hd y11 ff2 fs4 fc0 sc0 lsa ws0">31<span class="ls0"> </span></div><div class="t m0 x2 hc y460 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y47c w51 h3d"><div class="t m0 x25 h3 y472 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: Aktualna strategia <span class="_ _2"/><span class="ff4">Jednostki Dominujące<span class="_ _2"/>j</span> nie zawiera t<span class="_ _2"/>ematyki ESG. <span class="ff4">Zarząd<span class="_ _2"/> Jednostki Dominującej<span class="_ _2"/></span> <span class="ff4">nie wyklucza, że w p<span class="_ _2"/>rzyszłości zagadnien<span class="_ _2"/>ia ESG zostan<span class="_ _2"/>ą ujęte </span></div><div class="t m0 x25 h3 y282 ff2 fs0 fc0 sc0 ls0 ws0">w strategii <span class="ff4">Jednostki Dom<span class="_ _2"/>inującej</span>. </div></div><div class="c x2 y47d w42 h3e"><div class="t m0 x25 h3 y47e ff2 fs0 fc0 sc0 ls1 ws0">1.3.2.<span class="ls0"> </span></div></div><div class="c x66 y47d w51 h3e"><div class="t m0 x25 h3 y47e ff4 fs0 fc0 sc0 ls0 ws0">sprawy <span class="_ _2"/>społec<span class="_ _2"/>zne <span class="_ _2"/>i <span class="_ _3"/>pracownicze, <span class="_ _3"/>dotyczące <span class="_ _2"/>m<span class="_ _2"/>.in. <span class="_ _2"/>podejmowan<span class="_ _2"/>ych <span class="_ _3"/>i <span class="_ _2"/>planowan<span class="_ _2"/>ych <span class="_ _2"/>działań <span class="_ _3"/>mających<span class="_ _2"/> <span class="_ _2"/>na <span class="_ _3"/>celu <span class="_ _2"/>zapewnien<span class="_ _2"/>ie <span class="_ _2"/>równo<span class="_ _2"/>uprawni<span class="_ _3"/>enia <span class="_ _3"/>płci, <span class="_ _2"/>należ<span class="_ _2"/>ytych <span class="_ _3"/>warunków <span class="_ _2"/>pr<span class="_ _2"/>acy, </div><div class="t m0 x25 h3 y47f ff4 fs0 fc0 sc0 ls0 ws0">poszanowania praw pracowni<span class="_ _2"/>ków, dialogu ze <span class="_ _2"/>społecznościami loka<span class="_ _2"/>lnymi, relacji z k<span class="_ _2"/>lientami.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y480 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y282 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: Przyczyny niestoso<span class="_ _2"/>wania te<span class="_ _2"/>j zasady <span class="ff4">Jednost<span class="_ _2"/>ka Domin<span class="_ _2"/>ująca</span> <span class="ff4">podała w wyjaśnien<span class="_ _2"/>iach o niestosowaniu zasad<span class="_ _2"/>y 1.3.1.<span class="_ _2"/></span> </div></div><div class="c x2 y481 w42 h3f"><div class="t m0 x25 h3 y482 ff2 fs0 fc0 sc0 ls1 ws0">1.4.<span class="ls0"> </span></div></div><div class="c x66 y481 w51 h3f"><div class="t m0 x25 h3 y483 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _2"/>celu <span class="_ _3"/>zapewnienia <span class="_ _3"/>należytej <span class="_ _2"/>ko<span class="_ _2"/>munikacji <span class="_ _2"/>z<span class="_ _2"/> <span class="_ _2"/>interesariuszam<span class="_ _2"/>i, <span class="_ _2"/>w <span class="_ _3"/>zakresie <span class="_ _3"/>przyjętej <span class="_ _2"/>strategi<span class="_ _2"/>i <span class="_ _2"/>bizneso<span class="_ _2"/>wej <span class="_ _2"/>spółka <span class="_ _3"/>zamieszcza <span class="_ _3"/>na <span class="_ _2"/>s<span class="_ _3"/><span class="ff2">wojej <span class="_ _3"/>stronie <span class="_ _2"/>internetowej <span class="_ _3"/>informacje <span class="_ _3"/>na <span class="_ _3"/>temat </span></div><div class="t m0 x25 h3 y47e ff4 fs0 fc0 sc0 ls0 ws0">założeń <span class="_ _a"/>posiada<span class="_ _2"/>nej <span class="_ _a"/>str<span class="_ _2"/>ategii, <span class="_ _a"/>m<span class="_ _2"/>ierzalnych <span class="_ _a"/>celów, <span class="_ _9"> </span>w <span class="_ _9"> </span>tym <span class="_ _a"/>zwłaszcz<span class="_ _2"/>a <span class="_ _a"/>celów <span class="_ _9"> </span>długoterminow<span class="_ _3"/>ych, <span class="_ _a"/>plan<span class="_ _2"/>owanych <span class="_ _9"> </span>działań <span class="_ _a"/>oraz <span class="_ _9"> </span>postępów<span class="_ _2"/> <span class="_ _a"/>w <span class="_ _9"> </span>jej <span class="_ _a"/>r<span class="_ _2"/>ealizacji, <span class="_ _a"/>określon<span class="_ _2"/>ych <span class="_ _a"/>za <span class="_ _9"> </span>pomocą </div><div class="t m0 x25 h3 y47f ff4 fs0 fc0 sc0 ls0 ws0">mierników, finansowych i n<span class="_ _2"/>iefinansowych. Infor<span class="_ _2"/>macje na temat strat<span class="_ _2"/>egii w obszarze <span class="_ _2"/>ESG powinny m.in.:<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y484 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h4 y282 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz:<span class="ff3"> </span>Przyczyny niestoso<span class="_ _2"/>wania te<span class="_ _2"/>j zasady <span class="ff4">Jednost<span class="_ _2"/>ka Domin<span class="_ _2"/>ująca</span> <span class="ff4">podała w wyjaśnien<span class="_ _2"/>iach o niestosowaniu zasad<span class="_ _2"/>y 1.3.1.<span class="_ _2"/></span> </div></div><div class="c x2 y485 w42 h40"><div class="t m0 x25 h3 y486 ff2 fs0 fc0 sc0 ls1 ws0">1.4.1.<span class="ls0"> </span></div></div><div class="c x66 y485 w51 h40"><div class="t m0 x25 h3 y486 ff4 fs0 fc0 sc0 ls0 ws0">objaśniać, <span class="_ _2"/>w <span class="_ _3"/>jaki <span class="_ _2"/>spo<span class="_ _2"/>sób <span class="_ _2"/>w <span class="_ _2"/>proce<span class="_ _2"/>sach <span class="_ _3"/>decyzyjnych <span class="_ _2"/>w<span class="_ _2"/> <span class="_ _2"/>spółce <span class="_ _2"/>i<span class="_ _2"/> <span class="_ _2"/>pod<span class="_ _2"/>miotach <span class="_ _2"/>z <span class="_ _3"/>jej <span class="_ _2"/>grupy<span class="_ _2"/> <span class="_ _2"/>uwzględniane<span class="_ _2"/> <span class="_ _2"/>są <span class="_ _3"/>kwestie <span class="_ _2"/>zwią<span class="_ _2"/>zane <span class="_ _2"/>ze <span class="_ _3"/>zmianą<span class="_ _3"/><span class="ff2"> <span class="_ _3"/></span>klimatu, <span class="_ _2"/>wskazując <span class="_ _3"/>na <span class="_ _3"/>wynikające <span class="_ _3"/>z <span class="_ _2"/>tego </div><div class="t m0 x25 h3 y487 ff2 fs0 fc0 sc0 ls0 ws0">ryzyka; </div><div class="t m0 x25 h3 y488 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana<span class="_ _2"/>. </div><div class="t m0 x25 h3 y489 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: Przyczyny niestoso<span class="_ _2"/>wania te<span class="_ _2"/>j zasady <span class="ff4">Jednost<span class="_ _2"/>ka Domin<span class="_ _2"/>ująca</span> <span class="ff4">podała w wyjaśnien<span class="_ _2"/>iach o niestosowaniu zasad<span class="_ _2"/>y 1.3.1.<span class="_ _2"/></span> </div></div><div class="c x2 y48a w42 h41"><div class="t m0 x25 h3 y482 ff2 fs0 fc0 sc0 ls1 ws0">1.4.2.<span class="ls0"> </span></div></div><div class="c x66 y48a w51 h41"><div class="t m0 x25 h3 y483 ff4 fs0 fc0 sc0 ls0 ws0">przedstawiać wartość wskaźnika równości wynagrodzeń wypłacanych jej pracownikom, obliczanego jako procentowa różnica pomiędzy<span class="_ _2"/><span class="ff2"> </span>średnim miesięcznym wynagrodzeniem </div><div class="t m0 x25 h3 y47e ff4 fs0 fc0 sc0 ls0 ws0">(z <span class="_ _3"/>uwzględnieniem <span class="_ _3"/>premii, <span class="_ _f"/>nagród <span class="_ _3"/>i <span class="_ _3"/>innych <span class="_ _3"/>dodatków) <span class="_ _f"/>kobiet <span class="_ _3"/>i <span class="_ _3"/>mężczyzn <span class="_ _3"/>za <span class="_ _3"/>ostatni <span class="_ _3"/>rok, <span class="_ _f"/>oraz <span class="_ _3"/>prze<span class="_ _2"/>dsta<span class="_ _2"/>wiać <span class="_ _3"/>informacje <span class="_ _3"/>o <span class="_ _3"/>działaniach <span class="_ _f"/>podjętych <span class="_ _3"/>w <span class="_ _3"/>celu <span class="_ _3"/>likwida<span class="_ _2"/>cji <span class="_ _3"/>ewentualnych </div><div class="t m0 x25 h3 y47f ff4 fs0 fc0 sc0 ls0 ws0">nierówności w tym zakr<span class="_ _2"/>esie, wraz z prezenta<span class="_ _2"/>cją ryzyk z tym związa<span class="_ _2"/>nych oraz horyzontem<span class="_ _2"/> czasowym, w którym<span class="_ _2"/> planowane jest dopro<span class="_ _3"/>wadzenie do równo<span class="_ _2"/>ści.<span class="ff2"> </span></div><div class="t m0 x25 h3 y484 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y282 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: Przyczyny niestoso<span class="_ _2"/>wania te<span class="_ _2"/>j zasady <span class="ff4">Jednost<span class="_ _2"/>ka Domin<span class="_ _2"/>ująca</span> <span class="ff4">podała w wyjaśnien<span class="_ _2"/>iach o niestosowaniu zasad<span class="_ _2"/>y 1.3.1.<span class="_ _2"/></span> </div></div><div class="c x2 y121 w42 h42"><div class="t m0 x25 h3 y48b ff2 fs0 fc0 sc0 ls1 ws0">1.6.<span class="ls0"> </span></div></div><div class="c x66 y121 w51 h42"><div class="t m0 x25 h3 y48b ff4 fs0 fc0 sc0 ls0 ws0">W przypadku <span class="_ _2"/>spółki należące<span class="_ _2"/>j do <span class="_ _2"/>indeksu WIG20,<span class="_ _2"/> mWIG40 <span class="_ _2"/>lub s<span class="_ _2"/>WIG80 <span class="_ _2"/>raz na <span class="_ _2"/>kwartał, a <span class="_ _2"/>w przypadku <span class="_ _2"/>pozostałych nie <span class="_ _2"/>rzadziej <span class="_ _2"/>niż r<span class="_ _3"/>az <span class="_ _2"/>w roku, <span class="_ _2"/>spółka orga<span class="_ _2"/>nizuje spotkanie <span class="_ _2"/>dla </div><div class="t m0 x25 h3 y48c ff4 fs0 fc0 sc0 ls0 ws0">inwestorów, <span class="_ _a"> </span>zap<span class="_ _2"/>raszając <span class="_ _a"/>na<span class="_ _2"/> <span class="_ _a"/>nie <span class="_ _9"> </span>w <span class="_ _9"> </span>szczególności <span class="_ _a"/>akcjonariu<span class="_ _2"/>szy, <span class="_ _9"> </span>analityków, <span class="_ _a"/>eksper<span class="_ _2"/>tów <span class="_ _a"/>bran<span class="_ _3"/>żowych <span class="_ _9"> </span>i <span class="_ _a"/>przedstawicieli <span class="_ _9"> </span>mediów. <span class="_ _9"> </span>Podczas <span class="_ _9"> </span>spotkania <span class="_ _9"> </span><span class="ff2">z</span>arząd <span class="_ _9"> </span>spółki <span class="_ _a"/><span class="ff2">pr<span class="_ _2"/>ezentuje </span></div><div class="t m0 x25 h3 y48d ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">komentuje <span class="_ _3"/>przyjętą <span class="_ _3"/>strate<span class="_ _2"/>gię <span class="_ _3"/>i <span class="_ _3"/>je<span class="_ _2"/>j <span class="_ _3"/>realizację, <span class="_ _3"/>wyniki<span class="_ _2"/> <span class="_ _3"/>finansowe <span class="_ _3"/>sp<span class="_ _2"/>ółki <span class="_ _3"/>i <span class="_ _3"/>jej <span class="_ _3"/>gr<span class="_ _2"/>upy, <span class="_ _3"/>a <span class="_ _3"/>także <span class="_ _f"/>najważniejsze <span class="_ _f"/>wydarzenia <span class="_ _3"/>mające <span class="_ _f"/>w<span class="_ _3"/>pływ <span class="_ _3"/>na <span class="_ _3"/>działalność<span class="_ _2"/> <span class="_ _3"/>spółki <span class="_ _3"/>i <span class="_ _3"/>jej<span class="_ _2"/> <span class="_ _3"/>grupy, <span class="_ _3"/>osiąg<span class="_ _2"/>ane </span></div><div class="t m0 x25 h3 y48e ff2 fs0 fc0 sc0 ls0 ws0">wyni<span class="ff4">ki i perspektywy na pr<span class="_ _2"/>zyszłość. Podczas or<span class="_ _2"/>ganizowanych spot<span class="_ _2"/>kań <span class="_ _2"/></span>z<span class="ff4">arząd</span> <span class="ff4">spółki</span> <span class="ff4">publi<span class="_ _2"/>cznie udziela odpowiedzi i <span class="_ _2"/>wyjaśnień na <span class="_ _2"/>zadawane pytania. <span class="_ _3"/></span> </div><div class="t m0 x25 h3 y48f ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y490 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: <span class="_ _a"/><span class="ff4">Jednostka<span class="_ _2"/> <span class="_ _f"/>Dominują<span class="_ _2"/>ca</span> <span class="_ _a"/><span class="ff4">nie <span class="_ _a"/>sto<span class="_ _2"/>suje <span class="_ _a"/>tej <span class="_ _a"/>zasady <span class="_ _a"/>jedyni<span class="_ _2"/>e <span class="_ _f"/>w <span class="_ _a"/>zakres<span class="_ _2"/>ie <span class="_ _a"/>częstotliwoś<span class="_ _2"/>ci <span class="_ _f"/>spot<span class="_ _2"/>kań, <span class="_ _a"/>dostosowując <span class="_ _a"/>ją<span class="_ _2"/> <span class="_ _a"/>do <span class="_ _f"/>po<span class="_ _2"/>trzeb <span class="_ _a"/>komunikacyjn<span class="_ _2"/>ych <span class="_ _a"/>związanych <span class="_ _a"/>z <span class="_ _a"/>syt<span class="_ _3"/>uacj<span class="_ _2"/>ą </span></div><div class="t m0 x25 h3 y489 ff2 fs0 fc0 sc0 ls0 ws0">i wynikami finansowymi <span class="ff4">Jedno<span class="_ _2"/>stki Dom<span class="_ _2"/>inującej</span>. </div></div></div><div class="pi"/></div><div class="pf w4e h36" id="pf20"><div class="pc pc20 w4e h36"><img alt="" class="bi xa y491 w4f h43" src="data:image/png;base64,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"/><div class="c x0 y1 w50 h36"><div class="t m0 x76 hb y45c ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 x48 hb y45d ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 x77 hb y45e ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y45f ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x78 hd y11 ff2 fs4 fc0 sc0 lsa ws0">32<span class="ls0"> </span></div><div class="t m0 x2 hc y460 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y492 w42 h44"><div class="t m0 x25 h4 y493 ff3 fs0 fc0 sc0 ls1 ws0">2.<span class="ls0"> </span></div></div><div class="c x66 y492 w51 h44"><div class="t m0 x25 h4 y493 ff5 fs0 fc0 sc0 ls0 ws0">Zarząd i rad<span class="_ _2"/>a nadzorcza<span class="ff3"> </span></div><div class="t m0 x25 h3 y494 ff4 fs0 fc0 sc0 ls0 ws0">W celu osiągnięcia najwyższych standardó<span class="_ _2"/>w w zakresie wykonywania przez zarząd i radę nadzorczą spółki <span class="_ _2"/>swoich obowiązków i wywi<span class="_ _2"/>ązywania się z nich w sposób efektywny, </div><div class="t m0 x25 h3 y495 ff4 fs0 fc0 sc0 ls0 ws0">w skład zarządu i rady nadzorcze<span class="_ _2"/>j powoływane są <span class="_ _2"/>wyłącznie osoby<span class="_ _2"/> posiadające odpowiedn<span class="_ _2"/>ie kompeten<span class="_ _2"/>cje, umiejętności i do<span class="_ _2"/>świadcz<span class="_ _2"/><span class="ff2">e<span class="_ _2"/>nie. </span></div><div class="t m0 x25 h3 y496 ff4 fs0 fc0 sc0 ls0 ws0">Członkowie <span class="_ _f"/>zarządu <span class="_ _f"/>d<span class="_ _2"/>ziałają <span class="_ _f"/>w <span class="_ _f"/>inter<span class="_ _2"/>esie <span class="_ _f"/>spółki <span class="_ _f"/>i <span class="_ _f"/>ponoszą <span class="_ _f"/>odpo<span class="_ _2"/>wiedzialność <span class="_ _a"/>za <span class="_ _f"/>jej <span class="_ _f"/>działalno<span class="_ _2"/>ść. <span class="_ _f"/>Do <span class="_ _f"/>zarząd<span class="_ _2"/>u <span class="_ _f"/>należy <span class="_ _f"/>w <span class="_ _f"/>szczegó<span class="_ _2"/>lnoś<span class="_ _3"/>ci <span class="_ _f"/>przywództwo<span class="_ _2"/> <span class="_ _f"/>w <span class="_ _f"/>spółce, <span class="_ _f"/>zaanga<span class="_ _2"/>żowanie </div><div class="t m0 x25 h3 y473 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">wyznaczanie jej celó<span class="_ _2"/>w strategicznych i ich r<span class="_ _2"/>ealizacja oraz zape<span class="_ _2"/>wnienie spółce efekty<span class="_ _2"/>wności i bezp<span class="_ _2"/>ieczeństwa.<span class="_ _2"/></span> </div><div class="t m0 x25 h3 y497 ff4 fs0 fc0 sc0 ls0 ws0">Członkowie <span class="_ _f"/>rady <span class="_ _f"/>nadzorczej <span class="_ _f"/>w <span class="_ _f"/>zakresie <span class="_ _f"/>sprawowan<span class="_ _2"/>ej <span class="_ _f"/>funkcji <span class="_ _f"/>i <span class="_ _3"/>wy<span class="_ _2"/>konywanych <span class="_ _f"/>obowiązków <span class="_ _f"/>w <span class="_ _f"/>radzi<span class="_ _2"/>e <span class="_ _f"/>nadzorczej <span class="_ _f"/>kierują <span class="_ _f"/>się <span class="_ _f"/>w <span class="_ _f"/>swoim <span class="_ _f"/>p<span class="_ _3"/>ostępowaniu, <span class="_ _f"/>w <span class="_ _f"/>tym <span class="_ _f"/>w <span class="_ _f"/>podejmowaniu<span class="_ _2"/> </div><div class="t m0 x25 h3 y475 ff4 fs0 fc0 sc0 ls0 ws0">decyzji, niezależnością <span class="_ _2"/>własnych opinii i osądów, d<span class="_ _2"/>ziałając w inter<span class="_ _2"/>esie spółki.