<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.8.0--><head><title>SZD-2026-04-21-1-pl.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
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ZWKbRaW21V3hYt2qL8LC9VIJP/OefeO5mg/b39ff6Eufe5d+7c5ZznPM/32c4FCEwEAC3k5gAGCGDUJgiaOjYLbOOhlk089+eOzQzCJNjEkN0c2b1Z4NtOdGyGZH+rVWNlaqyaiShdqoePlK7k5hz78UR2D8CnBNMH/saGuJ2gCgyHH268Izd3E0JnnDfXqTZgNbwIMjDRmHI0qGlBLpXgalNBTU5BkDH7Bo44MU1Dc8xUxDQMNCdiqipeqmRfpCmXy+1pyu15Y4/5X6DzUOchu72peMjcXRzdnHBGLonBiYITmhibmJ5nn5dewiwUFoqL7YXpleK1yTvEO5Nvim+ELSGtafychr6B/b2EqMOEkyBUDf2C3NYsDeEbS8DXLwIQ9KErHcm/SdgHx20GWzITzIEjQAUqdEABZAY+BQpQPPozoAENOo5VyKwwnZq6fLMJgWmaCD/b4W2qys8x146Q8Xl6Uqqq9kGnt5DSFcUlRE3bQc+Tgu2O1hm5KHJNZFWEjZjeAbg1NEw4eiESJqeKhMk9R/pQfU/ul/dGc+ZR3EK54iG8OITpYneOkEcO0cbqLx6waIONbt6IztjozJr7AhBwMzSk69I1uBngOPyvi5wAFkGxK7EFQk7WGvuYpi1LNS0RrMVU79KgluAwsXlpggPRzlxnzmpvyrXg8zaP7oJCtiFbVyvoUDgNtrbYoaAO62qBZbaNbW0Jw2AK7xw7Jo8P4ZnjPdERZy0pTJhzCZrw4hW9/dfvu/2/Swe+f/fB9e/0t838xozlT/7w5pueY2fri5unN5/28Z8vXVD61+/uOfQVOA3eAp/9+TO7TrxTfK6r7wePbNgwMACmls5lO9jT7Cw4HwBLAP8H/QDzobIVgbPHNWQnwNwYvImPm4aPS9HjLnCPg3d6xzXVsOzgcd8DgKsWRuDjJtLj1sH5cDFweiCE2nZUA4bBhXeAHNzEE67uG/gH5iXETsglHOsabZWGMAe8pO3XDmuMxvaVHtx0Ju6U7u6uMfTcawBgPuB24XMvdM8N/oIvWt8LO+Mw3jews9cO5uNc38DbvWfmIIy/gGrBMHytXK7b/f18PLb+Tu/tLO/edHxvNU4Arsrfn0cz8xflUT4MyI/zL5B7JT8uFseQ33YOHGQ20Wsv8q79PL52xgnDvfn38qiJ/HZmHuZD/s9r/Z+7vx8GALuRXnuW9/vj+NqNjgn3mu+ZaIMJTUcx8ibqG+iit2+W74DeAjlHI37+N+g9LPPO8Sy+h9QWONOGttBXWkR/aG8n13abOVcc41+bP1K+9iHYjK+N2XQvFiT4ghb9nTb4yF5fute7p3y9Q/R6o3B7GY6i8HOqjSYDfWIMGMhg+wYep2cxhly9G7MFHPhh6Rw4ns0CAywiEu0FgAYOOqNENa/zUpI1AA81htcywAFOflweOKFo3gDVAM0EAwBVY1GCBwIdgN3L8RCLR83p/bsvurBIxuboZphLbGKlPqa5dylr6DweWp05PKK4oMDX1Ta0hVtb2saOsVrh+NbTHzprYu3Y6ulhuXf8L2YsDDyqz6hbzM7Hj4TvcTvMwGfg61ieR38KEPoEQPR3LI8Pb+Jgk3kAXwpfqWZMDXymZMOPYeYngNzW4L/RpL1q0WvoLm6PJWinwjnoEiD1QCAzoHOM156j8Pf30e/PgEXv+4D/PTDB5WAeewE7A2sUA0RwAzSAJtAGOsEUMBOPzovAFeAacD1YBX7lXHrl0lnnnTd/7g23jOtYtrJxxIKF9WefqYoTHRaI+C+Zru8YUV8/ooOZm8w3B00zmpwx9brlyy+5fPLpX7lpbMvVi+3wuQXEjz+tgP9qL5yXis+7afG8eYtvYi6vlfXho0Zlay8HTe/uaW/as2+PZUfam5qazH17zD1WOybNPYSs/NDjYJO7Nn/jHn/SwV84HrdosK52TL61pcFbB7x1xFv73wsnbZ+8Pvn7k7czJ53fvx7zRnM+3/xtsvhX6+jW0fWEKrW14H/rW0ePbkXnkmV/nOxAXysf2/+T5nxLCz0Y/op8V5pPlv8iB3+bUMxDeNGMt0p/aG0d/R7egA9jokBOdjNewJ+2NI3pPxNTDzY351HaO6gkYOIg+dlb+eb8KEwQvkCE0Tj8R7HG6b0IHuCFPvSoEwAce4ABssAegCAm8twBxLyIRgMJPgpHAaLTOvo7ZphHOqb3d4BOTJsn8GJ0c42HPyBgwYk0s/OEw4HjIM3uJPhjI2bs+7nt+HISeIjiDyqpNyPA9aENjiJ28LI0nu3gx0PYdKAfj4z+DzoTm5L02yz+FgFeVl5lpPHcOLYDjMPHMR0IpbH8f1WWldtqHn8kmsvhuyp2TDcPmQfwKQ6YH4POzulm/wfTZs/t4ViAhV+H2dHVhcHJNgAEhxcRIOM6vqeFKMsAY7VaChzTGvpb23v5J/bCpYwEJ5V2nPhX6dt79uBnuJDpQdfTZ1DAt1yJAwY+66nN5LFy+MypzQ7LK7wscICFgON45WNJFBkGAUHskA1ptYQkrEyckGbkpXchw3Yg6GhWHsbU7qej5NZzpEXN/lyxgzYsudn+DryAWEi1kw+RSlilqZAVZMDxSATuA5i7I+30AfC9M610ubZlz8h3Ru9pZnpg5PDh0ofuksoksB0v1oA9uN/byFM4UdQBZNRxERYDq8AGwK7Dx6xjSYOaR4vFQ1RIJXowDBLxxeJ78JVa8SW279mzh/IRmIP1n4WxpQmqYKkCW8rxFMsFU5oWwQ9+sJegR0K4eFKygEr2gDDBk4DiSeDhydweio/wVV0uGXqmI/hMPDnTBxQwYuJjJ0b0Bj6lSfYAk0AxYJJ95VMOntOZwfJr0F3KXcYrOicJShRNCpwdmho7I3FeYH5ofuzcxBJhiXJpYGloSWxB4kZ0PX+dcpOxhn9EeMh8Jfo2epN/U/mTES/f0hDsGanAnpEK7BlZIVHsKUEgmZgTJsj4R/6B0sBB98BtBWltteXDUMuHoRaGoZjoKVgrAGEhFZ8pjdUaAv6hQPQOBe6hWwtgbaoMQIsUdRLSA6BeU8BiNyh60LOXT8fMJIbEm1Fa+dnAfhDGHxt/DPwhQHQcgaNdXV2JTVqQAk9NY+MUeLIe8CQsaNoYWaagHTIR0ZPZgIk15VjLJCiUn7Pk9XXXbV55+uLXH3/jxm++8Owttzz77FdumVpEr0MWnvr8RT2lgbdLpdIv1j+yDX6/9PAnh+GVcPHHi+7E/NiBsYaAeSyFGgalhyNZphYNBPg5GmELy6LEx45kmphKYVOGsFuEHJBKkW9TSR1/k1IJl6T60A5HRXIkkq42LSxKqgkWeGMPWe4BTaSZcp1kubuFMCIqX1C1bUQv6EiGhfzr7HcUO4DmpIJkHzn3ZnxqwvaKgg0ljEgdnZpMX3I1wpvkeuRq9GLOlFO4U/gd3Ev8DuGX4itJ4Sy1Sz1PX6Iu1G+ybwrcbb9ovx9/P3E4rr6kbAuglGyKPP/rZDyYTMbFZJyBSIwnGS1l9qEne2Za0OqD0S3kPgG5sR6IVHkI08oVTCuXmVYryCsir2NZQRgX7kC3gTQw4ThHtbZ0oovQNWgVYtF2VA+q4f2bKKsVjxAjp8M84vIYll6ekRNph2SxRh+V0281dxOBVrZ5HClhJs0qM2XyPxs4TAwgIOK1hD8+143rAkVYXI55j3StlhAEDaX6mNbepUgNapQHg2Xjx2p1bZ9MqCbbdhrE/10DR2ggJlCYmEDEHmKFE20oknniO5888+jNX/0efCHw2W9fP3rm07t+OD+1fv2Ejkt3fmX3+5cv+db37gnsfeuj9XOfe/HJuy4eTeTdQD/Wm11YDwhAR/cQbpxQhZHeZxXNeaJMSxX7uQqa9enegih6g5hnPULAe37m/eSY2zP4MF5Rfub99oi/E6n+Tji4EytKVxgIYV8qqB6h8N4lZNkjOJ+QdP82/D2Cu2dbAeqGieZgRP9pr0d8RkUvIoOgiwhbSSVLji6bzGbzCvFKaYF5F7PWfIV7md9pHjYVkeuCBTTLvFLZaP5T/af2T11iVVZjdUaRJY5lVU0XeUFQMS3yqoDRCVGqBtUOaUEN4q8Qw5B9IbKPSbNqEP9KSnGcmOIZvg8tcyQgqh86CCK0HSpY3yuOrabBZQJz7ix2L/sey6xlIdsHoaPMUncK76nMWhWqZNs0hL0CWiWsFpDwLePNP2BuPlLsjuEP/h89ZB6Kx8xDhzCLdcQPdR7oMA/h/2u4Ubkc5uY1o6J07arp9vY15u7d+u7dazh3jcXstI3K7GkbU+fMc1l+3txe1mBEYTtmcQwgKIPD5d3F3P/lX2KTyPcxox11qSgCyGI0rkKE76e1s5OKEMzwdbAV1jE1TKCGyTbwAoNaf4vmvvPj/u8+/hb8P49Ork22ctuPTYYvliaiefChF67/+r0YATyE5eqHmJct6hl610U1mMGcYUR7suzkukLd5XUrpNslflH8Wm6ZtEL5Gvc1hW8IS0y0YXgqXCVhUXKwgt8PflGtOdGCJAXs1PDhw4aBZFUKd1A1FshAjOLflsq/jVaIoejAUbyf/FYuRLO8amK+47HKdzIENPA2kaU8TxiBF8md8pT1+CBhS/68zJDzDvUH+ec1C5msmiTnVWVyNpUws0rOpcZH4Hv8gi9I9l09qTRMY5WUJr/FTHqUIhtKUBDTN3Csl3KtS/CEOOzIFJkUc6fM971COQL08BJjabI9nXqGvO4eFKD4g/sXw8IOoiiIfLPbIZalRHvj0yU2S/ZwLAq3LLVtCFyhCERYhYnNSymHeB4hAhBbrRqsm0NBXiBLHdXBmhYqH0fBOgzcMY1c+iGUfebVFZdfccf956/++X2lb8FTbxs3ddrkr/6g9Cd41YXZM+aNP+/B+0rrue1dL1x24VOtDS+uvmLTgtHMuVb48ulnXTPs+DpBHbdk8rk3jqZ48/KBv3HXca9jdNhE+GvLpWhxFYKubqStc9C5iFBp0KJdCpaBlVWrwe1Va8F3uB8zP9JeYHq1X2r7wIGqf1ZZul1lVVUxw/lGa3gyXT1FKwTPDxViV3JLqm6277W/wzyqfyf5DHwSPWP9Xg+AIIibQTPOYkH17ubGdkjAU7qx3TTwEEoEUiqTSLGSmTWmgiyxJOLVEb/bI363R7xulwuRbFqEWDLTTa0gUl4RY6lL57voPVekXYh7ExOei8+KuKC9SJBWLgeXJxwZSzbWME2VTfQxLb1LWUkNYGLzUpVxewt3dyvusVbiv4vwbF1tPe4Vu761hY0IuHNqeRQK2gRVsb27Ti394v1DpT98dwM8Y9ef4YhTXmrd9a1n/zr/qg/ufOIvCI3+5PjP4dW/ex/O2bT/1ZHrHvhh6ZNv7ih9eM+LLm7/AdZj8/DYN3DPzKCWgJ2uhmeI7gi1zJQBxMiQkTQU3fojqZo0jQSrHYrr6bCQZIr2o3QPHVhUS8Srq0y/YU2ZIlVMuCAWDyzzPx5Y//IH1mf+wEp9ycDyNotDRtPo5jNudMYyCUHkRU5kRZaPReNRxCsylgMyw4fCwXAgzPAJJlIDbR0vomKyBoZlqwbkiNtsOP53GywmNgHzy4ebN9Ii4UjYDgURHmeZmpaxLhBpyNbV/AB+/uN5X+lauWLGTd/cc0dpE2z/5o9GT5r+8NIZ60uvcdtDVWdfUtq7++lS6dmLW9aPHT3pw6c++NfwlGu7/RAzz0HcZwo4RHssxHMpURQEwLCk02QppQBRIHweNO28cB4zNS2nNSTHNVZCZU3vdYFUFmnS/4NIk6R/I9vUUy7wRoLXCdN98VacfuTAF+QZQdWcSGUXx2GzyG9M9guyy23QUI33+SFbf+IHTO7E75nbue3rS53Pl7T1pG2ewW1zB24bCbxO26aWts39Aiw3D26a76WxfYNQXPn/2R6O4tqtnggrfaE15FPm/9vWOAA6vYYoDmmJbbQlTmoC++QWeIZ558T7aGP/LPL049f3X47v9CosY1/AMjYDn6bPHk8EEyG0oAFeKAagzdTXgxo7gjLYfqJCMETuFkI+ktKZmhQvQZhtyNQPGev1FWO9vjzWtUJ9mmFwGzYsQAwWqwdoy1BoSFoGES85aRgKDXVyFbR8dQNsqPIbu8pv7KqyYK3KpmUolwWrTM13OZa99IIhgnW6WTzqtaRJm5IAHz/qlMPNibeJcsQfYl7gUT6RrUsk48lYkuHVrJkJZauzYobN1mWiWlUNCBuBGnxwMJAW8FYtl6mBSQUP96CFFymppgbUM3gBaAAGm88dZkcZjhEBAIqJbYxTX1+jQ0C5GEKdr8GifNtSXrIDAT1CxbpOxXpLU6vLy+SmqQ8FjslYQ6R7GIt3VFeLbRMeC3gWC/g2izkbXXV/ad+6P5Ye6+2Bs/70GIQPZDfUXLL1mjt2XV8zbg1E3/zK4dNQ5/Owf//yFS/AC//4JlzRe0Xft5uXrZ5+zu0z73psd+mz1Re3QQvzyJNY3tcS2QEnuzhPw5wQDoTyLJOS5HXyPhnJHEKKiOXiEFYQK1hB9FlhS0FMCwLGZB9TFsDEp45CYRmNEPLEJA5RaAYpNCuuJlEBxecDxecDxeWDbQXFHXOEPWV8U//B4BO9wVehDcKeKEprMK3N0hZoyzT2lK5ortjt64ZB7eCyU67D5SYsnjo72otNVEUQ7z8j4151tKUMAyAG3SKH6IDsHETcrRaJubZadXj55C50bNeufp7b3v8UmndsMurpn46f5iUsmG7Dbc7AWaTNe5D//IxPIMFrCAYTEzTPmPu83ODAp/GhnOqqTAYT5UOPu/1BD/XorQUi6xCH27Jn3Kl5um7Nu+uRze66cZi7rsu466qUu47G6doZrpn5NLeW28Dh8Y4xy/1gHdgI2CbggFngPXAYcHYa71wLGHo47XoQ9frsH36ffez32VHHdE052mc/ZN/sqlDXZ8yfu3k1tteKXd3LO/rLhhDuExqJGbSCerBwpJ3gtf5Lu4hNg9u5beBvzMXEjoExKv/My9AV/Ep0LX+XdpfFS1Tq9SpE6PXBeC+bMiRpCItLFSwuDbK4lJXl/2As9BTErNI38FEveXxKkKdWXLVACRfrkj0ODRQrxXQApgNOYFZgQYANwCyBwb6O/cjn5z97ymSavdVvrkNmsfto2UbAZqjrzjuUwy2FJdIW3IqSwVJdip+RtlXOQ5OBNhLvxTAENxwNBGdP2SAsu/SsxY27un7+1Z/vgeuiz9xyxoqvMJ+eiPX9evG7RKdi+5A7l8gMdB5t1xRT29YuSuMb5DH8WHmKfD5zJ/MHRrhOfot5C4MnIvUp6Gvk7mPv4Z5jPxI5mYVj2DdZ4v3e70h2TZ5JkwWG5D1qu0329uBt0VuzZF1F1zt77DDZ/65zRgxfM5M5VZRisVPZ4dHo6dj4EyRZEmWOYdk0Jwc5Dm9hicQHsVCSZcAhFuKhhcetzCAFArYPjXeMZg6u4zZyO7n9HMtNFck+pVmAaWz4bxQYoQ/d2fNvJRRWTUr6/9Xw+3QQHD1DnAq5QUTaX+w+dAR/iGLpIOKno4N8sGwhngXiJ8PraI7FhCCaHWIHnLYxOnvaxsSgH4GY6n8c1+V6Q8nG4R7VIk172Ilggjd1Ky+aupmXCCWbeEgD9w66coMDC48+x5JqcRuPiLWz5FObaMeD+t2tYUyG23nSBYrdLtYG21kn2E66ZEsGk6H2Cg9FFzkz7F5ezAHiykjgU/I8y+CuoNKTHSI9W7GqbvXGMKyRYA0UrId2oT9Cof9R9NUB0H/0MBakw9Af+n9y4hH0wUcl1uVFdjiNvzxJeVGFCGsuDohp4tVBT28RUFmqMn7nMWVMx/zHGPfoF6wL/susiw+KLqQl8A0wPnxFfqiYaocQfqrfYRn1z/Uufn8EAN7Az2Ayrj4QhyuuSEeYeIFIFdfT/AIRLq6aE3XNooAKy1JMcMTD3Ugo1SZfc4bKSAAiUVJ0IEpIVngqhUxPBB3bSkWQCUjAxHv2z/xnP9E7JO5CgiSdO3ea+/btJP7anMckwI/DVAtUfPN0ydAlS5ccXYqE3+sIhSguxrCLAEB90EMo06XgOxBF0sTVhMpyUE3Ldt6gCw7bwlDHlgxuTpk8ODkbJehJdqACsIGJCo7mAXDe7zB6WgDJsxxpOkLNPjyo3IcpVugSdxgknFUAGWIQJUT2OvVO9Ve4KdWz1LMMZhib0Uboc5kL2Ou0G/Q1mqggTmzXxuoz0TRmouCI07XTdfkR9CjzkPCQ+AzztMDbyND1Zg5hUYREVdOaORGTonqucS50IEKiKMkKVpO6bpJ+WmCvtpG9HT2DFcjozVxa7IOjt6iS7DtvPQ+tIxXktKOuUqCyHT+2DhV8LOrDKwOCCTLWQINA4airpbYVQNpYZkKzDxW2pbkF3GoO62j0TI9FkFDMPFI8UuyI9lPtQfyaeCtesXmgSDi4g8Yf/b+4eYj6O9fcSt2deIW1TdmtOfenQMXQQxx4E6CBN6k7c9pGFX/XWCmqtIHPNuky+RILHLL5xtaadn1ETbvWh8m2dr2ljZJbRuK9Iz3R0rW8u4jlCUYGRL4kHI1IdE4XVREZngOU/Ll4AFvpkbFtsAYDMlgHrUdgPbygORwbAy+C3I5SYUNpLrf9+KffPHPWd5kTxyazrx4fw+4/nqbjkuYXEdsRIToumajvghd97+bmgq344FSMqmE0h6E62yWOOHWWdfocUaVLhDGTIGJVJCKBYUSJRUgSRJbBUOJ4GUowFVCC8fdvwXKK5zkfQnFlWM25ox2jXSdOh1wxrcC0MktZoCxTViucIlbasZ5lm3bxtIZv+T+zZ9kvQuqyPVuB2HLFXAflmGL3kZMxtN2ObbD29jUsZRdfNzED+7dhlSSm8QIQ/YNlC7GrMC/0is7kdtyEO7dObhedFpdsaRewRiKOu60xTLa4JNlbR0lHqWsX9CD+BMj2ka0BTFa5ZBUmQ4T8bFNZRcGKce+yksqIAAonqybXT9oKCayH1vd+yaDtvzxRwnxzG7sK88zq46up7+xSbG+/w70BdJCALjKaFjdg0AwGE5FEgmVNNqhElAT7bGSr/rLORCLRBEpXOdbMwMyIE5/LzZXON+dYFwXmRS6KFuLnJ+6NPIrMWIph7JQihYYgzlAFm4R8xLm1EMqmBSj8rCKMLGBuJB0s+LAbE4epThMIpiQ9K5A4KelPgXQ5FcxCfHUVrDJ8xWn4TGSU7XMjS3inHGH2DPVAAfAVsjeWvHTQ3+F7Qotldpl+cti5WOxObFJs6gJVJCZGbWWGqYgkg5oWlvjPqI3cZoLWFmDlUbauFlwK74JjX4WTf9xb2vrS3tL2Z34Fq/7wJ5i48cNv/qb0B/RreBX8/q7Sj/78Xmndll/BeT8r/au0F+Zhogcq3yq97/s+2X483jUQhaNcZHuZtSSIppnTgheYFwRZRU1hcQ4iUddvZA/pEruiS2w/YNpTsLPiDtxBbsxDL4g0riCanmo84tikpcR4Og7x/3hU89tc89tcK4MV7f/VAfVFd1ysErMMxhq63U7xOsT3x1Gjl7g0NukqdUTpOnFERb/cEdUSSSHcM8NgDNbQBFLq1kTDHpi+9IGuj0uvlO6CN7/4g+LZo28v3c1t1+3Ltl61o9Tf/zwD71s1/2shzfU/P45l7nrcB1FQi1bRPqixFR3aY5Pzqi8Xr6pmJZrOIdKlQJf1xIwjz00D/oRQfULxCbtv4C89djyP14d7ahvyFtmuasib3trw1vj7P/ZUZd3v8fGmtybfO2dhIqNPTU5Nz1bmJ69KLpdu0G807pDvMh7WnjX6jIP63wwTj5+0ZQQty7AMVbITqCYelnmb5AhwUUkKR+KxVORnAzsrfOY7XZ9IJAJqailnRaOGoYupIeyVqmCv1KAxmsrq3+P9TBre5wXqaIlRlwtPo1/FdP2y+tX1TH1t1GewqM9g0TKDRf9TBuP/rUaoIybNFz2c3qiPHYh6fncCIDw+w1YP3mhvohkBbkIAh+0bwnu5yn/A8wo4sugY7YY53rLHE8ENuyl20LH8j8faLawhbPzRnWS7iY0Ts7Yaf8oivyuxWYoRJ5yjLI3FADSwrIe1VNB4HO16coaGxsKRcATWMaNQQzZH+dtNIKh5HN2z+7Wbfv369MY5Z4OBI7vmXH3+yJpp/w0fv+OhGQ8/UWrmts/81Y3fe7MqUz/j2lI3HH37feMUof9aprXtxilX3kkwBs0T5l4HzcwEmjVggQZfduCOzlbQ5ax13GOm14cxn4hjYkI1PU6riLaqFbRSQScr6IRPY7so6rEE8gnoEk5j4VLmUnYFs5JlMw1jmPbkGcxZwtlVk6on1k9umM10CfOrzm+8O6DXEacvYZ96n8j4RNYnGnyijnKWe7BLZHwi6xMNxEs0mVCNWrYe1TMNmbFGvm5iZlLTvHShbk5mqbJYW6JfHrwseqNyk3aTcat5bf2KzJ3MPcrd2j3G18076r+WeUB7yHgolPIMlpE1WTuRjUvZYTALwLC4zbaMzoLLsPDRRt6YuDuBEpmwNjLVkIEZLsyVA1VcaqSUSoUZqrCIy7bo+pbJqkhTWZoOuX8JZ2SmXtcUriZZlUqIArZ4EQ8z9bV4H8+lEiPjDhlF92N5fygMRlLnOwVyJkzDWXABXAbXQh72wY2OOjKVDgROn0MuzJFBrZEtciv4CaZKQzJ2hrqrPGbZWpCyYBgcRpS9rqM5w8jz0EE8LN5S46eK1fiyoMZPFcNtBLM2QZzkV7YvA+xy/oV9HhEVsdGeQ744/QB1RHnRTl+705AnSWIy+4u5A2RxhLQUHuYEVpGYdRdxUXUPjnJYuUHHfGIbTMCRifBIjprTI5VwimqgMONHg/CAbXJ9Wai1xQup1TeMwgRJ70lBL0YaCkbCbISGufFmfXb+Nu2iX916zXOzZ80/pbT0nEVXfOXTbz/x+Z3cdmP9sxsfbx8H35q7+qY7j3//l6V/Pgr/YF799fNPXzFx0hV1kYtzbU9cds3PFy567Tb93m/cdsHM1tYljadsue7avStWevmUzRhLbCf5QDBCbQfeF7uCT/C+j1f4X328vO/jFf4XHy+W4RxKYXYDmOs4VupDK3rSbnrLNj4NURMDGUxvgZ5X/aCjUFkveoL+U9/b8Rdf4p/wJXzJtaLJGcWtj1Y6Pkh+rdl/oPgBkekuehjqoO0FIs8g2mcMlbEtxDSrsWrGkMgVCpSq2HtKCU5bv/7YP0nbPY5xNIlJBOEpFAHIWWMuO1d8RWTDfV50Is+eIk5mp4rXGU9xBw1BBcgi6XW8FByiNIMVQyI46JgNZpFvS6GyLYVML0a137WlUDEdhunwrDBaEF4WXh1mwv8Wm20taDRc5VuCMtWgsq9BZX/0yGUNKrOe98LVoHJZg8rFELGpBjWo6xecbhY9F28ZNFNwliPojLdw225dyksAKa7RQiAZbLU8nEx9u7Ssx2IX7FpYOv7Gb0rHlu2asv7WN7dy209seqd04olvQO1DZuaJzS9tuWQXDLo8HANAuI5gMfQv0g8vAsNvWqwhcFt4nKgPHCs3uDHQXz6CGXKE3w3GYE4ay5f9cb7e8RuW9SUT4xP4er6G0/EpfK1oDHxUQQ8KQ3XgDXwZzUuY82intTAMZK1hdjbaDsZiuTE2ehaYYp1lT4nOBedbc+3zo+Yj4iMGsqLEnWzSpac1Wk0Yj+VCeS6vTuQmqtNC53HnqReEFnIL1SWhldxK9eaQwYWIj8rGkMJAIgFyna4BGaEKor094aQYluMQL4giJ2NGkDTdMNRgwLZD4Ug0Guob6OjhQDRN1qptkbUzLyRKacCRvHY8IiCIcqKYCkWDoVDUViUpFbIxaVuqYaRNK2iali2pYjTEGZaJhwW+JY6JmoYhSaKI8D1FbduygBiPROLmBAmeA9K4xc4BIfxxAAfP2ZomWS+xWB+8d5ML5Yrx2PT+eLS/Px7rj86YdNnED8r4zXcFEejm5aP7CW/TKx1DQ1eYgdfo5u7deNGx26cqF3DaRmP2tI3WoKdosy1H8ShyvUgZ/N3wSi8SGNg5rstzPemDX/SoDueQ/GRInZbLi6Bs8ldIJ0dTbZEjXQZRSPTy54gDicgo2Bqg7qPWgI1XgVZYB0keHYQ/KN38y/fq4+NkGPnodzPrkiM/+EXp6h2lVxuESLD0Ch5VnQ8/+Pd65t3+eOkf/7y3l/nJscls8b70ZVOOP0HHFo/tnMl4bKloAdUPCudlvqiYqBDxWoWI99BfOV9T5csjDFaMQeDTeBhhMTMh4DkCTlTEqI5VIIVPy/DP8IMbvmpS/xfVtK0gSuMZ9hSpb+BvPXaEBGb+5uiYYGN4wZCFRCyqKI3l/NE5BRNsI17YWXaYOFxu0tkr4ZX8lcq7PMuxDMOLgsTzEs9IskoyhtKyEpRlhWd4iSFAMEz2MmkEg5iVeVXhIVYoUOlDMUeSZYlBWPHpfSjqSKp0riOvlpHcB7c4mqKoacCcOxPdjxAieyQ8kIK+meMoVP2pnsr7i6cEUXSrpu+qWYBHQe6o69A6Ujxk9rurD4im68A0dSRj7l8zKpcTsd3C0dxPQq0hGZ8mXkzbGMGcmazI9RRVSWW3Y3nFDBxxs5kJDILUvJFo2AV/2L6BdzfFiOXSNQiPTubfXGIzVHhi0MhLFSz+RQk/IlUCxIyhTGzBVtcJ2gotdEr/q/+ANbMmnX4hTP6lfxu6iplemnzLLSvWwg0nevq/RXiT1vAR3oSzXbkvDvJI2Z8ou8Tmgq0TtWdoVv5MOEU8U2JkUZGQJzV1FegaVFIqFngpHgvE/o7O/t2eMMz9mMX9ByEryawoy9mqmnyjDD/HijQNWSzqWLlRSeYhWRDu6cFrlnBRgOzFP+FSAo8UOaUCUd4Bt+A7Z3HXJoDQLDoiEqeqnQpU4joEHH8OiGkEtWBxNv0IFlgk46Zj+pHuDvOAeaKchNRhtdP2JV5tDEOxqNJNTyItxx0Eu4s0Liah2pp2GK1pl0jQK9aOamknkV4CpDuATFM/gCjyHEU9vId6ci20TgaObSPQBwo1oWHok1lnnvgNGz/xShfzTC/z44VT168/IVyxnvhCpg4cZJPsaaARtDG1FAmNkDRpeEyLDx+mDR/ero0NtSXGDz9reFErDl+sLRq+oPke7c5h3wl/N/6sFmr0A8wNtL6GUE/FnmvcGtvRuDu2t/F3oXcaxYlhmCIGgUVAiG0P5muPITBoJqGqI9XR3Ijh+Xa2fcRZ7JkjCmJX7nJxUe46dY36ivq59nnOasvrkDWb6vORlppg9KJh1wxDw5JNeqd+v/6YPqBzj+kb9E90Rt/hi51tBZ3W+eh+eFwnNxEkFRo6rcPQeVLOo2c9mahHqcTbUtD1JBPpQ8/1REe4dqleiI6Q5dPnRB8MJpMCKD8LmNQgtyQZZdjF5sUAQ8LKiMhnFZLyhOeYUwqAp8M/U1NPoKFnwv7DhYb1LJEI9SSziVRu1BOvEmnPehKNV8ht19Mbrvfxcn0fusDRGxyQNbPpbHN2Q5ZrJ14qYkth0/ZNl9jh45ieQnZ0O/XJp+ryze0729G6dtgewZfZRk4eEf2oTyQTrW0SvVZp8qFRkzsUHavQVP8Sv5dH1Xwnj/igN1JJArRLeOcZVeB16i6iEo+PUj+RSp6Mp55DXqc+I5pyxY8eN5gkQ2qFXKsulzPxAKF1RIfKSJV6E3Pvv0/Q6QFs9OHNA24tS/nH3a7N7JZ+EJFHZRqJDYPuxDbA5HKqqg/rY0YSZ2OyQWZaKM0o0UgkGaRVHbib/dypTprEjNGtTdw1GZq+QGy+trHkb0y+wavxQNQIDFfBYDhSl2V4QUehIMmWxQcxHQtfWLzhxSkrzhyz5O0rYOuku1bdWLUxevW+u+96bpYpRWpfTEYu2X3N/JarFl35w2zV1+ZM/vEdM26bEdS1eH1GvnrkqV3d0e57pzkXTx11w+Hjd5w6Dr7TmDQbpzedueCCmadeT8bxnXgckziSCaqQTcfxzZBTjXpuDDeJ4zqrN1aj6uraZGvy9OSy6rXV/PhAR7gjfnb47HhRLGpzjWL4wvhical2pXF1+Or4zuq31Lcjb8f+EvhH5B+xv1btrx6ojqW5JqMp2Mx1Gg53tjGLu5x7u+p/2GOmaoZ0FoufRBKDFjmU1BWSXj/oVIpWQOZyqr1TW4jW71OgqTjKAmW1wrpZvAods0rUiyEf9T2sh/00FrcITyGzNtB0FupqIKykrMSKx2NCy2XCrQWrFdh++IDV/PAB60acqK3ZWgb/jMvzTqzAZBDaCeFauA5uhIchWw074UzIQGKgkkGLiRNOFRlekHI3pFYdtAl3Q8rdkESEybCih4bJLcMoTX2khQIwlprSNsQAI4y73M0vpPsOYObvHzogCMfj/zQR31Xk3csxQ/dC2dRDdG4GXWH5BC2R4wW3QDPX7hvCdZiDSYUcCpmgrraBCUbC5SkY4Mine5dvumRDt1P69KcvLkH5Od+87vkfXXvd89z2/v+5f+b9v15R+qT05vfhQy/NuXfPq/te3oO14KyBg8whrDfi6GJXf0cGDvuIUPYLiySfMHzC9AnSRRVpB05eX2VAg4jPWWAZYABrJxUhmmQVqIcEkbS1QNtaUGlcySRtLdBRv+eNl6m7zNxdbCEfWscmqbA6eUbgjMjswOzIgsCCyHfRd5nvaE+aT8ZVUYvJi9EiZjF3rbpMW609pW6RtspbVDWs3qn+FTF67UXGNcYqgzEgVgNOtplmni3At7UWrAP7wWEgAcNQwOA9JvGt08LKQRPVZ3OjYNTrItU3tQlAI+dHKnTDx+XDQL2Sq8aIERtGjp5zHaOOx8/Q8VoNjnWlcBrvonzmUCY7k7JWnLLWWcmQL7xDPmuHPOFdUwjV7xVgtdApIEGncTmZnECgWpk0sOsBUr3hI4xO5HeX3TAuG1akMy6fNrtu2jnEOILEOMLfLj9CssOW+8mxWHSaxQP4P/W/YYbtgr5BRKoRbKwhbDZKORYbETYVvYpQzr8erEZwZw/JkxrPcNnRRhiY6dhU9clP3i79a/mHd6//c/WG2Kp5dz335O2LvwHviGzbC6ug/DxEt214PLFk6S9ef3PXV2n8ZzLm3ffc2iMUoLLyFhmxWkbLaxM1bkxwTPJ8dJ58bnB28gq0kLtMujS4ILmz+g3u94F3Yu8H3g9+Evl77H0qE8PV1bk4EaTT4kSqCqNQvTYqPB6N0aahSdrk4FnJ8+WCdoX2Pv+38DF4RDdhiNEV08CyUhEsgIUl1joT5CHCslyfF22FYMcgKgYZyxgiV40vZbj6gpExzX0WNC3HWmCttrBkJYPFla+WTQSYRTEMkbQWT4aWReWtRd1UhCssnXCF5ee9WH5+i7XDvzssWlfaPp/ZPp/ZLp9tLdj1gh81IPEzwnunFF4S9grvCQMCS/hvpsAIKTqIKTQQUu7gpjxJ4ZkQpzwZS+VnVUhK4ril3qmycKQ73XRELDE7DniOK/IZFJUklyOxiSFiEpswDBYqOpAVV1YqguHKys5Wu516tWrG8HW1xLPr8htJFQsOSktm3GW7V/3+2sVvfG3BQ009/ennr73uR8/cfMPjd/7gvuNPPAaZe86ZgPRjk5H92q9//vLbr+12Y47TsH5OYXkZwjwXpjwXqQbJELY0i1xRmqNcxizhrpEuU8QQQYC0sTHhnEuoqiSdqch+izsWPBpnR9vjY6OTE+zp8QnJc+z5sXOTF9tXxS9O3sDfEDqKjkZNEIaGFonMChOnIhNOGmvNdSYyTTaRlAWwHT1HxquvyXY6tLNNLHceDGBZRgpvDv/fy8p7ChFHw7CU+hs1N+hPK6Dd/FGNnFRqGJ7fqEEtXk3yKTPZPFlvI9CzGlaHd/igeGsh3FrWCYMlOqKvq816wakfnvc5xmc0T1Q5uQJJDCszUZIykSvYkpR9aFo2YaKh6raYoyHDA3gfZqijNBrgOz1JGvABd0apjv5udxIE2y97o5mGCacKUDW1GmsErtkjdoJ9xOPCmmHCZdpSE5jNJgowpswGPBEnJ6iIkwW/4OqiC4tNOau1qdhdIebcjIOgUEPdqbCGTqXEMxduH/HxCx+WPoHBP/8e6vDEQXnzHZfe1/82OkcdV7j7lmdhIfJEL6zGOEWFjaV3S5+b6Q3br4QP3nnGlU+5vtYAZsTV3OsgAi90Mw+CEjRiTbHmmBNbFvuu+j3tWU2Ma43axtjOGBsj3Vgdr85XiRqjGkkZhlAuGGAZHsiPBWFwIOB217ZCwGEHy9Z8oRDxqqsUbFCwgEEPQJoS1DN6XJ6mBuWS1fm1AMYcIoZijobFkOctaaSekloimMAIz1/yqRcUDnpB4Y8ouqKphQRckbAxnVILPBGNvQi3gxpwFMrAd6qUe524V7BlToXFodyhoutfIeXi7ZZbuhE0LV4SeBHbNqZkJ4DFGwmYg7nht90Gc1iMLE9sAXI4QEINI3uXMrxs0LguVme0S1tb3IywujGtY/JtJDIUEUjvVcHWUJ21+bHHAvGvXXf2/MS4lnMn7t3LfOe+7iX5yefb35cnL7jkvhOXu7Li9NI5zEdYVqTAcDSM9tQCReGCI5RM8GxlUpCXqmJVI5RscERduzI2OFWZHCwIc5UrlWPy/4T0UXUjGk6rO63h7Ia1I9aNEMbWjB3WOWKyMrlm0rDzas4btki4tObSYQtGrB7xdsPBmo/rPmmwImE+1Ic29TYmAwJFPGYaNFO8s5oyNTZ50a2OySWThjypNqnK4VBrppVU8ldW739aUYbuV/LXF+RMNLovAs2IE1kQWR1hR+B+RHNGUF0UobooUtZFEaqLyExmdO9Hri4iR5GZzTxdFHFzRzGB1eaxCjl1zLumWoisNGAG1Fb7LFnts2S1x5KRQnX9S8Ze4z1jwGCrjU5jJsZ6vmgxPH01qmBQ0WLECeMZteSujCS5I4PqJ4PqJyOWG7Gyhqio3IxB6dLtxSXNSi1F1RSVOkc7sJg5QKcoIOsOLzOpG6MiPEzDDACBJEcRPW5xlcy2tm0pbnU+FGik8iPgWqcuvMdyCksRzHTVMBxx7c0GrL6Qq70iY/yU+0CFCrt8g9Jyxspb74rq8LqNfzp89W+//uJNT132p3U/++jRp2695Zn1N93wzNz4OZmWhfPaNt4LO955BML7Hll9YvFne2/4MTP8tztfeu0XL//ClSlkDrODNI72ilvbE8ZjPBQhueD7HWrjZ9gxzCRmu8bSXaFILB8RLdUKMhwERpITgoqsDsE1agVfqT7GcRoKakZyWsfmByS4U4JhCmrCDi36bKTLIGEfiThULFr+Sc08KU6Ok6gHls7VQj1AEomFUbORFIzS7aNbabbwDBr+i+TH5jeGD4fRsvC68MbwQJgNo6DPRkGfVYI+hwUzbrqjiW/vMJlIK42HzX7A0vQozwN8zIlQicb6FUQVSY/HXBMRICrCEDVMZ4SmzIpWou3unF8+1J07MpSv/LJt1zwkjmIqy3ReFzI6ryagJmIpRudeuw1gMQhzia2KDGSGM+hEYxyZ9cA1F/0CFzqbSsiqswjD6Jha0/uVndf9ZFrvtUtmfb0DG4afPlB88nv9F6HH19w8+xu39u/AcusuzBAdpOYICEh2q47kk6Nvg3NEYGJCzHP7n6hwnQ3SXAXN+nRvASm+xe4TvE8ImCiftL/CzhqkuQqarYgksl7vMj7B+4SAiYo7HYyWDNJcBc2WHX5tBWks6eeZ0lppnbRR2im9Jx2WBCBVS8uk1dJj3q790oAkV0vY9BNYxEg8s2Ngp3eG4QXmKxDwHM/KvJDhAPsYu47dyO5k97P8TvYwiwCbZvfhLZZ1PQ5oDltmNZayGiuTW2Cp4mR9xcn6sXaW+CdkwnbsDPFkhltO54MibJWrnAqquLwye2Lov8Q2VuZ44FB+iu+h7BQg80Jhlrqrt7eX/fvevcdDbPb42wC58+hRfrHhnS6/lKsnfEIth8F9Qq+M1g6N36o+oZWP8Qct4xOqT2geyMwUWC7DncK2cndyXETkOIFlEcsFANQUxARV1uIUoaJP6mifKLyQtIy1GAdFIlgTaBlZXqvAaqVTmakwpPrBaSN94FVDUAeRQt2fSop6slTSDYpIfVhUnyixQHB9zZSTNQnxCXXMMElEtBt0TicuoBwtNC33iNXausYU3fJyXTSNrGjKCSjpQgK4I/6kFLfEJkvAo96RllqGUtlVOa+vYBvVFCSgT+YcvLO3dGXt2Oq2sb2tEx4+i/3wt7/9/OZH9bMeYOcfX7d7+kIs7vC4Zz4jtVqM7eaw6+WIoDSkau3TiuFctmvLoJ73Cc7T08kC75qCfIGfJzGG9k/uKM9I/pwcbtal7BOST5DseIdmbc5hrpeRzacDNDR4uMduIKHCw714bXN0Rw3d4dyO9/Asy7F8mzQFswM/Up4rX89cK7/N/JUXnuJhHZ8VMmI7P07q1GZqXWwXP1fokm5lb+QelV7mf8e+yR/gPxT+xX8uhmxZ5hiGRaRQTBLxhiSKGbc8jGHZjFsyJuNhzpKaHZYjgXpFATLbBw1H4lgaIKkVyVYoTT01ppsuvRabU4O1YT4bK6o3WY6SAeXhU2Z7VJ7jAGUgxHi7E8zEkpqUA46m6ojyJ3BLJKmkIA5TrH6oRwhQxxWIqdp/10y5vJIzKWN6MJokY3UfJclYR3KHymF7bH5H2kmQi/ULykhlmYA5Vexg6NIL32nTJFgt3c4gKaqRFP1iNwmD0RxMaURVuyRWVXWQSrDNVaQg7I3NabraVONmW3bRKo1uQKvJXgD8wM7NNTSRf3OYrN7dbNIyMryiWypdbVL8Kg/ijyKXst9hoRgM46sFgx10QfJcN0fJj/+xKeEeDotdbjBhMIGMJvQbMpbaLGBFrFJZ3lWlbkqGX2nWKsE6KGAJCJ/7sLQYvvRu6fFV3PYTL8KNpev6F6Lqm0oX4HH0Naw/22jN7m1f1J7lEPmX6MqTdGL50C/RgCdpuoqzfkGvbStwVH3R6ty2cW6Vbn6Mu24e7a7dSQh3OhmM+QyumnuMe49jZ+LFYY6p5pZxq7kBjsVNIiPGBUnkTBQshbCF9BiAO8FhMpvgIGL6bBAxVVUgJpc5XftP9Iw/P19sYMDPIPOUGZjBDlVmOTrXqqvPKNxe/iW6qwfIbud53fa1Xlrk6+NcPottsjrmGppD+wAIVIgzc0he/iBtVdBVFW2crKATFXS8gq6qmM0rWUEnKuh4Ba1W5KRpFbReQRsVdKDCZDMraLuCtiroQAVEr4TrdgVtVdCaV/Eh+qUfJEvDma5o+Qx7gD0g/Xfk/TT3e+5oGkXEdJ0UTaQlhqlLJfkQsbIEyNfFY6a8LwPXZtZlUAarWT2z1oIWSz2YUeq9pNFT6sEMEiax6LR7hFEsRP2YVMtaNG5q+aUKg97MPljsifrOp8FUdS9QpBWimbUJmKBXSpSvlKBXSpBiSItcKUFBfIL60RNErlKzIqGSayb8WG0CX2orQK11/kXqfAFd5wnoYKEuA/cBSEIMqBoQMc1QMV31BTFNYQQIe7bDCd8TcsQJUiPCHQC6K7nrM33whp6TYYUbbKK2aEUIqlg5ERTZ7qeJWN3L3RLhTjrBKZlZqGKmC10NBrJB1UpAWwv5JobvKfu3INGRTTmOhSXklRCGIluXKoLE8ClMbl7Ku8ZtC8mS90diiM6gFyHeWGqSuAGASuPk8ZanFl/3cPVXfv2D53rq5p+27Nu9cxeefdt4NvvgjIsumbt9w9b+BvT9pReNf/DJ/ofR5htumPWdb/a/5duvH+BxHYYfUE9LgGP4AHrG7DP/yvwtcJg5GuBZghBqMd/eaMJHzH3R/dGBKJsWg3owbGP7FfJhTdZ0VR9ixOoVI18vG7HJgl4fpTZrlNqvCrVcFWq5KmXLVaEST6mlR9AAJ4WM1HLF2597AU/Zi4Qedet7FGocKxD/V2ZEiYSNEys2ejiKlkXXRTdGd0bZKINaQ2Gf98I+N4Z95BWmMvpor2V5hclfarzKJxmvVoXxynoSeadjn2wMz4iYRysTr11z9gg1aId8kfPnGKB1fZ2HBi3aMG9JsigLMsObWYvXE9CQbY/tyNQo3QQ+JBxJk8OYuRjOpizF+f4Sn53GurH6Sl5a88Nr31nw+CxT7h2+5MwVT7PZhzdMWja95db+FejOq6+a8MBr/S9S39zEgYNsA+YXDcTgAOGYraEoeeQAyYShfiEigy4jVIx+YQtyTJ3CnykW+C7xCn6RKObN8fb48JjoJHOaPS08KTqfmy+daxbtYvjc6FXcVdJC8yr7qvDC6PUwJPGcdgFzHneefIG6lLmMu0xeqsqRJCtYWEYGh3jgghXRoGDZA2cWgvUJ6m1LUIYjBXmut02gMR8vkOoH2Cnhlekdpp5Vr5SPEjsdvT6TbxYgEEwhLTBCObmEhArfw7KSTshBnPyY1n02KxtsuheGnIBHAVB14uWl8+kBGtMFScpW1HvviS8qvgGdtwI4+NJELiLghykHJ6FVvbATGB0njn5v7tlKXjK7c0UMUYtDOcyvCyThIZp0NZubLV3CXSKxBOpRUbVJsdwokcJG3ElnhYpSQfI6A+C93KDSwTbxybv/608wfPPf732vdOiFzWvu3Nxzx5rNKAAbvnFd6b/79/z9qzAFtddefe23//XqrylfrSktYmswX9kgBX9PJdFK1RxpnmpOM9nO9MY0qk4PU+uqWkItVadXLUuvTYvjI+MTUyNTE13iBer8yPzEYnGJusi8KrIksTP9evCd6Dvx11MHggdS+9MD6XAdmzNzoTHseHMyO9WcZ76v/L2qZCqWzoSTJG2DDyd1BeixISwVq2CpWJmlkoVY/T4ZmrIjL5BXy2yaMlba8ZLPP3AzHeWon4zuW2nlYno3hUMm48SgiekrYaAVtQ6GE32x5MUVnVjBzgDw5RkZfiKGWZGIYQ5JxDh6ciIGTT7D+oomYlRPaYvCIZkY5USM3JEDX8zBoEkYVvvQFAygW3qYuml1BYsdPtnHjCxrMupWI9zi6TFSG0LmKM42WEwFy6x5cvwDV961b/G179087/5R1lPX3fDjp1eu2FRaxP30nnPOuW/gkSdKx+89e3z/cebJPbtf/f2rv/4DxaV3YOZ5GfONBQXKNac0BaDJwjo2z57BzmYvZ1eyvGSJkihpAUvSACNChXY4kKXGtSIUa9MBGEC1J8/5jInydND/3rtZxuqfOVaFguDpSB6CTVwHJ19hVc6wp+z+MgfnAbN4ZDmZqIy0M0nzpp4OYL6yRqfV/8XlsJjYRsADxgxKHzO2AjNU4gU38CJg2X7HD09b1HnBhaedfvopFwZTbPbx7jPHP90wpXPB8v43SBvSd2HgNmxmU9TuKgezypgwRjwabXQgNFYMioYKOjvkRTCDdH0FXVdB11bQNRV0ugwWbimwtcHa8dJUaWJ9ofay2lukb0i31z8V+PGIXYwmReLRSPO0EW9GuASag5DZAuXofHG+NF+er8xX52uLxcXSYnmxslhdrPVmexsMUq5UP2xs/Ty5S1mYXdi4sm5l/er6b8nfUx9ofHjEg81Pys+qTzQ82diT/a9suNEH7bU+UecT9T7R6DpcvGMIUecT9T5RRSrm7VT7PLEho8psPJ0NscqoqjgJM9XGRtDEhFhnbGbsotiG2N4Yb8SqY9fE3oux1bH7Yyj2U8xGIczhNGLtBMnhJpnTwoT7IALQhHR+pZ5gOE8j2WSyGQhHza9aWoWqkiGBdZMoqVP0A9/x+YETILzIJkcp1XEYr485gWi+hfy8hYYio+6SyJMYnSM+lia/jKXJr2LUFxOjYWXy7QTJlY7oAiD4krOnINQPx+fbkmzfNxwOJ5cmpxnuV9AOd2dc4gnxEW3J4Tv8Tu8pDI/Te6lpGJ5f0LKzBXW2rG5BLSQ8Xw+irhVAh0/a7QYseQlB7pAQ28hNpj09Gy6k6w0qDA36IEaaBrEIZAuSGzFoHb4XznIT/h2rYNS+57uJYqO9uHmxe3rlDLFYl+QOLZ/hp2fmct0kel5hOhwiKUA5MrN4N83NJPY2qcwjq/JseREX0zkNI1N1XHBE1jJtM2AyfK2WTgCpUUhAbiRepIJ4s0avS4DaOk0Vh8kJ2NggyXyOTYBqs4qgP3eOPLqgRsfw3G233QYqJDrxWRcHd0DXCAEQVinZbNUolsruUUosHg9VUS0fGkwAJTN7D5nIiiZ9NoxCY/Jj275Q+4f/SIk6Dbl1bjbuvvmWG8ZkvvXyozMnjBv+zdm3/nSetVFdseiWxeFwU+L2lx4uLHr51r1vwVOTS5ZfNvHUumim5azbZky5sbE6d+bNV0TPnX9uW12yKiDXt064Zf68x85/nsr8+oFP0XDuURCBV1NfRHqI7a8MmTRskBYqaL6ClslcbNk8fUdEPSZWxyCAqiZDBoRNKWfIGBswimHWglqofYmS9qaLqcVKWoUDgjhJmrRAWCasFtYKLMAwcZ2wUdgp7BN4Oj2EN0/EEToSBFINSHP7XJvcI7yZI45RriYAlEAK4gb2cKgLtIXtaDGIwrGbLj/J0YPV9iEvVHbgSAfNBurvICrbam01X6ko+U5sYsJ0HghGITMptjjSUihrmqXLElXgMnn7Tq61paXJA3yZiJsYRML7VptFQvq05g2Z8bM7Llk64vbbe7ZsCeQaU48/Zp522Q/RpfdBYWnp6/f1f2v6iLjrR/oa1jX72Sy+8W1uvDROkmVCkTxKB8JkCoDDTswO5nMBWC8GwioMhBWsqi3cA6A1PMTCDFcgtXCFhRnORCPEFIxTOzNCLcyITUPr5WTzCNXTkbJtGQl6QXYvKhqh7osIsS010ugDEbgzAiMz4rQ2kpiV8cNxtCy+Lr4xPhBn4+WgSjlc44ViekjUtgweyEso0tI+ab/ESj54kMrgwQvYyjRMSytxaGiW2pUSDYpKM2JD3Hpe5POLBqQLJGjGbIcLIKioibOmrhkaqY0jc/BiI5JVE0ATLTdUMnz4bRjT5Wg1KWZ/i7omGCXMU0bo9FNp3eywhiyNkEQGp7ZjOm/5/YVPzDSVXsW6+pxzvnFK7/d6z7xq5pgV6IH+nq+PnnLO7PvvQu3H3y7XZm3DfGBz/8CG5WA0hNhIP6sIfWueF9+bstj33XLlKCUqO3GZIU7cj/xSLtMv5eIHS7mkitQJfbCUyxg8wq44Qhw8goxB//bK91wOO5h+sSXPlh3WUoXDWh+syzTU8hF2xVQy4uARwuARckUxJuvTGJjWVhxxsCK2VJ5swEr7YLYWP5nuHfpuRQC4TPvTn9kkHYWKIrdYg/fsmDd6VY0CiYOOQigrrbpf7OzV3bDrTqeJUJZDt2WLgUDF+BPyhgxkTaWTxqsWRKzMWrLnrnSlnkVexbHHfHOP+QadCc2LHmCwW6mvwkYQDmeHyWiqdYH1DYux6HsKZf8FhqxPWESISNU1eTNZ5Qa8nG3V9XmWV6UAn5BiNscCllckRRdtEwSYoJAUE0oVtskzwnAxp+fBGGG8eIo+kZnCO8J0cZpyhjHFmmpfYJxrLxEWilfYN/I3CSvFF/jtxlb7f/jjUqNiNYJGrUFvNBrspuA40GZfL94pPsI8rD4Nn0HPKE+pW8BWfrv+K/ZN/i3pIHvQ+Jt9hD8mJRU6dYhKlybvluW4cIT6TrwQUULWDdYGliiIGcHI6MQc1AVGg2pG6xt402kjIkNDGTic2nwaDAZ4WbGycs46jz1Xnm8ttW6x7rFkS2YZAEl3uB1zcu1sU+5Ikzt5gHmA/LlQBf9POEGG1tQKnCTLoqKqsmlZWFpP6+GAjYHXWc7lsqGnf2EJYlqwbDvHCUGOE3TczxlND2qaLlqGkZPFIP45KbTNuIW2AEHBZkXDUnWN3p6N5S2ZV5vUHtoGmQlIDh41NUgmlF2tMZibn3bk9EwZXiOvIpWHaI4jzbTgNdYqi5Snz3EUk4MLaOCF4fDBW+DRwNHLKYiLTT9SLEYxCMP/47F+TH95ka2b8EgsL/s/qrEVdLODfNZ4hWzTNlbPLhchamk1jV4c2I8B/H48/vf1gmYjbfsvmaRVidM25mcP1tmKA/s2Cc2Q7q+ZPW1ja2URrjiwf5OQdr+0h77agkzOsm8rhrj4gmLfwL7NQjO5zGYwDm13L1++YvnnkcqfWwP7e+Q0mwb0dUNuCJKc9I2tdjsYgT8k6hgYrJR0Y0hkhNJp4oaiy3/3jxT70iLfQIRW+jINDJxW2rH92U629dkXHhtz6tYNpd4dzw77A5vt/+4B69fo6v5HXt2DLj/+Nrply4m9LoaoKZ3DfIx1Rxz9F7VXjWg5M6mc+e+7eH3CwArjZ2Vx6wlQ3f9W8wm1fHzZafeFnAqi2v1TlXUAUfyV9RxVctBgFCYZM2xe4QOObaQVR00b1LoyYk25+Dvx6J54zCQrauxTgZfoMZLQIEbjimR7Y7BgbJAZR3MMZKQbm/MmWQiqZIe1qN2gNKgN2lh1rDZGf9RSGu3GwJnhLrsr0BVaZC8KLArdyF+n3WjdFLwpdId2j3WffV/g7uAj8jPKi+YOa3vwI/lvwf/R+s3PgwPJlB2I6nq5DD8cUJIJ1pho3G4wRqz8EK5Lwi7X2bcZhmrisS4DJhYMBDK2HMQbhooHc0aRsbEqB0i5o8KTE4CkmURNyZeSKNmHOrcYuEWcYB86z1E6bcdGF9kv2cjug6dvNWAtmJSQyVe0zZy02qzOVJlZ6oCKcAec3tNk4BZCnb2J9C14YOMm7Ccvi4lH6SSKUfPIgZh5oNh9KB41D1EKY5dD7ggn4XixMhwP8JOQCvkOEY9aHY+I6OCI2OHO7DNwkAw3Om0rHRDBgXe3trXLtW3tOtaFW0LtljfxURdBYGQKVjwYhjI9wEg7RuYpdeSlMcOQZdqaUVoBT/2oDW7eYhstgg+7RfC8QGyoVcFTRnScGbGynFK6atc7udrq3F97S0sn1DffUsiXrnjWbKxPLDGq2Mb+R6+97Zbr0JLjv9pwetdsd5zQ933icaLDj+k4gV+cW9HRC3YfekVENmxxa8t/40iYgKelaM7ILmcqJoahRqnJbIft8llwMposniXNNOfD89B54jxplrkUXoouFRdLN8OV4s3SvfAO8W7pc3gEJWJiFg4Tc1K7+CPxD1AwSQa8GcojLEywVn7DqcNmMBovyUiU5QxEWB8gSF5GhC7mcgLPyxfjYUpf90XVW06XUR80erF24Pgd6AL8iAJxrFG/fa22TodAd/QF+mr9sM7RYtd68pW+EshfgXADgDPBNWCAvBCUethjhrmy5pbdblzQTecgrwDs7jiQoznSZj8x4TvM97H19D6tpPDm4TT13d70rJ5JjdliyzCYFYkvxm09kbQl3tq1jbQiaUp3MvvuLlp9TuT4u5sNWtrsrg5uS7RLYjhxKkErmyPt1CiQw+0oiD/xcHm6XzqBYo+MgRXG5luWAplWP2N7nXdNNeIEdMuf+Tq3/Hlsa02oET25Ym5pJrOw/+fX3LgY/v0BRuQfuL7/wpul79L3mNKYDn0P7WXee2iP4MZNODraX3W4ClWx4MwcglWD78Ad4/LXVXAfupJ5FYvAZteWY+BsR5f410j+NALXquc/Td9Odgg0kff/bWYcCUTdSfgDeRrMDBI/8FUPXrnowQcXXfkg+s2ib397Eabxud9ln0MzuV24u65zzw0HftUTieUR8XfhNUlxcbKYWAVXo/cgcw2zCqximGvANRDNhLMQwrxvMohZA1nYhxZsRncyfWj2FhBj33Jf+ji9/wju4f4izT4u0shIYjNYDf07TMBW5t07/vFn9jkYLR2k7UTnnqTv/J3kvW/4l3AxqN+EqqmFF47ll1W/V42qGdpe1eX373bTlylD8DJe3ITHIwNupu/jQcQLzZEyF/qGb+4JmiMC0jRB6YDvWv5Hr+ZOHHR4cJJr37/suG9crKIc/QT70e+GTJbc8QGdaJBoFeIursjseLmXpiDie3ofP99u7h58TyOp/1xHkAEdkOkAr7Jv/Q85He49Mncc6cCK5iGJcu+/xz63f7/LC9NK50LypukgGOueJ2g9jxVDUJT452XVAJ2th1o6YVPra4dIgeJWmZeCq/HuaGf8tXY692eNDr164RCxL6l3CXa1d47KR5r/v96+PLyNKtvznltVqkX7ZkuWLEuWZElRYtlWvMWxrTiJ12xkcRwTZSF24jgkxjjOYhMI2UwWEoc1CWkwDA0NQwdI3BBMswT8Dc1AAnkMj+5pAt3D1v163P36TR6PDyxl7q2SHKebN/P+mZGcimTfqjr3nHPP+Z1T995jaaiOzova62u8G4qnzNCqd3uzozV5sbtTekhebFjeU/KvSm0WBAKrZVgt5lWY5yQRBE7iXwUdEgje1J0FtXQedDGfRisAsIIgsditBvVSPS9c4SQMUjsLca1cokor117Tpz6k1vt8PywpOyF+m17vc/VlCtfdWtCex2fP6eQNINPb6X89U95pnNiUL+Oo2q4sC7TJ9VvHDGN68qIrNonxkxDGEqsSRS0rxHie1UryXlxagZ3YTT5LqZKoHORqe2a+uJTOsLICLVFy/Pjxt2Bechj/enw9Lu5/+g58JfErsD+d/CbxDz+XecWQwxtyHRuFV/U5MrB+U/uh9ppWRRmnZlj1DYwj3uFdkNRSileIF+bKXIqxnwPAAm1J6jn9d+ld+FMTl1KP8eWn5Wp54pJaSD3CVyYukQ8/pLYSULvVH6oZ9QKNnN+4Xokg/HU8zb7JvLvOOYg7YibggfBOzfKqmEA6QGikDJMLfhTJvCqKTOJVqZU3evfv2XNuYOAcrtry6Bb8WWKk5yc9iRDdjwlfwfdw7yMnekLmj4NhNTbca/sq8yvbOMNKHGTZbQyvtdlNWSN4LXJCzktGbaBaB7oRfB5JeG3MYgSHcwYfsryBtCFdANmzn+lI7YpBXMwY7UniavxLQyJhTC3SV3DXL2xGJ2PMQkrItSL1XNbxC602S8pC5yHnrGSky2yiX8qdoh0ikMFXWvI3dRZ5EtvxHqtdFaoGt8NfO6dmlvXh7GMHHr63YtrQEi/swVfKy5svu0LhgqrIbEPXxm3LljaV9VT6dip1sznH/71uNuf4/jFurVI3W661jf69c766XmsbJUeg9vo5wn/gHAH924gw6RzDf+AcA/rLiEE5Bycvok5iyDcRfXegnJdQSKMKWQy/JIKTkI0cWeKaPh2DyNhn9GQ639dtnF5aEnUz8sYGvJzTpiXHIdqw8JHkRXKA6GlL7tq1uRblCH96se1W2E0Oyd1bS1evLtsqH+m9L5N7R8i9M1AOWhDTZxpDnBOFANQhJwLXeaIqOp7jB/khnkTBwDP2VwlFesTgtS+a9SjyKZ1tREtux41R8ilKqIxGxgyfjkUJqfThHp3HkSkLnFBtoIWvwCKn5725kP2Yad3p/Lt2NC1evuSu5HtQ1dVUley9p+qmY/fg5/n5/1hbNWdHb/0c2AwPVEWTmwdqZ+2Vn8PTvTIz2UpkJjTXx6ZuMkGrCTZpoFUDbQIsIz+4HWOuZzATMjM92T1uAsYtLkmb5ULnGWVCAUTi8upBwtG48oIi+ZkAVux6FTanH/oSi4/Ld5zbUVG981zP9nPbZ1bvPNtz/32DDx+/7zhb2XT00r69Hxxtajr6wd59l442jVd9+M6vPvzg3Xc+VOx+PfHxfyS0BtFPY+sb/NCXcSgDH7LCTiu0G6HZCAd1sEMHDQLUs5AbCAazew6poELVr8IhFahArZ7yXgBOBZ4NjASY7sDdAbwosCaAawIQDJQFcABMPWbzQmLjzKrcgMkUMLhsI6SPAfzqiwQ9y2XmyiMkFCKSiVPJXFR6a6K/JP+PFUXoorr4xCsEpO+lVUzxdFpviIxXJppiDK9jeA/zx/HVOc2n+rr2zLU4ylur/tV6np/bO7Su/XRnaXDZ3tbm3sY8Hp8t2dnfV1pUX1UV8M0qyL5qbj28uiB/6Y6G+s7mxlDezKIpdJkjuoXIMcRdQJnIi07ENkz3zvHu8zJ5XhjIhW25MOCGBjv4rMBZrVa80QwDBthmgK16OKKFGdpGLZ4rwlK+jcdtBNQxUAZg7DGZiNwd4HD4PSizh7pMo8nlIiPRZnHpOJtL0KaZEh27VETVoKhIVoRoZGwyHyZeQBSY7jStrPr00LXtRCuwESbpB9j6vx4e//7yR8lPQAPoya9tw4XvHHwHanedPLl3+3PP4qtvJb/94HLyt4TGYzAAR14ZNvwx+efkbxID795776vPHzv+AcVuqVrZJhUKyFguVdeYfA/J3ym/pnBvGlSIpQ9cUee1K9xm7iNUhOpQf2z+4bnQNxc2zoH2GDTHYP0MWB6CDUFYFoQ6F8zJhkY7hAyAprozWHDXQV2drsGd5/FU5uk87qgrI6PG4cpjalysKBIQQgI/hU8ymyh7qEGPR6OjFB3dwCKPNx8COiY9cmhhXVl7iM6k9cfoBBcDRIN0jNUi786Ji7nNn+ltQnDljpPtO1/bM6d8368fe+WTKa6b7u1afeSWCv2blhX3Xz7y6Md3l3CiyXEN+Tbedaxh3Z31zryb7my5+T/vvyk3Xpa3oDpQsfmRta2DXQvtjoghfn9Hqbepd7Gt69nbZ9Qe/eS+5H/teKhrYU0l/lRjt9vV+vJ5rQXlq+b4p7fft2pir/YuwkMX4fljsc0H8qDND7w/0487c6HZDrwdmm1QZ4M84zbjASNzSAv9GtgoQCcPxQwEGCjBcMwFd7pgkwtWuqDBBS6ErHnIbXBjtzuUk0G3hNRLORKWkMtN2OzwuvSMw8WJaU1UFJFooqyIRZGozNW/10aQeQx02aDyTNOUDR4XQ/EoeOjTTR3mutzdp9++/fHE8/HVZ747efzroWU/vMY39j/TMfRZcPxuptf8j6+2Pb69AS5vf/mOWOe74H3lSdBd6Nz4VvJPz9Xt/i8Dta+/DI1/+rZixy8U+/UUQtxKwh8nKot5tokHRLxfgBksOORqN8ilV7u1RpUrg9FhpCFaM1pdPUa9QNF16+oxprSBzuWLWqNplWBPRVYPrt3zzLrAmy8JOWv6Bhfs+NXxRUzjwCs9RcuPv7Fh/HNu5JPo8ln+2AP/Ojz+7AQ9whlCz3TUGZuzvxC2F0JwatlUvMwLtV6oy4Jae7Mdz7XBfhG2ixBky1jsiLpRnjuIKK0o3+X0eFIUBzVU0UdlmqPEIADxZ0UG6tNuVPEf70HmRE+81//ONoab9yzvPdHqJZ1yrujeXz//4O0rsoVA+87D87ec39f4Jvl7S++JFd4f6WjO3K5Fs2+dF1Q6PLmBUoeC6Cqtt+REJbGcwyL0iVDMgl7rpmZO7UJuB+2XqBM0RLEnJKFYN7k/YEyPPVrBoNibGrNGWJW/+hiVRPDCS6J7Td8xIonBRdzI+Mv3jNxOKehg3N/Xfly0PEZk8b+GmRZFFhVkAL0j4/RwLFPNixwwbrc4KGKRFV28IDEuuvVlYpTu9BaJJ66MGq6MFhaYPVbKRE8xIaECH/nyy8TWr7/mRs788MSZM+wqlKpFt4ZcV0L7Y4t+EOBrCV6WPiHjR0ICL7hFySJKgvCtCLwYELeLA+LLIieKJsiFImAkgrgI8ncjyUIugDQ8drMiiRR4UGFarE2WN+FJuYEQlRg1RiMDYQO6MEC3GofuqI0MxCj9Gh4Qdo2CPAwJHKJyN4IHuDXJqwnTW2+RcB4ljPhqQsONJObh4cQ8ec+Sb5jPia+3Ent9a6yxNFgXxKW5dbm4zFXvwmW2ehsmDr9F16HDLUKHgB0Oqx8sFmWODIT9PmVp2mo1q7aq3E6Tgc9wMio16YZsjMlPGrZEIwZikSd01ENlCWn7SwBXtDgKRXLBXkUtidiZz3/GFt7X0f7T7bNm9f60/bU2djhZM2PD/Kl5DZtr6zrrvJFFGwcWLbrp/vf777o0uOD4zvHmgrX3r1v9k67Kmbc+1Lr+ZHuU2suDyQ6oVNaPIm/MwmK/CiEDcsuTzRiCFbEKVX92kVI6mqDSNkbt4C2OHhweHk52cK99P1t14P3UnO7vZBm3xAoVwfplwYo8RpLkp1s7goT9dPEkZumOOwSAkkBdRe5MolB50F6gG4hF4kS1ZIFRARpso0SeVHSFBR5vSmxRYL67knQPD8NrnyTLsSPxFVHtXvg2qVH0+OC1f8ESocWMpsTsomD2x0gMY3Qbf2f8ZyNrNCOBc4oadTo9EO9OXCqiQJwOpZLSzBTjCfat5CwhrymYYQvOdq5uj/DDMC1Q5jVyzJAgFDZvr2P3KvfTEUZWc9PIuMmNGdSS4OdYrMZhFSeoZFmPXqQD5uJo4qLcC3kmA50x54W7z164cPb115lTh0FIfneYzi1MLma+Yv0ojObFph3IhU59nx6v0IPJhPyhkHOa2idJOX7kdDuxc4pLpZZ8TkumpHVyeup9KAaqpoMz7d/TWuVPI2EaWVThSvBOdHOSDWG+Ktp8pr/5ga7qF8wfzdrYGGSrTnZuPLI0d1g7bXnTvE1zcobttzy9c65/8Z6442eepv4VD9588+ye0624N/FRy91LQ4XxgWXYnsb02UQGLoJmemLzlhVCaWFdIV4RgFYPbLRCmxE2aKBXvV+N29SwXTWgwqr8PtchF15BHG4PQrqeQR/4fNPze9w2sIVcKoJiclxmNVHL6hTemwD9RZExCoEnu1ig8Fb2qjdEAdXA/O046j60/ki83Jx/sm3N6S0zZ/X9fHPvy3fWlNz+4h0rG6o2zp86dcHGytlbFobzF23mRo51ntq+tii/pmb7023rX7y7sene93a3v/X+ld1rvr8Qae5rWrh1vj8077ba+l03T/9/alP/v+o4waqpdeYEu66WcRbNf3Wz3cRqWNGZ2Cq9zixZrAxrZstUJ4goyQc/p7JwqgYOyjjgOeA483ozBMzLzdiMBVHiQQI/4i3kCqhPoml+CQckECU7cQyYcQpWsySZrQRkqngS5Q1zbMpOjJLxZMwkIWqEGCSwR6i0iZkfSOXJudFRIIDLKFv+uPxbiBsGRkd1o0YT0MXUHi/jYbwQNTP5TID4TJ5huy/uShq2vg1vX1pwm85i0KhYTq0167ZAbXKE7U5sJca8ODwlyxmeVpyX/C0xdbS2Gxsm/bcgD8pHN8cKUL7B5+B8QbcDUNAQxI6gI6gusOb7aZ4Jq5E1fNs0GJw2NA1Pm5brCWvOM1PO5YbVUho0xrvHqPEjHswkx99xeeEPXfvtYmQNpkXbM+gnfzSlwmEgv0pps4cprVxZ6Ypte7ojWQS/evfdzEht4n+OTV85NxCoWRG9Cqb56yvtjprNN11DeI2hrLE5f/muRXls98Cgt76mPF/nqyooKHcJ4x84IrG8wKz81Nypldf+zO4iSuBDO2J1TblQmgOldmjUQr0AK3ho5GEZA8uJdfdZrcg36BvyveBjCn2AfAaf28f4fHlOX44ERDmQz0renkynnojznMfJqVNdJ72l5jA9muN/G7vB9VBEhmk0XlPGLtVldldWy50/bR+4dLhu2UMf9Lc9cvsC20t1v2s9uJLg7r0L9/4nN3S1HG0vWXb604FDn9w/v6Clv8nz8YzNP1m39elbpx++i+gyleVBIkuB6PKMWG6ZBuaoYDYG1mfQu/VYr8+0+pHgFrAghQXJGkZEdj+SdTB73DSkDEHpdQGdgDMExniS3yT/kIyNXO18YFW4qO3BdWNsd/Kfkl8mv0h+9mi047Fbt5xYFZqoGch6CS1qND8WEAQ1y8bUUKgGpDYQPWLUatCqRD8CN4EYfFgUgQtjqkpSGCZUaSytR5SZUcJc4gNCcL2oNusd72W2EJgzkNiJL7PdQ8n3hpJPTtyfeZvcXySYlBhyWmSAVWPOT2cVYh6HWVYFYYHc8UWVlDLEqdtFKYyh2TD5Jl6jh3k7cQxnJ74YYcLM5eQ7Q0mBXDetU+eJTnmITjUcsIPfDgMkIDMfMON7DNCuhSVaKJPqJdzAQgULvQA5ORnZOp9e7/GjbHd2LHsom83O8NOaWDq9K+zxOIxOMqDCZx1OjCKTg7Cx667whgjAr/KkVcpt5vM8EwpVWuwp9rDn/5D8p4HPh1oWP/L7QXio+Wezkv/WfnJ9tKzjodUjp5JPYc2p55ac/GTfnt+cXp78pe9SVfejqzse31LePvJkWoYtsgwLYia1X8SY0wqMnxPCGLMSsWZTzgJLbVn1qElmnyKs0TEZHXhkkOMxRtmW84mzIyN4wXksJb4lGlMO76RlBIvJ9RmUFRMZogwfEmVgqEyoDsigUr5SFBaPjKR4Hrr2Z/wF+WxCwZimTAUmv8FgEX2CiZz2C0FUy8OROIlqJcKgGg2y38wrLs1IwQP8RcHKvUueef5Z5pkZc7ziCHR2HG8NvfG8+X/4Y8sK8Pfpvu+X+94Xm8GTOEZiCHHECFoQImZQYohtR0gSRNEvMRaJIV5dctNQgHIIcW4OcwzIPDqXNvjVo8by6yomQ0O6vp3gQFvEVG7YNaAbZUcHOJshhROB4Gfg01CR3T+WXH/m/Hk87V+SGdjxULKfGPT38fSka0Lf6djnUChmVO7P8WxqgDEyGamRRdlKKZDHEhEQczChH8GlbPd4RLkOFyHXsaLHYytPWGCnBVos0GABi8nkZxkLy5jYAfXDarxNDRvU0KyGuYQ5Wq3iJbXcIQ52Elepr9fjXsJAzBr0HMszVj/GmSreT+dwYpGx0MUXU4gvBCHlC6OjStJLxnp0UhV5GSbgc3ziq23iuwJBgbzpIAUXkLgXSiHKRc6oks8dTp5hzwDRD4tDwGpXJtjHmMPEXJwebyN8y5h+iztnw0z82YStWirLekusdBkZjDy0AjQACATdU6kLvEUggYDabxBBFLU4LeEjGDbhfowxL5HuxDR7BWgTthL7qgyLonhcPqQ7RobwgEFx5OkOyMRHgbgNdunriZfYF36JG9mzTOv4U0QeTzGtqbzyn9mPiZ0xowBaE6s+kAcH3HDICQczYIap0YSbNDBDAzUClAhQysMcDMUYOB+yG+xuO2O3h7y+HJpqdkpql/P/kGr+d/LNVbh0Es7Ep+76h4eXLHnoo7v2ffzgoqUnPtrVcmRtMS5dd2jpsnvXlxevu5fdu+yRX+/b++tTS1c88uH2o787tXicndk11L7+ia6Kkq5ntq480VUp94vy3UP4rkN2VBML7LDeY8V9xkNGrPIhs4HgK7POodH7kc6twzp9WK3WSvYJp3WDe5D7YPakSSemxywn8xXXNbr9uS3TizY9tTX5h5GR8UOHAvUds75ju6cRpN+0r21Gshk3xjeVN4aNKZreJTRlktCxJTbNkkFXPfkMNKdk9NGJOG4n43RKuTbBrwx4q8ViC/O86A6rZYMoygZRttwKGEiTWETHXbkphdzymTCNAhWSVbw1IzNVlc7rYd/98mN/ZXVj4RMj2Nk2dNvMnz/TvymxCioODvYfTL4ApSV1YWPSwHa7G7a37Hk8gy08BQua2xYuobrcSHTFTnSlAr0a27qtHHrLoC9yKIJ3Tjk4Be/ww0Ef7HVDuxuWuuFADuzMgh12WG+AZQY4jEErmHyBCh9Ct06Fm6fCVBQwBAYDTCBQWJntczoFHyp0F+LCCj3KodhZy2hLcp0o25CNs7On5k7NZJwlFBTlOjPToEhJziqP5ciHSSFdvDwuZ/7Hbkz0K0qoZA2pvmWmYCNRx0ApTSoqkCSQz0wAKaZaPLi7bHVtwFnbt3rVUC+Jap5q231h7xz2LFvWuq0m1tEYdCw81rP+vpXhmbc9tq7t6R21LJOz7lZrqMLvKQr6zJaCBb0tjXesKCprP9qsqY5XubIKZocCMwpCmdaZC9dVzulZEslv2b1YwRYE4jDfyDFDdkzkwU8sPRtWUb+Fqd+iEdClxEUZQnhpESHmm2T/+eRdzOvM5fEIc3mIXuM4kdMCco0c1BorWZG1MQsvt26w4sMSkCBCyaENcNDLwX4WtrFAQmWFyx5Dajy4DNSo25y8zOnoj45m4vlYwjhWiY7ZlPtjF4ieqs7TXf1PbSqzM69wZn/1ypoNO6uMr8LnxT1d65qmFi3e2NUZxvclbgsvbZoVySps3TUPD8p9J95GVUHo9kNJbDhgAINOqzFodH6txqLV3K8FrVZzUAMdGghoQKMeyYRgJmRlgjoTHhSBZsVwpl1UZ6pFvz3TYs8U7Y/ITqReDVPUYCOuxN5oB3uWl3guL/jJkfhbYJ1wioUgC84sFjsx689yWrKcbNZpOixhAwDgtzGcx/AAhg0YVmAoxRDEgDdkbc8ayGJKspqzcJY/S6dFdup31Bg06RiMvqCSZtdSTDNGlaBL8T4TKTgahBHXnP5OXDJtOckvTW6pXCYVvU3K4xGbT3dzyQcSrxHXQoM32W8xdFani5E9mFlVkXzn2eR3Bh1DnK0uOf5S8sNXfmbJVBGi9Trui9+8p8kwSsCqzIZhtvuHY0xHcblR3xAZHyKOLbp4X56xonqGAV9NrAmuWFxjKtg2C6fmmQjEtrXJ9nZmzKXyc6zEgs7vRi+QsQypjBa5MMPoZGVm5JwPndVLA/o4HbSGK2O0B7RWsUw5JZdtSwZGkqW/vZpdYNSG874nVNyWzIHf48Hk8fA8b3ZdGWxW7p9Dxs3vyf2N6KaYz8CzLAv/jQUtuatfrbUQ8240yhljsyDQCQlhkWI6LTaEafZprKiI/oOIHAgQy5F2pd3GaBHFMsVAHJU8cUuHeQ/z+/Eq3JKVFzYlbmM2Jh62BP1m/Nen8JOuUL5paCixIGNa0EJoKkvhJi2hyaPV6jlBZEWK71gGi5Ja8HNYCotsmBHJW4ZzmhSOovEejW2Bxu9yvmPXADs6SkN0GdLJ+EqZNeG3cgrOWrNmBJhkApfCkYoHKvBNSc/Qg48ln7h2TfHxKqMpT3s6NT9qIVqIMmISRsEwQrOIPr/CTFXmRBWT9ii5mOYtSPujcvu/4o8Ij9UvYTQlA9AskKdNkXYnSDuv3O6+VLv9cjtAJM6d1G6ACGg99xvS7iHSToXGnpDvDojlMTMLgL1+d+W6FDPJ9D6SoteHUmdo9Co1OUNzA72yX1KZSPuh1Dy5a2iR0n5mdUkJaT/zhvayrsjXfzrVfjh9fZNVlEh709+35/77RPsx9Eb6+j/aPvfaP+N78F+NvLYSll07gMRzpKvElBan+EGTf/fgv5h5IDA/4UX8WeQkYi+mf8snMcgR/Bdy7myIX9snn6ufdG5ncjF9/klo6VN4zryaks3K+smyWUfadcnt+lOyWZtqFw5z3PV28rMuOndOe0eK169Bp9K37Bydg/Qte2K+XDHRaT6VU3OglbEiq81usZscWWaL2ZRlF0SHzW9FJrcJm7Kc9jrLcgu2OM128tZk4MnJNpOi33Gq4DRl/n7RjTr+I1m4iSlCf5eN27Nn+MCBv8nIAX99+pDSz1qiq4itJP3ck+LHLSl+VE2ZzLdU/0wq3aMI/W/lTcUJAHicY2BkYGBg5zmreqr+Tjy/zVem+RwMIPCMV/wRjP539l+gAAO7DpALkWQAAH1RDLEAAAB4nGNgZGBg1/kXyMAgwPDv7L+zAgwMQBFkwLcTAIISBgIAAAB4nO2bMWhTURSG//dyXxodSsGpCIriYJeqkwYFUUqRFCGLBSE4WOgghqJZXHQpNWZwcCkPKQVLKSWTcxBERDN1kA4OoksRQTI4dtH4n9cEbJrISxqV1v+Dw3nv3HPPOffc9+52/RrGQPwyJQ24Aq5SMpSJoIoF6mIwiZwDLroNjFCfbGqvWl/yVusV72k0/zhl1L3CdBIeopjpSJ7773EDXcA5FdPMfa2hL3Qzv0kwWf/O2ue5jmnKIp+XWPtqMo0835eZ5yXXcdZ8mGM+WUZoa+b4FG2LUYwqnkXr38BpezbbwGMMb8VH0nrRKX+jjw+ZI0s9bj1lzkPUl62vXhWPrIccp8Ys8xfNThkzHfWijDnrPeedoG22UVMyig8cs33opTe9YrX1Ms9fQ76tvYxPu6tof2DfXDs79/3tDlsZn1veJ0xzb8DvKNFrDYwz3OtcIYQQQoheCA7XK/+6BiGE2At4qFdSlCHo3BRCCCGEEEIIIYQQQgghhBBCCCGEEP8TP9Y62N/93To64wrIRTqLK9vs93Gzxa/tHSn3YLtf8Aa3gnVMBZtYOZDBCvVCwsf54BKWI/+7GPeqKCU2UfQPomQ2P4tBdw9zzVrM38bs3pK7wzklhO41cu4L9QwlhTA4xfdvCL2vCBMFjJhP4kV0ryp0NeozHM8jjHJ+oC2PjBui30c8MVvyOo5EY7eRcoM42qyfMc71o6+tWD1xfW3NsfxmttYXF/aq+Nt4tXjxrJfd5I2L7cOveyH6g92ZbOjhFvtot7Hs/47lt77znpmdCd3m2y08Rwb6EcfOrT+dQwghxH7lJ51nkUAAAHic7cI7SAIBGADgu9NeVlb2zkPCLMreRiaHlZl3Xndlj6HBQRoiQqIhQhykIRoaJBqiISKiMRocGiQaIkKcREIcRCRCQiIiHEKioajDDLwoCTL4+T4EQdreobOoHXWiJ2gITWA1GIFNY0vYNhYTYAKRoE6gFKqFC298OSoe5hxzrjPXmXfJr0Ajshaqi0qL9opxcYc4VrJbSpdtlD2Un1YEKo+rbFW26vvaUJ1dqpVq8Vv8VqaRPaeqv5LXNNgUrsZ4k6cZb5EriVZZ23n7Zqeja6v7TBVWhXtWeoPq4z53n5sIEkGttX8lQztf8H4YkGQBVQpH0j4nMhAZXNYJv7QGAAAZ2gMgC7l1l7o7AAAAAAAAAAAAAPAXhpQp1n5FaCikn+c8cBL6xDDCyeccGgjDKomQNLlM+kk/pafmqCMqSkWNIuOiMW6M0zJ6mrbQkZGpkQtGxDCMg7ljcVbNWtlz9mZ0ZtQ1ho/NvfKY7KYd06PpcTwwHpiomLC8OfiBk7R8aVzzePpsUpKG8gf0k+Z/w/rKzlnntZuGK8mbqSnFN2g+0QEAAAB8XgA1toscAAABAAARygCAABAAXQADAAIAEABAAIYAAAUXBewAAgABeJy1GU2PI0e1Zu3JbpbdJSIBhewmPEUoO4M6M7MJ0SazgNRj94ydeOxR27OTySUqd5fHvdvT3epur2Vx4cyZEydAXCJxAIkLSAgBPwApUeAM4sIpiDMH3ntV3W57PkhWIhN3v3r16n3Xe9W1QojNK9tiRfB/K1++AgZeEau17xj4irhacw1cE6/WfmLgOtL82cCr4kbtMwM/I1br1wx8Vdyrpwa+Jl6s/8XAzwpn9fsGvnn1+vN/Rc4r9RrKuvHS3xleRfi5l/7F8DOEv32F4auEv/0cw9cYfpXhZ1HRV1hDglfE9dqWga+IW7UdA9dEs/aBgetI8ycDr4oXa58a+BnE/8fAV8WwfsvA18RW/ecGflb8sP6ZgW/eemH1DwxfZz2/zfCXWDct9wbjBwzfYnjI8HOk2+2E4ecR/srtHzD8AtP8iOGvMp+fMfw1xv+a4a/z2j8yfJtpPmb4Zab5B8PfYPjfDH+T6O9o/3yLYe3D1xkGgq+x/nfYb9dY1p3vEXxD4zsMsy13PhAfCRBviC38vYXQQIyFwve+iEWEv1zMRMKYBo5ShOkpER8wxQbO2CLEPxAu4k5wfS4yHil8K6R+gk+fKW+K6/xrIWaIM0pMEdtjCRHKLmR1UMIM+U+QFyDvGPkGwkPYQzjBubSUBaUFW+JNhF4rR/eFxXpI5JAgLaBciXKIhyceG9p3cTRGLM1OUM+stIt8EbAt4YX6jNgfIHZwPMQZwkr2xqKNmk9sLAWWMsFZj+2l0Qh5T3FtypgJUvnsPUB8EZM26kTeCXhdxP59wOsVUyhxijLJ2z4/wWhU0ALjM8SQ/5IyinM7aD5HLQJcmaEXxEfwxtYbb8FgrGA/juJ8lihoxGkSpzIP4mgD7DAENzgZ5xm4KlPpE+VvwM3rN6+31DBVU+glKhrQqo6cxZMcwvgk8MCLk1lKq4AEbL0Jr9HrvgWuDJMxtGTkxd5jxL4bjyNoTfyMZA3GQQZhlc8oTmEnGIaBJ0MwEpEmRqGQxZPUU/ga5VOZKphEvkohJ0vaA+gEnooy9QAypUCdDpXvKx9CjQVfZV4aJGQiy/BVLoMwQ4fY7DuKsbDTQOKLMv0EIxZy9ISrTiahRGB5D21X1sLSKhBrSB9wZOIyH9aRiXH6NgsDwxzW9gMvjcm09fNUesipk5XhvY+h3MINLh6qNCOb7m9svXXewqqGOmclZyDteZ/zi7R9zLk8eqp6oSVRkCTkqfTVqUwfQzy6OMXEF5YiLuJ1NihQKTtNZjJFJhGGhgrTCP8Cs0lf56DFuMEC9mmXZ8aIoRBmXGwOWImUZwJ2XR+f881MDr0n3hFvY4kqQwu8PZqpnAbRCfRGI8xBeB3ceBhE0A28cRzKzIIDmaeBF0joS87kDO698zaxOZM2VBAmaFPC218XghHbnXNhO+biAxzMGRcbXRzysuAV1ISLuexSWSLbFNvpM11iCqPFaRKxnISt12s9w0WZsWTeCXviFKlynqNVQ9ajKHTLRSs3K3QJTc9gRqUNVjmeF82z3kl47OMaD8eWKaDUqLRcq5SzbIGO/JT95HFLOc9nU2NpwM0m5LZStMBl39OakKE1pF9fKOLnc9c6PK1vqy2iyPOUm0KRt8UmOs+CQvpZvR5UcoAs0bbkLK/Ynim3lRnnT4xeiriVygst1bknF7JKt8TYPLVVGqbmnJgWTdoW0Sz4ECUdBC7LUX2ciUxk5tyLHRIYL6d8aAi4FuQmtsXhpihWI64MIVtaeHoxsy2OjmTYN7lwtt0v74Y1PvaQrdtiE/8Ul1WS8ZibuuLISsSRl06QopjbNDw/XDpCrJsdPK8YWem1Qpsvckj7nIciuLPEo1PwgJfLjH6EOB2rInMUHyhDc5iaZ/hlB70iMy8+7BXROyh3UFbpnzruOhuUkXfCOR2Z+Ftsd2oOYroGUYWQHAMd6yKfdX4lpiNoCdRX9MErKrNFivmBd7mu/R/iUXpJsu2x6WFFHfEZM0Hf6L0yb7fAXTI0ebNW6HhxfAX1xYUjL0Z8veIjn7tNuFBvztp4CT+uwgGvK6jPr3LWUpUrfL+8mrym62rV7kKv+efIfOfMO1IRQ4vrfsxSRuVYVTKE6peOUIbc5p1Waz1kXZTpWJMyltV6omO4aSKe8U4JSx2Kvb2YS5/fq9VOr62sdpzFnJ57Ysp+PH3KOBZdgT6XIuMZVdHA5yfJnPvlEVJ4lR6SX1KTdQfw2YKi822fqeYSucZcec7/CNVnyqLjzH1UdLW5n6p1ZXFVxvVCx2tobD+//8oLopqWHsg4UyPmrneS7sLV7v60WVDtdS3hMEVP7OLoCLuny5g24ug87OLMQxw1EdtEzF2k6Jv5uxyxI+5JLaQ75H6nebj47OL4mGvdrgAe0+g9pO8iL1rriPdZhoPc+kzpMu99xHbw7Rg6WtFAzCGOCd7jaqjldXGV/qxum/6oNR0gHkoLF7Vqs8RCs30cuci/ZWZt5N1mfqQ/yd9luFvquWs0tdlHxJl4NlCjDo8Ie4jvA6Trs3ybbdbadtmGXZzXtjisAUneMLZqOvLPQzNDMSL9Ovg3t8pmH7RYm7n/Gvg+QM2J/x7ODrhT9HBlky3ts/cc4zOytsOjuVU6Ug22hrxKPmgivI+/vdJ3Lj+1Lm6F26Lvjnh+TqXts82zwZ7r8UhHo8GjAceKZi0TS5ftWJZ6xJnoMJXNFvfLDNnl7NXaF9mpZfQqmmh5FNuqLkVWwyV7RHMp5g9NpM/6hbxus09Ir34p+SLO+MVcXg9ANkmSMFA+jOIo34DjeAKncgaTTEFO1ymEhjwGL1UyVxb4QZaEcmaBjHxI0gBnPSRR+JYZJCo9DfIc2Q1nfJVSXJjkOJFBnBbAiCRY9OYLl1KdJI39iZdbQFdFuNaiNYUA/N6djvGDt6LZFIUGkRdOfLpXKrSPo3AGa8G6vripkCOHy7TV9zz0mZ2qjD6n6VJgLoCWl7wesAfWApSSq1O6QUgDlOrH0yiMpb/oPaldpVIyJ0ZR+JzkySQHX5GZRDNWYbLo0Q2wo5khp4AgQ/TPOBgGqPMGXaLRRcYoDsOY7waMsy0Yygy1jaPyNqsIw9o4z5PtzU0VbUyDx0Gi/EBuxOnJJo02kfJDc++1jgHmxMhINWJz/kXdeRdsHxuKDlF8Qo5+FKNV5Bz1RIVxoh2+eJVHzly4zCPzDihAGd9Ioe3oBoXrTlKJ3vEtGKVKUQZ5Y5meoNXkZ/QXRhUZQDzMZRCRWyRfJxa59vntIJVklsVeIClH/NibnGJUpL71C0L0zRpxXLAX+uY+8ZN11shXdJulI3EuHUyDfEzoSspZJuVI+2I6DDBXtWzileo7VZTAG4kstOA09oMRvRU7JJmgQdmYNy2yHk5oA2eENHmCFm6i4ZkKQ+JA0TZeOldVvelRpN44xtOsxHQcn15iI22FSRqhMooZ+DFkMevySHl5kWLzTMYN4Ae8+baLNJfD+ImqXAxHcU4bhzWirZbMc8VMZWOJdg3Vwv6VFVNTUiDLMZ3oyhG3sN7ul7lA77qWA/3e7uDIdh1o9+HA7T1sN50m3LX7OL5rwVF70OodDgApXLs7OIbeLtjdY3iv3W1a4Lx/4Dr9PvRcaO8fdNoO4trdRuew2e7uwQ6u6/YG0GnjfkSmgx6QQMOq7fSJ2b7jNlo4tHfanfbg2ILd9qBLPHeRqQ0HtjtoNw47tgsHh+5Br++g+Cay7ba7uy5Kcfad7mADpSIOnIc4gH7L7nRYlH2I2rusX6N3cOy291oDaPU6TQeROw5qZu90HC0KjWp07Pa+BU17395zeFUPubhMZrQ7ajmMQnk2/t8YtHtdMqPR6w5cHFpopTsolx61+44Fttvuk0N23R6yJ3fiih4zwXVdR3MhV8NCRJCExod9Z65L07E7yKtPi6vE2Au7fPA91ffc/KE9W7mJx9hHeAz+J2Kihfm+OTj7fNj1haj9uPar2u9qv8ffb2q/rf1CLHOcjyR/kF00/7clavpgXpRnJF7IP+Srg6X5+iv1e/X36nv17+LznSV5Ecu4mB+NJH7W0CUc+UHQ58DKL1d+WhP8eaT/RSDlK2zS83/xunD0XxYueL14nGzaUwBdZ7TF+yybtW1lj7lY23ZTpmmaMilS27Zt27Zt27Z97z3nzLFfbh66Vx86R17+X19+I8wR//Pnn79GnDri/+dP8eT/+w9jhDnCGjGVYRqWYRuO4Rqe4RuBERqRERuJkRqZkRuFURqTGJMakxmTG1MYUxpTGVMb0xjTGtMZ0xszGDMaMxkzG7MYsxqzGbMbcxhzGnMZcxvzGPMa8xnzGwsYI42BAUOMyqiNxmiNzuiNBY2FjIWNRYxFjcWMxY0ljCWNpYyljWWMZY3ljOWNFYwVjZWMlY1VjFWN1YzVjTWMNY21jLWNdYx1jfWM9Y0NjFHGhsZGxsbGJsamxmbGaGNzY4yxhTHW2NIYZ2xlbG1sY2xrbGdsb4w3Jhg7GDsaOxk7GxONXYxdjd2M3Y09jD2NvYy9jX2MfY39jP2NA4wDjYOMg41DjEONw4zDjSOMI42jjKONY4xjjeOM440TjBONk4yTjVOMU43TjNONM4wzjbOMs41zjHON84zzjQuMC42LjIuNS4xLjcuMy40rjCuNq4yrjWuMa43rjOuNG4wbjZuMm41bjFuN24zbjTuMO427jLuNe4x7jfuM+40HjAeNh4yHjUeMR43HjMeNJ4wnjaeMp41njGeN54znjReMF42XjJeNV4xXjdeM1403jDeNt4y3jXeMd433jPeND4wPjY+Mj41PjE+Nz4zPjS+ML42vjK+Nb4xvje+M740fjB+Nn4yfjV+MX43fjN+NP4w/jb+Mv41/jH+N/8wRpmGapmXapmO6pmf6ZmCGZmTGZmKmZmbmZmGW5iTmpOZk5uTmFOaU5lTm1OY05rTmdOb05gzmjOZM5szmLOas5mzm7OYc5pzmXObc5jzmvOZ85vzmAuZIc2DCFLMya7MxW7Mze3NBcyFzYXMRc1FzMXNxcwlzSXMpc2lzGXNZczlzeXMFc0VzJXNlcxVzVXM1c3VzDXNNcy1zbXMdc11zPXN9cwNzlLmhuZG5sbmJuam5mTna3NwcY25hjjW3NMeZW5lbm9uY25rbmdub480J5g7mjuZO5s7mRHMXc1dzN3N3cw9zT3Mvc29zH3Nfcz9zf/MA80DzIPNg8xDzUPMw83DzCPNI8yjzaPMY81jzOPN48wTzRPMk82TzFPNU8zTzdPMM80zzLPNs8xzzXPM883zzAvNC8yLzYvMS81LzMvNy8wrzSvMq82rzGvNa8zrzevMG80bzJvNm8xbzVvM283bzDvNO8y7zbvMe817zPvN+8wHzQfMh82HzEfNR8zHzcfMJ80nzKfNp8xnzWfM583nzBfNF8yXzZfMV81XzNfN18w3zTfMt823zHfNd8z3zffMD80PzI/Nj8xPzU/Mz83PzC/NL8yvza/Mb81vzO/N78wfzR/Mn82fzF/NX8zfzd/MP80/zL/Nv8x/zX/M/a4RlWKZlWbblWK7lWb4VWKEVWbGVWKmVWblVWKU1iTWpNZk1uTWFNaU1lTW1NY01rTWdNb01gzWjNZM1szWLNas1mzW7NYc1pzWXNbc1jzWvNZ81v7WANdIaWLDEqqzaaqzW6qzeWtBayFrYWsRa1FrMWtxawlrSWspa2lrGWtZazlreWsFa0VrJWtlaxVrVWs1a3VrDWtNay1rbWsda11rPWt/awBplbWhtZG1sbWJtam1mjbY2t8ZYW1hjrS2tcdZW1tbWNta21nbW9tZ4a4K1g7WjtZO1szXR2sXa1drN2t3aw9rT2sva29rH2tfaz9rfOsA60DrIOtg6xDrUOsw63DrCOtI6yjraOsY61jrOOt46wTrROsk62TrFOtU6zTrdOsM60zrLOts6xzrXOs8637rAutC6yLrYusS61LrMuty6wrrSusq62rrGuta6zrreusG60brJutm6xbrVus263brDutO6y7rbuse617rPut96wHrQesh62HrEetR6zHrcesJ60nrKetp6xnrWes563nrBetF6yXrZesV61XrNet16w3rTest623rHetd6z3rf+sD60PrI+tj6xPrU+sz63PrC+tL6yvra+sb61vrO+t76wfrR+sn62frF+tX6zfrd+sP60/rL+tv6x/rX+s8eYRu2aVu2bTu2a3u2bwd2aEd2bCd2amd2bhd2aU9iT2pPZk9uT2FPaU9lT21PY09rT2dPb89gz2jPZM9sz2LPas9mz27PYc9pz2XPbc9jz2vPZ89vL2CPtAc2bLEru7Ybu7U7u7cXtBeyF7YXsRe1F7MXt5ewl7SXspe2l7GXtZezl7dXsFe0V7JXtlexV7VXs1e317DXtNey17bXsde117PXtzewR9kb2hvZG9ub2Jvam9mj7c3tMfYW9lh7S3ucvZW9tb2Nva29nb29Pd6eYO9g72jvZO9sT7R3sXe1d7N3t/ew97T3sve297H3tfez97cPsA+0D7IPtg+xD7UPsw+3j7CPtI+yj7aPsY+1j7OPt0+wT7RPsk+2T7FPtU+zT7fPsM+0z7LPts+xz7XPs8+3L7AvtC+yL7YvsS+1L7Mvt6+wr7Svsq+2r7Gvta+zr7dvsG+0b7Jvtm+xb7Vvs2+377DvtO+y77bvse+177Pvtx+wH7Qfsh+2H7EftR+zH7efsJ+0n7Kftp+xn7Wfs5+3X7BftF+yX7ZfsV+1X7Nft9+w37Tfst+237Hftd+z37c/sD+0P7I/tj+xP7U/sz+3v7C/tL+yv7a/sb+1v7O/t3+wf7R/sn+2f7F/tX+zf7f/sP+0/7L/tv+x/7X/c0Y4hmM6lmM7juM6nuM7gRM6kRM7iZM6mZM7hVM6kziTOpM5kztTOFM6UzlTO9M40zrTOdM7MzgzOjM5MzuzOLM6szmzO3M4czpzOXM78zjzOvM58zsLOCOdgQNHnMqpncZpnc7pnQWdhZyFnUWcRZ3FnMWdJZwlnaWcpZ1lnGWd5ZzlnRWcFZ2VnJWdVZxVndWc1Z01nDWdtZy1nXWcdZ31nPWdDZxRzobORs7GzibOps5mzmhnc2eMs4Uz1tnSGeds5WztbONs62znbO+MdyY4Ozg7Ojs5OzsTnV2cXZ3dnN2dPZw9nb2cvZ19nH2d/Zz9nQOcA52DnIOdQ5xDncOcw50jnCOdo5yjnWOcY53jnOOdE5wTnZOck51TnFOd05zTnTOcM52znLOdc5xznfOc850LnAudi5yLnUucS53LnMudK5wrnaucq51rnGud65zrnRucG52bnJudW5xbnduc2507nDudu5y7nXuce537nPudB5wHnYech51HnEedx5zHnSecJ52nnKedZ5xnneec550XnBedl5yXnVecV53XnNedN5w3nbect513nHed95z3nQ+cD52PnI+dT5xPnc+cz50vnC+dr5yvnW+cb53vnO+dH5wfnZ+cn51fnF+d35zfnT+cP52/nL+df5x/nf/cEa7hmq7l2q7juq7n+m7ghm7kxm7ipm7m5m7hlu4k7qTuZO7k7hTulO5U7tTuNO607nTu9O4M7ozuTO7M7izurO5s7uzuHO6c7lzu3O487rzufO787gLuSHfgwhW3cmu3cVu3c3t3QXchd2F3EXdRdzF3cXcJd0l3KXdpdxl3WXc5d3l3BXdFdyV3ZXcVd1V3NXd1dw13TXctd213HXdddz13fXcDd5S7obuRu7G7ibupu5k72t3cHeNu4Y51t3THuVu5W7vbuNu627nbu+PdCe4O7o7uTu7O7kR3F3dXdzd3d3cPd093L3dvdx93X3c/d3/3APdA9yD3YPcQ91D3MPdw9wj3SPco92j3GPdY9zj3ePcE90T3JPdk9xT3VPc093T3DPdM9yz3bPcc91z3PPd89wL3Qvci92L3EvdS9zL3cvcK90r3Kvdq9xr3Wvc693r3BvdG9yb3ZvcW91b3Nvd29w73Tvcu9273Hvde9z73fvcB90H3Ifdh9xH3Ufcx93H3CfdJ9yn3afcZ91n3Ofd59wX3Rfcl92X3FfdV9zX3dfcN9033Lfdt9x33Xfc99333A/dD9yP3Y/cT91P3M/dz9wv3S/cr92v3G/db9zv3e/cH90f3J/dn9xf3V/c393f3D/dP9y/3b/cf91/3P2+EZ3imZ3m253iu53m+F3ihF3mxl3ipl3m5V3ilN4k3qTeZN7k3hTelN5U3tTeNN603nTe9N4M3ozeTN7M3izerN5s3uzeHN6c3lze3N483rzefN7+3gDfSG3jwxKu82mu81uu83lvQW8hb2FvEW9RbzFvcW8Jb0lvKW9pbxlvWW85b3lvBW9FbyVvZW8Vb1VvNW91bw1vTW8tb21vHW9dbz1vf28Ab5W3obeRt7G3ibept5o32NvfGeFt4Y70tvXHeVt7W3jbett523vbeeG+Ct4O3o7eTt7M30dvF29Xbzdvd28Pb09vL29vbx9vX28/b3zvAO9A7yDvYO8Q71DvMO9w7wjvSO8o72jvGO9Y7zjveO8E70TvJO9k7xTvVO8073TvDO9M7yzvbO8c71zvPO9+7wLvQu8i72LvEu9S7zLvcu8K70rvKu9q7xrvWu8673rvBu9G7ybvZu8W71bvNu927w7vTu8u727vHu9e7z7vfe8B70HvIe9h7xHvUe8x73HvCe9J7ynvae8Z71nvOe957wXvRe8l72XvFe9V7zXvde8N703vLe9t7x3vXe8973/vA+9D7yPvY+8T71PvM+9z7wvvS+8r72vvG+9b7zvve+8H70fvJ+9n7xfvV+8373fvD+9P7y/vb+8f71/vPH+Ebvulbvu07vut7vu8HfuhHfuwnfupnfu4XfulP4k/qT+ZP7k/hT+lP5U/tT+NP60/nT+/P4M/oz+TP7M/iz+rP5s/uz+HP6c/lz+3P48/rz+fP7y/gj/QHPnzxK7/2G7/1O7/3F/QX8hf2F/EX9RfzF/eX8Jf0l/KX9pfxl/WX85f3V/BX9FfyV/ZX8Vf1V/NX99fw1/TX8tf21/HX9dfz1/c38Ef5G/ob+Rv7m/ib+pv5o/3N/TH+Fv5Yf0t/nL+Vv7W/jb+tv52/vT/en+Dv4O/o7+Tv7E/0d/F39Xfzd/f38Pf09/L39vfx9/X38/f3D/AP9A/yD/YP8Q/1D/MP94/wj/SP8o/2j/GP9Y/zj/dP8E/0T/JP9k/xT/VP80/3z/DP9M/yz/bP8c/1z/PP9y/wL/Qv8i/2L/Ev9S/zL/ev8K/0r/Kv9q/xr/Wv86/3b/Bv9G/yb/Zv8W/1b/Nv9+/w7/Tv8u/27/Hv9e/z7/cf8B/0H/If9h/xH/Uf8x/3n/Cf9J/yn/af8Z/1n/Of91/wX/Rf8l/2X/Ff9V/zX/ff8N/03/Lf9t/x3/Xf89/3P/A/9D/yP/Y/8T/1P/M/97/wv/S/8r/2v/G/9b/zv/d/8H/0f/J/9n/xf/V/83/3//D/9P/y//b/8f/1/wtGBEZgBlZgB07gBl7gB0EQBlEQB0mQBlmQB0VQBpMEkwaTBZMHUwRTBlMFUwfTBNMG0wXTBzMEMwYzBTMHswSzBrMFswdzBHMGcwVzB/ME8wbzBfMHCwQjg0GAQIIqqIMmaIMu6IMFg4WChYNFgkWDxYLFgyWCJYOlgqWDZYJlg+WC5YMVghWDlYKVg1WCVYPVgtWDNYI1g7WCtYN1gnWD9YL1gw2CUcGGwUbBxsEmwabBZsHoYPNgTLBFMDbYMhgXbBVsHWwTbBtsF2wfjA8mBDsEOwY7BTsHE4Ndgl2D3YLdgz2CPYO9gr2DfYJ9g/2C/YMDggODg4KDg0OCQ4PDgsODI4Ijg6OCo4NjgmOD44LjgxOCE4OTgpODU4JTg9OC04MzgjODs4Kzg3OCc4PzgvODC4ILg4uCi4NLgkuDy4LLgyuCK4OrgquDa4Jrg+uC64MbghuDm4Kbg1uCW4PbgtuDO4I7g7uCu4N7gnuD+4L7gweCB4OHgoeDR4JHg8eCx4MngieDp4Kng2eCZ4PngueDF4IXg5eCl4NXgleD14LXgzeCN4O3greDd4J3g/eC94MPgg+Dj4KPg0+CT4PPgs+DL4Ivg6+Cr4Nvgm+D74Lvgx+CH4Ofgp+DX4Jfg9+C34M/gj+Dv4K/g3+Cf4P/whGhEZqhFdqhE7qhF/phEIZhFMZhEqZhFuZhEZbhJOGk4WTh5OEU4ZThVOHU4TThtOF04fThDOGM4UzhzOEs4azhbOHs4RzhnOFc4dzhPOG84Xzh/OEC4chwECKUsArrsAnbsAv7cMFwoXDhcJFw0XCxcPFwiXDJcKlw6XCZcNlwuXD5cIVwxXClcOVwlXDVcLVw9XCNcM1wrXDtcJ1w3XC9cP1wg3BUuGG4UbhxuEm4abhZODrcPBwTbhGODbcMx4VbhVuH24TbhtuF24fjwwnhDuGO4U7hzuHEcJdw13C3cPdwj3DPcK9w73CfcN9wv3D/8IDwwPCg8ODwkPDQ8LDw8PCI8MjwqPDo8Jjw2PC48PjwhPDE8KTw5PCU8NTwtPD08IzwzPCs8OzwnPDc8Lzw/PCC8MLwovDi8JLw0vCy8PLwivDK8Krw6vCa8NrwuvD68IbwxvCm8ObwlvDW8Lbw9vCO8M7wrvDu8J7w3vC+8P7wgfDB8KHw4fCR8NHwsfDx8InwyfCp8OnwmfDZ8Lnw+fCF8MXwpfDl8JXw1fC18PXwjfDN8K3w7fCd8N3wvfD98IPww/Cj8OPwk/DT8LPw8/CL8Mvwq/Dr8Jvw2/C78Pvwh/DH8Kfw5/CX8Nfwt/D38I/wz/Cv8O/wn/Df8L9oRGREZmRFduREbuRFfhREYRRFcZREaZRFeVREZTRJNGk0WTR5NEU0ZTRVNHU0TTRtNF00fTRDNGM0UzRzNEs0azRbNHs0RzRnNFc0dzRPNG80XzR/tEA0MhpEiCSqojpqojbqoj5aMFooWjhaJFo0WixaPFoiWjJaKlo6WiZaNlouWj5aIVoxWilaOVolWjVaLVo9WiNaM1orWjtaJ1o3Wi9aP9ogGhVtGG0UbRxtEm0abRaNjjaPxkRbRGOjLaNx0VbR1tE20bbRdtH20fhoQrRDtGO0U7RzNDHaJdo12i3aPdoj2jPaK9o72ifaN9ov2j86IDowOig6ODokOjQ6LDo8OiI6MjoqOjo6Jjo2Oi46PjohOjE6KTo5OiU6NTotOj06IzozOis6OzonOjc6Lzo/uiC6MLoouji6JLo0uiy6PLoiujK6Kro6uia6Nrouuj66Iboxuim6ObolujW6Lbo9uiO6M7oruju6J7o3ui+6P3ogejB6KHo4eiR6NHosejx6Inoyeip6OnomejZ6Lno+eiF6MXopejl6JXo1ei16PXojejN6K3o7eid6N3ovej/6IPow+ij6OPok+jT6LPo8+iL6Mvoq+jr6Jvo2+i76Pvoh+jH6Kfo5+iX6Nfot+j36I/oz+iv6O/on+jf6Lx4RG7EZW7EdO7Ebe7EfB3EYR3EcJ3EaZ3EeF3EZTxJPGk8WTx5PEU8ZTxVPHU8TTxtPF08fzxDPGM8UzxzPEs8azxbPHs8RzxnPFc8dzxPPG88Xzx8vEI+MBzFiiau4jpu4jbu4jxeMF4oXjheJF40XixePl4iXjJeKl46XiZeNl4uXj1eIV4xXileOV4lXjVeLV4/XiNeM14rXjteJ143Xi9ePN4hHxRvGG8Ubx5vEm8abxaPjzeMx8Rbx2HjLeFy8Vbx1vE28bbxdvH08Pp4Q7xDvGO8U7xxPjHeJd413i3eP94j3jPeK9473ifeN94v3jw+ID4wPig+OD4kPjQ+LD4+PiI+Mj4qPjo+Jj42Pi4+PT4hPjE+KT45PiU+NT4tPj8+Iz4zPis+Oz4nPjc+Lz48viC+ML4ovji+JL40viy+Pr4ivjK+Kr46via+Nr4uvj2+Ib4xvim+Ob4lvjW+Lb4/viO+M74rvju+J743vi++PH4gfjB+KH44fiR+NH4sfj5+In4yfip+On4mfjZ+Ln49fiF+MX4pfjl+JX41fi1+P34jfjN+K347fid+N34vfjz+IP4w/ij+OP4k/jT+LP4+/iL+Mv4q/jr+Jv42/i7+Pf4h/jH+Kf45/iX+Nf4t/j/+I/4z/iv+O/4n/jf9LRiRGYiZWYidO4iZe4idBEiZREidJkiZZkidFUiaTJJMmkyWTJ1MkUyZTJVMn0yTTJtMl0yczJDMmMyUzJ7MksyazJbMncyRzJnMlcyfzJPMm8yXzJwskI5NBgkSSKqmTJmmTLumTBZOFkoWTRZJFk8WSxZMlkiWTpZKlk2WSZZPlkuWTFZIVk5WSlZNVklWT1ZLVkzWSNZO1krWTdZJ1k/WS9ZMNklHJhslGycbJJsmmyWbJ6GTzZEyyRTI22TIZl2yVbJ1sk2ybbJdsn4xPJiQ7JDsmOyU7JxOTXZJdk92S3ZM9kj2TvZK9k32SfZP9kv2TA5IDk4OSg5NDkkOTw5LDkyOSI5OjkqOTY5Jjk+OS45MTkhOTk5KTk1OSU5PTktOTM5Izk7OSs5NzknOT85LzkwuSC5OLkouTS5JLk8uSy5MrkiuTq5Krk2uSa5PrkuuTG5Ibk5uSm5NbkluT25LbkzuSO5O7kruTe5J7k/uS+5MHkgeTh5KHk0eSR5PHkseTJ5Ink6eSp5NnkmeT55LnkxeSF5OXkpeTV5JXk9eS15M3kjeTt5K3k3eSd5P3kveTD5IPk4+Sj5NPkk+Tz5LPky+SL5Ovkq+Tb5Jvk++S75Mfkh+Tn5Kfk1+SX5Pfkt+TP5I/k7+Sv5N/kn+T/9IRqZGaqZXaqZO6qZf6aZCGaZTGaZKmaZbmaZGW6STppOlk6eTpFOmU6VTp1Ok06bTpdOn06QzpjOlM6czpLOms6Wzp7Okc6ZzpXOnc6TzpvOl86fzpAunIdJAilbRK67RJ27RL+3TBdKF04XSRdNF0sXTxdIl0yXSpdOl0mXTZdLl0+XSFdMV0pXTldJV01XS1dPV0jXTNdK107XSddN10vXT9dIN0VLphulG6cbpJumm6WTo63Twdk26Rjk23TMelW6Vbp9uk26bbpdun49MJ6Q7pjulO6c7pxHSXdNd0t3T3dI90z3SvdO90n3TfdL90//SA9MD0oPTg9JD00PSw9PD0iPTI9Kj06PSY9Nj0uPT49IT0xPSk9OT0lPTU9LT09PSM9Mz0rPTs9Jz03PS89Pz0gvTC9KL04vSS9NL0svTy9Ir0yvSq9Or0mvTa9Lr0+vSG9Mb0pvTm9Jb01vS29Pb0jvTO9K707vSe9N70vvT+9IH0wfSh9OH0kfTR9LH08fSJ9Mn0qfTp9Jn02fS59Pn0hfTF9KX05fSV9NX0tfT19I30zfSt9O30nfTd9L30/fSD9MP0o/Tj9JP00/Sz9PP0i/TL9Kv06/Sb9Nv0u/T79If0x/Sn9Of0l/TX9Lf09/SP9M/0r/Tv9J/03/S/bERmZGZmZXbmZG7mZX4WZGEWZXGWZGmWZXlWZGU2STZpNlk2eTZFNmU2VTZ1Nk02bTZdNn02QzZjNlM2czZLNms2WzZ7Nkc2ZzZXNnc2TzZvNl82f7ZANjIbZMgkq7I6a7I267I+WzBbKFs4WyRbNFssWzxbIlsyWypbOlsmWzZbLls+WyFbMVspWzlbJVs1Wy1bPVsjWzNbK1s7WydbN1svWz/bIBuVbZhtlG2cbZJtmm2Wjc42z8ZkW2Rjsy2zcdlW2dbZNtm22XbZ9tn4bEK2Q7ZjtlO2czYx2yXbNdst2z3bI9sz2yvbO9sn2zfbL9s/OyA7MDsoOzg7JDs0Oyw7PDsiOzI7Kjs6OyY7NjsuOz47ITsxOyk7OTslOzU7LTs9OyM7MzsrOzs7Jzs3Oy87P7sguzC7KLs4uyS7NLssuzy7Irsyuyq7Orsmuza7Lrs+uyG7Mbspuzm7Jbs1uy27PbsjuzO7K7s7uye7N7svuz97IHsweyh7OHskezR7LHs8eyJ7Mnsqezp7Jns2ey57PnshezF7KXs5eyV7NXstez17I3szeyt7O3snezd7L3s/+yD7MPso+zj7JPs0+yz7PPsi+zL7Kvs6+yb7Nvsu+z77Ifsx+yn7Ofsl+zX7Lfs9+yP7M/sr+zv7J/s3+y8fkRu5mVu5nTu5m3u5nwd5mEd5nCd5mmd5nhd5mU+ST5pPlk+eT5FPmU+VT51Pk0+bT5dPn8+Qz5jPlM+cz5LPms+Wz57Pkc+Zz5XPnc+Tz5vPl8+fL5CPzAc5csmrvM6bvM27vM8XzBfKF84XyRfNF8sXz5fIl8yXypfOl8mXzZfLl89XyFfMV8pXzlfJV81Xy1fP18jXzNfK187XydfN18vXzzfIR+Ub5hvlG+eb5Jvmm+Wj883zMfkW+dh8y3xcvlW+db5Nvm2+Xb59Pj6fkO+Q75jvlO+cT8x3yXfNd8t3z/fI98z3yvfO98n3zffL988PyA/MD8oPzg/JD80Pyw/Pj8iPzI/Kj86PyY/Nj8uPz0/IT8xPyk/OT8lPzU/LT8/PyM/Mz8rPzs/Jz83Py8/PL8gvzC/KL84vyS/NL8svz6/Ir8yvyq/Or8mvza/Lr89vyG/Mb8pvzm/Jb81vy2/P78jvzO/K787vye/N78vvzx/IH8wfyh/OH8kfzR/LH8+fyJ/Mn8qfzp/Jn82fy5/PX8hfzF/KX85fyV/NX8tfz9/I38zfyt/O38nfzd/L388/yD/MP8o/zj/JP80/yz/Pv8i/zL/Kv86/yb/Nv8u/z3/If8x/yn/Of8l/zX/Lf8//yP/M/8r/zv/J/83/K0YURmEWVmEXTuEWXuEXQREWUREXSZEWWZEXRVEWkxSTFpMVkxdTFFMWUxVTF9MU0xbTFdMXMxQzFjMVMxezFLMWsxWzF3MUcxZzFXMX8xTzFvMV8xcLFCOLQYFCiqqoi6Zoi67oiwWLhYqFi0WKRYvFisWLJYoli6WKpYtlimWL5YrlixWKFYuVipWLVYpVi9WK1Ys1ijWLtYq1i3WKdYv1ivWLDYpRxYbFRsXGxSbFpsVmxehi82JMsUUxttiyGFdsVWxdbFNsW2xXbF+MLyYUOxQ7FjsVOxcTi12KXYvdit2LPYo9i72KvYt9in2L/Yr9iwOKA4uDioOLQ4pDi8OKw4sjiiOLo4qji2OKY4vjiuOLE4oTi5OKk4tTilOL04rTizOKM4uzirOLc4pzi/OK84sLiguLi4qLi0uKS4vLisuLK4ori6uKq4trimuL64rrixuKG4ubipuLW4pbi9uK24s7ijuLu4q7i3uKe4v7ivuLB4oHi4eKh4tHikeLx4rHiyeKJ4uniqeLZ4pni+eK54sXiheLl4qXi1eKV4vXiteLN4o3i7eKt4t3ineL94r3iw+KD4uPio+LT4pPi8+Kz4svii+Lr4qvi2+Kb4vviu+LH4ofi5+Kn4tfil+L34rfiz+KP4u/ir+Lf4p/i//KEaVRmqVV2qVTuqVX+mVQhmVUxmVSpmVW5mVRluUk5aTlZOXk5RTllOVU5dTlNOW05XTl9OUM5YzlTOXM5SzlrOVs5ezlHOWc5Vzl3OU85bzlfOX85QLlyHJQopSyKuuyKduyK/tywXKhcuFykXLRcrFy8XKJcslyqXLpcply2XK5cvlyhXLFcqVy5XKVctVytXL1co1yzXKtcu1ynXLdcr1y/XKDclS5YblRuXG5SblpuVk5uty8HFNuUY4ttyzHlVuVW5fblNuW25Xbl+PLCeUO5Y7lTuXO5cRyl3LXcrdy93KPcs9yr3Lvcp9y33K/cv/ygPLA8qDy4PKQ8tDysPLw8ojyyPKo8ujymPLY8rjy+PKE8sTypPLk8pTy1PK08vTyjPLM8qzy7PKc8tzyvPL88oLywvKi8uLykvLS8rLy8vKK8sryqvLq8pry2vK68vryhvLG8qby5vKW8tbytvL28o7yzvKu8u7ynvLe8r7y/vKB8sHyofLh8pHyUW/0hHETxo/d1hv7v7/uqqPH7DJxrDv+f3/W+t+fnf/3Z9T//uz5Pz/hqC0mTBw9ZszY8RPDPfnp7TJ+65GQ9n9+m2rk//eLkSP7//1t/+/f2+Z/fuullvJXHb392FXGzj9SPwb6Af2o9KPWj0Y/Wv3o9KMP9M5Ifg34BX4Jvyp+1fxq+NXyq+MXN8ANcAPcADfADfAyeBm8DF4WXhZeFl4WXhZeFv7thRvCDeGGcKPiRsWNihsVNypuVNyouFFxo+JGxY2aGzU3am7U3Ki5UXOj5kbNjZobNTcabjTcaLjRcKPhRsONhhsNNxpuNNxoudFyo+VGy42WGy03Wm603Gi50XKj40bHjY4bHTc6bnTc6LjRcaPjRseNnhs9N3pu9NzoudFzo+dGz42eG30fsryRw8/B8BPDTxl+VsPPevjZDD/b4Wc3/ByuDYZrg+HaYLg2GK4NhmuD4dpguDYYrg2Ga4PhGoZrGK5huIbhGoZrGK5huIbhGoZrGK7JcE2GazJck+GaDNdkuCbDNRmuyXBNhmvVcK0arlXDtWq4Vg3XquFaNVyrhmvVcK0artXDtXq4Vg/X6uFaPVyrh2v1cK0ertXDtXq41gzXmuFaM1xrhmvNcK0ZrjXDtWa41gzXmuFaO1xrh2vtcK0drrXDtXa41g7X2uFaO1xrh2vdcK0brnXDtW641g3XuuFaN1zrhmvdcK0brvXDtX641g/X+uFaP1zrh2v9cK0frvXDteFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbguFbgrr2x223xw5boW70o9WPTj/6//toRuoH9EP0o9IPPdjonUbvNHqn1TvtQD/0YKsHWz3Y6p1W77R6p9M7nd7p9E6ndzq90+mdTu90eqfXO73e6fVOr3d6vdP/338lI0fqx0A/oB+iH5V+1PrR6EerH51+6OWBXh7o5YFeHujlgV4e6OWBXh7o5YFeHuhl6GXoZehl6GXoZehl6GXoZehl6GXRy6KXRS+LXha9LHpZ9LLoZdHLopcrvVzp5UovV3q50suVXq70cqWXK71c6eVaL9d6udbLtV6u9bKWIlqKaCmipYiWIlqKNHpZkxFNRjQZ0WSk0cvajmg7ou2ItiPajmg7ou2ItiOtXm71stYkWpNoTaI1idYkWpNoTaI1SaeXO72sfYn2JdqXaF+ifYn2JdqXaF/S6+VeL/d6udfL2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgpQ1W2mClDVbaYKUNVtpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYK0N1tpgrQ3W2mCtDdbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCjDTbaYKMNNtpgow022mCrDbbaYKsNttpgqw222mCrDbbaYKsNttpgqw222mCrDbbaYKsNttpgqw222mCrDbbaYKsNttpgqw222mCrDbbaYKsNttpgqw222mCrDbbaYKsNttpgqw222mCrDbbaYKsNttpgqw222mCrDbbaYKsNttpgqw222mCrDbbaYKsNttpgq+m1ml6r6bWaXqvptZpeq+m1ml6r6bWaXqvptZpeq+m1ml6r6bWaXqvptZpeq+m1ml6r6bWaXqvptZpeq+m1ml6r6bWaXqvptZpeq+m1ml6r6bWaXqvptZpeq+m1ml6r6bWaXqvptZpeq+m1ml6r6bWaXqvpdZpep+l1ml6n6XWaXqfpdZpep+l1ml6n6XWaXqfpdZpep+l1ml6n6XWaXqfpdZpep+l1ml6n6XWaXqfpdZpep+l1ml6n6XWaXqfpdZpep+l1ml6n6XWaXqfpdZpep+l1ml6n6XWaXqfpdZpep+l1ml6n6XWaXqfpdZpep+l1ml6n6XX6v79OG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wb7vg//5GIwcOZJfA36BX8Kvil81vxp+tfzq+MWNATcG3BhwY8CNATcG3BhwY8CNATcG3AA3wA1wA9wAN8ANcAPcADfADeGGcEO4IdwQbgg3hBvCDeGGcKPiRsWNihsVNypuVNyouFFxo+JGxY2aGzU3am7U3Ki5UXOj5kbNjZobNTcabjTcaLjRcKPhRsONhhsNNxpuNNxoudFyo+VGy42WGy03Wm603Gi50XKj40bHjY4bHTc6bnTc6LjRcaPjRseNnhs9N3pu9NzoudFzo+dGz42eG+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsfMDOB+x8wM4H7HzAzgfsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3OG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779k5PRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFABQcqOFDBgQoOVHCgfQPtG2jfQPsG2jfQvoH2DbRvoH0D7Rto30D7Bto30L6B9g20b6B9A+0baN9A+wbaN9C+gfYNtG+gfQPtG2jfQPsG2jfQvoH2DbRvoH0D7Rto30D7Bto30L6B9g20b6B9A+0baN9A+wbaN9C+gfYNtG+gfQPtG2jfQPsG2jfQvoH2DbRvoH0D7Rto30D7Bto30L6B9g20b6B9A+0baN9A+wbaN9C+gfYNtG+gfQPtG2jfQPsG2jfQvoH2DbRvoH0D7Rto30D7Bto30L6B9g20b6B9A+0baN9A+wbaN9C+gfYNtG+gfQPtG2jfQPsG2jfQvoH2DbRvoH0D7Rto30D7Bto30L6B9g20b6B9A+0baN9A+wbaN9C+gfYNtG+gfQPtG2jfQPsG2jfQvoH2DbRvoH0D7Rto30D7Bto30L6B9g20b6B9A+0baN9A+wbaN9C+gfYNtG+gfQPtG2jfQPsG2jfQvoH2DbRvoH0D7Rto30D7Bto30L6B9g20b6B9A+0baN9A+wbaN9C+gfYNtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+ya0b0L7JrRvQvsmtG9C+yYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0LxJhRvQvEmFG9C8SYUb0Lx9v/0cMc0AMBAEMMoVbrwx/adDCKblRFvI95GvI14G/E24m3E24i3EW8j3ka8jXgb8TbibcTbiLcRbyPeRryNeBvxNuJtxNuItxFvI95GvI14G/E24m3E24i3EW8j3ka8jXgb8TbibcTbiLcRbyPeRryNeBvxNuJtxNuItxFvI95GvI14G/E24m3E24i3EW8j3ka8jXgb8TbibcTbiLcRbyPeRryNeBvxNuJtxNuItxFvI95GvI14G/E24m3E24i3cW6j20a3jW4b3Ta6bXTb6LbRbaPbRreNbhvdNrptdNvottFto9tGt41uG902um102+i20W2j20a3jW4b3Ta6bXTb6LbRbaPbRreNbhvdNrptdNvottFto9tGt41uG902um102+i20W2j20a3jW4b3Ta6bXTb6LbRbaPbRreNbhvdNrptdNvottFto9tGt41uG902um102+i20W2j20a3jW4b3Ta6bXTb6L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3F1RfqRsOg/JltW/e1MR9WYUGPClWIkxhiOKvlQQwSLeuQTxDFrLv6t8YW0KwvqagowYvr7MngK0t9j5eUPO4rJTJ2tyDWKjEehrQYDSdyRBCDQIJq2SIGIoOCGQW7BvFmRHuwCpKk1bBPuiwtFfJ7PobfSaNDdygXCin1Q5tiG3edWEgKcfhNtgS73cCJqiD6maLTKYaxdEqHeGTrcXKerLhNlpwf1cOnIeGftpBeIeNoy/a90neDxmRVLBrG3WP3xcOTRp9t2baf69w2uv7Nn4c20Bpv5fBSb2ip/FDgeW3sbPa1XLuv+ZFcN2YtEfP2GNYsXDLW/Q/LhUC3sFop+HcMZuixAS3ZcWPlyhs7dt1oabmxa8qsoUNnTZlUn5ZWb1jWtb/9ZnPzzfb9XcsuPPliVfXGqqqN1VUvPhnOL73EXSN6YvXrNOEsKNXC+FnsHoz9CbCyfVTGLZKQ2rbAEv/EgqlJXOfRqXU3rJ4RoWalVvW9t7nfcl0kQ+7hKDEmzWZmPfyYCntY92gPU6/HEutxZ2NTKB1M5Z5wZD3awZTGPvmT1aXfLqkor57V0niotnDp9oqyrc8Wfhvwj5vgXjQtsGtqUfNuk61kdV2VP3OkL3tgfFFzffn8MTZb0fJpZSPTXAOGOiyxhcvqpq4sGyz7CUf4Km6T0ID41P6SwHxC0rEdwGzHX94Hm9TNV4FF+kpZu5+vpB8hlnVsrRhZ2w+/1Fs8fnwxopchN6e4OIchl2cvc+8LpXIPmMkIku5PGBaXlDBESOa1lnla3mBwDUo2m5E1ZdJ0ug2/R7Dhh9MopyiTDaF+2wg4kCA128eKHqaR8C8qrAv3vmRy+/1uz+jRUik3sOdzSBc9uT5PTl5efseRzS8dm1jkcghC6f0z10e5MnNzM12jNvL7QymT64eljhzuzM7Pad3U2lQ9MzMpZwR63turcLz4rikVWZ4YRf4yDlTdGaoDgOWTiTOL1XtW722hRqjGLsIpkJiUpCcmNRdMiNC1TICs2MlYX1Myq2+c3UUjgGUE7rN77VYL5en3l6Q/798PaZcaPzi8QCd1q8vX165vLy177YXZmyeI0ju0ZrN0x3QMsv94GXzHspuON+c3jGy91PJc5+pxKyu7fnRC+naXjMGD+PEW8gVHojr6kqsQxEGIZ1OHRNYJd3Ad9prfwGmiuagokYj4hjo8xNxGU056mFvAAZh+owfvHjQzFg4/AwfAJ/3jOan4F9KoViE/5Kaf3D/Hvx6iVHpQHbafJs/xeH+UmhOIQGlQ1c922LKR1RVtmunTyLJfhXYgYS3lNt0/x73Ssxg5geV4LeY4wgkccoLmISdEUsubWBr/jxPufip91tYGKZ9+CsltbdLVT9cdKC09sG79wZKSg5hN72WWzWPSh5cvSx8d+7Kls2V1Z0tL52p8YDyJMfDbMYYo1Dpxfl00cqP1IWDZlJdjCBOSE+JBaWgnHKSGDZ+tXfvZhu+uzVzRErgm5Ned37n9/HTJTt9pbJjfoNTAhD3yvawjUEmp1EGRUo6GyTcjExOD4EBeXym1cV9Ie/ipX3754Ah77xXMCcX3zJiRGIEGtf0zgizJ9JfMLewBRcCHv+9ZBkkvbtu+DuzLHpha753mnD1XD7e3H+aSe66cvteKNhHlqlY5VsSDyOk4xIEgADMeqZlH6Uy7PGjYrMEP2CU1ISoIREMCxOA9UVokXZXuSQ+wjlHcv9mFtfxnjxkRmY/xlsvYVCGfWP1aHaiZalKpI3NZjhrFJ4aNF9JufOg2p+35ll0Mu7duCfm35NzV9n7Dq2UNgr0XnRCdQAw4L+L6aDYnJz390aGBvQdhbsXc+OzIrQUvXl/bcu3llg+WgdRLZ0xZMndEfXnNXArALb2gb7x6/HjXwqpDLWU1+7ZOXzeuvqb1+DRFY9zmY3HvBGJHjaEfEEtiEJ5MYkS2R2yYcjyPaAxZtzLZJm8NijN0wqHrwcV/2vtX7JvQRJreMHFyI4AgLPmDtAN+xi2ZVrvUtOLzA692rej9KmqobtzykrLSYFsZXdQwp7FPH8CPuU6l3yOTS+l3VAJMUSh8FtYkplRIQT5TEZN0HX/Q/lIWJ85PMjLR1gYMboyMAf0ZgWDlFYmBRelDFQ5C6NnZ7gf1sIpRRTuXc7d7BlcUX5LpXhYXY8L1tZDBfjNHBR7LCyIV1SjDTGrFIMLIKB8WwJtiZZf5EftasIeugPabyDZ0THfnTWlb92+6Q+39tlS00UBZx8T5oyIKRhcRRsr0/gHlwoRK5oE1O1+TvreN8U5oGiZLk47j/aSJkjPZvtCAOctjM4AYXWwGgFUEWCXPAFwjaxa2BhWEvCZWnhNJaoBmZU6g3sLmnYR4CWtSs1GvC8ZHpIY+LDVkf82y2ohIHJWYOsRolilFdtwGW+7HZLc1Bk8xXRrYmd49e/6sydPWDExaIu0RsndOmLSoC3XpIoDKYslKE/dse3XXnFypy1+rxCPrE9lXg+LrdTmezMcAVkRmGrpPd/FnMKcD/HpRr9dp5qt0YtAUzqpbOeUpgHB4PchQHqtDKRxN33HI394OmitXnOV1WCk4+fHf//6xNKOi9KKM1Q29d/l4xKpSL20whkfD2j5VLmvyVBkHSouy2YCqHH69A40OGuurbBoGml7CZ/48+uxRuip0yF0xrMhDX+rJ2J43E+2j6hDNaF/mMB3TymrGYWIfkvtz2AD2hyc0nOg+6SJEv/02xJ5/84F0Ubrz/h+4ztAEeipUSU/2ZNBzoXyl14i0h7uL9o0sNxpRp1OJQVGLalwfRhyONayhF30fDfIOoNJTR3DqExNMsdJ6sHx3FaKkg8mps19ZIO3507AML+7jopd7MurnBocre5RgIzXhHho2cUQgHOZIFXFfmZpeYIMB7NYSuCTV0C4pA74+Tws+fjN05mL4fPY170AdyvCW4rfEaINRYjAuQT4FxZr7zkE4ZeSP/zkLeX/oLNS99OSM+WefXbwVKxCKymobWrMq0dZUVb+wwfB094kj1xdPHvNCT8bmkuoPAn6w+2tffXnvTtmXYurihuP8HkhSEfvRSYMG2dUx6se4BBJlxnP9e27GBfJBHMI++PoLPGyE/z0mFo5ZWrz21k/GPp5b8pfz+5p2j7+icq/jCudEHWzNpa6seZULF6bxaaOys3I3P5f9bCB0tz7Ps7fMNwVy/ekj+nx6RtYUA4m+w6Am8+LUkf8x/N8pI1sRFHIW/tLcMWdOR/PyN+bOfWP57NKksrGBsjLqqut4fs2v6up+teb5jrrTG6bnNuStr61br+jnDuE4t1l89we0dsfbMFD6SjgOVukfuPS/RypZTQB4nGNgZGBgYGLq725n3RfPb/OVQZ6DAQSe8Yq/RND/ZrHXsx0GcjkYmECiADtZCwd4nGNgZGBgO/xvFgMDexsDw59i9noGoAgyYDwAAH+JBacAAAB4nGN6w+DCAARMqxgYGBcA6QiGJuYYhkqmNIZalm8MzCwnGXxYshhiWDYwxDCpAsXcGPrYZRn6WKYB+V+AtCJDIlDnCiCez3yUgQGkh2EEAtZ9DMmE1DBFMSykpRvYJjIsZD2B2w7WZ4TdSC3AcoM8v7JwMwihi7FOYphIuYswAXsbAzs1zWPuY3CipnnUACwpDDFEqy0mXi0tAbCc6cMiVkuWWXEMrVjEGFgWAcuuRZj2wACofCPHPlIBy0bsboCUq7gB0w0GMQw9yzH9SilgE2dgwSbO/Jk4/cy7GDyR+UD/DngaY57E4MG8g8FjoN0xCkbBKBgFo2BwA8at9LUPAF9cLMkAAAB4nGNgYNCBwhiGNoZ1DDcY9RhrGPcxPmHiY4pimsK0i5mPWYXZgXkB86YBhH/QIYsAidCBJQUFLiILXsID38EgqwQJ0ItIWEA1uA4r/EI5ZOOAQyk80AoOi9gWsW1BgcdIh+xcSFAGDXrBYRXRcBUSvIMF/oNADheKYR/HkVE4CkfhKByFoxAPvEVfCACcLZM3AAAAAAEAAAUKADEABAA1AAMAAgAQAC8BAAABAkwALwACAAF4nJ1YO48cxxGu0x0p7i5J684OHChoHxzcWctd8vSASUZnggIIiJLAowUrMnpnendanJludPfcYv+A4cj/QzCgVJEyAw7szJEzp/YfcOqq6p7H7h1JWFzcbG13db276hsCgNj7A+wB/9v/9U2X6D24Mfo+0e/Aweivid6H0ehfiT6A8RgSfQMOx/NE34TR+LeJfhcejv+R6Fswmvwi0SO4O3mW6An8avJdom/Dz29PEn1n7y8/adfvwgeHf0v0e3DjaD/Rh3Bw9FO0au9ghIotW0j0HoxHf070O3Br9EOi9+Fo9PdEH8DPRv9J9A04Hk8SfROOxueJfhfc+PeJvgVHkzuJHsH7kw8SPYGXk98l+jbcn/wz0Xf2/3j7l4m+C18d+kS/B+PD/yb6EG4djeBbEHAG9/HvI6Seg4YMHBjw+LeEgGtPkHJg+SlxRSNVwwx3zqHEj4AXuLaCAvc8/1L4rZD7Ep85c77EXYXfx/CKd2qkBPJLWKAE2iFttFKgLJKyZC2kf41ctJIjH0kscceyZIG8NT4tcjjmbZCT1lZIS/zzuNog5wbpBT/PcTdH7n8j/SnuZajRs/466SdrHOshfRLXs4GFrf2tFtKtcYVknHAMAq55eARz/Kxwj2Q2qH2GcgxUuCqTDQruoczWhvmO7HsD2XOOk8HnHCVI9ot45/AZPMMMPYXP4QKfM9zN4ZRj/oTjtEGuNjsx0w/g4WvjQOe+ZMkV58GnbIuUlYL3VIrliiuiZltymHLWaLePFkml3KxwbcrxNZyZms9bluaTBvIusMf1Vg6z5MfVGmlrdM06VJKc87fn3Qw5ZbKPKohWGvRNsdV9NZPlmjMe8xi6er3Y0XGM0e09oZqUfAf0Vv3snqIqjpVgUH9IFUZZdHzjWjumSVKGMqlu2zjsni7xd8VrQx/66h3ex2hpw3dyOogn0RXSpGXZ/VaDbFmu25KjXfBKznS0esG2RE7fcWYc21ZXzMece4fg1dgxog06xbvP63Wxmw7yGn2xXYWGnSrq/V1ztKo35qTtNE26dZ45ez05P0ly7+M3yJGx3sjTSqd+VfIdXXdZy9imnO3Uyb5Hg25I3c9wT+uzMrytNa6FFNNhDNr67+MwvKnbpzzfwBj1RfK6r69hF5WvyY3rfPdcbzVLj1Ufp0Lv3dtyOQP4VpzdP/tIPNeZM94sg3hinDVOBm3qmTgvS/FCr4rgxQvllbtU+Uy8LJQ4fqVcfSyCXJRKmKUIhfZiaeog1tKLXF2q0liVC10LK10Qjdf1SkjhQ5NvxGIjzuvc/Ul82mSFF6bG80o4VapLWWcskOTTESu18+KkCMH6R/P5SoeiWcwyU80lSlD3liRhnrjvMfd8UZrFvJI+KDf/7NmTp59fPJ1V+ekMfbMbR+6g0w8eDm2YiS+Vq7T36LZAVwrlFFq5crIOKp+KpVNsVlZIt1JTEYyQ9UZY5TweMIsgdR09zFBHFxGK6Fo6hcy5kN6bTEuUJ3KTNZWqA4dZLHWp0EeKwfFFOnF8ykpyJUsKIu21W2KNQTBNwID54HRGMqbIlJVNTja026WudNLA4Y15RKGNRw/IzqmoTK6X9K3YLdssSu2Lqcg1iV40ARc9LWaqplPox9w44RUWBkrQaDf72lvHPKTFUkBDChHrXRem2vaEiqbB1PlC8ZncYMhY4zcqC7RC7EtTlmZNrmWmzjV55B9xGcqFuVTsSkxrbQJaGi2g+Ns+qWnLFxJNX6gUr1iicuCNI+0+YN41hh6vAqvb9RJvzjlet8DQDM5tMPj1G246ORKmzIcM3QYz7u6KnX0RGb5KjbRtJGd4XQkuPIYv4EP4BD5GFowt+XY2u//g8RcffvLx/6M0Ni3J7YGAA7WfihvDqyuN4zoguuLfDUrs4QW1eMtNKTasWesS5kKK4GSuKuletdHsu87KmcbyBTOVlTVmAo9e1QrdCcBmFhIEJfskQz2VBg9cBGxB4rkMQWH1QYcEIw5c82fGvXpbQY8KA3Z/6qcRVVmUsMHVFgcTBgRqStiT1uv1rGrt4tYUNtZg67DFZk490SNvtWPhVfFkiu8MgCrZ3snSmSfh14UlTgSLn5IDnw8QO2HIrzlRgo3YdOjjenwf52jG80F2iCIiDZIvEzZp55/lGRnPZkmKSr/lzlwMHfaLiLUtr22kIhKargYTb3tluYWg3l6qln/njKtDQg/xjSjqnXZ6dj2Is3id0lO8JmbtO9HuLL8u9nSmZOoE+U/xm67dokM6V6VHG35sbHvpPX69Hu1e58EQSW/b9XhQA+RJ9CWwvvbt1DGK3yTstmbPDbeaN9We3KoqxXkx6RnSO49I2NsmBB7fRluUFeUUjG/tG2s0vjfXKTO99PaGtMiO6qdglK1TnGeDZoQjw9pS4zCh6z4TX5tGVHJDg3aAjHCaZU5JGqk4Xm0pN3FWWqdxF0dbQESAKCFNTsIJCEGoT6bxKxDQVDyiErGMo/xKN7XO5E0WcJAiZMOzUzrTKsB5t8ZmUuxgtnYe9tabutyIE30qVLVQ+YAdJbzJWmZnJDIAKH5r4HayHnMETjRqCaoi4Ok0as3Nui6NzLejJ2OolCN3DKrCZxMsQh0EnDTckadQpd2OKKJYRGqRnRJCsMCZQi802jzrR0P7nwTxtdT/qPEQXyGoJKFFrAj1/OvHAwKYJrwdS/wPPU90CQB4nG3XU7SgR7eF4b1QSbpj23aXq2LbdtJJOrZt27Zt27Zt28Y54x//XvNcnH3RY910vbsv5jO+HuCB//z82wbCwP/z44b+7x80wAMyoANuYMyB6QbKwCIDiw8sM7DcwAoDKw2sOrAaMQkpORqJRqZRaAgNpVFpNBqdxqAxaSwam8ahcWk8Gp8moAlpIpqYJqFJaTKanKagKWkqmpqmoWlpOpqeZqAZaSaamWahWWk2mp3moDlpGHkKFClRpkKVGnWai+ameWhemo/mpwVoQVqIFqZFaFFajBanJWhJWoqWpmVoWVqOlqcVaEVaiVamVWhVWo1WpzVoTVqL1qZ1aF1aj9anDWg4bUgb0cY0gjahTWkz2py2oC1pK9qatqFtaTvannagHWkn2pl2oV1pN9qd9qA9aS/am/ahfWk/2p8OoAPpIDqYDqFD6TA6nI6gI+koOpqOoWPpODqeTqAT6SQ6mU6hU+k0Op3OoDPpLDqbzqFz6Tw6ny6gC+kiupguoUvpMrqcrqAr6Sq6mq6ha+k6up5uoBvpJrqZbqFb6Ta6ne6gO+kuupvuoXvpPrqfHqAH6SF6mB6hR+kxepyeoCfpKXqanqFn6Tl6nl6gF+klepleoVfpNXqd3qA36S16m96hd+k9ep8+oA/pI/qYPqFP6TP6nL6gL+kr+pq+oW/pO/qefqAf6Sf6mX6hX+k3+p3+oD/pL/qb/qF/eYCJmYWVHY/EI/MoPISH8qg8Go/OY/CYPBaPzePwuDwej88T8IQ8EU/Mk/CkPBlPzlPwlDwVT83T8LQ8HU/PM/CMPBPPzLPwrDwbz85z8Jw8jD0Hjpw4c+HKjTvPxXPzPDwvz8fz8wK8IC/EC/MivCgvxovzErwkL8VL8zK8LC/Hy/MKvCKvxCvzKrwqr8ar8xq8Jq/Fa/M6vC6vx+vzBjycN+SNeGMewZvwprwZb85b8Ja8FW/N2/C2vB1vzzvwjrwT78y78K68G+/Oe/CevBfvzfvwvrwf788H8IF8EB/Mh/ChfBgfzkfwkXwUH83H8LF8HB/PJ/CJfBKfzKfwqXwan85n8Jl8Fp/N5/C5fB6fzxfwhXwRX8yX8KV8GV/OV/CVfBVfzdfwtXwdX8838I18E9/Mt/CtfBvfznfwnXwX38338L18H9/PD/CD/BA/zI/wo/wYP85P8JP8FD/Nz/Cz/Bw/zy/wi/wSv8yv8Kv8Gr/Ob/Cb/Ba/ze/wu/wev88f8If8EX/Mn/Cn/Bl/zl/wl/wVf83f8Lf8HX/PP/CP/BP/zL/wr/wb/85/8J/8F//N//C/MiAkLCIqTkaSkWUUGSJDZVQZTUaXMWRMGUvGlnFkXBlPxpcJZEKZSCaWSWRSmUwmlylkSplKppZpZFqZTqaXGWRGmUlmlllkVplNZpc5ZE4ZJl6CREmSpUiVJl3mkrllHplX5pP5ZQFZUBaShWURWVQWk8VlCVlSlpKlZRlZVpaT5WUFWVFWkpVlFVlVVpPVZQ1ZU9aStWUdWVfWk/VlAxkuG8pGsrGMkE1kU9lMNpctZEvZSraWbWRb2U62lx1kR9lJdpZdZFfZTXaXPWRP2Uv2ln1kX9lP9pcD5EA5SA6WQ+RQOUwOlyPkSDlKjpZj5Fg5To6XE+REOUlOllPkVDlNTpcz5Ew5S86Wc+RcOU/OlwvkQrlILpZL5FK5TC6XK+RKuUqulmvkWrlOrpcb5Ea5SW6WW+RWuU1ulzvkTrlL7pZ75F65T+6XB+RBeUgelkfkUXlMHpcn5El5Sp6WZ+RZeU6elxfkRXlJXpZX5FV5TV6XN+RNeUvelnfkXXlP3pcP5EP5SD6WT+RT+Uw+ly/kS/lKvpZv5Fv5Tr6XH+RH+Ul+ll/kV/lNfpc/5E/5S/6Wf+RfHVBSVlFVpyPpyDqKDtGhOqqOpqPrGDqmjqVj6zg6ro6n4+sEOqFOpBPrJDqpTqaT6xQ6pU6lU+s0Oq1Op9PrDDqjzqQz6yw6q86ms+scOqcOU69BoybNWrRq065z6dw6j86r8+n8uoAuqAvpwrqILqqL6eK6hC6pS+nSuowuq8vp8rqCrqgr6cq6iq6qq+nquoauqWvp2rqOrqvr6fq6gQ7XDXUj3VhH6Ca6qW6mm+sWuqVupVvrNrqtbqfb6w66o+6kO+suuqvuprvrHrqn7qV76z66r+6n++sBeqAepAfrIXqoHqaH6xF6pB6lR+sxeqwep8frCXqinqQn6yl6qp6mp+sZeqaepWfrOXqunqfn6wV6oV6kF+sleqleppfrFXqlXqVX6zV6rV6n1+sNeqPepDfrLXqr3qa36x16p96ld+s9