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y498 ff4 fs0 fc0 sc0 ls0 ws0">Rada <span class="_ _3"/>nadzorcza<span class="_ _2"/> <span class="_ _3"/>pr<span class="_ _2"/>acuje <span class="_ _3"/>w<span class="_ _2"/> <span class="_ _3"/>kultur<span class="_ _2"/>ze <span class="_ _3"/>de<span class="_ _2"/>baty, <span class="_ _3"/>anal<span class="_ _2"/>izując <span class="_ _f"/>sytuację <span class="_ _f"/>spółki <span class="_ _f"/>na <span class="_ _3"/>t<span class="_ _2"/>le <span class="_ _3"/>bran<span class="_ _2"/>ży <span class="_ _3"/>i <span class="_ _f"/>rynku <span class="_ _f"/>na <span class="_ _f"/>podstawie <span class="_ _f"/>materiałów <span class="_ _f"/>przekazy<span class="_ _2"/>wa<span class="_ _3"/><span class="ff2">nych <span class="_ _3"/>jej<span class="_ _2"/> <span class="_ _3"/>pr<span class="_ _2"/>zez <span class="_ _3"/>z</span>ar<span class="_ _2"/>ząd <span class="_ _f"/>spółki <span class="_ _f"/><span class="ff2">oraz <span class="_ _f"/>systemy </span></div><div class="t m0 x25 h3 y472 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">funkcje <span class="_ _9"> </span>wewnętrzne <span class="_ _11"> </span>spółki, <span class="_ _9"> </span>a <span class="_ _11"> </span>także <span class="_ _11"> </span>pozyskiwanych <span class="_ _11"> </span>spoza <span class="_ _9"> </span>niej,<span class="_ _2"/> <span class="_ _9"> </span>wykorzystując <span class="_ _11"> </span>wyniki <span class="_ _9"> </span>prac <span class="_ _11"> </span>swoich <span class="_ _9"> </span>komitetó<span class="_ _2"/>w. <span class="_ _9"> </span>Rada <span class="_ _11"> </span>nadzorcza <span class="_ _9"> </span>w <span class="_ _11"> </span>szc<span class="_ _2"/>zególności <span class="_ _11"> </span>opiniuje <span class="_ _11"> </span>strategię <span class="_ _9"> </span>spó<span class="_ _2"/>łki </span></div><div class="t m0 x25 h3 y282 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">weryfikuje pracę zarządu w <span class="_ _2"/>zakresie osiąga<span class="_ _2"/>nia ustalonych celów <span class="_ _2"/>strategicznych oraz m<span class="_ _2"/>onitoruje wyniki osiągan<span class="_ _2"/>e przez spółkę.<span class="_ _3"/></span> </div></div><div class="c x2 y499 w42 h42"><div class="t m0 x25 h3 y49a ff2 fs0 fc0 sc0 ls1 ws0">2.1.<span class="ls0"> </span></div></div><div class="c x66 y499 w51 h42"><div class="t m0 x25 h3 y49a ff4 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _11"> </span></span>powi<span class="_ _2"/>nna <span class="_ _c"> </span>posiadać <span class="_ _c"> </span>politykę  różnorodności <span class="_ _11"> </span>wobec  zarządu <span class="_ _c"> </span>oraz <span class="_ _11"> </span>r<span class="_ _2"/>ady <span class="_ _11"> </span>na<span class="_ _2"/>dzorczej, <span class="_ _11"> </span>pr<span class="_ _2"/>zyjętą  odpowiednio <span class="_ _11"> </span>przez  radę <span class="_ _11"> </span>nadz<span class="_ _2"/>orczą <span class="_ _11"> </span>lub  wal<span class="_ _2"/><span class="ff2">ne  zgromadzenie.  P<span class="_ _0"/>olityka </span></div><div class="t m0 x25 h3 y49b ff4 fs0 fc0 sc0 ls0 ws0">różnorodności <span class="_ _f"/>określa <span class="_ _3"/>cele <span class="_ _f"/>i <span class="_ _3"/>kryter<span class="_ _2"/>ia <span class="_ _3"/>różnor<span class="_ _2"/>odności <span class="_ _3"/>m.in. <span class="_ _f"/>w <span class="_ _3"/>takich <span class="_ _f"/>obszarach <span class="_ _f"/>jak <span class="_ _3"/>płeć, <span class="_ _f"/>kierunek <span class="_ _f"/>wykształ<span class="_ _2"/>cenia, <span class="_ _f"/>specjalistyczna <span class="_ _f"/>wiedza, <span class="_ _f"/>wiek <span class="_ _3"/>or<span class="_ _2"/>az <span class="_ _3"/>doświadczenie <span class="_ _f"/>zawodowe, </div><div class="t m0 x25 h3 y49c ff2 fs0 fc0 sc0 ls0 ws0">a <span class="ff4">także wskazuje termin i sposób monitorowania realizac<span class="_ _2"/>ji tych celów. W zakresie zróżnicowania pod względem płci warunkiem zape<span class="_ _3"/>wnienia różnorodności<span class="_ _2"/> organów spółki jest </span></div><div class="t m0 x25 h3 y486 ff4 fs0 fc0 sc0 ls0 ws0">udział mniejszości w danym<span class="_ _2"/> organie na<span class="_ _2"/> poziomie nie niższym niż 3<span class="_ _2"/>0%.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y49d ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y490 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: <span class="ff4">Jednostka Dominująca</span> <span class="ff4">nie posiada <span class="_ _0"/>polityki różnorodności wobec członków <span class="_ _0"/>Zarządu oraz Rady <span class="_ _d"/>Nad<span class="_ _2"/>zorczej Jedn<span class="_ _2"/>ostki Dominującej. Przy wyborze <span class="_ _0"/>członków organów </span></div><div class="t m0 x25 h3 y489 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki Dominującej<span class="_ _2"/><span class="ff2"> </span>uwzględni<span class="_ _2"/>ane są przede wszystk<span class="_ _2"/>im potrzeby <span class="_ _2"/>Jednostki Dominującej<span class="_ _2"/><span class="ff2"> </span>w zakresie kompe<span class="_ _2"/>tencji i doświadczen<span class="_ _2"/>ia zawodowego ka<span class="_ _2"/>ndydatów.<span class="_ _2"/><span class="ff2"> </span></div></div><div class="c x2 y49e w42 h41"><div class="t m0 x25 h3 y482 ff2 fs0 fc0 sc0 ls1 ws0">2.2.<span class="ls0"> </span></div></div><div class="c x66 y49e w51 h41"><div class="t m0 x25 h3 y483 ff4 fs0 fc0 sc0 ls0 ws0">Osoby <span class="_ _2"/>po<span class="_ _2"/>dejmujące <span class="_ _3"/>decyzje <span class="_ _2"/>w <span class="_ _3"/>spr<span class="_ _2"/>awie <span class="_ _2"/>wybor<span class="_ _2"/>u <span class="_ _3"/>członków <span class="_ _2"/>zarządu<span class="_ _2"/> <span class="_ _3"/>lub <span class="_ _2"/>r<span class="_ _2"/>ady <span class="_ _3"/>nadzorczej <span class="_ _2"/>spó<span class="_ _2"/>łki <span class="_ _2"/>powinny <span class="_ _3"/>zapewnić <span class="_ _3"/>wszechstronność <span class="_ _3"/>tych <span class="_ _f"/>or<span class="_ _2"/>ganów <span class="_ _3"/>poprzez <span class="_ _3"/>wybór <span class="_ _2"/>do<span class="_ _2"/> <span class="_ _2"/>ich <span class="_ _3"/>składu </div><div class="t m0 x25 h3 y47e ff4 fs0 fc0 sc0 ls0 ws0">osób <span class="_ _3"/>zapewniających <span class="_ _3"/>różnorodn<span class="_ _2"/>ość, <span class="_ _3"/>umożliwiając <span class="_ _3"/>m.in. <span class="_ _f"/>osiągnięc<span class="_ _2"/>ie <span class="_ _3"/>docelowego <span class="_ _3"/>wskaźnika <span class="_ _f"/>minimalne<span class="_ _2"/>go <span class="_ _3"/>udziału <span class="_ _3"/>mniejszości <span class="_ _f"/>określonego <span class="_ _3"/>na<span class="_ _2"/> <span class="_ _3"/>poziomie <span class="_ _3"/>nie <span class="_ _3"/>niższym <span class="_ _3"/>niż <span class="_ _3"/>30%,<span class="_ _2"/> </div><div class="t m0 x25 h3 y47f ff4 fs0 fc0 sc0 ls0 ws0">zgodnie z celami określon<span class="_ _2"/>ymi w przyjętej polityce r<span class="_ _2"/>óżnorodności, o <span class="_ _2"/>której mowa w zasad<span class="_ _2"/>zie 2.1.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y480 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h4 y282 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: Przyczyny niestoso<span class="_ _2"/>wania te<span class="_ _2"/>j zasady <span class="ff4">Jednost<span class="_ _2"/>ka Domin<span class="_ _2"/>ująca</span> <span class="ff4">podała w wyjaśnien<span class="_ _2"/>iach o niestosowaniu zasad<span class="_ _2"/>y 2.1.<span class="_ _2"/><span class="ff3"> </span></span></div></div><div class="c x2 y49f w42 h3f"><div class="t m0 x25 h3 y4a0 ff2 fs0 fc0 sc0 ls1 ws0">2.7.<span class="ls0"> </span></div></div><div class="c x66 y49f w51 h3f"><div class="t m0 x25 h3 y4a0 ff4 fs0 fc0 sc0 ls0 ws0">Pełnienie przez członków <span class="_ _2"/>zarządu spółki funkcji w or<span class="_ _2"/>ganach podmi<span class="_ _2"/>otów spoza grupy spółki <span class="_ _2"/>wymaga zgody <span class="_ _3"/><span class="ff2">rady nadzorczej.<span class="_ _2"/> </span></div><div class="t m0 x25 h3 y4a1 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y4a2 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz:  <span class="ff4">P<span class="_ _0"/>rzyczyną  niestosowania <span class="_ _11"> </span>tej  zasady <span class="_ _11"> </span>są  aktualnie <span class="_ _11"> </span>obowiązujące  postanowienia <span class="_ _11"> </span>Sta<span class="_ _2"/>tutu  Jednostki <span class="_ _c"> </span>Dominującej<span class="ff2">  </span>nakładające <span class="_ _11"> </span>na<span class="_ _2"/> <span class="_ _11"> </span>członków  Zarządu  <span class="ff2">Jednostki </span></span></div><div class="t m0 x25 h3 y4a3 ff4 fs0 fc0 sc0 ls0 ws0">Dominującej<span class="ff2"> <span class="_ _f"/></span>obowiązek <span class="_ _f"/>niezwłoc<span class="_ _2"/>znego <span class="_ _f"/>poinformowania <span class="_ _f"/>Rady <span class="_ _f"/>Nadzor<span class="_ _2"/>czej <span class="_ _f"/>Jednostki <span class="_ _f"/>Dominującej<span class="_ _2"/><span class="ff2"> <span class="_ _f"/></span>o <span class="_ _f"/>rozpoczęciu <span class="_ _f"/>pełnienia <span class="_ _f"/>fun<span class="_ _2"/>kcji <span class="_ _3"/>lub <span class="_ _f"/>o <span class="_ _f"/>zajęciu <span class="_ _f"/>stanowiska <span class="_ _f"/>w <span class="_ _f"/>orga<span class="_ _2"/>nach <span class="_ _f"/>innej </div><div class="t m0 x25 h3 y4a4 ff4 fs0 fc0 sc0 ls0 ws0">spółki kapitałowej.<span class="_ _2"/><span class="ff2"> </span></div></div></div><div class="pi"/></div><div class="pf w4e h36" id="pf21"><div class="pc pc21 w4e h36"><img alt="" class="bi xa y4a5 w4f h45" src="data:image/png;base64,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"/><div class="c x0 y1 w50 h36"><div class="t m0 x76 hb y45c ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 x48 hb y45d ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 x77 hb y45e ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y45f ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x78 hd y11 ff2 fs4 fc0 sc0 lsa ws0">33<span class="ls0"> </span></div><div class="t m0 x2 hc y460 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y4a6 w42 h46"><div class="t m0 x25 h3 y490 ff2 fs0 fc0 sc0 ls1 ws0">2.11.<span class="ls0"> </span></div></div><div class="c x66 y4a6 w51 h46"><div class="t m0 x25 h3 y472 ff4 fs0 fc0 sc0 ls0 ws0">Poza <span class="_ _a"/>czynnościami <span class="_ _9"> </span>wynikającymi <span class="_ _a"> </span>z <span class="_ _9"> </span>przepisów <span class="_ _a"/>prawa <span class="_ _a"> </span>r<span class="_ _2"/>az <span class="_ _a"/>w <span class="_ _a"/>roku <span class="_ _9"> </span>rada <span class="_ _a"/>nadzo<span class="_ _2"/>rcza <span class="_ _a"/>sporządza <span class="_ _9"> </span>i <span class="_ _a"/>przedstawia <span class="_ _9"> </span>zwyczajnemu <span class="_ _a"/>walnemu<span class="_ _2"/> <span class="_ _a"/>zgrom<span class="_ _2"/>a<span class="_ _3"/><span class="ff2">dzeniu <span class="_ _a"/>do <span class="_ _a"/>zatwierdzenia<span class="_ _2"/> <span class="_ _a"/>roczne<span class="_ _2"/> </span></div><div class="t m0 x25 h3 y282 ff4 fs0 fc0 sc0 ls0 ws0">sprawozdanie. Sprawozda<span class="_ _2"/>nie, o którym m<span class="_ _2"/>owa powyżej, zawiera co<span class="_ _2"/> najmniej:<span class="_ _2"/><span class="ff2"> </span></div></div><div class="c x2 y4a7 w42 h47"><div class="t m0 x25 h3 y47f ff2 fs0 fc0 sc0 ls1 ws0">2.11.6.<span class="ls0"> </span></div></div><div class="c x66 y4a7 w51 h47"><div class="t m0 x25 h3 y47f ff4 fs0 fc0 sc0 ls0 ws0">informację na temat stop<span class="_ _2"/>nia realizacji polityki różnorod<span class="_ _2"/>ności w odni<span class="_ _2"/>esieniu do zarządu i rady na<span class="_ _2"/>dzorczej, w tym r<span class="_ _2"/>ealizacji ce<span class="_ _3"/>lów, o których mowa w zasad<span class="_ _2"/>zie 2.1.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y484 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y282 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: Przyczyny niestoso<span class="_ _2"/>wania te<span class="_ _2"/>j zasady <span class="ff4">Jednost<span class="_ _2"/>ka Domin<span class="_ _2"/>ująca</span> <span class="ff4">podała w wyjaśnien<span class="_ _2"/>iach o niestosowaniu zasad<span class="_ _2"/>y 2.1.<span class="_ _2"/></span> </div></div><div class="c x2 y4a8 w42 h48"><div class="t m0 x25 h4 y47f ff3 fs0 fc0 sc0 ls1 ws0">3.<span class="ls0"> </span></div><div class="t m0 x25 h3 y484 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y4a8 w51 h48"><div class="t m0 x25 h4 y47f ff5 fs0 fc0 sc0 ls0 ws0">Systemy i funkc<span class="_ _2"/>je wewnętrzne<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x25 h3 y484 ff4 fs0 fc0 sc0 ls0 ws0">Sprawnie działające systemy <span class="_ _2"/>i funkcje <span class="_ _2"/>wewnętrzne są n<span class="_ _2"/>ieodzownym na<span class="_ _2"/>rzędziem sprawowania nadz<span class="_ _2"/>oru nad spółką.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y282 ff4 fs0 fc0 sc0 ls0 ws0">Systemy obejmują spółkę i w<span class="_ _2"/>szystkie obszary działa<span class="_ _2"/>nia jej grupy, kt<span class="_ _2"/>óre mają istotny wpływ na <span class="_ _2"/>sytuację sp<span class="_ _2"/>ółki.<span class="_ _2"/><span class="ff2"> </span></div></div><div class="c x2 y4a9 w42 h3f"><div class="t m0 x25 h3 y49c ff2 fs0 fc0 sc0 ls1 ws0">3.2.<span class="ls0"> </span></div></div><div class="c x66 y4a9 w51 h3f"><div class="t m0 x25 h3 y49c ff4 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> </span>wyodrębnia <span class="_ _2"/>w swoje<span class="_ _2"/>j strukturze <span class="_ _2"/>jednostki <span class="_ _2"/>odpowiedzialne z<span class="_ _2"/>a zadania <span class="_ _2"/>poszczególnych <span class="_ _2"/>systemów <span class="_ _2"/>lub fun<span class="_ _2"/>kcji, chyba <span class="_ _2"/>że nie <span class="_ _2"/>jest to <span class="_ _3"/>uzasadnione <span class="_ _2"/>z uwagi <span class="_ _2"/>na r<span class="_ _2"/>ozmiar spółki </div><div class="t m0 x25 h3 y486 ff4 fs0 fc0 sc0 ls0 ws0">lub rodzaj jej działalności.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y4aa ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y4ab ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: <span class="_ _2"/><span class="ff4">Jedno<span class="_ _2"/>stka <span class="_ _3"/>Dominująca</span> <span class="_ _3"/><span class="ff4">nie <span class="_ _2"/>wyodrębniła<span class="_ _2"/> <span class="_ _2"/>w <span class="_ _2"/>s<span class="_ _2"/>wojej <span class="_ _2"/>stru<span class="_ _2"/>kturze <span class="_ _3"/>jednostek <span class="_ _2"/>odpowiedzialn<span class="_ _2"/>ych <span class="_ _2"/>za <span class="_ _3"/>zadania <span class="_ _2"/>po<span class="_ _2"/>szczególnych <span class="_ _3"/>systemów <span class="_ _3"/>lub <span class="_ _2"/>funkcji <span class="_ _3"/>ze <span class="_ _2"/>względu <span class="_ _3"/>na <span class="_ _2"/>r<span class="_ _3"/></span>ozmiar<span class="_ _2"/> </div><div class="t m0 x25 h3 y4ac ff4 fs0 fc0 sc0 ls0 ws0">Jednostki Dominującej<span class="_ _2"/><span class="ff2">. </span></div></div><div class="c x2 y4ad w42 h49"><div class="t m0 x25 h3 y483 ff2 fs0 fc0 sc0 ls1 ws0">3.3.<span class="ls0"> </span></div></div><div class="c x66 y4ad w51 h49"><div class="t m0 x25 h3 y483 ff4 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _2"/></span>należąca <span class="_ _2"/>do<span class="_ _2"/> <span class="_ _2"/>inde<span class="_ _2"/>ksu <span class="_ _2"/>WIG<span class="_ _2"/>20, <span class="_ _2"/>mWIG40 <span class="_ _3"/>lub <span class="_ _2"/>sWIG80<span class="_ _2"/> <span class="_ _2"/>powołuj<span class="_ _2"/>e <span class="_ _2"/>audytora <span class="_ _3"/>wewnętrznego <span class="_ _2"/>kierują<span class="_ _2"/>cego <span class="_ _2"/>fun<span class="_ _2"/>kcją <span class="_ _2"/>audytu <span class="_ _3"/>wewnętrznego, <span class="_ _3"/>działają<span class="_ _2"/><span class="ff2">ceg<span class="_ _2"/>o <span class="_ _2"/>zgodnie <span class="_ _3"/>z <span class="_ _2"/>pows<span class="_ _2"/>zechnie </span></div><div class="t m0 x25 h3 y47e ff4 fs0 fc0 sc0 ls0 ws0">uznanymi międzynarodowymi sta<span class="_ _2"/>ndardami pr<span class="_ _2"/>aktyki zawodowej audytu wewnę<span class="_ _2"/>trznego. W pozostałych sp<span class="_ _2"/>ółkach, w<span class="_ _2"/><span class="ff2"> </span>których nie powoł<span class="_ _2"/>ano audytora wewnętr<span class="_ _2"/>znego spełniającego<span class="_ _2"/> </div><div class="t m0 x25 h3 y47f ff4 fs0 fc0 sc0 ls0 ws0">ww. wymogi, komitet audytu<span class="_ _2"/> (lub rad<span class="_ _2"/>a nadzorcza, jeżeli pełni funk<span class="_ _2"/>cje komitetu au<span class="_ _2"/>dytu) co roku doko<span class="_ _2"/>nuje oceny, czy istnieje<span class="_ _2"/> po<span class="_ _2"/>trzeba <span class="_ _2"/>powołania takiej osob<span class="_ _2"/>y.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y480 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y282 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: Przyczyny niestoso<span class="_ _2"/>wania te<span class="_ _2"/>j zasady <span class="ff4">Jednost<span class="_ _2"/>ka Domin<span class="_ _2"/>ująca</span> <span class="ff4">podała w wyjaśnien<span class="_ _2"/>iach o niestosowaniu zasad<span class="_ _2"/>y 3.2.<span class="_ _2"/></span> </div></div><div class="c x2 yef w42 h40"><div class="t m0 x25 h3 y4ae ff2 fs0 fc0 sc0 ls1 ws0">3.4.<span class="ls0"> </span></div></div><div class="c x66 yef w51 h40"><div class="t m0 x25 h3 y4af ff4 fs0 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _2"/>osób <span class="_ _3"/>odpowiedzi<span class="_ _2"/>alnych <span class="_ _2"/>za <span class="_ _3"/>zarządzanie <span class="_ _3"/>ryzykiem <span class="_ _2"/>i<span class="_ _2"/> <span class="_ _2"/>compliance <span class="_ _3"/>oraz <span class="_ _2"/>kierują<span class="_ _2"/>cego <span class="_ _2"/>au<span class="_ _2"/>dytem <span class="_ _3"/>wewnętrznym <span class="_ _2"/>pow<span class="_ _2"/>inno <span class="_ _2"/>by<span class="_ _2"/>ć <span class="_ _2"/>uza<span class="_ _3"/>leżnione <span class="_ _2"/>od <span class="_ _3"/>realizacji <span class="_ _3"/>wyznaczonych </div><div class="t m0 x25 h3 y4b0 ff4 fs0 fc0 sc0 ls0 ws0">zadań, a nie od krótkoter<span class="_ _2"/>minowych wyników spó<span class="_ _2"/>łki.