eq/ep/frA/qgPqQP6yP6qD6mj+sT+qQ+pU/rM/qsPqfP6wv6or6kL+sr+qq+pq/rG/qmvqVv6zv6rr6n7+sH+qF+pB/rJ/qpfqaf6xf6pX6lX+s3+q1+p9/rD/qj/qQ/6y/6q/6mv+sf+qf+pX/rP/qvG3Dk2IlT59xIbmQ3ihvihrpR3WhudDeGG9ON5cZ247hx3XhufDeBm9BN5CZ2k7hJ3WRucjeFm9JN5aZ207hp3XRuejeDm9HN5GZ2s7hZ3WxudjeHm9MNc94FF11y2RVXXXPdzeXmdvO4ed18bn63gFvQLeQWdou4Rd1ibnG3hFvSLeWWdsu4Zd1ybnm3glvRreRWdqu4Vd1qbnW3hlvTreXWduu4dd16bn23gRvuNnQbuY3dCLeJ29Rt5jZ3W7gt3VZua7eN29Zt57Z3O7gd3U5uZ7eL29Xt5nZ3e7g93V5ub7eP29ft5/Z3B7gD3UHuYHeIO9Qd5g53R7gj3VHuaHeMO9Yd5453J7gT3UnuZHeKO9Wd5k53Z7gz3VnubHeOO9ed5853F7gL3UXuYneJu9Rd5i53V7gr3VXuaneNu9Zd5653N7gb3U3uZneLu9Xd5m53d7g73V3ubnePu9fd5+53D7gH3UPuYfeIe9Q95h53T7gn3VPuafeMe9Y95553L7gX3UvuZfeKe9W95l53b7g33VvubfeOe9e95953H7gP3UfuY/eJ+9R95j53X7gv3Vfua/eN+9Z95753P7gf3U/uZ/eL+9X95n53fwwZvtHOO43YaNutNxx55202HxaH1VGWG771iGVHzDFs8AiDRxw80uCRB48yeNhfb4NHH/Lfww+zy9sV7Ip2JbuyXcWualezyxrBGsEawRrBGsEawRrBGsEawRrBGtEa0RrRGtEa0RrRGtEa0RrRGtEayRrJGskayRrJGskayRrJGskayRrZGtka2RrZGt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gIAAENSrJq67wwAQ5BFU89SLcLeBAAAAAAAAACAf5efo/x0pyjf/1Ll21h2kwgAgL48AWhfEmIAAHic7cKxDYJAAADAB+JrzRzMYckA1E7gIAzgAIQxCHNQM4K1ISEUJBYUBCOXuxBCMbuHMqmSZpLm6WsP2bjF5fFdrAE4WAs/qI9DfAMAAABwdtfn2i1fdAAA/JMPv2+EnAABAAASfgCAABAAAAAAAAIAEABAAIYAAAXpAnIAAAAAeJy1WM2PI0cVr1l7P7LsJAECCmQSnlDIzqCOZ3cjWGVWHHrtnrETjz20PTMZCSlqd5fHtdvubnW3x/iCEBI5I46c4BiJQ+AGEoID5xySCwcuSFzgyB+AeO9VdftjPpKsxM66+1XVq/fxe69eVZcQYvvajlgT/G/ty9deN/SaeKFyZOhr4mblzNAVYVX+ZuiqeKH6HUNfF3eqXUPfEOvVHxv6pnhU/a+hb4mXr4eGfk7Ub6wbev3m7ZdOUfJatYK67rySMn0d6Rdf+SnTN7j/l0zf5P5fM32L6d8z/Rwa+m22kOg18Vrl+4a+Jp6vDA1dEe9VfmLoqngNtWj6uni5+j1D3xDfrP7I0DfFWfUDQ98S967vGPo58cH1nxt6/fmXbvyQ6dts51+Z/hLb9gnTd7j/n0w/z/R/mH6RbNvQNn8V6a9svMj0S8Sz8TrTXyM5Gw+Y/jr3N5j+Bs91mX6FeQZMv8o8OdPfYvpnTL/O/L9g+rtMawzfZPojom+x/Rt/YVrr+pjoO7r/70yzLxv/Fh8KEA/EPf6B6IuRkPjeF7GI8JeLmUi4p46tFGl6etivmKOGI7YI8Q+Ei32nOD8XGbckviVyn+EzYM51cZt/TewZ4IgUU+ztsoYIdRe62qhhhvInKAtQdoxylfCR9pFOcCwtdUHpwT3xFlJvlK2HwmI7PJSQIC+gXg/1kAxfPDW872BrhL00OkE7s9IvwkKxL+Gl9gwZDxCPsT3AEer1GI1lH7Wc2HgKrGWCoz77S60hyp7i3JR7JsgVMHqA/UVMWmgToaN4XsT4PuL5kjmkGKNOQjvgJxiLCl7g/gx7CL+kjOLcDxrP0QqFMzNEgaIlPoQH9x7cg/5Iwn4cxfkskVCP0yROvVzFUQ3sMARXnY7yDFyZyfRMBjVYv71+uykHqZxCN5FRn2a1vVk8ySGMT5UPfpzMUpoFpODeW/AGvR5a4HphMoKmF/mx/xR734lHETQnQUa6+iOVQbgoZxin8FgNQuV7IRiNyBOjUsjiSepLfA3zqZdKmESBTCEnT1p9aCtfRpl8BJmUIMcDGQQygFD3QiAzP1UJucg6Apl7Ksxq6whJHxEaM5YgOibGLmI45gwTfTWWGXTQEDcee9hBq+EUoxpyhIUrTyehh8TqOtv5DMmwIgnEJspQHNG4zKMtFGwCtbNiChjVsLmv/DQmYLa+uDtHnJpZmT4PMVXu4584kmlGeD2s3b+/KFYLXRWJEo3Az/Jarx+PVwPVn4BznRB4yutq+Ey1a9UxShsP8tQL5NhLn0I8vDzpxRfWJy6TdT4NYKEYNljIFIVEGHgql0P8U6Z0vIm/Hi/ZCFNC4ixtUMqQkVQqgkfMn5tF3mbgAi4LVNDui7exdD6YJw3wYm2k3lRFp9AdDnFFwJvQy70olDP0IVW4Fi04Un6OC6PtpYGMcrj/9lsk5Fw6UoGaoDcJlyNdmIZsW86F9oSLIXBAZ1z8dLHKywJccAP7ACxfMrSS/QuYLzGF2uJUiVhPwkjoub6RUvjtseyEc3mMXDmP0awB21EU3tUimpsZuqSn53qGpQ9W2Z4X8fPoJNwOcA7FyDIFnTZOrdcq9ax6oHhxTBknn7e4izCbGk8Vb34hb3PFlryKfcx5NOPCorCQLG4qF0vXNjwrtotbVpHhKReCnCPnl8vnIg8K7efterSQA+SJ9iVnfcXCTHmbm3H+xIhSxFu7d6mnOve8pazSW3RsntorTdNhITFHBrL2rFyzWg5x0sHkqhzVx6vIRGYuvVghyqCc8iGGjiDK4FwrD1tFmSI/QvZwXkuWM9vi6HhMByYXzh8/VlfDJh/DyNcdsY1/kksr6XjKhwzJkfWwj1A6RY5ibNvIfH/lSLNlVvC8YmQlaoU1X+TQ+DkPabCxIqNdyIBXy4x+gn06VkXmSD7ghuZwN8/wqw6eRWZefvgsondQrqBsYb/VcdfZII2+U87pyMTfYr9TczDUNYgqhMcx0LEu8lnnV2L2dK0hRqn6IBiV2eKJ+QF8ta79H+JRouSx74SdMjU/MGvWR+ljs1bmGy3w/hiavNksbLw8voL20KUjOEZ8awGjgHebcKnenPfxCnlchRXPK7gvrnLWSpUrsF+dHfKBSa34Xdg1/zyar5z5jlTE0OK6H7OWYdmWCxlC9UtHKENp851WWz1gW6TZsSZlLBfriY7htol4xislLG0o1vZyLn1+VBd3eu3l4o6znNNzJKaM4/gZ41jsCvT5Fhlk5IIFAT9J5xyXJ8jhL+wh+RU1We8AAXtQ7Hw756q5h1JjrjwXfxTr02Sx48wxKna1OU6LdWV5Vsb1QsdrYHy/eP/1LolqWiKQmTNqzms4ZAtofHF3f9YsWNzrmsJhjq7YxdYx7p4u97SwD7CaujhyhK0G9jaw5y5y9Mz4XY7YMe9JTeQ75P1Oy3Dx2cH2Cde6XQHcpta7yN9BWTTXEe+xDgel9ZjTZdn72NvGt2P4aEYdew6xTfQeV0Otr4Oz9Gd+y+yP2tI+9kPp4bJVLdZYWLaPLRflN82ojbJbLI/sJ/27THdKO3eNpTZjRJJJZh0tanOLeg/xfYB8PdZvs8/a2g77sIvj2heHLSDNNeOr5iN8jswIxYjsa+Pf3CubMWiyNXP86vg+QMtJ/h6O9nmn6OLMBnvaY/Qcgxl52+bW3CsdqTp7Q6gSBg2k9/G3V2Ln8lPb4i5IW8bumMfnXNo/2zzrjFyXWzoadW71OVY0aplYuuzHqtZjzkSHuWz2uFdmyC5nr7a+yE6to7tgidZHsV20pchquGKNaCnF+KGJ9HlcCHWbMSG7eqXmyyTjt3J52QDZJElCJQMYxlFeg5N4AmNvBpNMQk5XO9QNeQx+Kr1cWhCoLAm9mQVeFECSKhz1kYW+N70MEpmOVZ6juMGMr3WKy5scBzLAj1NDDEmDRW++/CnNSdI4mPi5BXRthXMtmlMoUBFMR8ofLVg2RaUq8sNJQHdchfVxFM5gU23pS6QFdpRwlbX6zok+slOZ5Sl+Tqs4miug6aWsR4zApkItuRzT3UGqUGsQT6Mw9oJl9DwNlUzJnRhV4XOSJ5McAkluEs9IhskyojWwo5lhp4CgQMRnpAYKba7RhR5dYQzjMIz5ZsCAbcHAy9DaOCpv1oowbI7yPNnZ3pZRbaqeqkQGyqvF6ek2tbaR831zB7eFAebEyMg0EnPxpeFFl32fGI42cXxKQD+J0SsCR57JME404MvXigTm0sUiuXdAAcr4Bgt9RxgkzjtNPUQnsGCYSkkZ5I+89BS9JpwRL4wqCoB4kHsqIlg8vtoscu3z+0EmeVkW+8qjHAlifzLGqHj6BlKFiM0mSVzyF3rmbvPTLbYokChQ6UhcyAdTlY+oeyHlLJNyZH0xHCrMVa2bZKX6fhc18EIiDy0Yx4Ea0lsyIMkEHcpGvGhR9GBCCzijTpMn6OE2Op7JMCQJFG2D0oWm6kWPKvXCMUizEdNRPL7CR1oKkzRCYyQLCGLIYrblifTzIsXmmYwLIFC8+HaKNPcG8ZlcuKSO4pwWDltESy2Z54oZykYe+jWQS+vXW3A1JQOyHNNJYZBwCevlfhUEetU1Heh1d/vHtutAqwcHbveo1XAacNfuYfuuBcetfrN72AfkcO1O/wS6u2B3TuDdVqdhgfPegev0etB1obV/0G452Nfq1NuHjVZnDx7jvE63D+0WrkcU2u8CKTSiWk6PhO07br2JTftxq93qn1iw2+p3SOYuCrXhwHb7rfph23bh4NA96PYcVN9AsZ1WZ9dFLc6+0+nXUCv2gXOEDeg17XabVdmHaL3L9tW7Bydua6/Zh2a33XCw87GDltmP245WhU7V23Zr34KGvW/vOTyri1JcZjPWHTcd7kJ9Nv6v91vdDrlR73b6LjYt9NLtl1OPWz3HAttt9QiQXbeL4glOnNFlITiv42gpBDUsRQRZqH3Yc+a2NBy7jbJ6NHmRGffCDh98x3wMFvyhPVtbx2PsEzwG/wt7oqXx4nI3MJe2ovKryu8qf6r8GX9/qPyx8luxKnHe8viD7LLxf6xw0wfzsj6j8VL5IV8drIxXX6ver75b3av+AJ9vr+iLWMfl8qjl4WcNXcIRDoI+B9Y+WvtNRfDnkcAjRYp/E/PJ/1myLm39D/UPmkUAeJxs2lW8VmXU7mFmd76IoAI2KDnHmKkgIraCYBBSorSAGKigYnd3d3d3d3d3d3fj/vb32+OeJ3sdrDWPxn10Pevk30Xt8r8/yyZ0md7l//OTLv2fX0oXtYumqIqm6IqhmIql2IqjuIqn+EqghEqkxEqipEpH6aosp3RTlle6Kz2UFZQVlZWUnkovpbeysrKKsqqymrK6soayptJH6auspayt9FP6KwOUgcogZbCSKaSwkiuFUiqVUiuNso6yrjJEGaqspwxT1leGKxsoI5QNlY2UjZVNlE2VzZTNlS2ULZWRyihlK2W0MkbZWtlG2VbZThmrjFPGKxOU7ZWJyiRlsjJFmarsoExTdlR2UqYrM5SZyixltjJHmavsrMxT5isLlF2Uhcquym7K7soeyiJlT2UvZW9lsbJE2UfZV9lPWarsrxygHKgcpBysHKIcqhymHK4coRypHKUcrRyjHKscpxyvnKCcqJyknKycopyqnKacrpyhnKmcpZytnKOcq5ynnK9coFyoXKRcrFyiXKpcplyuXKFcqVylXK1co1yrXKdcr9yg3KjcpNys3KLcqtym3K7codyp3KXcrdyj3Kvcp9yvPKA8qDykPKw8ojyqPKY8rjyhPKk8pTytPKM8qzynPK+8oLyovKS8rLyivKq8pryuvKG8qbylvK28o7yrvKe8r3ygfKh8pHysfKJ8qnymfK58oXypfKV8rXyjfKt8p3yv/KD8qPyk/Kz8ovyq/Kb8rvyh/Kn8pfyt/KP8qyxT/lO7qIqqqpqqq4ZqqpZqq47qqp7qq4EaqpEaq4maqh21q7qc2k1dXu2u9lBXUFdUV1J7qr3U3urK6irqqupq6urqGuqaah+1r7qWurbaT+2vDlAHqoPUwWqmkspqrhZqqVZqrTbqOuq66hB1qLqeOkxdXx2ubqCOUDdUN1I3VjdRN1U3UzdXt1C3VEeqo9St1NHqGHVrdRt1W3U7daw6Th2vTlC3Vyeqk9TJ6hR1qrqDOk3dUd1Jna7OUGeqs9TZ6hx1rrqzOk+dry5Qd1EXqruqu6m7q3uoi9Q91b3UvdXF6hJ1H3VfdT91qbq/eoB6oHqQerB6iHqoeph6uHqEeqR6lHq0eox6rHqcerx6gnqiepJ6snqKeqp6mnq6eoZ6pnqWerZ6jnquep56vnqBeqF6kXqxeol6qXqZerl6hXqlepV6tXqNeq16nXq9eoN6o3qTerN6i3qrept6u3qHeqd6l3q3eo96r3qfer/6gPqg+pD6sPqI+qj6mPq4+oT6pPqU+rT6jPqs+pz6vPqC+qL6kvqy+or6qvqa+rr6hvqm+pb6tvqO+q76nvq++oH6ofqR+rH6ifqp+pn6ufqF+qX6lfq1+o36rfqd+r36g/qj+pP6s/qL+qv6m/q7+of6p/qX+rf6j/qvukz9T/sf/pqqaZquGZqpWZqtOZqreZqvBVqoRVqsJVqqdbSu2nJaN215rbvWQ1tBW1FbSeup9dJ6aytrq2iraqtpq2traGtqfbS+2lra2lo/rb82QBuoDdIGa5lGGmu5VmilVmm11mjraOtqQ7Sh2nraMG19bbi2gTZC21DbSNtY20TbVNtM21zbQttSG6mN0rbSRmtjtK21bbRtte20sdo4bbw2Qdtem6hN0iZrU7Sp2g7aNG1HbSdtujZDm6nN0mZrc7S52s7aPG2+tkDbRVuo7artpu2u7aEt0vbU9tL21hZrS7R9tH21/bSl2v7aAdqB2kHawdoh2qHaYdrh2hHakdpR2tHaMdqx2nHa8doJ2onaSdrJ2inaqdpp2unaGdqZ2lna2do52rnaedr52gXahdpF2sXaJdql2mXa5doV2pXaVdrV2jXatdp12vXaDdqN2k3azdot2q3abdrt2h3andpd2t3aPdq92n3a/doD2oPaQ9rD2iPao9pj2uPaE9qT2lPa09oz2rPac9rz2gvai9pL2svaK9qr2mva69ob2pvaW9rb2jvau9p72vvaB9qH2kfax9on2qfaZ9rn2hfal9pX2tfaN9q32nfa99oP2o/aT9rP2i/ar9pv2u/aH9qf2l/a39o/2r/aMu0/vYuu6Kqu6bpu6KZu6bbu6K7u6b4e6KEe6bGe6Kne0bvqy+nd9OX17noPfQV9RX0lvafeS++tr6yvoq+qr6avrq+hr6n30fvqa+lr6/30/voAfaA+SB+sZzrprOd6oZd6pdd6o6+jr6sP0Yfq6+nD9PX14foG+gh9Q30jfWN9E31TfTN9c30LfUt9pD5K30ofrY/Rt9a30bfVt9PH6uP08foEfXt9oj5Jn6xP0afqO+jT9B31nfTp+gx9pj5Ln63P0efqO+vz9Pn6An0XfaG+q76bvru+h75I31PfS99bX6wv0ffR99X305fq++sH6AfqB+kH64foh+qH6YfrR+hH6kfpR+vH6Mfqx+nH6yfoJ+on6Sfrp+in6qfpp+tn6GfqZ+ln6+fo5+rn6efrF+gX6hfpF+uX6Jfql+mX61foV+pX6Vfr1+jX6tfp1+s36DfqN+k367fot+q36bfrd+h36nfpd+v36Pfq9+n36w/oD+oP6Q/rj+iP6o/pj+tP6E/qT+lP68/oz+rP6c/rL+gv6i/pL+uv6K/qr+mv62/ob+pv6W/r7+jv6u/p7+sf6B/qH+kf65/on+qf6Z/rX+hf6l/pX+vf6N/q3+nf6z/oP+o/6T/rv+i/6r/pv+t/6H/qf+l/6//o/+rL9P+MLoZiqIZm6IZhmIZl2IZjuIZn+EZghEZkxEZipEbH6GosZ3Qzlje6Gz2MFYwVjZWMnkYvo7exsrGKsaqxmrG6sYaxptHH6GusZaxt9DP6GwOMgcYgY7CRGWSwkRuFURqVURuNsY6xrjHEGGqsZwwz1jeGGxsYI4wNjY2MjY1NjE2NzYzNjS2MLY2RxihjK2O0McbY2tjG2NbYzhhrjDPGGxOM7Y2JxiRjsjHFmGrsYEwzdjR2MqYbM4yZxixjtjHHmGvsbMwz5hsLjF2Mhcauxm7G7sYexiJjT2MvY29jsbHE2MfY19jPWGrsbxxgHGgcZBxsHGIcahxmHG4cYRxpHGUcbRxjHGscZxxvnGCcaJxknGycYpxqnGacbpxhnGmcZZxtnGOca5xnnG9cYFxoXGRcbFxiXGpcZlxuXGFcaVxlXG1cY1xrXGdcb9xg3GjcZNxs3GLcatxm3G7cYdxp3GXcbdxj3GvcZ9xvPGA8aDxkPGw8YjxqPGY8bjxhPGk8ZTxtPGM8azxnPG+8YLxovGS8bLxivGq8ZrxuvGG8abxlvG28Y7xrvGe8b3xgfGh8ZHxsfGJ8anxmfG58YXxpfGV8bXxjfGt8Z3xv/GD8aPxk/Gz8Yvxq/Gb8bvxh/Gn8Zfxt/GP8aywz/jO7mIqpmpqpm4ZpmpZpm47pmp7pm4EZmpEZm4mZmh2zq7mc2c1c3uxu9jBXMFc0VzJ7mr3M3ubK5irmquZq5urmGuaaZh+zr7mWubbZz+xvDjAHmoPMwWZmkslmbhZmaVZmbTbmOua65hBzqLmeOcxc3xxubmCOMDc0NzI3NjcxNzU3Mzc3tzC3NEeao8ytzNHmGHNrcxtzW3M7c6w5zhxvTjC3Nyeak8zJ5hRzqrmDOc3c0dzJnG7OMGeas8zZ5hxzrrmzOc+cby4wdzEXmruau5m7m3uYi8w9zb3Mvc3F5hJzH3Nfcz9zqbm/eYB5oHmQebB5iHmoeZh5uHmEeaR5lHm0eYx5rHmcebx5gnmieZJ5snmKeap5mnm6eYZ5pnmWebZ5jnmueZ55vnmBeaF5kXmxeYl5qXmZebl5hXmleZV5tXmNea15nXm9eYN5o3mTebN5i3mreZt5u3mHead5l3m3eY95r3mfeb/5gPmg+ZD5sPmI+aj5mPm4+YT5pPmU+bT5jPms+Zz5vPmC+aL5kvmy+Yr5qvma+br5hvmm+Zb5tvmO+a75nvm++YH5ofmR+bH5ifmp+Zn5ufmF+aX5lfm1+Y35rfmd+b35g/mj+ZP5s/mL+av5m/m7+Yf5p/mX+bf5j/mvucz8z+piKZZqaZZuGZZpWZZtOZZreZZvBVZoRVZsJVZqdayu1nJWN2t5q7vVw1rBWtFayepp9bJ6Wytbq1irWqtZq1trWGtafay+1lrW2lY/q781wBpoDbIGW5lFFlu5VVilVVm11VjrWOtaQ6yh1nrWMGt9a7i1gTXC2tDayNrY2sTa1NrM2tzawtrSGmmNsrayRltjrK2tbaxtre2ssdY4a7w1wdremmhNsiZbU6yp1g7WNGtHaydrujXDmmnNsmZbc6y51s7WPGu+tcDaxVpo7WrtZu1u7WEtsva09rL2thZbS6x9rH2t/ayl1v7WAdaB1kHWwdYh1qHWYdbh1hHWkdZR1tHWMdax1nHW8dYJ1onWSdbJ1inWqdZp1unWGdaZ1lnW2dY51rnWedb51gXWhdZF1sXWJdal1mXW5dYV1pXWVdbV1jXWtdZ11vXWDdaN1k3WzdYt1q3Wbdbt1h3WndZd1t3WPda91n3W/dYD1oPWQ9bD1iPWo9Zj1uPWE9aT1lPW09Yz1rPWc9bz1gvWi9ZL1svWK9ar1mvW69Yb1pvWW9bb1jvWu9Z71vvWB9aH1kfWx9Yn1qfWZ9bn1hfWl9ZX1tfWN9a31nfW99YP1o/WT9bP1i/Wr9Zv1u/WH9af1l/W39Y/1r/WMus/u4ut2Kqt2bpt2KZt2bbt2K7t2b4d2KEd2bGd2Kndsbvay9nd7OXt7nYPewV7RXslu6fdy+5tr2yvYq9qr2avbq9hr2n3sfvaa9lr2/3s/vYAe6A9yB5sZzbZbOd2YZd2Zdd2Y69jr2sPsYfa69nD7PXt4fYG9gh7Q3sje2N7E3tTezN7c3sLe0t7pD3K3soebY+xt7a3sbe1t7PH2uPs8fYEe3t7oj3JnmxPsafaO9jT7B3tnezp9gx7pj3Lnm3PsefaO9vz7Pn2AnsXe6G9q72bvbu9h73I3tPey97bXmwvsfex97X3s5fa+9sH2AfaB9kH24fYh9qH2YfbR9hH2kfZR9vH2Mfax9nH2yfYJ9on2Sfbp9in2qfZp9tn2GfaZ9ln2+fY59rn2efbF9gX2hfZF9uX2Jfal9mX21fYV9pX2Vfb19jX2tfZ19s32DfaN9k327fYt9q32bfbd9h32nfZd9v32Pfa99n32w/YD9oP2Q/bj9iP2o/Zj9tP2E/aT9lP28/Yz9rP2c/bL9gv2i/ZL9uv2K/ar9mv22/Yb9pv2W/b79jv2u/Z79sf2B/aH9kf25/Yn9qf2Z/bX9hf2l/ZX9vf2N/a39nf2z/YP9o/2T/bv9i/2r/Zv9t/2H/af9l/2//Y/9rL7P+cLo7iqI7m6I7hmI7l2I7juI7n+E7ghE7kxE7ipE7H6eos53Rzlne6Oz2cFZwVnZWcnk4vp7ezsrOKs6qzmrO6s4azptPH6eus5azt9HP6OwOcgc4gZ7CTOeSwkzuFUzqVUzuNs46zrjPEGeqs5wxz1neGOxs4I5wNnY2cjZ1NnE2dzZzNnS2cLZ2RzihnK2e0M8bZ2tnG2dbZzhnrjHPGOxOc7Z2JziRnsjPFmers4ExzdnR2cqY7M5yZzixntjPHmevs7Mxz5jsLnF2chc6uzm7O7s4eziJnT2cvZ29nsbPE2cfZ19nPWers7xzgHOgc5BzsHOIc6hzmHO4c4RzpHOUc7RzjHOsc5xzvnOCc6JzknOyc4pzqnOac7pzhnOmc5ZztnOOc65znnO9c4FzoXORc7FziXOpc5lzuXOFc6VzlXO1c41zrXOdc79zg3Ojc5Nzs3OLc6tzm3O7c4dzp3OXc7dzj3Ovc59zvPOA86DzkPOw84jzqPOY87jzhPOk85TztPOM86zznPO+84LzovOS87LzivOq85rzuvOG86bzlvO2847zrvOe873zgfOh85HzsfOJ86nzmfO584XzpfOV87XzjfOt853zv/OD86Pzk/Oz84vzq/Ob87vzh/On85fzt/OP86yxz/nO7uIqrupqru4ZrupZru47rup7ru4EbupEbu4mbuh23q7uc281d3u3u9nBXcFd0V3J7ur3c3u7K7iruqu5q7uruGu6abh+3r7uWu7bbz+3vDnAHuoPcwW7mkstu7hZu6VZu7TbuOu667hB3qLueO8xd3x3ubuCOcDd0N3I3djdxN3U3czd3t3C3dEe6o9yt3NHuGHdrdxt3W3c7d6w7zh3vTnC3dye6k9zJ7hR3qruDO83d0d3Jne7OcGe6s9zZ7hx3rruzO8+d7y5wd3EXuru6u7m7u3u4i9w93b3cvd3F7hJ3H3dfdz93qbu/e4B7oHuQe7B7iHuoe5h7uHuEe6R7lHu0e4x7rHuce7x7gnuie5J7snuKe6p7mnu6e4Z7pnuWe7Z7jnuue557vnuBe6F7kXuxe4l7qXuZe7l7hXule5V7tXuNe617nXu9e4N7o3uTe7N7i3ure5t7u3uHe6d7l3u3e497r3ufe7/7gPug+5D7sPuI+6j7mPu4+4T7pPuU+7T7jPus+5z7vPuC+6L7kvuy+4r7qvua+7r7hvum+5b7tvuO+677nvu++4H7ofuR+7H7ifup+5n7ufuF+6X7lfu1+437rfud+737g/uj+5P7s/uL+6v7m/u7+4f7p/uX+7f7j/uvu8z9z+viKZ7qaZ7uGZ7pWZ7tOZ7reZ7vBV7oRV7sJV7qdbyu3nJeN295r7vXw1vBW9Fbyevp9fJ6eyt7q3ireqt5q3treGt6fby+3lre2l4/r783wBvoDfIGe5lHHnu5V3ilV3m113jreOt6Q7yh3nreMG99b7i3gTfC29DbyNvY28Tb1NvM29zbwtvSG+mN8rbyRntjvK29bbxtve28sd44b7w3wdvem+hN8iZ7U7yp3g7eNG9HbydvujfDm+nN8mZ7c7y53s7ePG++t8DbxVvo7ert5u3u7eEt8vb09vL29hZ7S7x9vH29/byl3v7eAd6B3kHewd4h3qHeYd7h3hHekd5R3tHeMd6x3nHe8d4J3oneSd7J3ineqd5p3uneGd6Z3lne2d453rneed753gXehd5F3sXeJd6l3mXe5d4V3pXeVd7V3jXetd513vXeDd6N3k3ezd4t3q3ebd7t3h3end5d3t3ePd693n3e/d4D3oPeQ97D3iPeo95j3uPeE96T3lPe094z3rPec97z3gvei95L3sveK96r3mve694b3pveW97b3jveu9573vveB96H3kfex94n3qfeZ97n3hfel95X3tfeN9633nfe994P3o/eT97P3i/er95v3u/eH96f3l/e394/3r/eMu8/v4uv+Kqv+bpv+KZv+bbv+K7v+b4f+KEf+bGf+Knf8bv6y/nd/OX97n4PfwV/RX8lv6ffy+/tr+yv4q/qr+av7q/hr+n38fv6a/lr+/38/v4Af6A/yB/sZz757Od+4Zd+5dd+46/jr+sP8Yf66/nD/PX94f4G/gh/Q38jf2N/E39TfzN/c38Lf0t/pD/K38of7Y/xt/a38bf1t/PH+uP88f4Ef3t/oj/Jn+xP8af6O/jT/B39nfzp/gx/pj/Ln+3P8ef6O/vz/Pn+An8Xf6G/q7+bv7u/h7/I39Pfy9/bX+wv8ffx9/X385f6+/sH+Af6B/kH+4f4h/qH+Yf7R/hH+kf5R/vH+Mf6x/nH+yf4J/on+Sf7p/in+qf5p/tn+Gf6Z/ln++f45/rn+ef7F/gX+hf5F/uX+Jf6l/mX+1f4V/pX+Vf71/jX+tf51/s3+Df6N/k3+7f4t/q3+bf7d/h3+nf5d/v3+Pf69/n3+w/4D/oP+Q/7j/iP+o/5j/tP+E/6T/lP+8/4z/rP+c/7L/gv+i/5L/uv+K/6r/mv+2/4b/pv+W/77/jv+u/57/sf+B/6H/kf+5/4n/qf+Z/7X/hf+l/5X/vf+N/63/nf+z/4P/o/+T/7v/i/+r/5v/t/+H/6f/l/+//4//rL/P+CLoESqIEW6IERmIEV2IETuIEX+EEQhEEUxEESpEEn6BosF3QLlg+6Bz2CFYIVg5WCnkGvoHewcrBKsGqwWrB6sEawZtAn6BusFawd9Av6BwOCgcGgYHCQBRRwkAdFUAZVUAdNsE6wbjAkGBqsFwwL1g+GBxsEI4INg42CjYNNgk2DzYLNgy2CLYORwahgq2B0MCbYOtgm2DbYLhgbjAvGBxOC7YOJwaRgcjAlmBrsEEwLdgx2CqYHM4KZwaxgdjAnmBvsHMwL5gcLgl2ChcGuwW7B7sEewaJgz2CvYO9gcbAk2CfYN9gvWBrsHxwQHBgcFBwcHBIcGhwWHB4cERwZHBUcHRwTHBscFxwfnBCcGJwUnBycEpwanBacHpwRnBmcFZwdnBOcG5wXnB9cEFwYXBRcHFwSXBpcFlweXBFcGVwVXB1cE1wbXBdcH9wQ3BjcFNwc3BLcGtwW3B7cEdwZ3BXcHdwT3BvcF9wfPBA8GDwUPBw8EjwaPBY8HjwRPBk8FTwdPBM8GzwXPB+8ELwYvBS8HLwSvBq8FrwevBG8GbwVvB28E7wbvBe8H3wQfBh8FHwcfBJ8GnwWfB58EXwZfBV8HXwTfBt8F3wf/BD8GPwU/Bz8Evwa/Bb8HvwR/Bn8Ffwd/BP8GywL/gu7hEqohlqoh0ZohlZoh07ohl7oh0EYhlEYh0mYhp2wa7hc2C1cPuwe9ghXCFcMVwp7hr3C3uHK4SrhquFq4erhGuGaYZ+wb7hWuHbYL+wfDggHhoPCwWEWUshhHhZhGVZhHTbhOuG64ZBwaLheOCxcPxwebhCOCDcMNwo3DjcJNw03CzcPtwi3DEeGo8KtwtHhmHDrcJtw23C7cGw4LhwfTgi3DyeGk8LJ4ZRwarhDOC3cMdwpnB7OCGeGs8LZ4ZxwbrhzOC+cHy4IdwkXhruGu4W7h3uEi8I9w73CvcPF4ZJwn3DfcL9wabh/eEB4YHhQeHB4SHhoeFh4eHhEeGR4VHh0eEx4bHhceHx4QnhieFJ4cnhKeGp4Wnh6eEZ4ZnhWeHZ4TnhueF54fnhBeGF4UXhxeEl4aXhZeHl4RXhleFV4dXhNeG14XXh9eEN4Y3hTeHN4S3hreFt4e3hHeGd4V3h3eE94b3hfeH/4QPhg+FD4cPhI+Gj4WPh4+ET4ZPhU+HT4TPhs+Fz4fPhC+GL4Uvhy+Er4avha+Hr4Rvhm+Fb4dvhO+G74Xvh++EH4YfhR+HH4Sfhp+Fn4efhF+GX4Vfh1+E34bfhd+H34Q/hj+FP4c/hL+Gv4W/h7+Ef4Z/hX+Hf4T/hvuCz8L+oSKZEaaZEeGZEZWZEdOZEbeZEfBVEYRVEcJVEadaKu0XJRt2j5qHvUI1ohWjFaKeoZ9Yp6RytHq0SrRqtFq0drRGtGfaK+0VrR2lG/qH80IBoYDYoGR1lEEUd5VERlVEV11ETrROtGQ6Kh0XrRsGj9aHi0QTQi2jDaKNo42iTaNNos2jzaItoyGhmNiraKRkdjoq2jbaJto+2isdG4aHw0Ido+mhhNiiZHU6Kp0Q7RtGjHaKdoejQjmhnNimZHc6K50c7RvGh+tCDaJVoY7RrtFu0e7REtivaM9or2jhZHS6J9on2j/aKl0f7RAdGB0UHRwdEh0aHRYdHh0RHRkdFR0dHRMdGx0XHR8dEJ0YnRSdHJ0SnRqdFp0enRGdGZ0VnR2dE50bnRedH50QXRhdFF0cXRJdGl0WXR5dEV0ZXRVdHV0TXRtdF10fXRDdGN0U3RzdEt0a3RbdHt0R3RndFd0d3RPdG90X3R/dED0YPRQ9HD0SPRo9Fj0ePRE9GT0VPR09Ez0bPRc9Hz0QvRi9FL0cvRK9Gr0WvR69Eb0ZvRW9Hb0TvRu9F70fvRB9GH0UfRx9En0afRZ9Hn0RfRl9FX0dfRN9G30XfR99EP0Y/RT9HP0S/Rr9Fv0e/RH9Gf0V/R39E/0b/Rsui/uEusxGqsxXpsxGZsxXbsxG7sxX4cxGEcxXGcxGncibvGy8Xd4uXj7nGPeIV4xXiluGfcK+4drxyvEq8arxavHq8Rrxn3ifvGa8Vrx/3i/vGAeGA8KB4cZzHFHOdxEZdxFddxE68TrxsPiYfG68XD4vXj4fEG8Yh4w3ijeON4k3jTeLN483iLeMt4ZDwq3ioeHY+Jt463ibeNt4vHxuPi8fGEePt4YjwpnhxPiafGO8TT4h3jneLp8Yx4Zjwrnh3PiefGO8fz4vnxgniXeGG8a7xbvHu8R7wo3jPeK947XhwvifeJ9433i5fG+8cHxAfGB8UHx4fEh8aHxYfHR8RHxkfFR8fHxMfGx8XHxyfEJ8YnxSfHp8SnxqfFp8dnxGfGZ8Vnx+fE58bnxefHF8QXxhfFF8eXxJfGl8WXx1fEV8ZXxVfH18TXxtfF18c3xDfGN8U3x7fEt8a3xbfHd8R3xnfFd8f3xPfG98X3xw/ED8YPxQ/Hj8SPxo/Fj8dPxE/GT8VPx8/Ez8bPxc/HL8Qvxi/FL8evxK/Gr8Wvx2/Eb8ZvxW/H78Tvxu/F78cfxB/GH8Ufx5/En8afxZ/HX8Rfxl/FX8ffxN/G38Xfxz/EP8Y/xT/Hv8S/xr/Fv8d/xH/Gf8V/x//E/8bL4v+SLomSqImW6ImRmImV2ImTuImX+EmQhEmUxEmSpEkn6Zosl3RLlk+6Jz2SFZIVk5WSnkmvpHeycrJKsmqyWrJ6skayZtIn6Zuslayd9Ev6JwOSgcmgZHCSJZRwkidFUiZVUidNsk6ybjIkGZqslwxL1k+GJxskI5INk42SjZNNkk2TzZLNky2SLZORyahkq2R0MibZOtkm2TbZLhmbjEvGJxOS7ZOJyaRkcjIlmZrskExLdkx2SqYnM5KZyaxkdjInmZvsnMxL5icLkl2ShcmuyW7J7skeyaJkz2SvZO9kcbIk2SfZN9kvWZrsnxyQHJgclBycHJIcmhyWHJ4ckRyZHJUcnRyTHJsclxyfnJCcmJyUnJyckpyanJacnpyRnJmclZydnJOcm5yXnJ9ckFyYXJRcnFySXJpcllyeXJFcmVyVXJ1ck1ybXJdcn9yQ3JjclNyc3JLcmtyW3J7ckdyZ3JXcndyT3Jvcl9yfPJA8mDyUPJw8kjyaPJY8njyRPJk8lTydPJM8mzyXPJ+8kLyYvJS8nLySvJq8lryevJG8mbyVvJ28k7ybvJe8n3yQfJh8lHycfJJ8mnyWfJ58kXyZfJV8nXyTfJt8l3yf/JD8mPyU/Jz8kvya/Jb8nvyR/Jn8lfyd/JP8myxL/ku7pEqqplqqp0ZqplZqp07qpl7qp0EaplEap0mapp20a7pc2i1dPu2e9khXSFdMV0p7pr3S3unK6Srpqulq6erpGumaaZ+0b7pWunbaL+2fDkgHpoPSwWmWUsppnhZpmVZpnTbpOum66ZB0aLpeOixdPx2ebpCOSDdMN0o3TjdJN003SzdPt0i3TEemo9Kt0tHpmHTrdJt023S7dGw6Lh2fTki3Tyemk9LJ6ZR0arpDOi3dMd0pnZ7OSGems9LZ6Zx0brpzOi+dny5Id0kXprumu6W7p3uki9I9073SvdPF6ZJ0n3TfdL90abp/ekB6YHpQenB6SHpoelh6eHpEemR6VHp0ekx6bHpcenx6QnpielJ6cnpKemp6Wnp6ekZ6ZnpWenZ6Tnpuel56fnpBemF6UXpxekl6aXpZenl6RXplelV6dXpNem16XXp9ekN6Y3pTenN6S3prelt6e3pHemd6V3p3ek96b3pfen/6QPpg+lD6cPpI+mj6WPp4+kT6ZPpU+nT6TPps+lz6fPpC+mL6Uvpy+kr6avpa+nr6Rvpm+lb6dvpO+m76Xvp++kH6YfpR+nH6Sfpp+ln6efpF+mX6Vfp1+k36bfpd+n36Q/pj+lP6c/pL+mv6W/p7+kf6Z/pX+nf6T/pvuiz9r9Olo3TUjtbRO0bH7Fgdu+N03I7X8TtBJ+xEnbiTdNJOp9O1s1ynW2f5TvdOj84KnRU7K3V6dnp1endW7qzSWbWzWmf1zhqdNTt9On07a3XW7vTr9O8M6AzsDOoM7mQd6nAn7xSdslN16k7TWaezbmdIZ2hnvc6wzvqd4Z0NOiM6G3Y26mzc2aSzaWezzuadLTpbdkZ2RnW26ozujOls3dmms21nu87YzrjO+M6EzvadiZ1JncmdKZ2pnR060zo7dnbqTO/M6MzszOrM7szpzO3s3JnXmd9Z0Nmls7Cza2e3zu6dPTqLOnt29urs3VncWdLZx1q0YM7gMh/8f//S4MHN//4tRoywR02bP2PkjIGD5SOTD5KPXD4K+Sjlo5KPWj4aR+4MxleGL8IX4yvHV4GvEl8Vvmp8YYOwQdggbBA2CBuEDcIGYYOwQdhgbDA2GBuMDcYGY4OxwdhgbDA2cmzk2MixkWMjx0aOjRwbOTZybOTYKLBRYKPARoGNAhsFNgpsFNgosFFgo8RGiY0SGyU2SmyU2CixUWKjxEaJjQobFTYqbFTYqLBRYaPCRoWNChsVNmps1NiosVFjo8ZGjY0aGzU2amzU2Giw0WCjwUaDjQYbDTYabDTYaLDRNC4MDm4/s/aT2k9uP/P2s2g/y/azaj/r9rNdy9q1rF3L2rWsXcvataxdy9q1rF3L2rWsXaN2jdo1ateoXaN2jdo1ateoXaN2jdo1bte4XeN2jds1bte4XeN2jds1bte4Xcvbtbxdy9u1vF3L27W8Xcvbtbxdy9u1vF0r2rWiXSvataJdK9q1ol0r2rWiXSvataJdK9u1sl0r27WyXSvbtbJdK9u1sl0r27WyXavatapdq9q1ql2r2rWqXavatapdq9q1ql2r27W6Xavbtbpdq9u1ul2r27W6Xavbtbpda9q1pl1r2rWmXWvataZda9q1pl1r2rX2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaH2LaGisGfNW7xwNhWlfFTyUctH8/8+ysHykckHyQfLRy4fcrmUy6VcLuVyKZcruVzJ5UouV3K5ksuVXK7kciWXK7lcyeVaLtdyuZbLtVyu5XItl2u5XMvlWi7XcrmRy41cbuRyI5cbudzI5UYuN3K5kcvN/7vMgwfLRyYfJB8sH7l8FPJRykclH7V8yOVMLmdyOZPLmVzO5HImlzO5nMnlTC5ncpnkMsllksskl0kuk1wmuUxymeQyyWWWyyyXWS6zXGa5zHKZ5TLLZZbLLJdzuZzL5Vwu53I5l8u5XM7lci6Xc7mcy+VCLhdyuZDLhVwu5LIYZDHIYpDFIItBFoMsBlkMshhkMchikMUgi0EWgywGWQyyGGQxyGKQxSCLQRaDLAZZDLIYZDHIYpDFIItBFoMsBlkMshhkMchikMUgi0EWgywGWQyyGGQxyGKQxSCLwVwM5mIwF4O5GMzFYC4GczGYi8FcDOZiMBeDuRjMxWAuBnMxmIvBXAzmYjAXg7kYzMVgLgZzMZiLwVwM5mIwF4O5GMzFYC4GczGYi8FcDOZiMBeDuRjMxWAuBnMxmIvBXAzmYjAXg7kYzMVgLgZzMZiLwVwM5mIwF4O5GMzFYC4GczGYi8FcDOZiMBeDuRjMxWAuBnMxmIvBXAzmYjAXg7kYzMVgLgZzMZiLwVwM5mIwF4O5GMzFYC4GczGYi8FcDOZiMBeDuRjMxWAuBnMxmIvBXAzmYjAXg7kYzMVgLgZzMZiLwVwM5mIwF4O5GCzEYCEGCzFYiMFCDBZisBCDhRgsxGAhBgsxWIjBQgwWYrAQg4UYLMRgIQYLMViIwUIMFmKwEIOFGCzEYCEGCzFYiMFCDBZisBCDhRgsxGAhBgsxWIjBQgwWYrAQg4UYLMRgIQYLMViIwUIMFmKwEIOFGCzEYCEGCzFYiMFCDBZisBCDhRgsxGAhBgsxWIjBQgwWYrAQg4UYLMRgIQYLMViIwUIMFmKwEIOFGCzEYCEGCzFYiMFCDBZisBCDhRgsxGAhBgsxWIjBQgwWYrAQg4UYLMRgIQYLMViIwUIMFmKwEIOFGCzEYCEGCzFYiMFSDJZisBSDpRgsxWApBksxWIrBUgyWYrAUg6UYLMVgKQZLMViKwVIMlmKwFIOlGCzFYCkGSzFYisFSDJZisBSDpRgsxWApBksxWIrBUgyWYrAUg6UYLMVgKQZLMViKwVIMlmKwFIOlGCzFYCkGSzFYisFSDJZisBSDpRgsxWApBksxWIrBUgyWYrAUg6UYLMVgKQZLMViKwVIMlmKwFIOlGCzFYCkGSzFYisFSDJZisBSDpRgsxWApBksxWIrBUgyWYrAUg6UYLMVgKQZLMViKwVIMlmKwFIOlGCzFYCkGSzFYisFSDJZisBSDpRisxGAlBisxWInBSgxWYrASg5UYrMRgJQYrMViJwUoMVmKwEoOVGKzEYCUGKzFYicFKDFZisBKDlRisxGAlBisxWInBSgxWYrASg5UYrMRgJQYrMViJwUoMVmKwEoOVGKzEYCUGKzFYicFKDFZisBKDlRisxGAlBisxWInBSuhVQq8SepXQq4ReJfQqoVcJvUroVUKvEnqV0KuEXiX0KqFXCb1K6FVCrxJ6ldCrhF4l9CqhVwm9SuhVQq8SepXQq4ReJfQqoVcJvUroVUKvEnqV0KuEXiX0KqFXCb1K6FVCrxJ6ldCrhF4l9CqhVwu9WujVQq8WerXQq4VeLfRqoVcLvVro1UKvFnq10KuFXi30aqFXC71a6NVCrxZ6tdCrhV4t9GqhVwu9WujVQq8WerXQq4VeLfRqoVcLvVro1UKvFnq10KuFXi30aqFXC71a6NVCrxZ6tdCrhV4t9GqhVwu9WujVQq8WerX8+6vFYC0GazFYi8FaDNZisBaDtRisxWAtBmsxWIvBWgzWYrAWg7UYrMVgLQZrMViLwVoM1mKwFoO1GKzFYC0GazFYi8FaDNZisBaDtRisxWAtBmsxWIvBWgzWYrAWg7UYrMVgLQZrMViLwVoM1mKwFoONGGzEYCMGGzHYiMFGDDZisBGDjRhsxGAjBhsx2IjBRgw2YrARg40YbMRgIwYbMdiIwUYMNmKwEYONGGzEYCMGGzHYiMFGDDZisBGDjRhsxGAjBhsx2IjBRgw2YrARg40YbMRgIwYbMdiIwUYMNmKwEYONGGzEYCMGGzHYiMFGDDZisBGDjRhsxGAjBhsx2IjBRgw2YrARg40YbMRgIwYbMdiIwUYMNmKwEYONGGzEYCMGGzHYiMFGDDZisBGDjRhsxGAjBhsx2IjBRgw2YrARg40YbMRgIwYbMdiIwUYMNmKwEYONGGzEYCMGm6Zx/vcjGzx4ML4yfBG+GF85vgp8lfiq8FXjCxsZNjJsZNjIsJFhI8NGho0MGxk2MmwQNggbhA3CBmGDsEHYIGwQNggbjA3GBmODscHYYGwwNhgbjA3GRo6NHBs5NnJs5NjIsZFjI8dGjo0cGwU2CmwU2CiwUWCjwEaBjQIbBTYKbJTYKLFRYqPERomNEhslNkpslNgosVFho8JGhY0KGxU2KmxU2KiwUWGjwkaNjRobNTZqbNTYqLFRY6PGRo2NGhsNNhpsNNhosNFgo8FGg40GGw024DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4DyD8wzOMzjP4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOCc4JzgnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOGc4ZzhnOE8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+E8h/McznM4z+G8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8gPMCzgs4L+C8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8hPMSzks4L+G8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8gvMKzis4r+C8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8hvMazms4r+G8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4b+C8gfMGzhs4Rw9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQejtDDEXo4Qg9H6OEIPRyhhyP0cIQej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"/><div class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0"><span class="ff2">6 </span></div></div><div class="c x3 y3 w3 h4"><div class="t m0 x2 h5 y4 ff3 fs1 fc1 sc0 ls0 ws0">Sprawozdanie </div><div class="t m0 x2 h5 y5 ff4 fs1 fc1 sc0 ls0 ws0"><span class="ff3"> </span></div><div class="t m0 x2 h5 y6 ff4 fs1 fc1 sc0 ls0 ws0"><span class="_ _0"></span></div><div class="t m0 x2 h5 y7 ff4 fs1 fc1 sc0 ls0 ws0"><span class="_ _0"></span><span class="ff3">NIMOT  </span></div><div class="t m0 x2 h5 y8 ff3 fs1 fc1 sc0 ls1 ws0">i U<span class="ls0">NIMOT S.A. </span></div><div class="t m0 x2 h5 y9 ff3 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 ya w4 h6"><div class="t m0 x2 h7 yb ff1 fs2 fc0 sc0 ls0 ws0"><span class="_ _1"></span><span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x2 h8 yc ff3 fs2 fc0 sc0 ls0 ws0">31 grudnia 2025<span class="_ _1"></span> roku<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x5 yd w5 h9" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x6 ha ye ff5 fs3 fc2 sc0 ls2 ws0">     <span class="ff6 ls0"> <span class="_ _2"> </span><span class="fs4">2<span class="fs5"> </span></span></span></div><div class="t m0 x1 hb yf ff7 fs3 fc2 sc0 ls0 ws0">Sprawozdanie Zarząd<span class="_ _0"></span>u z działalnoś<span class="_ _0"></span>ci Grupy Kapitał<span class="_ _0"></span>owej UNIMOT i UNIMOT S.A. <span class="_ _0"></span>za 2025 rok<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x7 hd y11 ff5 fs5 fc3 sc0 ls0 ws0">Grupa UNIMOT <span class="fs7 ls3">W </span>2025<span class="fs7"> ROKU</span> </div><div class="t m0 x1 he y12 ff5 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 he y13 ff5 fs6 fc4 sc0 ls4 ws0">14<span class="ls0"> 805 <span class="ff8">mln zł</span><span class="fc2"> <span class="ff8">–<span class="_ _1"></span><span class="ff5"> przychody <span class="_ _1"></span><span class="ff8">ze sprzedaży<span class="ff5 fc4"> </span></span></span></span></span></span></div><div class="t m0 x1 he y14 ff5 fs6 fc4 sc0 ls0 ws0">273 <span class="ff8">mln zł</span><span class="fc2"> <span class="ff8">–</span> EBITD<span class="_ _1"></span>A  </span></div><div class="t m0 x1 he y15 ff5 fs6 fc4 sc0 ls0 ws0">3<span class="ls5">57</span> <span class="ff8">mln zł</span><span class="fc2"> <span class="ff8">–</span> EBITDA skory<span class="_ _1"></span>gowana </span></div><div class="t m0 x1 hf y16 ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="_ _0"></span><span class="ff7">jest niezależną <span class="_ _0"></span>grupą <span class="_ _0"></span>paliwowo<span class="_ _0"></span></span>-<span class="ff7">energetyczną, która w <span class="_ _0"></span>swojej multienergetycznej<span class="_ _0"></span></span> <span class="ff7">o<span class="_ _0"></span>fercie posiada: olej<span class="_ _0"></span> napędowy <span class="_ _0"></span>(ON), olej </span></div><div class="t m0 x1 hf y17 ff7 fs4 fc2 sc0 ls0 ws0">silnikowy, <span class="_ _3"></span>benzyny, <span class="_ _0"></span>biopaliwa <span class="_ _3"></span>(Bio), <span class="_ _3"></span>gaz <span class="_ _3"></span>płynny <span class="_ _3"></span>(LPG), <span class="_ _3"></span>gaz <span class="_ _0"></span>ziemny, <span class="_ _3"></span>produkty <span class="_ _3"></span>asfaltowe, <span class="_ _3"></span>energię <span class="_ _0"></span>elektryczną, <span class="_ _3"></span>surowce <span class="_ _3"></span>energetyc<span class="_ _0"></span><span class="ff6">zne <span class="_ _3"></span>(w <span class="_ _3"></span>tym </span></div><div class="t m0 x1 hf y18 ff7 fs4 fc2 sc0 ls0 ws0">węgiel <span class="_ _1"></span>kamienny oraz docelowo b<span class="_ _1"></span>iomasę), a także <span class="_ _1"></span>paliwa lotnicze, żeglugowe <span class="_ _1"></span>oraz olej opałowy. Od 2016 <span class="_ _1"></span>r. spółka nale<span class="_ _1"></span>ży do stowarzyszenia </div><div class="t m0 x1 hf y19 ff7 fs4 fc2 sc0 ls0 ws0">AVIA <span class="_ _3"></span>International, <span class="_ _4"></span>dzięki <span class="_ _3"></span>cz<span class="_ _0"></span>emu <span class="_ _4"></span>jako <span class="_ _3"></span>pierwsza <span class="_ _4"></span>polska <span class="_ _3"></span>f<span class="_ _0"></span>irma <span class="_ _4"></span>uzyskała <span class="_ _3"></span>prawo<span class="_ _0"></span> <span class="_ _4"></span>do <span class="_ _3"></span>budowania <span class="_ _4"></span>i <span class="_ _3"></span>roz<span class="_ _0"></span>woju <span class="_ _4"></span>sieci <span class="_ _3"></span>stacji <span class="_ _4"></span>paliw <span class="_ _3"></span>AVIA <span class="_ _4"></span>w <span class="_ _4"></span>P<span class="_ _3"></span><span class="ff6">olsce <span class="_ _4"></span>i <span class="_ _3"></span>w </span></div><div class="t m0 x1 hf y1a ff6 fs4 fc2 sc0 ls0 ws0">Ukrainie. </div><div class="t m0 x1 hf y1b ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>kwietniu <span class="_ _4"></span>2023 <span class="_ _5"></span>r. <span class="_ _5"></span>Grupa <span class="_ _5"></span>UNIMOT <span class="_ _5"> </span><span class="ff7">sfinalizowała <span class="_ _5"></span>transakcję <span class="_ _4"></span>prz<span class="_ _0"></span>ejęcia <span class="_ _4"></span>aktywó<span class="_ _0"></span>w <span class="_ _4"></span>Lo<span class="_ _0"></span>tos <span class="_ _4"></span>Terminale <span class="_ _4"></span>(<span class="_ _0"></span>obecnie <span class="_ _4"></span>UNIMOT <span class="_ _5"></span>Terminale), <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _5"></span>tym <span class="_ _5"></span>9 </span></div><div class="t m0 x1 hf y1c ff7 fs4 fc2 sc0 ls0 ws0">terminali paliwowych i dwó<span class="_ _0"></span>ch zakładów <span class="_ _0"></span>produkcji asfaltu. UNIMOT<span class="_ _0"></span> pełni tym samym <span class="_ _0"></span>funkcję N<span class="_ _0"></span>iezależnego Operatora Lo<span class="_ _0"></span>gistycznego,<span class="_ _3"></span><span class="ff6"> </span>będąc </div><div class="t m0 x1 hf y1d ff6 fs4 fc2 sc0 ls0 ws0">trzecim <span class="_ _3"></span>graczem <span class="_ _3"></span>na <span class="_ _3"></span>rynku <span class="_ _3"></span>maga<span class="_ _0"></span><span class="ff7">zynowania <span class="_ _3"></span>paliw, <span class="_ _3"></span>a <span class="_ _4"></span>także <span class="_ _0"></span>z<span class="_ _0"></span>ajmuje <span class="_ _3"></span>drugie<span class="_ _1"></span> <span class="_ _3"></span>miejsce <span class="_ _3"></span>na <span class="_ _4"></span>rynku <span class="_ _3"></span>produkcji <span class="_ _3"></span>asfaltów <span class="_ _3"></span>w <span class="_ _3"></span>Polsce.<span class="_ _0"></span><span class="ff6"> <span class="_ _4"></span>Od <span class="_ _3"></span>marca <span class="_ _3"></span>2017 <span class="_ _3"></span>r. </span></span></div><div class="t m0 x1 hf y1e ff7 fs4 fc2 sc0 ls0 ws0">spółka notowana jest na głównym parkiecie Giełdy Papierów Wartościowych w Warszawie<span class="ff6">. </span></div><div class="t m0 x8 hf y1f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y20 ff5 fs3 fc5 sc0 ls0 ws0">WYBRANE SKONSO<span class="_ _0"></span>LIDOWAN<span class="_ _0"></span>E <span class="ff8">DANE I WSKAŹNI<span class="_ _0"></span>KI FINANSOWE</span></div><div class="t m0 x9 h11 y21 ff5 fs8 fc2 sc0 ls0 ws0">1 2 3      </div></div><div class="c x1 y22 w7 h12"><div class="t m0 xa h13 y23 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xb y22 w8 h12"><div class="t m0 xc h14 y23 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xd y22 w9 h12"><div class="t m0 xc h14 y23 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xe y22 w8 h12"><div class="t m0 xc h14 y23 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xf y22 w9 h12"><div class="t m0 xc h14 y23 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x10 y22 w8 h12"><div class="t m0 xc h14 y23 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x1 y24 w7 h15"><div class="t m0 xa h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">Przychody <span class="ff8">ze sprz<span class="_ _1"></span>edaży<span class="ff5"> </span></span></div></div><div class="c xb y24 w8 h15"><div class="t m0 x11 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">14 805 017 </div></div><div class="c xd y24 w9 h15"><div class="t m0 x11 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">14 0<span class="ls6">84</span> 511 </div></div><div class="c xe y24 w8 h15"><div class="t m0 x11 h14 y25 ff5 fs9 fc2 sc0 ls6 ws0">12<span class="ls0"> 913 244<span class="_ _1"></span><span class="fc6"> </span></span></div></div><div class="c xf y24 w9 h15"><div class="t m0 x11 h14 y25 ff5 fs9 fc6 sc0 ls6 ws0">13<span class="ls0"> 3</span>69<span class="ls0"> 364<span class="fc2"> </span></span></div></div><div class="c x10 y24 w8 h15"><div class="t m0 x12 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">8 193 013 </div></div><div class="c x1 y26 w7 h12"><div class="t m0 xa h14 y27 ff8 fs9 fc2 sc0 ls0 ws0">Zysk brutto ze spr<span class="_ _1"></span>zedaży<span class="ff5"> </span></div></div><div class="c xb y26 w8 h12"><div class="t m0 x13 h16 y28 ff5 fs4 fc2 sc0 ls7 ws0">847 314<span class="fs9 fc6 ls0"> </span></div></div><div class="c xd y26 w9 h12"><div class="t m0 x3 h14 y27 ff5 fs9 fc6 sc0 ls0 ws0">880 522 </div></div><div class="c xe y26 w8 h12"><div class="t m0 x3 h14 y27 ff5 fs9 fc6 sc0 ls0 ws0">723 603 </div></div><div class="c xf y26 w9 h12"><div class="t m0 x3 h14 y27 ff5 fs9 fc6 sc0 ls0 ws0">954 205<span class="fc2"> </span></div></div><div class="c x10 y26 w8 h12"><div class="t m0 x3 h14 y27 ff5 fs9 fc2 sc0 ls0 ws0">366 239 </div></div><div class="c x1 y29 w7 h17"><div class="t m0 xa h13 y2a ff9 fs9 fc2 sc0 ls0 ws0">Marża brut<span class="_ _1"></span>to ze sprzedaży<span class="ffa"> </span></div></div><div class="c xb y29 w8 h17"><div class="t m0 x1 h13 y2a ffa fs9 fc2 sc0 ls0 ws0">5,72% </div></div><div class="c xd y29 w9 h17"><div class="t m0 x1 h13 y2a ffa fs9 fc2 sc0 ls0 ws0">6,25% </div></div><div class="c xe y29 w8 h17"><div class="t m0 x1 h13 y2a ffa fs9 fc2 sc0 ls0 ws0">5,61% </div></div><div class="c xf y29 w9 h17"><div class="t m0 x1 h13 y2a ffa fs9 fc2 sc0 ls0 ws0">7,14% </div></div><div class="c x10 y29 w8 h17"><div class="t m0 x1 h13 y2a ffa fs9 fc2 sc0 ls6 ws0">4,47<span class="ls0">% </span></div></div><div class="c x1 y2b w7 h18"><div class="t m0 xa h14 y27 ff5 fs9 fc2 sc0 ls0 ws0">Zysk operacyjny </div></div><div class="c xb y2b w8 h18"><div class="t m0 x13 h16 y28 ff5 fs4 fc2 sc0 ls7 ws0">119 189<span class="fs9 ls0"> </span></div></div><div class="c xd y2b w9 h18"><div class="t m0 x3 h14 y27 ff5 fs9 fc2 sc0 ls0 ws0">233 503 </div></div><div class="c xe y2b w8 h18"><div class="t m0 x3 h14 y27 ff5 fs9 fc2 sc0 ls0 ws0">574 893 </div></div><div class="c xf y2b w9 h18"><div class="t m0 x3 h14 y27 ff5 fs9 fc2 sc0 ls0 ws0">485 374 </div></div><div class="c x10 y2b w8 h18"><div class="t m0 x3 h14 y27 ff5 fs9 fc2 sc0 ls0 ws0">104 410 </div></div><div class="c x1 y2c w7 h17"><div class="t m0 xa h13 y2a ff9 fs9 fc2 sc0 ls0 ws0">Marża zysku op<span class="_ _1"></span>eracyjnego<span class="ffa"> </span></div></div><div class="c xb y2c w8 h17"><div class="t m0 x1 h13 y2a ffa fs9 