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y484 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y489 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: Przyczyny niestoso<span class="_ _2"/>wania te<span class="_ _2"/>j zasady <span class="ff4">Jednost<span class="_ _2"/>ka Domin<span class="_ _2"/>ująca</span> <span class="ff4">podała w wyjaśnien<span class="_ _2"/>iach o niestosowaniu zasad<span class="_ _2"/>y 3.2.<span class="_ _2"/></span> </div></div><div class="c x2 y4b1 w42 h4a"><div class="t m0 x25 h3 y4b2 ff2 fs0 fc0 sc0 ls1 ws0">3.5<span class="ls0"> </span></div></div><div class="c x66 y4b1 w51 h4a"><div class="t m0 x25 h3 y4b2 ff4 fs0 fc0 sc0 ls0 ws0">Osoby odpowiedzialne za za<span class="_ _2"/>rządzanie ryzykiem <span class="_ _2"/>i compliance podl<span class="_ _2"/>egają bezpośred<span class="_ _2"/>nio prezesowi lub innem<span class="_ _2"/>u członkowi zarządu.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y282 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div></div></div><div class="pi"/></div><div class="pf w4e h36" id="pf22"><div class="pc pc22 w4e h36"><img alt="" class="bi xa y4b3 w4f h4b" src="data:image/png;base64,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"/><div class="c x0 y1 w50 h36"><div class="t m0 x76 hb y45c ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 x48 hb y45d ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 x77 hb y45e ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y45f ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x78 hd y11 ff2 fs4 fc0 sc0 lsa ws0">34<span class="ls0"> </span></div><div class="t m0 x2 hc y460 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x66 y4b4 w51 h4c"><div class="t m0 x25 h3 y4b5 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: Przyczyny niestoso<span class="_ _2"/>wania te<span class="_ _2"/>j zasady <span class="ff4">Jednost<span class="_ _2"/>ka Domin<span class="_ _2"/>ująca</span> <span class="ff4">podała w wyjaśnien<span class="_ _2"/>iach o niestosowaniu zasad<span class="_ _2"/>y 3.2.<span class="_ _2"/></span> </div></div><div class="c x2 y4b6 w42 h3e"><div class="t m0 x25 h3 y47e ff2 fs0 fc0 sc0 ls1 ws0">3.6<span class="ls0"> </span></div></div><div class="c x66 y4b6 w51 h3e"><div class="t m0 x25 h3 y47e ff4 fs0 fc0 sc0 ls0 ws0">Kierujący audytem wewnętrznym <span class="_ _0"/>podlega organizacyjnie <span class="_ _0"/>prezesowi<span class="_ _2"/> zarządu, <span class="_ _0"/>a funkcjonalnie przewodniczącemu komitetu audytu lub <span class="_ _0"/>przewodniczącemu rady <span class="_ _0"/>nadzorczej, jeżeli </div><div class="t m0 x25 h3 y47f ff4 fs0 fc0 sc0 ls0 ws0">rada pełni funkcję komitetu au<span class="_ _2"/>dytu.<span class="ff2"> </span></div><div class="t m0 x25 h3 y480 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y282 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: Przyczyny niestoso<span class="_ _2"/>wania te<span class="_ _2"/>j zasady <span class="ff4">Jednost<span class="_ _2"/>ka Domin<span class="_ _2"/>ująca</span> <span class="ff4">podała w wyjaśnien<span class="_ _2"/>iach o niestosowaniu zasad<span class="_ _2"/>y 3.2.<span class="_ _2"/></span> </div></div><div class="c x2 y4b7 w42 h40"><div class="t m0 x25 h3 y4b8 ff2 fs0 fc0 sc0 ls1 ws0">3.7<span class="ls0"> </span></div></div><div class="c x66 y4b7 w51 h40"><div class="t m0 x25 h3 y4b8 ff2 fs0 fc0 sc0 ls0 ws0">Zasady 3.4 <span class="_ _2"/>- <span class="_ _2"/><span class="ff4">3.6 maj<span class="_ _2"/>ą zasto<span class="_ _2"/>sowa<span class="_ _2"/>nie również <span class="_ _2"/>w <span class="_ _2"/>przypadku <span class="_ _2"/>podmiot<span class="_ _2"/>ów z <span class="_ _2"/>grupy <span class="_ _2"/>spółki <span class="_ _2"/>o istotn<span class="_ _2"/>ym zna<span class="_ _2"/>czeniu dla <span class="_ _2"/>jej <span class="_ _2"/>działalnośc<span class="_ _2"/>i, jeśl<span class="_ _2"/>i wyznaczon<span class="_ _3"/></span>o <span class="_ _2"/>w <span class="_ _2"/>nich <span class="_ _2"/>osoby do<span class="_ _2"/> wyko<span class="_ _2"/>nywania </div><div class="t m0 x25 h3 y4b9 ff4 fs0 fc0 sc0 ls0 ws0">tych zadań.<span class="ff2"> </span></div><div class="t m0 x25 h3 y484 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y489 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: <span class="ff4">Przyczyny niestoso<span class="_ _2"/>wania te<span class="_ _2"/>j zasady są analogiczne d<span class="_ _2"/>o podanych w wyja<span class="_ _2"/>śnieniach o ni<span class="_ _2"/>estosowaniu zasady 3.2.<span class="_ _3"/></span> </div></div><div class="c x2 y4ba w42 h4d"><div class="t m0 x25 h4 y4bb ff3 fs0 fc0 sc0 ls1 ws0">4.<span class="ls0"> </span></div></div><div class="c x66 y4ba w51 h4d"><div class="t m0 x25 h4 y4bb ff3 fs0 fc0 sc0 ls0 ws0">Walne zgromad<span class="_ _2"/>zenie i relacje<span class="_ _2"/> z akcjonariuszami<span class="_ _2"/> </div><div class="t m0 x25 h3 y49b ff4 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="ff2">s</span>półki<span class="ff2"> </span>giełdowej i <span class="_ _0"/>jej rada nadzorcza <span class="_ _0"/>powinny zachęcać akcjonariuszy do zaangażowania się <span class="_ _0"/>w sprawy spółki, <span class="_ _0"/>wyrażającego się przede w<span class="_ _2"/><span class="ff2">szystkim aktywnym, osobistym </span></div><div class="t m0 x25 h3 y49c ff4 fs0 fc0 sc0 ls0 ws0">lub przez pełnomocnika, udzia<span class="_ _2"/>łem w walnym<span class="_ _2"/> zgromadzeniu.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y4bc ff4 fs0 fc0 sc0 ls0 ws0">Walne zgromadzenie powinno ob<span class="_ _2"/>radować z poszano<span class="_ _2"/>waniem praw wszystki<span class="_ _2"/>ch akcjonariuszy i dąż<span class="_ _2"/>yć do tego, by po<span class="_ _2"/>dejmowane uchwały ni<span class="_ _3"/>e naruszały uzasadnionych int<span class="_ _2"/>eresów </div><div class="t m0 x25 h3 y471 ff4 fs0 fc0 sc0 ls0 ws0">poszczególnych grup akc<span class="_ _2"/>jonariuszy.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y472 ff4 fs0 fc0 sc0 ls0 ws0">Akcjonariusze <span class="_ _2"/>biorący <span class="_ _3"/>udział <span class="_ _2"/>w <span class="_ _3"/>walnym <span class="_ _2"/>zgrom<span class="_ _2"/>adzeniu <span class="_ _2"/>wykonują <span class="_ _3"/>swoje <span class="_ _2"/>upr<span class="_ _2"/>awnienia <span class="_ _2"/>w <span class="_ _2"/>sposób<span class="_ _2"/> <span class="_ _2"/>nien<span class="_ _2"/>aruszający <span class="_ _2"/>dobrych <span class="_ _3"/>obyczajów. <span class="_ _2"/>Ucze<span class="_ _3"/><span class="ff2">stnicy <span class="_ _3"/>walnego <span class="_ _2"/>zgromadzenia<span class="_ _2"/> <span class="_ _2"/>powinni </span></div><div class="t m0 x25 h3 y282 ff4 fs0 fc0 sc0 ls0 ws0">przybywać na walne zgr<span class="_ _2"/>omadzenie przygotowani.<span class="_ _2"/><span class="ff2"> </span></div></div><div class="c x2 y4bd w42 h41"><div class="t m0 x25 h3 y482 ff2 fs0 fc0 sc0 ls1 ws0">4.1.<span class="ls0"> </span></div></div><div class="c x66 y4bd w51 h41"><div class="t m0 x25 h3 y482 ff4 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> </span>powinna umożliwić akcjonar<span class="_ _2"/>iuszom udział w walnym zgromadzeniu przy wykorzystaniu środk<span class="_ _2"/>ów komunikacji elektronicznej<span class="_ _2"/> (e<span class="_ _2"/><span class="ff2">-</span>walne), jeżeli jest to uzasadnione z uwagi<span class="_ _2"/> </div><div class="t m0 x25 h3 y4b8 ff4 fs0 fc0 sc0 ls0 ws0">na zgłaszane spółce o<span class="_ _2"/>czekiwania akcjon<span class="_ _2"/>ariuszy, o ile jest w stan<span class="_ _2"/>ie zap<span class="_ _2"/>ewnić infrastrukturę te<span class="_ _2"/>chniczn<span class="_ _2"/>ą niezbędną dla pr<span class="_ _2"/>zeprowadzenia takiego<span class="_ _2"/> walnego zgromadzenia.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y471 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y490 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: <span class="ff4">Jednostka <span class="_ _d"/>Dominu<span class="_ _2"/>jąca<span class="_ _2"/><span class="ff2"> <span class="_ _d"/><span class="ff4">nie zapewnia <span class="_ _0"/>akcjonariuszom<span class="_ _2"/> <span class="_ _0"/>udziału w <span class="_ _d"/>waln<span class="_ _2"/>ym <span class="_ _0"/>zgromadzeniu<span class="_ _2"/> <span class="_ _d"/>pr<span class="_ _2"/>zy <span class="_ _d"/>wy<span class="_ _2"/>korzystaniu<span class="_ _2"/> <span class="_ _d"/>śr<span class="_ _2"/>odków komunikacji <span class="_ _d"/>ele<span class="_ _2"/>ktronicznej ze <span class="_ _0"/>względu <span class="_ _d"/>na<span class="_ _3"/><span class="ff2"> ryzyka </span></span></span></span></div><div class="t m0 x25 h3 y489 ff4 fs0 fc0 sc0 ls0 ws0">prawne i techniczne związane<span class="_ _2"/> z taką form<span class="_ _2"/>ą odbywania walnych zg<span class="_ _2"/>romadzeń or<span class="_ _2"/>az optymalizację kosztów działalno<span class="_ _2"/>ści <span class="_ _2"/>Jednostk<span class="_ _2"/>i Dominu<span class="_ _2"/>jącej<span class="ff2">. </span></div></div><div class="c x2 y4be w42 h48"><div class="t m0 x25 h3 y47f ff2 fs0 fc0 sc0 ls1 ws0">4.3<span class="ls0"> </span></div></div><div class="c x66 y4be w51 h48"><div class="t m0 x25 h3 y47f ff4 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> </span>zapewnia powsze<span class="_ _2"/>chnie dostępną t<span class="_ _2"/>ransmisję obrad walneg<span class="_ _2"/>o zgromadzenia w czasie r<span class="_ _2"/>zeczywistym.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x25 h3 y484 ff2 fs0 fc0 sc0 ls0 ws0">Zasada nie jest stosowana.<span class="_ _2"/> </div><div class="t m0 x25 h3 y489 ff2 fs0 fc0 sc0 ls0 ws0">Komentarz: <span class="ff4">Przyczynam<span class="_ _2"/>i niestosowania tej zasady są r<span class="_ _2"/>yzyka tech<span class="_ _2"/>niczne oraz optymalizac<span class="_ _2"/>ja kosztów działalnośc<span class="_ _2"/>i <span class="_ _2"/>Jednostki <span class="_ _2"/>Dominującej</span>.<span class="_ _2"/> </div></div><div class="c x0 y1 w50 h36"><div class="t m0 x2 h3 y3a1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf23"><div class="pc pc23 w0 h0"><img alt="" class="bi xa y4bf w6 h4e" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">35<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y4c0 ff2 fs0 fc0 sc0 ls1 ws0">36.3.<span class="ff7 ls0"> <span class="_ _21"> </span><span class="ff4">Opis głównych cech stosowanych w Jednostce Dominującej<span class="ff2"> </span>syste<span class="_ _2"/>mów kontroli wewnętrznej i zarządzania ryzykiem w </span></span></div><div class="t m0 x47 h3 y14 ff4 fs0 fc0 sc0 ls0 ws0">odniesieniu do procesu sporząd<span class="_ _2"/>zania sprawozdań<span class="_ _2"/> finansowych i<span class="_ _2"/><span class="ff2"> </span>skon<span class="_ _2"/>solidowanych sprawozdań<span class="_ _2"/> finansowych<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">Polska <span class="_ _3"/>traktowana <span class="_ _3"/>jest<span class="_ _2"/> <span class="_ _3"/>przez <span class="_ _f"/><span class="ff4">Grupę</span> <span class="_ _f"/><span class="ff4">jako <span class="_ _3"/>centrum <span class="_ _3"/>us<span class="_ _2"/>ług <span class="_ _3"/>wspólny<span class="_ _2"/>ch <span class="_ _3"/>dla</span> <span class="_ _3"/><span class="ff4">spółe<span class="_ _2"/>k <span class="_ _3"/>Grupy, <span class="_ _f"/>co <span class="_ _3"/>pozwala<span class="_ _2"/> <span class="_ _3"/>na <span class="_ _3"/>korzystanie<span class="_ _2"/> <span class="_ _3"/>z <span class="_ _3"/>efektó<span class="_ _2"/>w </span></div><div class="t m0 x2 h3 y21c ff4 fs0 fc0 sc0 ls0 ws0">synergii wynikających z dz<span class="_ _2"/>iałań wspólnej str<span class="_ _2"/>uktury funkcjonalnej dl<span class="_ _2"/>a Grupy.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y17 ff4 fs0 fc0 sc0 ls0 ws0">System <span class="_ _16"> </span>kontroli <span class="_ _16"> </span>wewnętrznej <span class="_ _15"> </span>i <span class="_ _16"> </span>zarządzania <span class="_ _16"> </span>ryzyk<span class="_ _2"/>iem <span class="_ _16"> </span>w <span class="_ _16"> </span>proc<span class="_ _2"/>esie <span class="_ _16"> </span>sporządzania <span class="_ _16"> </span>spra<span class="_ _2"/>wozdań <span class="_ _16"> </span>finansowych <span class="_ _15"> </span>w <span class="_ _15"> </span><span class="ff2">Grup<span class="_ _2"/>ie<span class="ls2">, </span></span></div><div class="t m0 x2 h3 y4c1 ff2 fs0 fc0 sc0 ls7 ws0">za<span class="ls0"> <span class="ff4">wyjątkiem Kormiej Rus<span class="_ _2"/>land Sp. z o.o. i <span class="_ _2"/></span>Kormej Diana <span class="_ _2"/>Sp. z o.o., <span class="_ _2"/><span class="ff4">opiera się na:</span> </span></div><div class="t m0 x10 h3 y4c2 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">dokumentacji <span class="_ _b"> </span>opisującej <span class="_ _e"> </span>przyjęte <span class="_ _b"> </span>zasady <span class="_ _e"> </span>(politykę) <span class="_ _b"> </span>rachunkowości, <span class="_ _e"> </span>obejmujące<span class="_ _2"/>j: <span class="_ _e"> </span>(<span class="_ _2"/>i) <span class="_ _e"> </span>metody <span class="_ _b"> </span>wyceny <span class="_ _e"> </span>aktywó<span class="_ _2"/>w </span></span></div><div class="t m0 x31 h3 y4c3 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">pasywów oraz <span class="_ _d"/>ustalania wyniku finansowego, (ii) <span class="_ _0"/>Zakładowy Plan <span class="_ _0"/>Kont <span class="_ _0"/>i wykaz <span class="_ _d"/>kont syntetycznych. Metody wyceny </span></div><div class="t m0 x31 h3 y4c4 ff4 fs0 fc0 sc0 ls0 ws0">stosowane są w istotnych aspekt<span class="_ _2"/>ach w sposób ciągł<span class="_ _2"/>y i zgodny z aktua<span class="_ _2"/>lnie obowiązującymi przep<span class="_ _2"/>isami prawa,<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y4c5 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">wewnętrznych <span class="_ _a"/>r<span class="_ _2"/>egulaminach <span class="_ _9"> </span>określających <span class="_ _a"/>ob<span class="_ _2"/>owiązki, <span class="_ _9"> </span>uprawnienia <span class="_ _a"/>i <span class="_ _9"> </span>odpowiedzialność<span class="_ _2"/> <span class="_ _a"/>poszczegó<span class="_ _2"/>lnych <span class="_ _a"/>komórek<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y4c6 ff4 fs0 fc0 sc0 ls0 ws0">organizacyjnych, w tym bio<span class="_ _2"/>rących udział w pr<span class="_ _2"/>ocesie sporządzania s<span class="_ _2"/>prawozdań finansowych,<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y4c7 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">wewnętrznych  procedurach <span class="_ _11"> </span>określających  obieg <span class="_ _11"> </span>dokumentów  finansowo  –<span class="ff2"> <span class="_ _11"> </span></span>księgowych  (w <span class="_ _11"> </span>tym <span class="_ _c"> </span>zasady  kontroli </span></span></div><div class="t m0 x31 h3 y4c8 ff4 fs0 fc0 sc0 ls0 ws0">dokumentów),<span class="ff2"> </span></div><div class="t m0 x10 h3 y4c9 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">działalności <span class="_ _13"> </span>wyodrębnion<span class="_ _2"/>ego <span class="_ _13"> </span>w <span class="_ _13"> </span>strukturze <span class="_ _13"> </span>organizacyjnej <span class="_ _13"> </span>pr<span class="_ _2"/>zedsiębiorstwa <span class="_ _22"> </span>Jednostki <span class="_ _13"> </span>Dominujące<span class="_ _2"/>j<span class="ff2"> <span class="_ _13"> </span></span>Dział<span class="_ _2"/><span class="ff2">u </span></span></span></div><div class="t m0 x31 h3 y352 ff4 fs0 fc0 sc0 ls0 ws0">Controllingu, <span class="_ _a"/>którego <span class="_ _9"> </span>zadaniem <span class="_ _a"/>jest<span class="_ _2"/><span class="ff2"> <span class="_ _a"/></span>nadzór <span class="_ _9"> </span>nad <span class="_ _a"/>realizacją <span class="_ _a"/>polityki <span class="_ _a"/>kosztowej. <span class="_ _9"> </span>Dzięki <span class="_ _a"/>podejmowan<span class="_ _2"/>ym <span class="_ _a"/>przez <span class="_ _9"> </span>Dział </div><div class="t m0 x31 h3 y4ca ff4 fs0 fc0 sc0 ls0 ws0">Controllingu <span class="_ _3"/>działaniom<span class="_ _2"/> <span class="_ _3"/>prewenc<span class="_ _2"/>yjnym <span class="_ _3"/>or<span class="_ _2"/>az <span class="_ _3"/>kontrolnym<span class="_ _2"/> <span class="_ _3"/>wśród <span class="_ _f"/>pracowników <span class="_ _f"/>i <span class="_ _3"/>osób <span class="_ _f"/>odpowiedzialn<span class="_ _2"/>ych <span class="_ _3"/>za <span class="_ _f"/>przebieg </div><div class="t m0 x31 h3 y4cb ff4 fs0 fc0 sc0 ls0 ws0">procesów zwiększa się <span class="_ _0"/>świadomość skutków podejmowanych decyzji i działań oraz wzrasta dbałość <span class="_ _d"/>o ich zgodność </div><div class="t m0 x31 h3 y4cc ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">obowiązującymi <span class="_ _b"> </span>norm<span class="_ _2"/>ami <span class="_ _b"> </span>zew<span class="_ _2"/>nętrznymi <span class="_ _b"> </span>i <span class="_ _b"> </span>regula<span class="_ _2"/>cjami <span class="_ _b"> </span>wewnę<span class="_ _2"/>trznymi, <span class="_ _b"> </span>a <span class="_ _b"> </span>tym <span class="_ _b"> </span>sam<span class="_ _2"/>ym <span class="_ _b"> </span>zmniej<span class="_ _3"/>sza <span class="_ _b"> </span>się <span class="_ _b"> </span>ryzyko<span class="_ _2"/> </span></div><div class="t m0 x31 h3 y4cd ff4 fs0 fc0 sc0 ls0 ws0">wystąpienia nieprawidłowośc<span class="_ _2"/>i,<span class="ff2"> <span class="_ _2"/> </span></div><div class="t m0 x10 h3 y4ce ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">rzetelnym, <span class="_ _b"> </span>bezbłędnym, <span class="_ _b"> </span>sprawd<span class="_ _2"/>zalnym <span class="_ _b"> </span>i <span class="_ _b"> </span>bieżącym <span class="_ _b"> </span>prowadzeniu <span class="_ _b"> </span>ksiąg <span class="_ _b"> </span>rachunkowych <span class="_ _16"> </span>Jednost<span class="_ _2"/>ki <span class="_ _b"> </span>Dominującej<span class="ff2"> </span></span></span></div><div class="t m0 x31 h3 y4cf ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">systemie <span class="_ _f"/>informatycznym<span class="_ _2"/> <span class="_ _f"/>posiadającym <span class="_ _f"/>strukturę <span class="_ _f"/>m<span class="_ _2"/>odułową, <span class="_ _f"/>która <span class="_ _f"/>zapewnia <span class="_ _f"/>pr<span class="_ _2"/>zejrzystość <span class="_ _f"/>i <span class="_ _f"/>spó<span class="_ _2"/>jność <span class="_ _f"/>zapisów. </span></div><div class="t m0 x31 h3 y4d0 ff4 fs0 fc0 sc0 ls0 ws0">Dostęp <span class="_ _f"/>do<span class="_ _2"/> <span class="_ _f"/>po<span class="_ _2"/>szczególnych <span class="_ _a"/>zasobó<span class="_ _2"/>w <span class="_ _f"/>system<span class="_ _2"/>u <span class="_ _f"/>info<span class="_ _2"/>rmatycznego <span class="_ _a"/>jest <span class="_ _a"/>kontrolowany <span class="_ _a"/>i<span class="_ _2"/><span class="ff2"> ogr<span class="_ _2"/>aniczony <span class="_ _a"/>poprzez <span class="_ _a"/>nadanie<span class="_ _2"/> </span></div><div class="t m0 x31 h3 y4d1 ff4 fs0 fc0 sc0 ls0 ws0">pracownikom odpowiednic<span class="_ _2"/>h uprawnień,<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y41f ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">działalności <span class="_ _b"> </span>powołanego <span class="_ _b"> </span>w <span class="_ _b"> </span>ramach <span class="_ _b"> </span>Rady <span class="_ _b"> </span>Nadzorczej <span class="_ _b"> </span>Jednost<span class="_ _2"/>ki <span class="_ _b"> </span>Dominującej<span class="ff2"> <span class="_ _b"> </span></span>Komitetu <span class="_ _b"> </span>Audytu,<span class="_ _2"/> <span class="_ _b"> </span>obejmującej: </span></span></div><div class="t m0 x31 h3 y4d2 ff2 fs0 fc0 sc0 ls0 ws0">(i) analizowanie  przedstawianych<span class="_ _2"/>  przez  <span class="ff4">Zarząd  Jednostki  Dominującej<span class="_ _2"/></span>  <span class="ff4">informacji  dotyczących  istotnych  zmian </span></div><div class="t m0 x31 h3 y4d3 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">rachunkowości <span class="_ _2"/>lub <span class="_ _2"/>sprawozda<span class="_ _2"/>wczości <span class="_ _2"/>finansowej <span class="_ _2"/>oraz <span class="_ _3"/>szacunkowych <span class="_ _2"/>danych <span class="_ _2"/>lub<span class="_ _2"/> <span class="_ _2"/>ocen, <span class="_ _2"/>które <span class="_ _2"/>m<span class="_ _2"/>ogą <span class="_ _2"/>mieć <span class="_ _2"/>istotne </span></div><div class="t m0 x31 h3 y4d4 ff4 fs0 fc0 sc0 ls0 ws0">znaczenie <span class="_ _e"> </span>dla <span class="_ _b"> </span>sprawozdawczości <span class="_ _e"> </span>finansowej <span class="_ _b"> </span>Jednostki <span class="_ _b"> </span>Dominującej, <span class="_ _e"> </span>(ii) <span class="_ _b"> </span>analizowanie, <span class="_ _e"> </span>wspólni<span class="_ _2"/>e <span class="_ _e"> </span>z <span class="_ _e"> </span>Z<span class="_ _2"/>arządem </div><div class="t m0 x31 h3 y4d5 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki <span class="_ _f"/>Dominu<span class="_ _2"/>jącej<span class="ff2"> <span class="_ _f"/></span>i<span class="_ _2"/> <span class="_ _f"/>niezależ<span class="_ _2"/>nym <span class="_ _f"/>biegłym <span class="_ _a"/>rewidentem, <span class="_ _a"/>spraw<span class="_ _2"/>ozdań <span class="_ _f"/>finansowy<span class="_ _2"/>ch <span class="_ _a"/><span class="ff2">Jednostki<span class="_ _2"/> <span class="_ _f"/>Dom<span class="_ _2"/>i</span>nującej<span class="ff2"> <span class="_ _f"/>or<span class="_ _2"/>az </span></div><div class="t m0 x31 h3 y38c ff4 fs0 fc0 sc0 ls0 ws0">wyników <span class="_ _2"/>bada<span class="_ _2"/>nia <span class="_ _2"/>t<span class="_ _2"/>ych <span class="_ _3"/>sprawozdań, <span class="_ _3"/>(iii) <span class="_ _3"/>przedkładanie <span class="_ _3"/>zaleceń <span class="_ _3"/>mających <span class="_ _3"/>na <span class="_ _3"/>celu <span class="_ _2"/>zape<span class="_ _2"/>wnienie <span class="_ _3"/>rzetelności <span class="_ _3"/>procesu<span class="_ _2"/> </div><div class="t m0 x31 h3 y4d6 ff4 fs0 fc0 sc0 ls0 ws0">sprawozdawczości <span class="_ _e"> </span>finansowej,  (<span class="_ _2"/>iv)  ba<span class="_ _2"/>danie<span class="ff2"> <span class="_ _e"> </span></span>adekwatność <span class="_ _e"> </span>prowadzonych <span class="_ _e"> </span>przez <span class="_ _e"> </span>Zarząd <span class="_ _e"> </span>Jednostki  Dominujące<span class="_ _2"/>j<span class="ff2"> </span></div><div class="t m0 x31 h3 y4d7 ff4 fs0 fc0 sc0 ls0 ws0">systemów identyfika<span class="_ _2"/>cji, monitor<span class="_ _2"/>owania <span class="_ _2"/>i zmniejszan<span class="_ _2"/>ia zagrożeń <span class="_ _2"/>dla <span class="_ _2"/>działalności <span class="_ _3"/>Jednostki Dominuj<span class="_ _2"/>ącej<span class="ff2">, <span class="_ _2"/>(v) <span class="_ _2"/>badanie </span></div><div class="t m0 x31 h3 y4d8 ff4 fs0 fc0 sc0 ls0 ws0">systemów <span class="_ _16"> </span>kontroli <span class="_ _16"> </span>wewnętrznej <span class="_ _16"> </span>w <span class="_ _b"> </span>celu <span class="_ _16"> </span>zape<span class="_ _2"/>wnienia <span class="_ _b"> </span>ich<span class="_ _2"/> <span class="_ _16"> </span>efektywności <span class="_ _16"> </span>oraz <span class="_ _16"> </span>zgodności <span class="_ _16"> </span>z <span class="_ _b"> </span>prz<span class="_ _2"/>episami <span class="_ _16"> </span>prawa </div><div class="t m0 x31 h3 y4d9 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">wewnętrznymi <span class="_ _2"/>regulacjami <span class="_ _2"/>Jed<span class="_ _2"/>nostki <span class="_ _2"/>Dominującej</span>, <span class="_ _2"/>(vi) <span class="_ _2"/>ba<span class="_ _2"/>danie <span class="_ _2"/>funkcjonow<span class="ff4">ania <span class="_ _2"/>pr<span class="_ _2"/>ocedur <span class="_ _2"/>redukujących <span class="_ _2"/>możliwość </span></div><div class="t m0 x31 h3 y4da ff4 fs0 fc0 sc0 ls0 ws0">powstania nieprawidłowych zja<span class="_ _2"/>wisk w działalno<span class="_ _2"/>ści Jednost<span class="_ _2"/>ki Dominującej<span class="_ _2"/><span class="ff2 ls2">, <span class="ls0"> </span></span></div><div class="t m0 x10 h3 y4db ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff7"> <span class="_ _10"> </span><span class="ff4">badaniu i przeglądzie sprawozda<span class="_ _2"/>ń finansowych przez niezależneg<span class="_ _2"/>o biegłego rewidenta, wyznaczanego przez Radę<span class="_ _2"/> </span></span></div><div class="t m0 x31 h3 y4a9 ff4 fs0 fc0 sc0 ls0 ws0">Nadzorczą Jednostki <span class="_ _2"/>Dominującej<span class="ff2"> <span class="_ _2"/>na podstawie rekomendacji <span class="_ _2"/>Komitetu Audytu.<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y4dc ff2 fs0 fc0 sc0 ls0 ws0">W przypadku<span class="_ _2"/> Kormiej<span class="_ _2"/> Rusland<span class="_ _2"/> Sp. <span class="_ _2"/>z o.o<span class="_ _2"/>. <span class="_ _2"/>i Korm<span class="_ _2"/>ej Diana<span class="_ _2"/> Sp. <span class="_ _2"/>z o.o<span class="_ _2"/>. <span class="_ _3"/>Grupa weryfiku<span class="_ _2"/>je pr<span class="_ _2"/>zygotowywane<span class="_ _2"/> pr<span class="_ _2"/>zez <span class="ff4">te <span class="_ _2"/>spółki</span> <span class="_ _2"/>pakiety<span class="_ _2"/> </div><div class="t m0 x2 h3 y4dd ff4 fs0 fc0 sc0 ls0 ws0">konsolidacyjne, na pod<span class="_ _2"/>stawie których <span class="_ _2"/>sporządza <span class="ff2">skonsol<span class="_ _2"/>idowane spr<span class="_ _2"/>awozdania finansowe Grupy.<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y4de ff2 fs0 fc0 sc0 ls1 ws0">36.4.<span class="ff7 ls0"> <span class="_ _21"> </span><span class="ff4">Wskazanie <span class="_ _d"/>akc<span class="_ _2"/>jonariuszy posiadających <span class="_ _d"/>bezpośr<span class="_ _2"/>ednio <span class="_ _0"/>lub <span class="_ _0"/>pośrednio znaczne <span class="_ _d"/>pakiety akcji <span class="_ _d"/>wraz <span class="_ _0"/>ze <span class="_ _0"/>wskazaniem licz<span class="_ _0"/>by </span></span></div><div class="t m0 x47 h3 y4df ff4 fs0 fc0 sc0 ls0 ws0">posiadanych  pr<span class="_ _2"/>zez  te <span class="_ _e"> </span>podmioty <span class="_ _e"> </span>akcji,  ich <span class="_ _e"> </span>procentowego <span class="_ _e"> </span>ud<span class="_ _2"/>ziału <span class="_ _e"> </span>w  kapitale <span class="_ _e"> </span>zakładowym, <span class="_ _e"> </span>liczb<span class="_ _2"/>y  głosów <span class="_ _e"> </span>z  nich<span class="_ _2"/> </div><div class="t m0 x47 h3 y23b ff4 fs0 fc0 sc0 ls0 ws0">wynikających i ich procentowego<span class="_ _2"/> udzia<span class="_ _2"/>łu w ogólnej liczbie gło<span class="_ _2"/>sów na walnym zgr<span class="_ _2"/>omadzeniu<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y4e0 ff2 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _9"> </span>z <span class="_ _a"/>informacjam<span class="_ _2"/>i <span class="_ _a"/>posiada<span class="_ _2"/>nymi <span class="_ _a"/>pr<span class="_ _2"/>zez <span class="_ _9"> </span><span class="ff4">Grupę</span> <span class="_ _9"> </span><span class="ff4">na <span class="_ _9"> </span>podstawie <span class="_ _a"/>zawiadomień <span class="_ _9"> </span>akcjonariuszy, <span class="_ _9"> </span>str<span class="_ _2"/>uktura <span class="_ _9"> </span>własności <span class="_ _a"/>kapitału<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y4e1 ff4 fs0 fc0 sc0 ls0 ws0">zakładowego <span class="_ _3"/>Jed<span class="_ _2"/>nostki <span class="_ _f"/>Dominuj<span class="_ _2"/>ącej<span class="ff2"> <span class="_ _3"/>wg <span class="_ _f"/>stanu<span class="_ _2"/> <span class="_ _3"/>na <span class="_ _f"/>31 <span class="_ _3"/>grud<span class="_ _2"/>nia <span class="_ _f"/>202<span class="_ _2"/>3 <span class="_ _3"/></span>r<span class="_ _2"/>oku <span class="_ _3"/>oraz <span class="_ _f"/>na <span class="_ _3"/>dzień<span class="_ _2"/> <span class="_ _f"/>publikacji <span class="_ _f"/>niniejszego <span class="_ _f"/>sprawozdania </div><div class="t m0 x2 h4 y4e2 ff4 fs0 fc0 sc0 ls0 ws0">przedstawia się następują<span class="_ _2"/>co: <span class="ff3"> </span></div></div><div class="c x2 y16b w7 h11"><div class="t m0 x11 h10 ya2 ff3 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x12 y16b w52 h11"><div class="t m0 x38 h10 ya2 ff5 fs3 fc2 sc0 ls0 ws0">Na dzień publik<span class="_ _0"/>acji<span class="ff3"> </span></div></div><div class="c x16 y16b w53 h11"><div class="t m0 x67 h10 ya2 ff5 fs3 fc2 sc0 ls0 ws0">Na dzień 31 gr<span class="_ _0"/>udnia 202<span class="ff3">3 </span></div></div><div class="c x2 y410 w7 h14"><div class="t m0 x11 h10 yc7 ff3 fs3 fc2 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x12 y410 wc h14"><div class="t m0 x40 h10 yc8 ff3 fs3 fc2 sc0 ls0 ws0">liczba <span class="ff5">akcji / głos<span class="_ _0"/>ów<span class="ff3"> </span></span></div><div class="t m0 x17 h10 ye0 ff3 fs3 fc2 sc0 ls0 ws0">(w szt.) </div></div><div class="c x14 y410 w9 h14"><div class="t m0 x65 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">% kapitału /<span class="ff3"> </span></div><div class="t m0 x19 h10 ye0 ff5 fs3 fc2 sc0 ls0 ws0">% głosów<span class="ff3"> </span></div></div><div class="c x16 y410 w8 h14"><div class="t m0 x40 h10 yc8 ff3 fs3 fc2 sc0 ls0 ws0">liczba <span class="ff5">akcji / głos<span class="_ _0"/>ów<span class="ff3"> </span></span></div><div class="t m0 x17 h10 ye0 ff3 fs3 fc2 sc0 ls0 ws0">(w szt.) </div></div><div class="c x18 y410 w9 h14"><div class="t m0 x65 h10 yc8 ff5 fs3 fc2 sc0 ls0 ws0">% kapitału /<span class="ff3"> </span></div><div class="t m0 x19 h10 ye0 ff5 fs3 fc2 sc0 ls0 ws0">% głosów<span class="ff3"> </span></div></div><div class="c x2 y4e3 w7 h24"><div class="t m0 x11 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">TOTAL FIZ </div></div><div class="c x12 y4e3 wc h24"><div class="t m0 x55 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">16 000 000 </div></div><div class="c x14 y4e3 w9 h24"><div class="t m0 x1e hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">19,0 </div></div><div class="c x16 y4e3 w8 h24"><div class="t m0 x55 hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">16 000 000 </div></div><div class="c x18 y4e3 w9 h24"><div class="t m0 x1e hb ya9 ff2 fs3 fc0 sc0 ls0 ws0">19,0 </div></div><div class="c x2 y4e4 w7 h11"><div class="t m0 x11 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">Pozostali </div></div><div class="c x12 y4e4 wc h11"><div class="t m0 x55 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">68 205 008 </div></div><div class="c x14 y4e4 w9 h11"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">81,0 </div></div><div class="c x16 y4e4 w8 h11"><div class="t m0 x55 hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">68 205 008 </div></div><div class="c x18 y4e4 w9 h11"><div class="t m0 x1e hb ya2 ff2 fs3 fc0 sc0 ls0 ws0">81,0 </div></div><div class="c x2 y4e5 w7 h24"><div class="t m0 x11 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x12 y4e5 wc h24"><div class="t m0 x55 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">84 205 008 </div></div><div class="c x14 y4e5 w9 h24"><div class="t m0 x1d h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">100,0 </div></div><div class="c x16 y4e5 w8 h24"><div class="t m0 x55 h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">84 205 008 </div></div><div class="c x18 y4e5 w9 h24"><div class="t m0 x1d h10 ya9 ff3 fs3 fc0 sc0 ls0 ws0">100,0 </div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf24"><div class="pc pc24 w0 h0"><img alt="" class="bi xa y4e6 w6 h4f" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">36<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff2 fs0 fc0 sc0 ls1 ws0">36.5.<span class="ff7 ls0"> <span class="_ _21"> </span><span class="ff4">Wskazanie <span class="_ _d"/>po<span class="_ _2"/>siadaczy wszelkich <span class="_ _0"/>papierów wartościowych, <span class="_ _d"/>które dają <span class="_ _0"/>specjalne <span class="_ _0"/>uprawnienia kontrolne, <span class="_ _0"/>wraz <span class="_ _0"/>z<span class="_ _2"/><span class="ff2"> opisem </span></span></span></div><div class="t m0 x47 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">tych uprawnień<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y42 ff4 fs0 fc0 sc0 ls0 ws0">Właściciele <span class="_ _9"> </span>papierów <span class="_ _9"> </span>wartościow<span class="_ _2"/>ych<span class="ff2"> <span class="_ _9"> </span></span>Jednostki <span class="_ _9"> </span>Dominującej<span class="_ _2"/><span class="ff2"> <span class="_ _a"/></span>nie<span class="_ _2"/> <span class="_ _9"> </span>posiadają <span class="_ _9"> </span>specjalnych <span class="_ _9"> </span>uprawnień <span class="_ _11"> </span>kontrolnych <span class="_ _a"/>w<span class="_ _2"/><span class="ff2"> sto<span class="_ _2"/>sunku </span></div><div class="t m0 x2 h3 y43 ff2 fs0 fc0 sc0 ls1 ws0">do<span class="ls0"> niej<span class="ls2">. </span> </span></div><div class="t m0 x2 h3 y4e7 ff2 fs0 fc0 sc0 ls1 ws0">36.6.<span class="ff7 ls0"> <span class="_ _21"> </span><span class="ff4">Wskazanie wszelkich <span class="_ _0"/>ograniczeń odnośnie do wykonywania prawa głosu, <span class="_ _d"/>takich<span class="_ _2"/> jak <span class="_ _d"/>ogranic<span class="_ _2"/>zenie wykonywania prawa </span></span></div><div class="t m0 x47 h3 y26e ff4 fs0 fc0 sc0 ls0 ws0">głosu <span class="_ _f"/>przez <span class="_ _a"/>posiadaczy <span class="_ _f"/>określon<span class="_ _2"/>ej <span class="_ _f"/>części <span class="_ _a"/>lub <span class="_ _f"/>liczby <span class="_ _a"/>głosów, <span class="_ _f"/>ogra<span class="_ _2"/>niczenia <span class="_ _f"/>czasowe <span class="_ _a"/>dotyczące <span class="_ _a"/>wyk<span class="_ _2"/>onywania <span class="_ _f"/>prawa </div><div class="t m0 x47 h3 y46 ff4 fs0 fc0 sc0 ls0 ws0">głosu  lub  zapisy,  zgodnie <span class="_ _e"> </span>z  którymi  p<span class="_ _2"/>rawa  kapitałowe  zwią<span class="_ _2"/>zane  z  pa<span class="_ _2"/>pierami  wartościowymi  s<span class="_ _2"/>ą  oddzielone  od </div><div class="t m0 x47 h3 y47 ff4 fs0 fc0 sc0 ls0 ws0">posiadania papierów wartośc<span class="_ _2"/>iowych<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y99 ff4 fs0 fc0 sc0 ls0 ws0">Zgodnie z art. 411 ust. 1<span class="_ _2"/> i ust. 2 <span class="_ _2"/>Kodeksu spółek hand<span class="_ _2"/>lowych <span class="_ _2"/><span class="ff2">oraz Statute<span class="_ _2"/>m </span>Jednostk<span class="_ _2"/>i Dominującej<span class="ff2"> <span class="_ _2"/>jedna akcja <span class="_ _2"/>PZ CORMAY </span></div><div class="t m0 x2 h3 y49 ff4 fs0 fc0 sc0 ls0 ws0">S.A. daje prawo do jednego g<span class="_ _2"/>łosu na Walnym Z<span class="_ _2"/>gromadzeniu <span class="_ _2"/>Jedno<span class="_ _2"/>stki Dominującej<span class="ff2"> </span>od<span class="_ _2"/> dnia pełnego po<span class="_ _2"/>krycia akcji.