fc2 sc0 ls0 ws0">0,81% </div></div><div class="c xd y2c w9 h17"><div class="t m0 x1 h13 y2a ffa fs9 fc2 sc0 ls0 ws0">1,66% </div></div><div class="c xe y2c w8 h17"><div class="t m0 x1 h13 y2a ffa fs9 fc2 sc0 ls0 ws0">4,46% </div></div><div class="c xf y2c w9 h17"><div class="t m0 x1 h13 y2a ffa fs9 fc2 sc0 ls0 ws0">3,63% </div></div><div class="c x10 y2c w8 h17"><div class="t m0 x1 h13 y2a ffa fs9 fc2 sc0 ls6 ws0">1,27<span class="ls0">% </span></div></div><div class="c x1 y2d w7 h15"><div class="t m0 xa h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">EBITDA  </div></div><div class="c xb y2d w8 h15"><div class="t m0 x3 h14 y25 ff5 fs9 fc2 sc0 ls6 ws0">273 44<span class="ls0">3 </span></div></div><div class="c xd y2d w9 h15"><div class="t m0 x3 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">370 053 </div></div><div class="c xe y2d w8 h15"><div class="t m0 x3 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">668 965 </div></div><div class="c xf y2d w9 h15"><div class="t m0 x3 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">502 463 </div></div><div class="c x10 y2d w8 h15"><div class="t m0 x3 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">116 419 </div></div><div class="c x1 y2e w7 h12"><div class="t m0 xa h13 y23 ff9 fs9 fc2 sc0 ls0 ws0">Marża EBITDA<span class="ffa"> </span></div></div><div class="c xb y2e w8 h12"><div class="t m0 x1 h13 y23 ffa fs9 fc2 sc0 ls0 ws0">1,85% </div></div><div class="c xd y2e w9 h12"><div class="t m0 x1 h13 y23 ffa fs9 fc2 sc0 ls0 ws0">2,63% </div></div><div class="c xe y2e w8 h12"><div class="t m0 x1 h13 y23 ffa fs9 fc2 sc0 ls0 ws0">5,19% </div></div><div class="c xf y2e w9 h12"><div class="t m0 x1 h13 y23 ffa fs9 fc2 sc0 ls6 ws0">3,76<span class="ls0">% </span></div></div><div class="c x10 y2e w8 h12"><div class="t m0 x1 h13 y23 ffa fs9 fc2 sc0 ls0 ws0">1,42% </div></div><div class="c x1 y2f w7 h17"><div class="t m0 xa h14 y2a ff5 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c xb y2f w8 h17"><div class="t m0 x3 h14 y2a ff5 fs9 fc2 sc0 ls0 ws0">356 541 </div></div><div class="c xd y2f w9 h17"><div class="t m0 x3 h14 y2a ff5 fs9 fc2 sc0 ls0 ws0">307 693 </div></div><div class="c xe y2f w8 h17"><div class="t m0 x3 h14 y2a ff5 fs9 fc2 sc0 ls0 ws0">243 771 </div></div><div class="c xf y2f w9 h17"><div class="t m0 x3 h14 y2a ff5 fs9 fc2 sc0 ls0 ws0">513 663 </div></div><div class="c x10 y2f w8 h17"><div class="t m0 x14 h14 y2a ff5 fs9 fc2 sc0 ls0 ws0">70 596 </div></div><div class="c x1 y30 w7 h18"><div class="t m0 xa h13 y27 ff9 fs9 fc2 sc0 ls0 ws0">Marża EBITDA skorygo<span class="_ _1"></span>wana<span class="ffa"> </span></div></div><div class="c xb y30 w8 h18"><div class="t m0 x1 h13 y27 ffa fs9 fc2 sc0 ls0 ws0">2,41% </div></div><div class="c xd y30 w9 h18"><div class="t m0 x1 h13 y27 ffa fs9 fc2 sc0 ls0 ws0">2,18% </div></div><div class="c xe y30 w8 h18"><div class="t m0 x1 h13 y27 ffa fs9 fc2 sc0 ls0 ws0">1,89% </div></div><div class="c xf y30 w9 h18"><div class="t m0 x1 h13 y27 ffa fs9 fc2 sc0 ls6 ws0">3,84<span class="ls0">% </span></div></div><div class="c x10 y30 w8 h18"><div class="t m0 x1 h13 y27 ffa fs9 fc2 sc0 ls6 ws0">0,86<span class="ls0">% </span></div></div><div class="c x1 y31 w7 h15"><div class="t m0 xa h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">Zysk netto </div></div><div class="c xb y31 w8 h15"><div class="t m0 x15 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">9 <span class="ls6">208</span> </div></div><div class="c xd y31 w9 h15"><div class="t m0 x3 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">139 341 </div></div><div class="c xe y31 w8 h15"><div class="t m0 x3 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">488 512 </div></div><div class="c xf y31 w9 h15"><div class="t m0 x3 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">373 897 </div></div><div class="c x10 y31 w8 h15"><div class="t m0 x14 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">75 961 </div></div><div class="c x1 y32 w7 h19"><div class="t m0 xa h13 y2a ff9 fs9 fc2 sc0 ls0 ws0">Marża nett<span class="_ _1"></span>o<span class="ffa"> </span></div></div><div class="c xb y32 w8 h19"><div class="t m0 x1 h1a y2a ff6 fs9 fc2 sc0 ls0 ws0">0,06% </div></div><div class="c xd y32 w9 h19"><div class="t m0 x1 h1a y2a ff6 fs9 fc2 sc0 ls0 ws0">0,99% </div></div><div class="c xe y32 w8 h19"><div class="t m0 x1 h1a y2a ff6 fs9 fc2 sc0 ls0 ws0">3,79% </div></div><div class="c xf y32 w9 h19"><div class="t m0 x1 h1a y2a ff6 fs9 fc2 sc0 ls0 ws0">2,80%<span class="ffa"> </span></div></div><div class="c x10 y32 w8 h19"><div class="t m0 x1 h13 y2a ffa fs9 fc2 sc0 ls0 ws0">0,93% </div></div><div class="c x1 y33 w7 h15"><div class="t m0 xa h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">Zysk netto skor<span class="_ _1"></span>ygowany </div></div><div class="c xb y33 w8 h15"><div class="t m0 x3 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">1<span class="ls6">14</span> <span class="ls6">053</span> </div></div><div class="c xd y33 w9 h15"><div class="t m0 x3 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">106 209 </div></div><div class="c xe y33 w8 h15"><div class="t m0 x14 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">63 319 </div></div><div class="c xf y33 w9 h15"><div class="t m0 x3 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">385 098 </div></div><div class="c x10 y33 w8 h15"><div class="t m0 x14 h14 y25 ff5 fs9 fc2 sc0 ls0 ws0">30 138 </div></div><div class="c x1 y34 w7 h1b"><div class="t m0 xa h13 y35 ff9 fs9 fc2 sc0 ls0 ws0">Marża nett<span class="_ _1"></span>o skorygowan<span class="_ _1"></span>a<span class="ffa"> </span></div></div><div class="c xb y34 w8 h1b"><div class="t m0 x1 h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">0,77% </div></div><div class="c xd y34 w9 h1b"><div class="t m0 x1 h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">0,75% </div></div><div class="c xe y34 w8 h1b"><div class="t m0 x1 h1a y35 ff6 fs9 fc2 sc0 ls6 ws0">0,49<span class="ls0">% </span></div></div><div class="c xf y34 w9 h1b"><div class="t m0 x14 h1a y35 ff6 fs9 fc2 sc0 ls0 ws0"> <span class="ffa ls6">2,88%<span class="ls0"> </span></span></div></div><div class="c x10 y34 w8 h1b"><div class="t m0 x1 h13 y35 ffa fs9 fc2 sc0 ls6 ws0">0,36<span class="ls0">% </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h1c y36 ffa fsa fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1c y37 ff9 fsa fc2 sc0 ls0 ws0">1. W pozycji ujmow<span class="_ _0"></span>ane są także zrealizowa<span class="_ _0"></span>ne i niezrealizow<span class="_ _0"></span>ane różnice kursowe oraz <span class="_ _0"></span>wycena aktywów<span class="_ _0"></span> i pasywów, w<span class="_ _0"></span> tym zapasów<span class="_ _0"></span>.<span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1c y38 ff9 fsa fc2 sc0 ls0 ws0">2. Zysk przed odliczen<span class="_ _0"></span>iem odsetek, podatkó<span class="_ _0"></span>w, depre<span class="_ _0"></span>cjacją i amortyzacją (ang.<span class="_ _0"></span> Earnings Befo<span class="_ _0"></span>re Interest, Taxes,<span class="_ _0"></span> Depreciation an<span class="_ _3"></span><span class="ffa">d Amortization).<span class="_ _0"></span> </span></div><div class="t m0 x1 h1c y39 ff9 fsa fc2 sc0 ls0 ws0">3. Skorygow<span class="_ _0"></span>ane <span class="_ _0"></span>o <span class="_ _0"></span>wpływ <span class="_ _0"></span>wyceny <span class="_ _0"></span>zapas<span class="_ _0"></span>u o<span class="_ _0"></span>bowiązkowego <span class="_ _0"></span>oleju <span class="_ _0"></span>napędo<span class="_ _0"></span>wego <span class="_ _0"></span>(spowodowany <span class="_ _0"></span>istotną <span class="_ _0"></span>zmianą <span class="_ _0"></span>różn<span class="_ _0"></span>icy pomięd<span class="_ _0"></span>zy n<span class="_ _0"></span>otowaniami <span class="_ _4"> </span>spot <span class="_ _0"></span>o<span class="_ _0"></span>leju <span class="_ _0"></span>napędowego<span class="_ _0"></span> a <span class="_ _0"></span>notow<span class="_ _0"></span>aniami </div><div class="t m0 x1 h1c y3a ff9 fsa fc2 sc0 ls0 ws0">kontraktów terminowych)<span class="_ _0"></span>, przesunięcie w <span class="_ _0"></span>czasie kosztów związany<span class="_ _0"></span>ch z wykonan<span class="_ _0"></span>iem NCW i utrzymy<span class="_ _0"></span>wan<span class="_ _3"></span>iem zapasów obowiązko<span class="_ _0"></span>wych paliw oraz inne zdar<span class="_ _0"></span>zenia jednorazo<span class="_ _0"></span>we.<span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1c y3b ffa fsa fc7 sc0 ls0 ws0"> </div></div><div class="c x16 y3c wa h1d"><div class="t m0 x15 h16 y3d ff5 fs4 fc8 sc0 ls0 ws0">8 <span class="ls7">193</span></div><div class="t m0 x17 h16 y3e ff5 fs4 fc8 sc0 ls7 ws0">13 369</div><div class="t m0 x18 h16 y3f ff5 fs4 fc8 sc0 ls7 ws0">12 913</div><div class="t m0 x19 h16 y40 ff5 fs4 fc8 sc0 ls7 ws0">14 085</div><div class="t m0 x1a h16 y41 ff5 fs4 fc8 sc0 ls7 ws0">14 805</div><div class="t m0 x1b hf y42 ff6 fs4 fc7 sc0 ls0 ws0">0</div><div class="t m0 x1c hf y43 ff6 fs4 fc7 sc0 ls7 ws0">2000</div><div class="t m0 x1c hf y44 ff6 fs4 fc7 sc0 ls7 ws0">4000</div><div class="t m0 x1c h1e y45 ff6 fsb fc7 sc0 ls8 ws0">6000</div><div class="t m0 x1c hf y46 ff6 fs4 fc7 sc0 ls7 ws0">8000</div><div class="t m0 x1d hf y47 ff6 fs4 fc7 sc0 ls7 ws0">10000</div><div class="t m0 x1d hf y48 ff6 fs4 fc7 sc0 ls7 ws0">12000</div><div class="t m0 x1d hf y49 ff6 fs4 fc7 sc0 ls7 ws0">14000</div><div class="t m0 x1d hf y4a ff6 fs4 fc7 sc0 ls7 ws0">16000</div><div class="t m0 x1e hf y4b ff6 fs4 fc7 sc0 ls7 ws0">2021<span class="_ _6"> </span>2022<span class="_ _6"> </span>2023<span class="_ _6"> </span>2024<span class="_ _6"> </span>2025</div><div class="t m0 x1f hf y4c ff7 fs4 fc7 sc0 ls0 ws0">Przychody ze sprzedaży [mln PLN]</div></div><div class="c x20 y3c wb h1f"><div class="t m0 x1 h16 y4d ff5 fs4 fc8 sc0 ls7 ws0">71</div><div class="t m0 x21 h16 y4e ff5 fs4 fc8 sc0 ls7 ws0">514</div><div class="t m0 x22 h16 y4f ff5 fs4 fc8 sc0 ls7 ws0">244</div><div class="t m0 x23 h16 y50 ff5 fs4 fc8 sc0 ls7 ws0">308</div><div class="t m0 x24 h16 y51 ff5 fs4 fc8 sc0 ls7 ws0">357</div><div class="t m0 x25 hf y42 ff6 fs4 fc7 sc0 ls0 ws0">0</div><div class="t m0 x1d h1e y52 ff6 fsb fc7 sc0 ls8 ws0">100</div><div class="t m0 x1d hf y53 ff6 fs4 fc7 sc0 ls7 ws0">200</div><div class="t m0 x1d hf y54 ff6 fs4 fc7 sc0 ls7 ws0">300</div><div class="t m0 x1d hf y55 ff6 fs4 fc7 sc0 ls7 ws0">400</div><div class="t m0 x1d hf y56 ff6 fs4 fc7 sc0 ls7 ws0">500</div><div class="t m0 x1d hf y57 ff6 fs4 fc7 sc0 ls7 ws0">600</div><div class="t m0 x26 hf y4b ff6 fs4 fc7 sc0 ls7 ws0">2021<span class="_ _7"> </span>2022<span class="_ _7"> </span>2023<span class="_ _7"> </span>2024<span class="_ _7"> </span>2025</div><div class="t m0 x27 hf y58 ff6 fs4 fc7 sc0 ls0 ws0">EBITDA Skorygowana [mln PLN]</div></div></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _1"></span>danie Zarządu<span class="_ _1"></span> z działalności Grupy Kap<span class="_ _1"></span>itałowej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. z<span class="_ _1"></span>a 2025 rok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x29 hf y28 ff6 fs4 fc2 sc0 ls0 ws0">3 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff7 fs4 fc2 sc0 ls0 ws0">Spis treści<span class="ff6"> </span></div><div class="t m0 x1 hf y5f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 ha y60 ff8 fs4 fc2 sc0 ls0 ws0">WYBRANE SKONSOLIDOWANE DANE FINANSOWE GRUPY KAPITAŁOWEJ UNIMOT ZA ROK 2025<span class="ff5"> <span class="_ _9"></span><span class="ls7">................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">10<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y61 ff5 fs4 fc2 sc0 ls0 ws0">WYBRANE DANE Z JEDNOSTKOWEGO SPRAWOZDANIA<span class="_ _1"></span> FINANSOWEGO ZA ROK 2025<span class="_ _0"></span> <span class="ls7">................................................................</span> <span class="_ _a"></span><span class="ls7">11<span class="ff6 fs5 ls0"> </span></span></div><div class="t m0 x1 ha y62 ff5 fs4 fc2 sc0 ls7 ws0">1.<span class="ff6 fs5 ls0"> <span class="_ _b"> </span><span class="ff8 fs4">PODSTAWOWE INFORMACJE O GRUPIE KAPITAŁOWEJ UNIMOT<span class="ff5"> </span></span></span>.....................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">13<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y63 ff5 fs4 fc2 sc0 ls7 ws0">1.1.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">ZESTAWIENIE ISTOTNYCH WYDARZEŃ W 2025 ROKU WRAZ Z OPISEM ISTOTNYCH DOKONA<span class="_ _1"></span>Ń LUB NIEPOWODZEŃ </span></span></div><div class="t m0 x16 ha y64 ff8 fs4 fc2 sc0 ls0 ws0">GRUPY KAPITAŁOWEJ<span class="ff5"> <span class="_ _9"></span><span class="ls7">......................................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">13<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y65 ff5 fs4 fc2 sc0 ls7 ws0">1.2.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">NAGRODY I WYRÓŻNIENIA W 2025 ROKU<span class="ff5"> <span class="_ _d"></span><span class="ls7">........................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">17<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y66 ff5 fs4 fc2 sc0 ls7 ws0">1.3.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">SKŁAD ZARZĄDU I RADY NADZORCZEJ UNIMOT<span class="ff5"> <span class="_ _a"></span><span class="ls7">...............................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">19<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y67 ff5 fs4 fc2 sc0 ls7 ws0">1.4.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">SKŁAD GRUPY KAPITAŁOWEJ UNIMOT<span class="ff5"> <span class="_ _e"></span><span class="ls7">.............................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">19<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y68 ff5 fs4 fc2 sc0 ls7 ws0">1.5.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">POWIĄZANIA ORGANIZACYJNE I DOKONAN<span class="_ _1"></span>E INWESTYCJE KAPITAŁOWE<span class="_ _0"></span><span class="ff5"> <span class="_ _d"></span><span class="ls7">.........................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">20<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y69 ff5 fs4 fc2 sc0 ls7 ws0">1.6.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">HISTORIA UNIMOT S.A. I GRUPY KAPITAŁOWEJ<span class="ff5"> <span class="_ _1"></span><span class="ls7">...............................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">22<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y6a ff5 fs4 fc2 sc0 ls7 ws0">2.<span class="ff6 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">STRATEGIA GRUPY ORAZ PLANY ROZWOJOWE <span class="_ _a"></span><span class="ls7">................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">23<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y6b ff5 fs4 fc2 sc0 ls7 ws0">2.1.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">PRZYJĘTA STRATEGIA NA LATA 2024–</span></span>2028<span class="ls0"> </span>......................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">23<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y6c ff5 fs4 fc2 sc0 ls7 ws0">2.2.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">CELE I PLANY ROZWOJOWE SEGMENTÓW OPERACYJNYCH <span class="_ _e"></span><span class="ls7">..............................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">25<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y6d ff5 fs4 fc2 sc0 ls7 ws0">2.3.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">STATUS REALIZACJI STRATEGII GRUPY </span>.............................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">33<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y6e ff5 fs4 fc2 sc0 ls7 ws0">2.3.1.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">REALIZACJA CELÓW STRATEGICZNYCH <span class="_ _a"></span><span class="ls7">.............................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">33<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y6f ff5 fs4 fc2 sc0 ls7 ws0">2.3.2.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">REALIZACJA CELÓW POSZCZEGÓLNYCH SEGMENTACH BIZNES<span class="_ _1"></span>OWYCH W 2025 ROKU<span class="_ _0"></span> <span class="_ _a"></span><span class="ls7">......................