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y9a ff2 fs0 fc0 sc0 ls1 ws0">36.7.<span class="ff7 ls0"> <span class="_ _21"> </span><span class="ff4">Wskazanie <span class="_ _11"> </span>wszelk<span class="_ _2"/>ich <span class="_ _11"> </span>ogranicze<span class="_ _2"/>ń <span class="_ _11"> </span>dotyczących <span class="_ _11"> </span>pr<span class="_ _2"/>zenoszenia <span class="_ _c"> </span>prawa <span class="_ _c"> </span>własności <span class="_ _11"> </span>papierów  wartościowych  <span class="ff2">Jednostki </span></span></span></div><div class="t m0 x47 h3 y4b ff4 fs0 fc0 sc0 ls0 ws0">Dominującej<span class="ff2">. </span></div><div class="t m0 x2 h3 y4c ff2 fs0 fc0 sc0 ls0 ws0">Zgodnie z <span class="ff4">art. 337<span class="_ _2"/> § 1<span class="_ _2"/> Kodeksu s<span class="_ _2"/>półek handlowych ak<span class="_ _2"/>cjonariuszo<span class="_ _2"/>m Jed<span class="_ _2"/>nostki Dominując</span>e<span class="_ _2"/><span class="lsd">j </span><span class="ff4">przys<span class="_ _2"/>ługuje prawo zb<span class="_ _2"/>ywania<span class="_ _2"/> akcji </span></div><div class="t m0 x2 h3 y4e8 ff4 fs0 fc0 sc0 ls0 ws0">bez ograniczeń.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y4e9 ff2 fs0 fc0 sc0 ls1 ws0">36.8.<span class="ff7 ls0"> <span class="_ _21"> </span><span class="ff4">Opis <span class="_ _d"/>zasad<span class="_ _2"/> <span class="_ _d"/>do<span class="_ _2"/>tyczących powoływania <span class="_ _0"/>i <span class="_ _d"/>odwoły<span class="_ _2"/>wania <span class="_ _0"/>osób <span class="_ _0"/>zarządzających oraz <span class="_ _d"/>ich uprawnień, <span class="_ _0"/>w<span class="ff2"> </span>szc<span class="_ _2"/>zególności <span class="_ _0"/>prawa<span class="_ _2"/> </span></span></div><div class="t m0 x47 h3 y4f ff4 fs0 fc0 sc0 ls0 ws0">do podjęcia decyzji o em<span class="_ _2"/>isji lub wykupie akcji<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y43c ff4 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _f"/>z <span class="_ _f"/>§ <span class="_ _f"/>12 <span class="_ _f"/>Statutu <span class="_ _f"/>Jednostki <span class="_ _f"/>Dominującej<span class="_ _2"/><span class="ff2"> <span class="_ _f"/></span>w <span class="_ _f"/>skład<span class="ff2"> <span class="_ _f"/>jej <span class="_ _f"/></span>Zarząd<span class="ff2">u <span class="_ _f"/></span>wchodzi <span class="_ _f"/>od <span class="_ _f"/>2 <span class="_ _f"/>do <span class="_ _f"/>4 <span class="_ _f"/>członków, <span class="_ _f"/>w <span class="_ _f"/>tym <span class="_ _f"/>Prezes. <span class="_ _3"/>Członków<span class="_ _2"/> </div><div class="t m0 x2 h3 y51 ff4 fs0 fc0 sc0 ls0 ws0">Zarządu <span class="_ _11"> </span>powołuje  i <span class="_ _9"> </span>od<span class="_ _2"/>wołuje  Rada <span class="_ _11"> </span>Nadzorcza  Jednostki <span class="_ _11"> </span>Dominu<span class="_ _2"/>jącej. <span class="_ _11"> </span>C<span class="_ _2"/>złonkowie <span class="_ _11"> </span>Zar<span class="_ _2"/>ządu <span class="_ _11"> </span>są<span class="_ _2"/> <span class="_ _11"> </span>powoływani <span class="_ _c"> </span>na <span class="_ _11"> </span>wspólną<span class="_ _2"/> </div><div class="t m0 x2 h3 y7f ff4 fs0 fc0 sc0 ls0 ws0">pięcioletnią kadencję.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y53 ff4 fs0 fc0 sc0 ls0 ws0">Do  kompetencji  Zarządu  Jednostki  Dominującej<span class="ff2">  </span>należą  sprawy  przewidziane  w <span class="_ _c"> </span>Kodeksie  spółek  handlowych,  Statucie </div><div class="t m0 x2 h3 y80 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki Dominującej<span class="_ _2"/><span class="ff2"> i </span>Regulaminie pracy Z<span class="_ _2"/>arządu, uchwalonym <span class="_ _2"/>przez Radę Nadzorczą <span class="_ _2"/>Jedno<span class="_ _2"/>stki Dominujące<span class="_ _2"/>j<span class="ff2">. </span></div><div class="t m0 x2 h3 y55 ff4 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _15"> </span>Jednostki <span class="_ _15"> </span>Dominującej<span class="ff2"> <span class="_ _15"> </span>nie <span class="_ _15"> </span>posiada <span class="_ _15"> </span>obecn<span class="_ _2"/>ie <span class="_ _15"> </span></span>uprawnienia <span class="_ _15"> </span>do <span class="_ _15"> </span>podwyższania <span class="_ _15"> </span>kapitału <span class="_ _15"> </span>zakładowego <span class="_ _7"> </span><span class="ff2">Jednostki </span></div><div class="t m0 x2 h3 y56 ff4 fs0 fc0 sc0 ls0 ws0">Dominującej<span class="ff2"> </span>w ramach kap<span class="_ _2"/>itału docelowego<span class="_ _2"/>, o którym mowa w art.<span class="_ _2"/> 444 Kodeksu spółe<span class="_ _2"/>k handlowych.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y22e ff2 fs0 fc0 sc0 ls1 ws0">36.9.<span class="ff7 ls0"> <span class="_ _21"> </span><span class="ff2">Opis zasad zmiany statutu<span class="_ _2"/> <span class="ff4">Jedno<span class="_ _2"/>stki Dominującej<span class="_ _2"/></span> </span></span></div><div class="t m0 x2 h3 y4ea ff2 fs0 fc0 sc0 ls0 ws0">Zmiana <span class="_ _a"/>Statutu <span class="_ _9"> </span><span class="ff4">Jednostki <span class="_ _a"/>Dominujące<span class="_ _2"/>j</span> <span class="_ _a"/><span class="ff4">wymaga <span class="_ _9"> </span>uchwały <span class="_ _a"/>Walneg<span class="_ _2"/>o <span class="_ _a"/>Zgrom<span class="_ _2"/>adzenia <span class="_ _a"/>i <span class="_ _a"/>wpisu <span class="_ _a"/>do<span class="_ _2"/> <span class="_ _a"/>rejestru. <span class="_ _9"> </span>Uchwała <span class="_ _a"/>w <span class="_ _a"/>sprawie </span></div><div class="t m0 x2 h3 y4eb ff4 fs0 fc0 sc0 ls0 ws0">zmiany Statutu wymaga więks<span class="_ _2"/>zości 3/4 głosów.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y2d ff2 fs0 fc0 sc0 ls1 ws0">36.10.<span class="ff7 ls0">  <span class="ff4">Sposób <span class="_ _2"/>dzia<span class="_ _2"/>łania <span class="_ _3"/>walnego <span class="_ _3"/>zgrom<span class="_ _2"/>adzenia <span class="_ _3"/>i <span class="_ _2"/>jego<span class="_ _2"/> <span class="_ _3"/>zasadnicze <span class="_ _3"/>uprawnienia <span class="_ _3"/>oraz <span class="_ _3"/>opis <span class="_ _3"/>praw <span class="_ _3"/>akcjonariuszy <span class="_ _3"/>i<span class="_ _3"/><span class="ff2"> sposobu <span class="_ _3"/>ich </span></span></span></div><div class="t m0 x47 h3 y4ec ff4 fs0 fc0 sc0 ls0 ws0">wykonywania, <span class="_ _3"/>w <span class="_ _3"/>szczególności <span class="_ _3"/>zasady <span class="_ _3"/>wynikające <span class="_ _3"/>z <span class="_ _3"/>regulaminu <span class="_ _3"/>walnego <span class="_ _3"/>zgromadzenia, <span class="_ _3"/>jeżeli <span class="_ _3"/>taki <span class="_ _3"/>regulamin <span class="_ _3"/>został<span class="_ _2"/> </div><div class="t m0 x47 h3 y4ed ff2 fs0 fc0 sc0 ls0 ws0">uchwalony, o ile informac<span class="_ _2"/>je w tym <span class="_ _2"/><span class="ff4">zakresie nie wynikają wpr<span class="_ _2"/>ost z przepisów pr<span class="_ _2"/>awa<span class="_ _2"/></span> </div><div class="t m0 x2 h3 y4ee ff4 fs0 fc0 sc0 ls0 ws0">Sposób <span class="_ _f"/>działania <span class="_ _f"/>Walnego <span class="_ _f"/>Zgrom<span class="_ _2"/>adzenia <span class="_ _f"/>oraz <span class="_ _f"/>uprawnienia <span class="_ _f"/>akcj<span class="_ _2"/>onariuszy <span class="_ _f"/>określają <span class="_ _f"/>przepisy <span class="_ _a"/>Kodeksu <span class="_ _f"/>spółek <span class="_ _f"/>handlowy<span class="_ _2"/>ch, </div><div class="t m0 x2 h3 y4ef ff2 fs0 fc0 sc0 ls0 ws0">Statut <span class="_ _d"/><span class="ff4">Jednostki <span class="_ _0"/>Dominującej<span class="ff2"> <span class="_ _0"/>oraz <span class="_ _0"/>Regulamin <span class="_ _d"/>Walnego Zgromadzenia <span class="ff4">Jednostki <span class="_ _d"/>Dominującej, <span class="_ _d"/>któr<span class="_ _2"/>ego <span class="_ _d"/>zasady <span class="_ _0"/>wynikają <span class="_ _0"/>wprost </span></span></span></div><div class="t m0 x2 h3 y4f0 ff4 fs0 fc0 sc0 ls0 ws0">z przepisów prawa.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y4f1 ff2 fs0 fc0 sc0 ls1 ws0">36.11.<span class="ff7 ls0">  <span class="ff4">Opis <span class="_ _b"> </span>działania <span class="_ _16"> </span>organów <span class="_ _16"> </span>zarządzających, <span class="_ _16"> </span>nadzorujących<span class="_ _2"/> <span class="_ _b"> </span>lub <span class="_ _16"> </span>administrujących <span class="_ _15"> </span>Jednostki <span class="_ _b"> </span>Dom<span class="_ _2"/>inującej<span class="ff2"> <span class="_ _16"> </span>oraz <span class="_ _16"> </span>ich </span></span></span></div><div class="t m0 x47 h3 y4f2 ff4 fs0 fc0 sc0 ls0 ws0">komitetów, wraz <span class="_ _0"/>ze wskazaniem składu osobowego tych <span class="_ _d"/>organó<span class="_ _2"/>w i <span class="_ _0"/>zmian, które <span class="_ _0"/>w nich <span class="_ _0"/>zaszły w ciągu <span class="_ _0"/>ostatniego roku </div><div class="t m0 x47 h3 y4f3 ff2 fs0 fc0 sc0 ls0 ws0">obrotowego </div><div class="t m0 x2 h4 y4f4 ff5 fs0 fc0 sc0 ls0 ws0">Zarząd<span class="ff3"> </span></div><div class="t m0 x2 h3 y4f5 ff4 fs0 fc0 sc0 ls0 ws0">W roku obrotowym 2023 skład Z<span class="_ _2"/>arządu Jedn<span class="_ _2"/>ostki Dominującej był <span class="_ _2"/>następujący:<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y13f ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">Marcin Sieczek - <span class="ff4">Prezes Zarządu<span class="_ _2"/> do dnia 7 listopada <span class="_ _2"/></span></span></span>2023 <span class="ls0">roku,<span class="_ _2"/> </span></div><div class="t m0 x10 h3 y4f6 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">Flavio <span class="_ _0"/>Finotello - <span class="ff4">Wiceprezes Zarządu do dnia <span class="_ _0"/>13 grudnia 2023 roku, <span class="_ _0"/>Prezes Zarządu od dnia <span class="_ _0"/>13 grudnia 2023 <span class="ff2">roku,<span class="_ _2"/> </span></span></span></span></div><div class="t m0 x10 h3 y4f7 ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">Wojci<span class="_ _0"/>ech Suchowski <span class="_ _2"/>- <span class="ff4">Wiceprezes Z<span class="_ _2"/>arządu</span>. </span></span></div><div class="t m0 x2 h3 y4f8 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _f"/>dniu <span class="_ _a"/>4 <span class="_ _a"/>listopa<span class="_ _2"/>da <span class="_ _a"/>2022 <span class="_ _a"/>roku <span class="_ _a"/>Rada <span class="_ _a"/>Nadzorcza <span class="_ _a"/>powo<span class="_ _2"/>łała <span class="_ _a"/>Marcina <span class="_ _a"/>Sieczek <span class="_ _a"/>do <span class="_ _a"/>pełnien<span class="_ _2"/>ia <span class="_ _a"/>funkcji <span class="_ _a"/>Prezesa <span class="_ _a"/>Zarządu <span class="_ _a"/>bieżącej<span class="_ _2"/> </div><div class="t m0 x2 h3 y4f9 ff4 fs0 fc0 sc0 ls0 ws0">kadencji ze skutkiem na dzień<span class="_ _2"/> 1 stycznia 2023 r<span class="_ _2"/>oku.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y4fa ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"> </span>dniu <span class="_ _11"> </span>24 <span class="_ _11"> </span>paździer<span class="_ _2"/>nika <span class="_ _11"> </span>2023 <span class="_ _11"> </span>roku <span class="_ _11"> </span>Marcin <span class="_ _11"> </span>Sieczek <span class="_ _11"> </span>złożył <span class="_ _11"> </span>rezy<span class="_ _2"/>gnację <span class="_ _11"> </span>z <span class="_ _11"> </span>członkostwa <span class="_ _11"> </span>w <span class="_ _11"> </span>Zarządzie <span class="_ _11"> </span>ze <span class="_ _11"> </span>skutkiem <span class="_ _11"> </span>na <span class="_ _11"> </span>dzień </div><div class="t m0 x2 h3 y4fb ff2 fs0 fc0 sc0 ls0 ws0">8 listopada 2023 roku.<span class="_ _2"/> </div><div class="t m0 x2 h3 y4fc ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _c"> </span>dniu  13 <span class="_ _11"> </span>grudnia  2023  Rada  Nadzorcza <span class="_ _11"> </span>odwołała<span class="_ _2"/>  Flavio <span class="_ _11"> </span>Fin<span class="_ _2"/>otello  z <span class="_ _11"> </span>funkcji<span class="_ _2"/>  Wiceprezesa <span class="_ _c"> </span>Zarządu  oraz <span class="_ _c"> </span>powołała  go </div><div class="t m0 x2 h3 y4fd ff2 fs0 fc0 sc0 ls1 ws0">do<span class="ls0"> <span class="ff4">pełnienia funkcji Prezesa Z<span class="_ _2"/>arządu bieżącej kade<span class="_ _2"/>ncji.<span class="_ _2"/></span> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf25"><div class="pc pc25 w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">37<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff4 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _9"> </span>z <span class="_ _a"/>§ <span class="_ _9"> </span>13 <span class="_ _9"> </span>Statutu <span class="_ _a"/>Jednostki <span class="_ _9"> </span>Dominującej <span class="_ _a"/>do <span class="_ _9"> </span>reprezentacji <span class="_ _9"> </span>Jednostki <span class="_ _9"> </span>Dominującej <span class="_ _a"/>i <span class="_ _9"> </span>składani<span class="_ _2"/>a <span class="_ _9"> </span>oświadczeń <span class="_ _a"/>w <span class="_ _9"> </span>imieniu </div><div class="t m0 x2 h3 y41 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki <span class="_ _f"/>Dominującej <span class="_ _f"/>upoważni<span class="_ _2"/>eni <span class="_ _f"/>są <span class="_ _f"/>dwaj <span class="_ _f"/>członkowie <span class="_ _f"/>Zarząd<span class="_ _2"/>u <span class="_ _f"/>działający <span class="_ _f"/>łącznie <span class="_ _f"/>lub <span class="_ _f"/>cz<span class="_ _2"/>łonek <span class="_ _f"/>Zarządu <span class="_ _f"/>działający <span class="_ _f"/>łąc<span class="_ _2"/>znie </div><div class="t m0 x2 h3 y26d ff2 fs0 fc0 sc0 ls0 ws0">z prokurentem. <span class="_ _2"/> </div><div class="t m0 x2 h3 y43 ff4 fs0 fc0 sc0 ls0 ws0">Do  kompetencji  Zarządu  należą  sprawy  przewidziane <span class="_ _c"> </span>w  Kodeksie  spółek  handlowych,  Statucie  Jednostki  Dominującej </div><div class="t m0 x2 h3 y74 ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">Regulaminie <span class="_ _0"/>pracy <span class="_ _0"/>Zarządu Jednostki <span class="_ _d"/>Dominującej. Zarząd <span class="_ _d"/>prowa<span class="_ _2"/>dzi <span class="_ _0"/>sprawy <span class="_ _0"/>Jednostki <span class="_ _0"/>Dominującej<span class="_ _2"/> <span class="_ _d"/>i reprezentuje <span class="_ _d"/>Jed<span class="_ _2"/>nostkę </span></div><div class="t m0 x2 h4 yf4 ff4 fs0 fc0 sc0 ls0 ws0">Dominującą na zewnątrz.<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h4 y4fe ff3 fs0 fc0 sc0 ls0 ws0">Rada Nadzorcza<span class="_ _2"/> </div><div class="t m0 x2 h3 y4ff ff4 fs0 fc0 sc0 ls0 ws0">W roku obrotowym 2023 skład <span class="_ _2"/>Rady Nadzor<span class="_ _2"/>czej Jednostki Domin<span class="_ _2"/>ującej był następują<span class="_ _2"/>cy: <span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x10 h3 y500 ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">Tomasz Markowski - <span class="ff4">Przewodniczący Rad<span class="_ _2"/>y Nadzorczej,<span class="_ _2"/></span> </span></span></div><div class="t m0 x10 h3 y501 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">Marcin <span class="_ _2"/>Sieczek <span class="_ _3"/><span class="ff4">–</span> <span class="_ _2"/><span class="ff4">c<span class="_ _2"/>złonek <span class="_ _3"/>Rady <span class="_ _3"/>Nadzorczej <span class="_ _3"/>od <span class="_ _2"/>dnia <span class="_ _3"/>8 <span class="_ _3"/>listopada <span class="_ _3"/>2023 <span class="_ _3"/>roku, <span class="_ _3"/>Wiceprzewodniczący <span class="_ _3"/>Rady <span class="_ _3"/>od <span class="_ _3"/>dnia <span class="_ _3"/>13 </span></span></span></div><div class="t m0 x31 h3 y4c5 ff2 fs0 fc0 sc0 ls0 ws0">grudnia 2023 roku,<span class="_ _2"/> </div><div class="t m0 x10 h3 y3f9 ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">Tadeusz Wesołowski <span class="ff2">- </span>Wiceprzewodniczący <span class="_ _2"/>Rady Nadzorcze<span class="_ _2"/>j i członek Rady do dnia 1<span class="_ _2"/>8 września <span class="_ _2"/>2023 roku,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y148 ff2 fs0 fc0 sc0 ls1 ws0">4.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">K<span class="_ _0"/>amil Gewartowski <span class="ff4">–</span> <span class="_ _2"/><span class="ff4">Członek Ra<span class="_ _2"/>dy Nadzorczej od dnia 22 c<span class="_ _2"/>zerwca 202<span class="_ _2"/>3 roku,<span class="_ _2"/></span> </span></span></div><div class="t m0 x10 h3 y3fa ff2 fs0 fc0 sc0 ls1 ws0">5.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">P<span class="_ _0"/>aweł Małyska <span class="ff2">- <span class="_ _2"/></span>Członek Rady Nad<span class="_ _2"/>zorczej do dnia 21 czerwca 20<span class="_ _2"/>23 roku,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x10 h3 y502 ff2 fs0 fc0 sc0 ls1 ws0">6.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">B<span class="_ _0"/>artosz Marczuk <span class="ff4">–</span> <span class="ff4">Cz<span class="_ _2"/>łonek Rady Nadzo<span class="_ _2"/>rczej,</span> </span></span></div><div class="t m0 x10 h3 y503 ff2 fs0 fc0 sc0 ls1 ws0">7.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">Marcin Murawski <span class="ff4">–</span> <span class="ff4">Członek Rady Nadzo<span class="_ _2"/>rczej od dnia 19 wrze<span class="_ _2"/>śnia 2023 r<span class="_ _2"/>oku,</span> </span></span></div><div class="t m0 x10 h3 y504 ff2 fs0 fc0 sc0 ls1 ws0">8.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">A<span class="_ _0"/>ndrzej Trznadel <span class="_ _2"/>- <span class="ff4">Członek Rady <span class="_ _2"/>Nadzorczej do dnia 7 li<span class="_ _2"/>stopada 202<span class="_ _2"/>3 roku.<span class="_ _2"/></span> </span></span></div><div class="t m0 x2 h3 y505 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _a"/>dniu <span class="_ _9"> </span>31 <span class="_ _9"> </span>maja <span class="_ _9"> </span>2023 <span class="_ _9"> </span>roku <span class="_ _9"> </span>Paweł <span class="_ _9"> </span>Małyska <span class="_ _9"> </span>złożył <span class="_ _9"> </span>rezygnację <span class="_ _9"> </span>z <span class="_ _9"> </span>członkostwa <span class="_ _9"> </span>w <span class="_ _9"> </span>Radzie <span class="_ _9"> </span>Nadzorcz<span class="_ _2"/>ej <span class="_ _a"/>ze <span class="_ _9"> </span>skutkiem <span class="_ _9"> </span>na<span class="_ _2"/> <span class="_ _a"/>dzień<span class="_ _2"/> </div><div class="t m0 x2 h3 y506 ff2 fs0 fc0 sc0 ls1 ws0">22<span class="ls0"> czerwca 2023 roku. <span class="_ _2"/> </span></div><div class="t m0 x2 h3 y507 ff4 fs0 fc0 sc0 ls0 ws0">W dniu <span class="_ _2"/>22<span class="_ _2"/> czer<span class="_ _2"/>wca <span class="_ _2"/>2023 <span class="_ _2"/>roku <span class="_ _2"/>Zwyczajne Walne <span class="_ _2"/>Z<span class="_ _2"/>gromadzenie <span class="_ _2"/>powołało <span class="_ _2"/>w <span class="_ _2"/>skład <span class="_ _2"/>Rady <span class="_ _2"/>Nadzorcze<span class="_ _2"/>j <span class="_ _2"/>bieżącej <span class="_ _2"/>kadencji <span class="_ _2"/>Kamila </div><div class="t m0 x2 h3 y508 ff2 fs0 fc0 sc0 ls0 ws0">Gewartowskiego. </div><div class="t m0 x2 h3 y2a3 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _d"/>dniu <span class="_ _d"/>5 września <span class="_ _d"/>2023 <span class="_ _d"/>r<span class="_ _2"/>oku <span class="_ _d"/>Tad<span class="_ _2"/>eusz <span class="_ _d"/>Wesoło<span class="_ _2"/>wski <span class="_ _d"/>złożył<span class="_ _2"/> <span class="_ _d"/>rezygnacj<span class="_ _2"/>ę <span class="_ _d"/>z <span class="_ _0"/>członkostwa <span class="_ _0"/>w <span class="_ _d"/>Radzie Nadzorczej <span class="_ _d"/>ze <span class="_ _0"/>skutkiem <span class="_ _0"/>na<span class="_ _2"/><span class="ff2"> </span>dzień </div><div class="t m0 x2 h3 y509 ff4 fs0 fc0 sc0 ls0 ws0">19 września 2023 roku.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y50a ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _f"/>dniu <span class="_ _f"/>19 <span class="_ _a"/>września <span class="_ _f"/>2023<span class="_ _2"/> <span class="_ _f"/>roku <span class="_ _f"/>Nadzwycza<span class="_ _2"/>jne <span class="_ _f"/>Walne <span class="_ _a"/>Zgromadz<span class="_ _2"/>enie <span class="_ _f"/>powołało <span class="_ _a"/>w <span class="_ _f"/>skład <span class="_ _a"/>Rady <span class="_ _f"/>Na<span class="_ _2"/>dzorczej <span class="_ _f"/>bieżą<span class="_ _2"/>cej <span class="_ _f"/>kadencji </div><div class="t m0 x2 h3 y50b ff2 fs0 fc0 sc0 ls0 ws0">Marcina <span class="ff4">Murawskiego, <span class="_ _d"/>którego w <span class="_ _d"/>dniu 29 <span class="_ _d"/>września 2023 <span class="_ _d"/>roku Rada <span class="_ _0"/>Nadzorcza powołała <span class="_ _d"/>do pełnienia <span class="_ _d"/>fun<span class="_ _2"/>kcji <span class="_ _d"/>Cz<span class="_ _2"/>łonka <span class="_ _0"/>Komitetu<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y50c ff2 fs0 fc0 sc0 ls0 ws0">Audytu. </div><div class="t m0 x2 h3 y50d ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _9"> </span>dniu <span class="_ _9"> </span>18 <span class="_ _9"> </span>października <span class="_ _9"> </span>2023 <span class="_ _9"> </span>roku <span class="_ _9"> </span>Andrzej <span class="_ _9"> </span>Trznadel <span class="_ _9"> </span>złożył <span class="_ _9"> </span>rezygn<span class="_ _2"/>ację <span class="_ _9"> </span>z <span class="_ _9"> </span>członkostwa <span class="_ _9"> </span>w <span class="_ _9"> </span>Radzie <span class="_ _9"> </span>Nadzorczej <span class="_ _9"> </span>ze <span class="_ _9"> </span>skutkiem<span class="_ _2"/> </div><div class="t m0 x2 h3 y50e ff2 fs0 fc0 sc0 ls1 ws0">na<span class="ls0"> <span class="ff4">dzień 8 listopada 2023 roku.<span class="_ _2"/></span> </span></div><div class="t m0 x2 h3 y50f ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _a"/>dniu <span class="_ _a"/>8 <span class="_ _a"/>li<span class="_ _2"/>stopada <span class="_ _a"/>2023 <span class="_ _9"> </span>roku <span class="_ _a"/>Nadzwyczajne <span class="_ _9"> </span>Walne <span class="_ _a"/>Zgrom<span class="_ _2"/>adzenie <span class="_ _9"> </span>powołało <span class="_ _a"/>w <span class="_ _a"/>skład <span class="_ _9"> </span>Rady <span class="_ _a"/>Nad<span class="_ _2"/>zorczej <span class="_ _a"/>bieżącej <span class="_ _9"> </span>kadencji </div><div class="t m0 x2 h3 y510 ff4 fs0 fc0 sc0 ls0 ws0">Marcina Sieczek, <span class="_ _0"/>którego w <span class="_ _0"/>dniu 13 grudnia 2023 <span class="_ _d"/>roku<span class="_ _2"/> Rada Nadzorcza <span class="_ _0"/>powołała do <span class="_ _0"/>pełnienia funkc<span class="_ _2"/>ji <span class="_ _0"/>Wiceprzewodnic<span class="_ _2"/>zącego </div><div class="t m0 x2 h3 y511 ff2 fs0 fc0 sc0 ls0 ws0">Rady Nadzorczej. </div><div class="t m0 x2 h3 y512 ff4 fs0 fc0 sc0 ls0 ws0">Zgodnie z <span class="_ _2"/>§ 18<span class="_ _2"/> Statutu <span class="_ _2"/>Jednostki Dominującej w <span class="_ _2"/>skład Rady <span class="_ _2"/>Nadzor<span class="_ _2"/>czej Jednostki <span class="_ _2"/>Dominującej wch<span class="_ _2"/>odzi od <span class="_ _2"/>5 do <span class="_ _2"/>8 członków. </div><div class="t m0 x2 h3 y513 ff4 fs0 fc0 sc0 ls0 ws0">Członków <span class="_ _2"/>Rady <span class="_ _3"/>Nadzorczej <span class="_ _2"/>Jedn<span class="_ _2"/>ostki <span class="_ _2"/>Dominującej <span class="_ _3"/>powołuje <span class="_ _2"/>i <span class="_ _3"/>odwołuje <span class="_ _3"/>Walne <span class="_ _2"/>Zgromadzenie. <span class="_ _3"/>Członkowie <span class="_ _2"/>Rady <span class="_ _3"/>Nadzorczej<span class="_ _2"/> </div><div class="t m0 x2 h3 y514 ff4 fs0 fc0 sc0 ls0 ws0">powoływani <span class="_ _11"> </span>są <span class="_ _c"> </span>na <span class="_ _11"> </span>okr<span class="_ _2"/>es  wspólnej <span class="_ _9"> </span>pięciole<span class="_ _2"/>tniej <span class="_ _11"> </span>kaden<span class="_ _2"/>cji. <span class="_ _c"> </span>Do <span class="_ _11"> </span>kompe<span class="_ _2"/>tencji <span class="_ _11"> </span>Rady  Nadzorczej <span class="_ _11"> </span>należą <span class="_ _11"> </span>spr<span class="_ _2"/>awy <span class="_ _11"> </span>pr<span class="_ _2"/>zewidziane<span class="_ _2"/> </div><div class="t m0 x2 h3 y515 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">Kodeksie <span class="_ _3"/>spółek <span class="_ _3"/>hand<span class="_ _2"/>lowych, <span class="_ _3"/>Statucie <span class="_ _3"/>Jedno<span class="_ _2"/>stki <span class="_ _3"/>Dominu<span class="_ _2"/>jącej <span class="_ _3"/>i</span> <span class="_ _2"/>Regulaminie <span class="_ _3"/>Rad<span class="_ _2"/>y <span class="_ _3"/>Nadzorczej,<span class="_ _2"/> <span class="_ _3"/>uchwalonym <span class="_ _3"/>pr<span class="_ _2"/>zez <span class="_ _3"/>Walne<span class="_ _2"/> </div><div class="t m0 x2 h3 y516 ff4 fs0 fc0 sc0 ls0 ws0">Zgromadzenie <span class="_ _e"> </span>Jednostki <span class="_ _e"> </span>Dominujące<span class="_ _2"/>j. <span class="_ _e"> </span>Rada <span class="_ _e"> </span>Nadzorcza<span class="_ _2"/><span class="ff2"> <span class="_ _e"> </span></span>sprawuje <span class="_ _e"> </span>stały <span class="_ _e"> </span>nadzór<span class="_ _2"/>  na<span class="_ _2"/>d <span class="_ _e"> </span>wszystkimi <span class="_ _e"> </span>obszarami <span class="_ _e"> </span>działalności<span class="_ _2"/> </div><div class="t m0 x2 h3 y445 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki Dominującej.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y517 ff3 fs0 fc0 sc0 ls0 ws0">Komitet Audyt<span class="_ _2"/>u Rady Nadzorczej<span class="_ _2"/> </div><div class="t m0 x2 h3 yb6 ff4 fs0 fc0 sc0 ls0 ws0">W roku obrotowym 2023 skład <span class="_ _2"/>Komitet Audytu Rady <span class="_ _2"/>Nadzorczej Je<span class="_ _2"/>dnostki Dominujące<span class="_ _2"/>j był następujący:<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x79 h3 y518 ff2 fs0 fc0 sc0 ls1 ws0">1.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">Bartosz Marczuk - <span class="ff4">Prze<span class="_ _2"/>wodniczący Komitetu <span class="_ _2"/>Audytu,<span class="_ _2"/></span> </span></span></div><div class="t m0 x79 h3 y519 ff2 fs0 fc0 sc0 ls1 ws0">2.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff4">Tadeusz Wesołowski <span class="ff2">-<span class="_ _2"/> </span>Członek Kom<span class="_ _2"/>itetu Audytu do dnia 18 wrze<span class="_ _2"/>śnia 2023<span class="_ _2"/> roku,<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x79 h3 y51a ff2 fs0 fc0 sc0 ls1 ws0">3.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">Tomasz Markowski - <span class="_ _2"/><span class="ff4">Członek Komitetu<span class="_ _2"/> Audytu,</span> </span></span></div><div class="t m0 x79 h3 y3ca ff2 fs0 fc0 sc0 ls1 ws0">4.<span class="ff7 ls0"> <span class="_ _19"> </span><span class="ff2">Marcin Murawski - <span class="ff4">Członek <span class="_ _2"/>Komitetu<span class="_ _2"/> Audytu od dnia 29 wrześ<span class="_ _2"/>nia 2023 roku<span class="_ _2"/>.</span> </span></span></div><div class="t m0 x2 h3 y51b ff4 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _9"> </span>z <span class="_ _9"> </span>§ <span class="_ _9"> </span>2 <span class="_ _9"> </span>Regulam<span class="_ _2"/>inu <span class="_ _9"> </span>Kom<span class="_ _2"/>itetu <span class="_ _9"> </span>Audytu <span class="_ _9"> </span>Rady <span class="_ _9"> </span>Nadzo<span class="_ _2"/>rczej <span class="_ _9"> </span>Jed<span class="_ _2"/>nostki <span class="_ _9"> </span>Dominującej <span class="_ _11"> </span>w <span class="_ _9"> </span>skład <span class="_ _9"> </span>K<span class="_ _2"/>omitetu <span class="_ _9"> </span>Audytu <span class="_ _9"> </span>wchodz<span class="_ _2"/>i </div><div class="t m0 x2 h3 y51c ff2 fs0 fc0 sc0 ls7 ws0">co<span class="ls0"> <span class="ff4">najmniej <span class="_ _9"> </span>3 <span class="_ _11"> </span>członków, <span class="_ _11"> </span>w <span class="_ _9"> </span>tym<span class="_ _2"/> <span class="_ _9"> </span>Przewodniczą<span class="_ _2"/>cy. <span class="_ _9"> </span>Cz<span class="_ _2"/>łonków <span class="_ _11"> </span>Komitetu <span class="_ _11"> </span>Audytu <span class="_ _9"> </span>po<span class="_ _2"/>wołuje <span class="_ _9"> </span>ze<span class="_ _2"/> <span class="_ _9"> </span>swego<span class="_ _2"/> <span class="_ _9"> </span>grona <span class="_ _11"> </span>i <span class="_ _9"> </span>odwołuje <span class="_ _11"> </span>Rada </span></span></div><div class="t m0 x2 h3 y51d ff4 fs0 fc0 sc0 ls0 ws0">Nadzorcza Jednostki Dominującej. Członkowie Komitetu Audytu powoływani są <span class="_ _d"/>na<span class="_ _2"/> okres kadencji Rady <span class="_ _0"/>Nadzorczej Jednostki </div><div class="t m0 x2 h3 y51e ff4 fs0 fc0 sc0 ls0 ws0">Dominującej. <span class="_ _f"/>Do <span class="_ _a"/>kompetencji <span class="_ _a"/>Komitetu <span class="_ _f"/>Audytu <span class="_ _a"/>należą <span class="_ _f"/>spr<span class="_ _2"/>awy <span class="_ _f"/>prz<span class="_ _2"/>ewidziane <span class="_ _f"/>w <span class="_ _f"/>Regu<span class="_ _2"/>laminie <span class="_ _f"/>Komit<span class="_ _2"/>etu <span class="_ _f"/>Audytu, <span class="_ _a"/>uchwalonym<span class="_ _2"/> </div><div class="t m0 x2 h3 y51f ff4 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _a"/>Radę <span class="_ _f"/>Nadzo<span class="_ _2"/>rczą <span class="_ _a"/>Jednostk<span class="_ _2"/>i <span class="_ _f"/>Dominujące<span class="_ _2"/>j <span class="_ _a"/>oraz <span class="_ _a"/>w <span class="_ _a"/>ustawie <span class="_ _a"/>z<span class="_ _2"/><span class="ff2"> <span class="_ _2"/></span>dnia <span class="_ _a"/>11 <span class="_ _a"/>maja <span class="_ _a"/>2017 <span class="_ _a"/>roku <span class="_ _a"/>o <span class="_ _a"/>biegłych <span class="_ _a"/>rewidentach<span class="_ _2"/>, <span class="_ _f"/>f<span class="_ _2"/>irmach </div><div class="t m0 x2 h4 y520 ff4 fs0 fc0 sc0 ls0 ws0">audytorskich oraz nadzorze p<span class="_ _2"/>ublicznym (Dz. U. z 2023<span class="_ _2"/> roku poz. 101<span class="_ _2"/>5 z późn. zm.) („<span class="_ _3"/><span class="ff3">Ustawa</span><span class="ls3">”).</span><span class="ff2"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf26"><div class="pc pc26 w0 h0"><img alt="" class="bi xa y521 w6 h50" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAAzCAIAAACBjBuQAAAACXBIWXMAABYlAAAWJQFJUiTwAAAA+ElEQVR42u3WwQ0AIAgEQTH23/JZgz8wMxWQ47NrAQBAb5XECgAAdLZNAACAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAAvnAmHl1VPgfAUEmMAK8uCoAGY7L4YLwAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">38<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y40 ff2 fs0 fc0 sc0 ls1 ws0">36.12.<span class="ff7 ls0">  <span class="ff4">Informacje dotyczące Kom<span class="_ _2"/>itetu Audytu Rady Nadzor<span class="_ _2"/>czej <span class="_ _2"/>Jednostki Dominującej<span class="_ _2"/><span class="ff2"> </span></span></span></div><div class="t m0 x2 h4 y522 ff5 fs0 fc0 sc0 ls0 ws0">Wskazanie osób sp<span class="_ _2"/>ełniających ustawo<span class="_ _2"/>we kryteria niezależn<span class="_ _2"/>ości<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y523 ff4 fs0 fc0 sc0 ls0 ws0">Osobami spełniającymi kr<span class="_ _2"/>yteria niezależności w rozum<span class="_ _2"/>ieniu art. 1<span class="_ _2"/>29 ust. 3 <span class="_ _2"/><span class="ff2">Ustawy </span>byli wsz<span class="_ _2"/>yscy członkowie Komitetu<span class="_ _2"/> Audytu.<span class="_ _2"/><span class="ff2"> </span></div><div class="t m0 x2 h4 y524 ff5 fs0 fc0 sc0 ls0 ws0">Wskazanie <span class="_ _7"> </span>osób <span class="_ _15"> </span>posiad<span class="_ _2"/>ających <span class="_ _15"> </span>wie<span class="_ _2"/>dzę <span class="_ _15"> </span>i <span class="_ _7"> </span>umiejętności <span class="_ _7"> </span>w<span class="_ _0"/> <span class="_ _15"> </span>zakr<span class="_ _2"/>esie <span class="_ _7"> </span>rachunkowości <span class="_ _15"> </span>lub <span class="_ _7"> </span>badania <span class="_ _15"> </span>sprawozdań </div><div class="t m0 x2 h4 y525 ff3 fs0 fc0 sc0 ls0 ws0">finansowych<span class="_ _2"/>, ze wskazaniem<span class="_ _2"/> sposobu ich nabycia<span class="_ _2"/> </div><div class="t m0 x2 h3 y526 ff4 fs0 fc0 sc0 ls0 ws0">Osobami posiadającym<span class="_ _2"/>i wiedzę i umiejętności w za<span class="_ _2"/>kresie rachunko<span class="_ _2"/>wości lub badania spr<span class="_ _2"/>awozdań fin<span class="_ _2"/>ansowych w<span class="_ _2"/><span class="ff2"> rozumieniu<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y527 ff4 fs0 fc0 sc0 ls0 ws0">art. 129 ust. 1 Ustawy byl<span class="_ _2"/>i wszyscy członkowie <span class="_ _2"/>Komitetu Audytu.<span class="_ _3"/><span class="ff2"> </span></div><div class="t m0 x2 h3 y528 ff4 fs0 fc0 sc0 ls0 ws0">Bartosz <span class="_ _3"/>Marczuk <span class="_ _f"/>jest <span class="_ _3"/>ab<span class="_ _2"/>solwentem <span class="_ _f"/>Politechniki <span class="_ _3"/>Wrocła<span class="_ _2"/>wskiej <span class="_ _3"/>na <span class="_ _f"/>kierunku <span class="_ _f"/>matematyka <span class="_ _f"/>stosowana. <span class="_ _3"/>Członek <span class="_ _f"/>ACCA <span class="_ _3"/>od<span class="_ _2"/> <span class="_ _3"/>2002 </div><div class="t m0 x2 h3 y529 ff4 fs0 fc0 sc0 ls0 ws0">roku. <span class="_ _16"> </span>Współzałożyciel <span class="_ _16"> </span>Stowarzyszenia <span class="_ _16"> </span>Interim <span class="_ _b"> </span>M<span class="_ _2"/>anagers <span class="_ _16"> </span>w<span class="ff2"> </span>Polsce. <span class="_ _16"> </span>Karierę <span class="_ _16"> </span>zawodową <span class="_ _b"> </span>r<span class="_ _2"/>ozpoczął <span class="_ _16"> </span>w <span class="_ _b"> </span>firmie <span class="_ _16"> </span>doradczo<span class="_ _2"/><span class="ff2">-</span></div><div class="t m0 x2 h3 y52a ff2 fs0 fc0 sc0 ls0 ws0">audytorskiej <span class="_ _9"> </span>Price <span class="_ _a"/>Water<span class="_ _2"/>house <span class="_ _9"> </span>w <span class="_ _a"/>1<span class="_ _2"/>996 <span class="_ _a"/>r<span class="_ _2"/>oku. <span class="_ _a"/>Od<span class="_ _2"/> <span class="ff4">1998 <span class="_ _9"> </span>roku <span class="_ _a"/>pr<span class="_ _2"/>acował <span class="_ _a"/>w <span class="_ _9"> </span>dziale <span class="_ _9"> </span>Corporate <span class="_ _9"> </span>Finance <span class="_ _9"> </span>firmy <span class="_ _9"> </span>Arthur <span class="_ _a"/>Andersen. </span></div><div class="t m0 x2 h3 y52b ff2 fs0 fc0 sc0 ls0 ws0">W latach 20<span class="_ _2"/>01-<span class="ff4">2005 <span class="_ _2"/>zatrudnion<span class="_ _2"/>y <span class="_ _2"/>w <span class="_ _2"/>firmie <span class="_ _2"/>doradztwa <span class="_ _2"/>strate<span class="_ _2"/>gicznego <span class="_ _2"/>CII <span class="_ _2"/>Group. <span class="_ _2"/>Od <span class="_ _2"/>20<span class="_ _2"/>05 <span class="_ _2"/>roku <span class="_ _2"/>prowadzi <span class="_ _2"/>działalność <span class="_ _2"/>doradczą </span></div><div class="t m0 x2 h3 y52c ff2 fs0 fc0 sc0 ls0 ws0">w <span class="_ _3"/>zakr<span class="_ _2"/>esie <span class="_ _f"/>optymalizacj<span class="_ _2"/>i <span class="_ _f"/>funkcjo<span class="_ _2"/>nowania <span class="_ _f"/>firm <span class="_ _f"/>produkcy<span class="_ _2"/>jn<span class="ff4">ych <span class="_ _f"/>pod<span class="_ _2"/> <span class="_ _f"/>nazwą <span class="_ _f"/>Marczuk<span class="_ _2"/> <span class="_ _f"/>Recovery, <span class="_ _f"/>w <span class="_ _f"/>ra<span class="_ _2"/>mach <span class="_ _f"/>której <span class="_ _f"/>współpracu<span class="_ _2"/>je </span></div><div class="t m0 x2 h3 y52d ff4 fs0 fc0 sc0 ls0 ws0">głównie <span class="_ _3"/>ze <span class="_ _f"/>spółkami <span class="_ _f"/>portfelowym<span class="_ _2"/>i <span class="_ _3"/>funduszy <span class="_ _f"/>private <span class="_ _f"/>equity. <span class="_ _3"/>D<span class="_ _2"/>yrektor <span class="_ _f"/>Zarządzający <span class="_ _f"/>AB <span class="_ _3"/>Dvarcioniu <span class="_ _f"/>ker<span class="_ _2"/>amika <span class="_ _3"/>(Litwa)<span class="_ _2"/> <span class="_ _3"/>w <span class="_ _f"/>latach </div><div class="t m0 x2 h3 y52e ff2 fs0 fc0 sc0 ls1 ws0">2005<span class="ls0">-2006. <span class="_ _2"/>W <span class="_ _2"/>latach <span class="_ _2"/>2009-<span class="ff4">20<span class="_ _2"/>13 <span class="_ _2"/>CFO, <span class="_ _2"/>Członek <span class="_ _2"/>Zarządu <span class="_ _2"/>Grupy <span class="_ _2"/>Kofola<span class="_ _2"/> S.A. <span class="_ _3"/>Prezes</span> <span class="_ _2"/><span class="ff4">Zar<span class="_ _2"/>ządu <span class="_ _2"/>Yawal <span class="_ _2"/>S.A. w <span class="_ _2"/>lata<span class="_ _2"/>ch <span class="_ _2"/>2014<span class="_ _2"/></span>-</span>2015. </div><div class="t m0 x2 h3 y52f ff2 fs0 fc0 sc0 ls0 ws0">W  okresie  2016-2020  oraz  2022-<span class="_ _2"/><span class="ls1">2023  </span><span class="ff4">Prezes  Zarządu  Anwis  Sp.  z  o.o.  Ukończył  kurs  dla  doradców  inwestycyjnych<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y530 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">publicznym obrocie pap<span class="_ _2"/>ierami wartościowymi.<span class="_ _2"/></span> </div><div class="t m0 x2 h3 y531 ff4 fs0 fc0 sc0 ls0 ws0">Tomasz <span class="_ _a"/>Markowski <span class="_ _a"/>jest <span class="_ _a"/>absolwentem <span class="_ _a"/>Wydziału <span class="_ _a"/>Finanse <span class="_ _a"/>i <span class="_ _a"/>Bankowość <span class="_ _a"/>Akademii <span class="_ _a"/>Ekonomiczne<span class="_ _2"/>j <span class="_ _f"/>w <span class="_ _9"> </span>Katowicach <span class="_ _f"/>oraz <span class="_ _a"/>Liceum<span class="_ _2"/> </div><div class="t m0 x2 h3 y532 ff4 fs0 fc0 sc0 ls0 ws0">Ekonomicznego <span class="_ _9"> </span>w <span class="_ _11"> </span>Ełku <span class="_ _9"> </span>o <span class="_ _11"> </span>profilu <span class="_ _9"> </span>Finan<span class="_ _2"/>se <span class="_ _9"> </span>i <span class="_ _9"> </span>Rachu<span class="_ _2"/>nkowość. <span class="_ _9"> </span>Karier<span class="_ _2"/>ę <span class="_ _9"> </span>zawodową <span class="_ _11"> </span>rozpoczął <span class="_ _9"> </span>w <span class="_ _11"> </span>2007 <span class="_ _9"> </span>roku<span class="_ _2"/> <span class="_ _9"> </span>w <span class="_ _9"> </span>PTE <span class="_ _11"> </span>Skarbiec<span class="_ _2"/><span class="ff2">-</span></div><div class="t m0 x2 h3 y533 ff2 fs0 fc0 sc0 ls0 ws0">Emerytura <span class="_ _9"> </span>S.A. <span class="_ _9"> </span>na<span class="_ _2"/> <span class="_ _9"> </span>stanowisku <span class="_ _11"> </span>analityk<span class="_ _2"/>a <span class="_ _9"> </span>rynku <span class="_ _11"> </span>akcji. <span class="_ _9"> </span>W <span class="_ _9"> </span>latach <span class="_ _11"> </span>2009<span class="_ _2"/>-2011 <span class="_ _9"> </span>zatr<span class="_ _2"/>udniony <span class="_ _9"> </span>w <span class="_ _11"> </span>Skarbiec <span class="_ _9"> </span>TFI <span class="_ _11"> </span>S.A., <span class="_ _9"> </span>najpierw <span class="_ _11"> </span>na </div><div class="t m0 x2 h3 y1df ff4 fs0 fc0 sc0 ls0 ws0">stanowisku <span class="_ _2"/>analit<span class="_ _2"/>yk <span class="_ _2"/>rynku <span class="_ _3"/>akcji, <span class="_ _2"/>a<span class="_ _2"/> <span class="_ _2"/>od <span class="_ _2"/>wrze<span class="_ _2"/>śnia <span class="_ _2"/>2010 <span class="_ _3"/>roku <span class="_ _2"/>jako <span class="_ _2"/>zar<span class="_ _2"/>ządzający <span class="_ _3"/>funduszem. <span class="_ _3"/>W<span class="_ _2"/><span class="ff2"> latach <span class="_ _2"/>2<span class="_ _2"/>012-</span>2014 <span class="_ _3"/>odpowiadał <span class="_ _2"/>za </div><div class="t m0 x2 h3 y1e0 ff4 fs0 fc0 sc0 ls0 ws0">zarządzanie <span class="_ _7"> </span>Otwartym <span class="_ _15"> </span>Fundus<span class="_ _2"/>zem <span class="_ _15"> </span>Emer<span class="_ _2"/>ytalnym <span class="_ _7"> </span>w <span class="_ _15"> </span>PTE <span class="_ _7"> </span>Warta <span class="_ _15"> </span>S.A<span class="_ _2"/><span class="ff2">. <span class="_ _7"> </span>Od </span>października <span class="_ _7"> </span>2014 <span class="_ _15"> </span>roku <span class="_ _7"> </span>współuczestniczy </div><div class="t m0 x2 h3 y1e1 ff2 fs0 fc0 sc0 ls0 ws0">w <span class="ff4">zarządzaniu <span class="_ _d"/>fundu<span class="_ _2"/>szem <span class="_ _0"/>inwestycyjnym Total <span class="_ _d"/>FIZ. <span class="_ _0"/>Posiada <span class="_ _d"/>li<span class="_ _2"/>cencję <span class="_ _0"/>doradcy <span class="_ _d"/>in<span class="_ _2"/>westycyjnego <span class="_ _0"/>nr <span class="_ _d"/>326<span class="_ _2"/> oraz <span class="_ _d"/>tytuł <span class="_ _d"/>CFA <span class="_ _d"/>(<span class="_ _3"/><span class="ff9">Chartered </span></span></div><div class="t m0 x2 h3 y1e2 ff9 fs0 fc0 sc0 ls0 ws0">Financial Analyst<span class="ff2">) i CIIA (<span class="_ _2"/></span>Certified<span class="_ _2"/> International Investmen<span class="_ _2"/>t Analyst<span class="ff2 ls3">).<span class="ls0"> </span></span></div><div class="t m0 x2 h3 y4d1 ff4 fs0 fc0 sc0 ls0 ws0">Marcin <span class="_ _23"> </span>Murawski <span class="_ _23"> </span>jest <span class="_ _20"> </span>ab<span class="_ _2"/>solwentem<span class="_ _2"/> <span class="_ _20"> </span>Wydziału <span class="_ _23"> </span>Zarząd<span class="_ _2"/>zania<span class="_ _2"/> <span class="_ _20"> </span>(<span class="_ _2"/>specjalizacji <span class="_ _23"> </span>„Zarządzanie <span class="_ _23"> </span>finansa<span class="_ _2"/>mi”) <span class="_ _23"> </span>Uniwersytetu </div><div class="t m0 x2 h3 y534 ff4 fs0 fc0 sc0 ls0 ws0">Warszawskiego, <span class="_ _a"/>gdzie <span class="_ _9"> </span>w <span class="_ _a"/>1997 <span class="_ _a"/>roku <span class="_ _a"/>uzyskał <span class="_ _a"> </span>dyp<span class="_ _2"/>lom <span class="_ _a"/>z <span class="_ _a"/>wyróżnien<span class="_ _2"/>iem. <span class="_ _a"/>Członek <span class="_ _9"> </span>ACCA <span class="_ _a"/>od <span class="_ _a"/>2000 <span class="_ _a"/>roku <span class="_ _9"> </span>Uprawnienia <span class="_ _a"/>biegłego </div><div class="t m0 x2 h3 y1e5 ff4 fs0 fc0 sc0 ls0 ws0">rewidenta <span class="_ _a"/>w <span class="_ _f"/>Wie<span class="_ _2"/>lkiej <span class="_ _a"/>Brytanii <span class="_ _a"/>zdobył <span class="_ _a"/>w<span class="ff2"> <span class="_ _2"/></span>roku <span class="_ _a"/>2003. <span class="_ _a"/>W <span class="_ _f"/>tym <span class="_ _9"> </span>samym <span class="_ _a"/>roku <span class="_ _a"/>uzyskał <span class="_ _a"/>uprawnienia <span class="_ _a"/>bie<span class="_ _2"/>głego <span class="_ _a"/>rewidenta <span class="_ _a"/>w <span class="_ _a"/>Polsce, </div><div class="t m0 x2 h3 y1e6 ff2 fs0 fc0 sc0 ls0 ws0">a w <span class="ff4">roku <span class="_ _a"/>2005 <span class="_ _a"> </span>zosta<span class="_ _2"/>ł <span class="_ _a"/>certyfikowanym<span class="_ _2"/> <span class="_ _a"/>audytorem <span class="_ _9"> </span>wewnętrznym. <span class="_ _a"/>Karier<span class="_ _2"/>ę <span class="_ _a"/>zawodową <span class="_ _a"/>rozp<span class="_ _2"/>oczął <span class="_ _a"/>w <span class="_ _a"/>1<span class="_ _2"/>997 <span class="_ _a"/>roku <span class="_ _a"/>na <span class="_ _9"> </span>stanowisku </span></div><div class="t m0 x2 h3 y1e7 ff2 fs0 fc0 sc0 ls0 ws0">Kontrolera <span class="_ _16"> </span>Finansowego <span class="_ _16"> </span>w <span class="_ _b"> </span>TC<span class="_ _2"/>H <span class="_ _b"> </span>Com<span class="_ _2"/>ponents <span class="_ _16"> </span>Sp. <span class="_ _16"> </span>z <span class="_ _b"> </span>o.o. <span class="_ _16"> </span>W <span class="_ _16"> </span>latach <span class="_ _16"> </span>1997 <span class="_ _16"> </span>- <span class="_ _16"> </span><span class="ff4">2005 <span class="_ _16"> </span>piastował <span class="_ _16"> </span>stanowisko <span class="_ _16"> </span>Menedżera<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y1e8 ff2 fs0 fc0 sc0 ls0 ws0">w Departamencie <span class="_ _2"/>Audytu<span class="_ _2"/> w <span class="_ _2"/>Pricewater<span class="_ _2"/>houseCoopers <span class="_ _2"/>Sp. z<span class="_ _2"/> o.o. <span class="_ _2"/>W<span class="_ _2"/> latach <span class="_ _2"/>2005 <span class="_ _3"/>- <span class="ff4">2012<span class="_ _2"/> był<span class="_ _2"/> </span>Dyre<span class="_ _2"/>ktorem <span class="_ _2"/>Departamentu <span class="_ _2"/>Audytu </div><div class="t m0 x2 h3 y535 ff4 fs0 fc0 sc0 ls0 ws0">Wewnętrznego w <span class="_ _0"/>Grupie Ubezpieczeniowej Warta –<span class="ff2"> </span>KBC <span class="_ _d"/>GR<span class="_ _2"/>OUEP NV <span class="_ _d"/>or<span class="_ _2"/>az Sekretarzem K<span class="_ _0"/>omitetó<span class="_ _2"/>w Audytu <span class="_ _0"/>w TUIR <span class="_ _d"/>W<span class="_ _2"/>ARTA </div><div class="t m0 x2 h3 y536 ff4 fs0 fc0 sc0 ls0 ws0">S.A. <span class="_ _2"/>oraz <span class="_ _3"/>TUNŻ <span class="_ _3"/>WARTA <span class="_ _3"/>S.A. <span class="_ _2"/>Od <span class="_ _3"/>roku <span class="_ _3"/>2012 <span class="_ _3"/>pełni <span class="_ _3"/>funkcje <span class="_ _2"/>niezależnego <span class="_ _3"/>członka <span class="_ _3"/>rad <span class="_ _3"/>nadzorczych <span class="_ _2"/>i<span class="_ _3"/><span class="ff2"> </span>komitetów <span class="_ _3"/>audytu <span class="_ _3"/>spółek </div><div class="t m0 x2 h3 y537 ff2 fs0 fc0 sc0 ls0 ws0">notowanych na GPW: GT<span class="_ _2"/>C S.A., CCC S.A. (do 20<span class="_ _2"/>19 roku), Apator<span class="_ _2"/> S.A., SecoWar<span class="_ _2"/>wick S.A. i Asseco<span class="_ _2"/> Business Solutions <span class="_ _2"/>S.A. </div><div class="t m0 x2 h3 y538 ff2 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _7"> </span>nienotowanych: <span class="_ _7"> </span>SANTANDER-<span class="_ _2"/>AVIVA <span class="_ _7"> </span>JV <span class="_ _7"> </span>TU <span class="_ _7"> </span>S<span class="_ _0"/>.A. <span class="_ _7"> </span>oraz <span class="_ _7"> </span>SANTANDER-<span class="ff4">AVIVA <span class="_ _7"> </span>JV <span class="_ _7"> </span>TUNŻ <span class="_ _7"> </span>S.A. <span class="_ _15"> </span>Jest <span class="_ _7"> </span>członkiem<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y539 ff4 fs0 fc0 sc0 ls0 ws0">Stowarzyszenia <span class="_ _2"/>Niezależnych <span class="_ _3"/>Członków <span class="_ _2"/>Rad <span class="_ _2"/>Nadzorczych, <span class="_ _2"/>Człon<span class="_ _2"/>kiem <span class="_ _2"/>Założycielem <span class="_ _2"/>“Klubu <span class="_ _2"/>Szefó<span class="_ _2"/>w <span class="_ _2"/>Audytu <span class="_ _2"/>Wewnętrznego”,<span class="_ _2"/> </div><div class="t m0 x2 h3 y53a ff4 fs0 fc0 sc0 ls0 ws0">członkiem Instytutu Audytor<span class="_ _2"/>ów Wewnętr<span class="_ _2"/>znych oraz Krajowej Izby <span class="_ _2"/>Biegł<span class="_ _2"/>ych Rewidentó<span class="_ _2"/>w. <span class="ff2"> </span></div><div class="t m0 x2 h4 y53b ff5 fs0 fc0 sc0 ls0 ws0">Wskazanie <span class="_ _f"/>osób <span class="_ _f"/>po<span class="_ _2"/>siadających <span class="_ _f"/>wiedzę <span class="_ _f"/>i <span class="_ _f"/>umiejętno<span class="_ _2"/>ści <span class="_ _f"/>z <span class="_ _f"/>zakresu <span class="_ _f"/>branży, <span class="_ _f"/>w <span class="_ _f"/>której <span class="_ _f"/>działa <span class="_ _f"/>Jednostka <span class="_ _f"/>Dom<span class="_ _2"/>inująca, <span class="_ _f"/>ze </div><div class="t m0 x2 h4 yb0 ff3 fs0 fc0 sc0 ls0 ws0">wskazaniem spo<span class="_ _2"/>sobu ich nabycia<span class="_ _2"/> </div><div class="t m0 x2 h3 y53c ff4 fs0 fc0 sc0 ls0 ws0">Osobami posiadającym<span class="_ _2"/>i wiedzę i umiejętności z zakr<span class="_ _2"/>esu branży, <span class="_ _2"/>w której działa Jednostka <span class="_ _2"/>Dominują<span class="_ _2"/>ca w rozumieniu art. 129<span class="_ _2"/> </div><div class="t m0 x2 h3 y53d ff2 fs0 fc0 sc0 ls0 ws0">ust. <span class="ff4">5 Ustawy był Tom<span class="_ _2"/>asz Markowski.<span class="_ _2"/></span> </div><div class="t m0 x2 h3 y53e ff4 fs0 fc0 sc0 ls0 ws0">Tomasz <span class="_ _11"> </span>Markowski <span class="_ _11"> </span>jest <span class="_ _11"> </span>zawodo<span class="_ _2"/>wo <span class="_ _11"> </span>związany <span class="_ _11"> </span>z <span class="_ _11"> </span>rynkiem <span class="_ _11"> </span>kapitałowym <span class="_ _11"> </span>od <span class="_ _11"> </span>ponad <span class="_ _11"> </span>10 <span class="_ _11"> </span>lat. <span class="_ _11"> </span>W <span class="_ _11"> </span>tym <span class="_ _11"> </span>okresie <span class="_ _11"> </span>zdobywał <span class="_ _c"> </span>wiedzę </div><div class="t m0 x2 h3 y53f ff2 fs0 fc0 sc0 ls0 ws0">i <span class="ff4">umiejętności <span class="_ _3"/>z <span class="_ _2"/>za<span class="_ _2"/>kresu <span class="_ _3"/>różnych <span class="_ _3"/>branż <span class="_ _3"/>gospodarki, <span class="_ _3"/>w <span class="_ _2"/>tym<span class="_ _2"/> <span class="_ _2"/>m<span class="_ _2"/>edycznej <span class="_ _3"/>i <span class="_ _3"/>jej <span class="_ _2"/>segmentu <span class="_ _f"/></span>-<span class="_ _2"/> <span class="_ _2"/>diag<span class="_ _2"/>nostyki <span class="_ _3"/>laborato<span class="_ _2"/>ryjnej, <span class="_ _3"/>tj. <span class="_ _2"/>obszaru </div><div class="t m0 x2 h3 y540 ff4 fs0 fc0 sc0 ls0 ws0">podstawowej  działalno<span class="_ _2"/>ści  Jedno<span class="_ _2"/>stki <span class="_ _e"> </span>Dominującej,  popr<span class="_ _2"/>zez  spotk<span class="_ _2"/>ania  z <span class="_ _e"> </span>analitykami  br<span class="_ _2"/>anżowymi <span class="_ _e"> </span>oraz  zar<span class="_ _2"/>ządami  spółek </div><div class="t m0 x2 h3 y541 ff2 fs0 fc0 sc0 ls0 ws0">krajowych <span class="_ _a"/>i <span class="ff4">zag<span class="_ _2"/>ranicznych, <span class="_ _9"> </span>przepr<span class="_ _2"/>owadzanie <span class="_ _9"> </span>własnych <span class="_ _9"> </span>analiz <span class="_ _a"/>br<span class="_ _2"/>anży <span class="_ _9"> </span>i</span> <span class="ff4">poszczegó<span class="_ _2"/>lnych <span class="_ _9"> </span>spółek <span class="_ _9"> </span>oraz <span class="_ _9"> </span>wizytacje <span class="_ _9"> </span>spółek <span class="_ _a"/>wraz<span class="_ _2"/> </span></div><div class="t m0 x2 h3 y542 ff2 fs0 fc0 sc0 ls0 ws0">z <span class="ff4">obserwacją i</span> <span class="ff4">oceną procesu p<span class="_ _2"/>rodukcyjnego.<span class="_ _2"/></span> </div><div class="t m0 x2 h4 y1f4 ff5 fs0 fc0 sc0 ls0 ws0">Wskazanie, <span class="_ _2"/>czy <span class="_ _2"/>na <span class="_ _2"/>rzecz<span class="_ _2"/> <span class="_ _2"/>Jednostki <span class="_ _2"/>Dom<span class="_ _2"/>inującej <span class="_ _2"/>były<span class="_ _2"/> świ<span class="_ _2"/>adczone <span class="_ _2"/>przez <span class="_ _2"/>f<span class="_ _2"/>irmę <span class="_ _2"/>audytorsk<span class="_ _2"/>ą <span class="_ _2"/>badającą <span class="_ _2"/>jej <span class="_ _2"/>sprawozd<span class="_ _2"/>anie </div><div class="t m0 x2 h4 y1f5 ff5 fs0 fc0 sc0 ls0 ws0">finansowe <span class="_ _9"> </span>dozwolone <span class="_ _a"/>usługi <span class="_ _a"/>niebędące <span class="_ _9"> </span>badaniem <span class="_ _a"/>i <span class="_ _a"/>czy <span class="_ _a"/>w <span class="_ _9"> </span>związku <span class="_ _a"/>z <span class="_ _a"/>tym <span class="_ _a"/>dokon<span class="_ _2"/>ano <span class="_ _a"/>oceny <span class="_ _a"/>niezależności <span class="_ _9"> </span>tej <span class="_ _f"/>f<span class="_ _2"/>irmy </div><div class="t m0 x2 h4 y1f6 ff5 fs0 fc0 sc0 ls0 ws0">audytorsk<span class="_ _2"/>iej oraz wyrażano zgodę n<span class="_ _2"/>a św<span class="_ _2"/>iadczenie tych<span class="_ _2"/> usług <span class="ff3"> </span></div><div class="t m0 x2 h3 y543 ff4 fs0 fc0 sc0 ls0 ws0">W <span class="_ _2"/>2023 <span class="_ _3"/>roku <span class="_ _3"/>firma <span class="_ _3"/>audytorska <span class="_ _3"/>badająca <span class="_ _f"/>sprawozdanie <span class="_ _3"/>finansowe<span class="_ _2"/> <span class="_ _3"/>Jednostki <span class="_ _2"/>Dom<span class="_ _2"/>inującej <span class="_ _3"/>nie <span class="_ _3"/>świadczyła <span class="_ _3"/>na <span class="_ _3"/>jej <span class="_ _2"/>rzecz<span class="_ _2"/> <span class="_ _3"/>innych </div><div class="t m0 x2 h3 y435 ff4 fs0 fc0 sc0 ls0 ws0">usług.<span class="ff2"> </span></div><div class="t m0 x2 h3 y544 ff7 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1b"> </span><span class="ff2"> </span></div></div></div><div class="pi"/></div><div class="pf w0 h0" id="pf27"><div class="pc pc27 w0 h0"><img alt="" class="bi xa yc w6 ha" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xb hb yd ff4 fs3 fc0 sc0 ls0 ws0">GRUPA KAPITA<span class="_ _0"/>ŁOWA CORMAY<span class="ff2"> </span></div><div class="t m0 xc hb ye ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie Z<span class="_ _0"/>arządu z działalnoś<span class="_ _0"/>ci za rok zakończo<span class="_ _0"/>ny 31 grudnia 202<span class="ff2">3 roku </span></div><div class="t m0 xd hb yf ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff2"> </span></div><div class="t m0 x2 hc y10 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 hd y11 ff2 fs4 fc0 sc0 lsa ws0">39<span class="ls0"> </span></div><div class="t m0 x2 hc y12 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y40 ff5 fs0 fc0 sc0 ls0 ws0">Wskazanie <span class="_ _11"> </span>głównych<span class="_ _2"/> <span class="_ _9"> </span>zało<span class="_ _2"/>żeń <span class="_ _9"> </span>op<span class="_ _2"/>racowanej <span class="_ _11"> </span>polityki <span class="_ _11"> </span>wyboru<span class="_ _2"/> <span class="_ _9"> </span>firmy <span class="_ _11"> </span>audytorsk<span class="_ _2"/>iej <span class="_ _9"> </span>do <span class="_ _11"> </span>przepr<span class="_ _2"/>owadzania <span class="_ _11"> </span>badania <span class="_ _11"> </span>oraz </div><div class="t m0 x2 h4 y41 ff5 fs0 fc0 sc0 ls0 ws0">polityki <span class="_ _e"> </span>świadcze<span class="_ _2"/>nia <span class="_ _e"> </span>przez <span class="_ _e"> </span>firmę <span class="_ _e"> </span>audytorską <span class="_ _e"> </span>p<span class="_ _2"/>rzeprowadzającą <span class="_ _e"> </span>badan<span class="_ _2"/>ie, <span class="_ _e"> </span>przez <span class="_ _e"> </span>podmioty <span class="_ _e"> </span>powiązane <span class="_ _e"> </span>z <span class="_ _e"> </span>tą <span class="_ _e"> </span>firmą </div><div class="t m0 x2 h4 y26d ff5 fs0 fc0 sc0 ls0 ws0">audytorsk<span class="_ _2"/>ą oraz przez członka sieci f<span class="_ _2"/>irmy au<span class="_ _2"/>dytorskiej<span class="_ _2"/> dozwolonych usług niebęd<span class="_ _2"/>ących badaniem<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y43 ff4 fs0 fc0 sc0 ls0 ws0">Głównymi <span class="_ _7"> </span>założeniami <span class="_ _7"> </span>polityki <span class="_ _7"> </span>Jednostki <span class="_ _7"> </span>Dominującej <span class="_ _7"> </span>wybor<span class="_ _2"/>u <span class="_ _7"> </span>firmy <span class="_ _7"> </span>audytorskiej <span class="_ _7"> </span>do <span class="_ _7"> </span>przeprowadzenia <span class="_ _7"> </span>badania <span class="_ _7"> </span>są: </div><div class="t m0 x2 h3 y74 ff2 fs0 fc0 sc0 ls0 ws0">(i) <span class="ff4">niezależność w <span class="_ _2"/>wybor<span class="_ _2"/>ze, (ii) <span class="_ _2"/>zapewnienie <span class="_ _2"/>zachowania <span class="_ _2"/>wymogu<span class="_ _2"/> <span class="_ _2"/>bezstronności <span class="_ _2"/>i niezależn<span class="_ _2"/>ości fir<span class="_ _2"/>my <span class="_ _2"/>audytorskiej, (ii<span class="_ _2"/>i) zakaz </span></div><div class="t m0 x2 h3 y75 ff4 fs0 fc0 sc0 ls0 ws0">klauzul <span class="_ _9"> </span>umown<span class="_ _2"/>ych <span class="_ _11"> </span>wpływających<span class="_ _2"/> <span class="_ _9"> </span>na <span class="_ _11"> </span>wybór, <span class="_ _11"> </span>(iv) <span class="_ _9"> </span>zapewn<span class="_ _2"/>ienie <span class="_ _9"> </span>za<span class="_ _2"/>chowania <span class="_ _11"> </span>jakości <span class="_ _11"> </span>prac <span class="_ _11"> </span>audytorskich <span class="_ _11"> </span>i <span class="_ _9"> </span>zna<span class="_ _2"/>jomości <span class="_ _11"> </span>branży </div><div class="t m0 x2 h3 y98 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki Dominującej przez <span class="_ _d"/>firm<span class="_ _2"/>ę audytorską, (v) <span class="_ _d"/>zapewnienie zgodności z <span class="_ _0"/>prawem okresu <span class="_ _0"/>pracy danej firmy <span class="_ _d"/>audytorskiej dla </div><div class="t m0 x2 h3 y123 ff4 fs0 fc0 sc0 ls0 ws0">Jednostki  Dominującej  or<span class="_ _2"/>az  (vi)  zapewnien<span class="_ _2"/>ie  przez  firmę  audyt<span class="_ _2"/>orską  dogodn<span class="_ _2"/>ych  dla  Jednostki  Dom<span class="_ _2"/>inującej  warunków<span class="_ _2"/> </div><div class="t m0 x2 h3 y124 ff2 fs0 fc0 sc0 ls0 ws0">czasowych i kosztowych p<span class="_ _2"/>rac. </div><div class="t m0 x2 h3 yc5 ff4 fs0 fc0 sc0 ls0 ws0">Głównymi <span class="_ _d"/>założen<span class="_ _2"/>iami <span class="_ _d"/>polityk<span class="_ _2"/>i <span class="_ _d"/>Jedn<span class="_ _2"/>ostki <span class="_ _d"/>Dominującej świadczenia <span class="_ _d"/>usług <span class="_ _d"/>dozwolonych są: <span class="_ _d"/>(i) <span class="_ _d"/>możliwo<span class="_ _2"/>ść <span class="_ _d"/>świadczen<span class="_ _2"/>ia <span class="_ _d"/>wyłączn<span class="_ _2"/>ie </div><div class="t m0 x2 h3 y1ff ff4 fs0 fc0 sc0 ls0 ws0">usług <span class="_ _2"/>niebędących <span class="_ _2"/>usługami <span class="_ _2"/>zabronionym<span class="_ _2"/>i, wyłącznie <span class="_ _2"/>pod <span class="_ _2"/>war<span class="_ _2"/>unkiem <span class="_ _2"/>uzyskania <span class="_ _2"/>każdorazo<span class="_ _2"/>wej zgo<span class="_ _2"/>dy <span class="_ _2"/>Komitetu <span class="_ _2"/>Audytu <span class="_ _2"/>Rady </div><div class="t m0 x2 h3 y200 ff2 fs0 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _11"> </span>Jednostk<span class="ff4">i <span class="_ _11"> </span>Dominują<span class="_ _2"/>cej, <span class="_ _11"> </span>wydawanej <span class="_ _11"> </span>po<span class="_ _2"/> <span class="_ _11"> </span>przeprowadzeniu <span class="_ _11"> </span>oceny <span class="_ _11"> </span>zagr<span class="_ _2"/>ożeń <span class="_ _11"> </span>i <span class="_ _11"> </span>zabezpieczeń <span class="_ _11"> </span>niezależnośc<span class="_ _2"/>i <span class="_ _11"> </span>firmy </span></div><div class="t m0 x2 h3 y201 ff2 fs0 fc0 sc0 ls0 ws0">audytorskiej oraz (ii) <span class="_ _2"/>w <span class="ff4">stosownyc<span class="_ _2"/>h przypadkach świadczen<span class="_ _2"/>ie usług zgodnie z wytyc<span class="_ _2"/>znymi Komitetu <span class="_ _2"/>Audytu. <span class="_ _2"/></span> </div><div class="t m0 x2 h4 y545 ff5 fs0 fc0 sc0 ls0 ws0">Wskazanie <span class="_ _7"> </span>czy <span class="_ _7"> </span>rekomend<span class="_ _2"/>acja <span class="_ _7"> </span>dotycząca <span class="_ _7"> </span>wyboru <span class="_ _7"> </span>firmy <span class="_ _7"> </span>audytorskiej <span class="_ _7"> </span>do <span class="_ _7"> </span>przeprowadzenia <span class="_ _7"> </span>badania <span class="_ _7"> </span>spełniała </div><div class="t m0 x2 h4 y546 ff5 fs0 fc0 sc0 ls0 ws0">obowiązujące <span class="_ _9"> </span>warunki, <span class="_ _a"/>a <span class="_ _a"/>w <span class="_ _a"/>przypadku<span class="_ _2"/>, <span class="_ _a"/>gdy <span class="_ _a"/>wybó<span class="_ _2"/>r <span class="_ _a"/>firmy <span class="_ _a"/>audytorskiej <span class="_ _a"/>n<span class="_ _2"/>ie <span class="_ _a"/>dotyczył <span class="_ _a"/>przed<span class="_ _2"/>łużenia <span class="_ _a"/>umowy <span class="_ _a"/>o<span class="_ _3"/><span class="ff3"> b<span class="_ _2"/>adanie </span></div><div class="t m0 x2 h4 y547 ff3 fs0 fc0 sc0 ls0 ws0">sprawozdan<span class="_ _2"/>ia <span class="_ _b"> </span>finansowego <span class="_ _b"> </span><span class="ff5">–</span> <span class="_ _e"> </span>czy <span class="_ _b"> </span>rekomendacja <span class="_ _b"> </span>ta <span class="_ _e"> </span>z<span class="_ _2"/><span class="ff5">ostała <span class="_ _e"> </span>sp<span class="_ _2"/>orządzon<span class="_ _2"/>a <span class="_ _b"> </span>w <span class="_ _e"> </span>następstwie <span class="_ _b"> </span>zorganizowanej <span class="_ _b"> </span>przez </span></div><div class="t m0 x2 h4 y548 ff5 fs0 fc0 sc0 ls0 ws0">Jednostkę Do<span class="_ _2"/>minującą procedury wybo<span class="_ _2"/>ru spełniającej obowiązujące k<span class="_ _2"/>ryteria<span class="_ _2"/><span class="ff3"> </span></div><div class="t m0 x2 h3 y1dd ff4 fs0 fc0 sc0 ls0 ws0">Rekomendacja <span class="_ _d"/>dot<span class="_ _2"/>ycząca wyboru <span class="_ _d"/>firmy <span class="_ _d"/>audyto<span class="_ _2"/>rskiej <span class="_ _d"/>do<span class="_ _2"/> <span class="_ _d"/>pr<span class="_ _2"/>zeprowadzen<span class="_ _2"/>ia <span class="_ _d"/>badania<span class="_ _2"/> <span class="_ _d"/>spełniała<span class="_ _2"/> <span class="_ _d"/>obowiązu<span class="_ _2"/>jące <span class="_ _d"/>warunki<span class="_ _2"/> <span class="_ _d"/>i <span class="_ _0"/>nie <span class="_ _d"/>zosta<span class="_ _2"/>ła </div><div class="t m0 x2 h3 y549 ff4 fs0 fc0 sc0 ls0 ws0">sporządzona  w  następstwie  zorganizowanej  przez  Jednostkę  Dominującą  procedury  wyboru  spełniającej  obowiązujące </div><div class="t m0 x2 h3 y22 ff2 fs0 fc0 sc0 ls0 ws0">kryteria na podstawie zwol<span class="_ _2"/>nienia zawar<span class="_ _2"/>tego w art. 130 ust. 5 Usta<span class="_ _2"/>wy.<span class="_ _2"/> </div><div class="t m0 x2 h4 y54a ff5 fs0 fc0 sc0 ls0 ws0">Wskazanie liczby od<span class="_ _2"/>bytych po<span class="_ _2"/>siedzeń Komitetu Au<span class="_ _2"/>dytu<span class="ff3"> </span></div><div class="t m0 x2 h4 y54b ff4 fs0 fc0 sc0 ls0 ws0">W 2023 roku Komitet Audytu Rad<span class="_ _2"/>y Nadzorczej Jednost<span class="_ _2"/>ki Dominują<span class="_ _2"/>cej odbył 3 posiedzenia.<span class="_ _3"/><span class="ff3"> <span class="ff2"> </span></span></div><div class="t m0 x2 hc y54c ff1 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"/></div></div><div class="loading-indicator"><img alt="" src="data:image/png;base64,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"/></div></body><ds:Signature xmlns:ds="http://www.w3.org/2000/09/xmldsig#" Id="ID-4cef79a7-552d-47eb-b448-b9971d1b996a">
<ds:SignedInfo Id="ID-fbc5a0c8-450c-4938-9aba-2f4d7f88646c"><ds:CanonicalizationMethod Algorithm="http://www.w3.org/TR/2001/REC-xml-c14n-20010315"/>
<ds:SignatureMethod Algorithm="http://www.w3.org/2001/04/xmldsig-more#rsa-sha256"/>
<ds:Reference Id="ID-365d86e4-002a-48e1-8b0c-f184727672ba" URI=""><ds:Transforms><ds:Transform Algorithm="http://www.w3.org/TR/1999/REC-xpath-19991116"><ds:XPath xmlns="http://uri.etsi.org/01903/v1.3.2#">not(ancestor-or-self::ds:Signature)</ds:XPath>
</ds:Transform>
</ds:Transforms>
<ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>iE/xcZa3aRQIQI/DXEtKWyRPRZr8SMr0plrlgZCGzXk=</ds:DigestValue>
</ds:Reference>
<ds:Reference Id="ID-a8f033a9-7f24-47fe-9f7a-0456f4d88de8" Type="http://uri.etsi.org/01903#SignedProperties" URI="#ID-21461a65-8329-48dc-a6a4-0bebdee45513"><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>47DEQpj8HBSa+/TImW+5JCeuQeRkm5NMpJWZG3hSuFU=</ds:DigestValue>
</ds:Reference>
</ds:SignedInfo>
<ds:SignatureValue Id="ID-248e15b3-5d06-41ca-af98-222b072340c5">il/o3aGqFt5O8hy8ErgkKQ4hmvYyiyShTw3TaIXqBmRAMMhsIud8HQNyQ6U6FP3e
Cn2LzuBuXsnxiyiG1P4eiDfoVvRkJP08su2eSBU5yUgcZvP9AvYh3l6mIYDpCNqR
ZlAd+ZEb7BkhA6uZYO5NAG1LF1eQ1J9XXImmzbExrUxl8E5qMh8815h6Ezbyqi1r
X8s898jpz35ANDZnUAOlIgBL1PygKci24hQ4+zy3YeDR9z7ekTAtXzlusdeiSN/D
VcLB9wqDzCy6rD9rASzCU6A+vsju4wZ6o3tClKFeBAYYNSVNok8NG2/MGkdpPPqj
IPZRvwm98unnjqZtVaU+tA==</ds:SignatureValue>
<ds:KeyInfo><ds:X509Data><ds:X509Certificate>MIIG5TCCBM2gAwIBAgIUXqvi90KBeh1zra4n3IGBmJKVWNUwDQYJKoZIhvcNAQEL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</ds:X509Certificate>
</ds:X509Data>
</ds:KeyInfo>
<ds:Object><xades:QualifyingProperties xmlns:xades="http://uri.etsi.org/01903/v1.3.2#" Id="ID-1c2146d4-98f9-4c57-bb2b-228411c92dcb" Target="#ID-4cef79a7-552d-47eb-b448-b9971d1b996a"><xades:SignedProperties Id="ID-21461a65-8329-48dc-a6a4-0bebdee45513"><xades:SignedSignatureProperties><xades:SigningTime>2024-03-28T11:06:24Z</xades:SigningTime>
<xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>h3jZjFzVDzAW75MyiYsrfmsoDGU4qtmzRkd8bCsvVoA=</ds:DigestValue>
</xades:CertDigest>
<xades:IssuerSerial><ds:X509IssuerName>2.5.4.97=#0c10564154504c2d35323630333030353137,CN=COPE SZAFIR - Kwalifikowany,O=Krajowa Izba Rozliczeniowa S.A.,C=PL</ds:X509IssuerName>
<ds:X509SerialNumber>540478331401156189926605286308966036304376977621</ds:X509SerialNumber>
</xades:IssuerSerial>
</xades:Cert>
</xades:SigningCertificate>
</xades:SignedSignatureProperties>
<xades:SignedDataObjectProperties><xades:DataObjectFormat ObjectReference="#ID-365d86e4-002a-48e1-8b0c-f184727672ba"><xades:Description>Dokument w formacie xml [XML]</xades:Description>
<xades:MimeType>application/octet-stream</xades:MimeType>
</xades:DataObjectFormat>
</xades:SignedDataObjectProperties>
</xades:SignedProperties>
</xades:QualifyingProperties>
</ds:Object>
</ds:Signature><ds:Signature xmlns:ds="http://www.w3.org/2000/09/xmldsig#" Id="ID-2eb2d221-d1ef-41e5-a66b-6dea8c098163">
<ds:SignedInfo Id="ID-c7615fbc-8707-423d-ba2d-135f93e9e039"><ds:CanonicalizationMethod Algorithm="http://www.w3.org/TR/2001/REC-xml-c14n-20010315"/>
<ds:SignatureMethod Algorithm="http://www.w3.org/2001/04/xmldsig-more#rsa-sha256"/>
<ds:Reference Id="ID-1baea98f-4b58-4f1b-b8cc-9881721d8fd2" URI=""><ds:Transforms><ds:Transform Algorithm="http://www.w3.org/TR/1999/REC-xpath-19991116"><ds:XPath xmlns="http://uri.etsi.org/01903/v1.3.2#">not(ancestor-or-self::ds:Signature)</ds:XPath>
</ds:Transform>
</ds:Transforms>
<ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>iE/xcZa3aRQIQI/DXEtKWyRPRZr8SMr0plrlgZCGzXk=</ds:DigestValue>
</ds:Reference>
<ds:Reference Id="ID-5a66897c-e41f-4e5c-b4a7-1b2db5ff59cf" Type="http://uri.etsi.org/01903#SignedProperties" URI="#ID-ac11c28a-a796-4092-a6a9-b1ebf7abd5bd"><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>J8ORqGzk6il3l2sRP2g2jjDJfcRa88DucXPBlYdHPu4=</ds:DigestValue>
</ds:Reference>
</ds:SignedInfo>
<ds:SignatureValue Id="ID-bfde5564-0fd6-42e9-9140-32ee3c0368e3">OreLDdzuXBNwAoJ5BRmQeeM+ASPfhwEDKRwslwB7vORh8E0iZIK7UTVv5F4bkOZI
7TttC3geoNZkPjzmNL20/1kPTYbOlH+0l+m7yA4TnNfZVzzToRnbdgPFxvmqPin2
zLyLsgusT5UMG5tuW9htoylNy9MRrsVn9OcUmEjjO9UTDYuBD9ayzL/BZUIdKiWP
F3pBkOQaoWR2pS+/3V8CBPPq3BJ+BDEHOF09X/3qDlp3BpwE2dOSX937Adz9CcL1
HZXIL7uwoa72VvrpnHreE57ytSkZ8/UstqOMMhUq8T4siPw09hGsLlYcxRkFe6tU
JJzHT/N2ZTXf5mgGbVWzUg==</ds:SignatureValue>
<ds:KeyInfo><ds:X509Data><ds:X509Certificate>MIIG4TCCBMmgAwIBAgIUJiJkL46klcreyAP61oKvykUaS+YwDQYJKoZIhvcNAQEL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</ds:X509Certificate>
</ds:X509Data>
</ds:KeyInfo>
<ds:Object><xades:QualifyingProperties xmlns:xades="http://uri.etsi.org/01903/v1.3.2#" Id="ID-e052ab50-c217-4af3-8fe6-81f5e13dc43b" Target="#ID-2eb2d221-d1ef-41e5-a66b-6dea8c098163"><xades:SignedProperties Id="ID-ac11c28a-a796-4092-a6a9-b1ebf7abd5bd"><xades:SignedSignatureProperties><xades:SigningTime>2024-03-28T12:04:10Z</xades:SigningTime>
<xades:SigningCertificate><xades:Cert><xades:CertDigest><ds:DigestMethod Algorithm="http://www.w3.org/2001/04/xmlenc#sha256"/>
<ds:DigestValue>A4xCnf/yk4MZsbTH3r6pGGn7jZsg1yycpn7c+kxbSuo=</ds:DigestValue>
</xades:CertDigest>
<xades:IssuerSerial><ds:X509IssuerName>2.5.4.97=#0c10564154504c2d35323630333030353137,CN=COPE SZAFIR - Kwalifikowany,O=Krajowa Izba Rozliczeniowa S.A.,C=PL</ds:X509IssuerName>
<ds:X509SerialNumber>217708602039525314654769140748363181857353386982</ds:X509SerialNumber>
</xades:IssuerSerial>
</xades:Cert>
</xades:SigningCertificate>
</xades:SignedSignatureProperties>
<xades:SignedDataObjectProperties><xades:DataObjectFormat ObjectReference="#ID-1baea98f-4b58-4f1b-b8cc-9881721d8fd2"><xades:Description>Dokument w formacie xml [XML]</xades:Description>
<xades:MimeType>application/octet-stream</xades:MimeType>
</xades:DataObjectFormat>
<xades:CommitmentTypeIndication><xades:CommitmentTypeId><xades:Identifier>http://uri.etsi.org/01903/v1.2.2#ProofOfApproval</xades:Identifier>
</xades:CommitmentTypeId>
<xades:AllSignedDataObjects/>
</xades:CommitmentTypeIndication>
</xades:SignedDataObjectProperties>
</xades:SignedProperties>
</xades:QualifyingProperties>
</ds:Object>
</ds:Signature></html>