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">34<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y70 ff5 fs4 fc2 sc0 ls7 ws0">2.3.3.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">REALIZACJA CELÓW W ZAKRESIE ESG <span class="_ _e"></span><span class="ls7">...............................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">40<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y71 ff5 fs4 fc2 sc0 ls7 ws0">2.4.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">PROGNOZY <span class="_ _9"></span><span class="ls7">................................................................................................<span class="_ _0"></span>......................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">41<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y72 ff5 fs4 fc2 sc0 ls7 ws0">3.<span class="ff6 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">AKCJE EMITENTA I POLITYKA DYWIDENDOWA <span class="_ _d"></span><span class="ls7">.................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">42<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y73 ff5 fs4 fc2 sc0 ls7 ws0">3.1.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">STRUKTURA AKCJONARIATU EMITENTA </span>..........................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">42<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y74 ff5 fs4 fc2 sc0 ls7 ws0">3.2.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">ZESTAWIENIE STANU POSIADANIA AKCJI EMITENTA PRZEZ OSOBY ZARZĄDZA<span class="_ _1"></span>JĄCE I NADZORUJĄCE<span class="_ _0"></span><span class="ff5"> <span class="_ _e"></span><span class="ls7">...............................<span class="ls0"> <span class="_ _a"></span><span class="ls7">43<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y75 ff5 fs4 fc2 sc0 ls7 ws0">3.3.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">POLITYKA DYWIDENDOWA <span class="_ _a"></span><span class="ls7">..............................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">45<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y76 ff5 fs4 fc2 sc0 ls7 ws0">3.4.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">AKCJE UNIMOT S.A. NA GPW W WARSZAWIE <span class="_ _9"></span><span class="ls7">..................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">45<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y77 ff5 fs4 fc2 sc0 ls7 ws0">4.<span class="ff6 fs5 ls0"> <span class="_ _b"> </span><span class="ff8 fs4">DZIAŁALNOŚĆ OPERACYJNA GK UNIMOT W 2025 ROKU I JEJ OTOCZENIE<span class="ff5"> <span class="_ _d"></span><span class="ls7">.........................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">48<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y1 ff5 fs4 fc2 sc0 ls7 ws0">4.1.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">PODSTAWOWE PRODUKTY, ŹRÓDŁA ZAOPATRZENIA I RYNKI ZBYTU<span class="ff5"> <span class="_ _a"></span><span class="ls7">...............................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">48<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y78 ff5 fs4 fc2 sc0 ls7 ws0">4.1.1.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span><span class="ff8 fs4">PALIWA CIEKŁE<span class="ff5"> </span></span></span>................................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">49<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y79 ff5 fs4 fc2 sc0 ls7 ws0">4.1.2.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">BIOPALIWA <span class="_ _e"></span><span class="ls7">......................................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">49<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y7a ff5 fs4 fc2 sc0 ls7 ws0">4.1.3.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">GAZ LPG <span class="_ _d"></span><span class="ls7">...........................................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">50<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y7b ff5 fs4 fc2 sc0 ls7 ws0">4.1.4.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">GAZ ZIEMNY </span>....................................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">51<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y7c ff5 fs4 fc2 sc0 ls7 ws0">4.1.5.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">ENERGIA ELEKTRYCZNA <span class="_ _0"></span></span>...................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">51<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y7d ff5 fs4 fc2 sc0 ls7 ws0">4.1.6.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">FOTOWOLTAIKA </span>..............................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">52<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y7e ff5 fs4 fc2 sc0 ls7 ws0">4.1.7.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">STACJE PALIW <span class="_ _a"></span><span class="ls7">..................................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">52<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y7f ff5 fs4 fc2 sc0 ls7 ws0">4.1.8.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">PRODUKTY ASFALTOWE <span class="_ _d"></span><span class="ls7">...................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">53<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y80 ff5 fs4 fc2 sc0 ls7 ws0">4.1.9.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">INFRASTRUKTURA </span>................................<span class="_ _0"></span>...........................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">54<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y81 ff5 fs4 fc2 sc0 ls7 ws0">4.2.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">OTOCZENIE RYNKOWE <span class="ff8">–</span> MAKROEKONOMICZNE </span>.............................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">55<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y82 ff5 fs4 fc2 sc0 ls7 ws0">4.2.1.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span><span class="ff8 fs4">PALIWA CIEKŁE, W TYM OLEJ NAPĘDOWY<span class="ff5"> </span></span></span>.......................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">55<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y83 ff5 fs4 fc2 sc0 ls7 ws0">4.2.2.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">BIOPALIWA <span class="_ _e"></span><span class="ls7">......................................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">55<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y84 ff5 fs4 fc2 sc0 ls7 ws0">4.2.3.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">GAZ LPG <span class="_ _d"></span><span class="ls7">...........................................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">56<span class="ff6 fs5 ls0"> </span></span></span></span></span></div></div><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1454.980000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1419.720000px;width:485.850000px;height:17.630000px;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:80.600000px;bottom:1384.440000px;width:485.850000px;height:17.640000px;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:80.600000px;bottom:1359.180000px;width:514.700000px;height:12.630000px;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:80.600000px;bottom:1323.900000px;width:485.850000px;height:17.640000px;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:80.600000px;bottom:1288.640000px;width:485.850000px;height:17.630000px;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:80.600000px;bottom:1253.360000px;width:485.850000px;height:17.640000px;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:80.600000px;bottom:1218.100000px;width:485.850000px;height:17.630000px;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:80.600000px;bottom:1182.840000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1147.560000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1112.300000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1077.020000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1041.760000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1006.480000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:971.220000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:935.960000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:900.680000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:865.420000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:830.140000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:794.880000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:759.600000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:724.340000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:689.080000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:653.800000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:618.540000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:583.260000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:548.000000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:512.720000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:477.460000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:442.200000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:406.920000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:371.660000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:336.380000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:301.120000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:265.840000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:230.580000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:195.312000px;width:485.850000px;height:17.634000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:160.044000px;width:485.850000px;height:17.634000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x29 hf y28 ff6 fs4 fc2 sc0 ls0 ws0">4 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 ha y5e ff5 fs4 fc2 sc0 ls7 ws0">4.2.4.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">STACJE PALIW <span class="_ _a"></span><span class="ls7">..................................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">56<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y85 ff5 fs4 fc2 sc0 ls7 ws0">4.2.5.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">PRODUKTY ASFALTOWE <span class="_ _d"></span><span class="ls7">...................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">57<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y86 ff5 fs4 fc2 sc0 ls7 ws0">4.2.6.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">GAZ ZIEMNY </span>....................................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">57<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y87 ff5 fs4 fc2 sc0 ls7 ws0">4.2.7.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">ENERGIA ELEKTRYCZNA <span class="_ _0"></span></span>...................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">57<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y88 ff5 fs4 fc2 sc0 ls7 ws0">4.2.8.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">FOTOWOLTAIKA </span>..............................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">58<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y89 ff5 fs4 fc2 sc0 ls7 ws0">4.2.9.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span></span><span class="ls0">INFRASTRUKTURA </span>................................<span class="_ _0"></span>...........................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">59<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y8a ff5 fs4 fc2 sc0 ls7 ws0">4.2.10.<span class="ff6 fs5 ls0"> </span><span class="ls0">PRZEWO<span class="_ _0"></span>ZY KOLEJOWE <span class="_ _d"></span><span class="ls7">.....................................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">59<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y8b ff5 fs4 fc2 sc0 ls7 ws0">4.3.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">OTOCZENIE REGULACYJNE <span class="_ _9"></span><span class="ls7">...............................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">60<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y8c ff5 fs4 fc2 sc0 ls7 ws0">4.4.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">SEZONOWOŚĆ DZIAŁALNOŚCI<span class="ff5"> <span class="_ _e"></span><span class="ls7">..........................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">66<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y8d ff5 fs4 fc2 sc0 ls7 ws0">4.5.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">INFORMACJE O ZAWARTYCH UMOWACH ZNACZĄCYCH DLA DZIAŁALNOŚCI UNIMOT S.A. I GRUPY KAPITAŁOWEJ<span class="ff5"> <span class="_ _a"></span><span class="ls7">..........<span class="ls0"> <span class="_ _a"></span><span class="ls7">67<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y8e ff5 fs4 fc2 sc0 ls7 ws0">4.6.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">ZMIANY W PODSTAWOWYCH ZASADACH ZARZĄDZANIA PRZEDSIĘBIORSTWEM EMITENTA I JEGO GRUPĄ KAPITAŁ<span class="_ _1"></span>OWĄ<span class="_ _0"></span><span class="ff5 ls7">67</span><span class="ff6 fs5"> </span></span></span></div><div class="t m0 x1 ha y8f ff5 fs4 fc2 sc0 ls7 ws0">4.7.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">POSTĘPOWANIA SĄDOWE<span class="ff5"> <span class="_ _a"></span><span class="ls7">...............................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">67<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y90 ff5 fs4 fc2 sc0 ls7 ws0">4.8.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">ZATRUDNIENIE W 2025 ROKU W GRUPIE <span class="_ _a"></span><span class="ls7">.........................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">67<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y91 ff5 fs4 fc2 sc0 ls7 ws0">5.<span class="ff6 fs5 ls0"> <span class="_ _b"> </span><span class="ff8 fs4">CZYNNIKI I ZDARZENIA MAJĄCE WPŁYW NA WYNIKI GRUPY<span class="ff5"> <span class="_ _d"></span><span class="ls7">............................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">69<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y92 ff5 fs4 fc2 sc0 ls7 ws0">5.1.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">GŁÓWNE CZYNNIKI I ZDARZENIA KSZTAŁ<span class="_ _1"></span>TUJĄCE WYNIKI GRUPY 2025 ROKU MOGĄCE MIEĆ WPŁYW NA DZIAŁALNOŚĆ </span></span></div><div class="t m0 x16 ha y93 ff5 fs4 fc2 sc0 ls0 ws0">GRUPY W KOLEJNYCH LATACH <span class="_ _e"></span><span class="ls7">.........................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">69<span class="ff6 fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 ha y94 ff5 fs4 fc2 sc0 ls7 ws0">5.2.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">OPIS CZYNNIKÓW I ZDARZEŃ, W TYM O NIETYPOWYM CHARAKTERZE, MAJĄCYCH ISTOTNY WPŁYW NA WYNIKI </span></span></div><div class="t m0 x16 ha y95 ff5 fs4 fc2 sc0 ls0 ws0">FINANSOWE<span class="ls7">.....................................................................................................................................................................</span> <span class="_ _a"></span><span class="ls7">77<span class="ff6 fs5 ls0"> </span></span></div><div class="t m0 x1 ha y96 ff5 fs4 fc2 sc0 ls7 ws0">5.3.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">WPŁYW KONFLIKTU ZBROJNEGO W UKRAINIE NA DZIAŁALNOŚĆ GRUPY<span class="ff5"> <span class="_ _a"></span><span class="ls7">.........................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">77<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y97 ff5 fs4 fc2 sc0 ls7 ws0">5.4.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">OPIS ISTOTNYCH CZYNNIKÓW RYZYKA I ZAGROŻEŃ<span class="ff5"> <span class="_ _d"></span><span class="ls7">.........................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">78<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y98 ff5 fs4 fc2 sc0 ls7 ws0">5.5.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">RYZYKO ZWIĄZANE Z CYBERBEZPIECZEŃSTWEM<span class="ff5"> <span class="_ _d"></span><span class="ls7">..............................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">96<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y99 ff5 fs4 fc2 sc0 ls7 ws0">5.6.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">CHARAKTERYSTYKA ZEWNĘTRZNYCH I WEWNĘTRZNYCH CZYNNIKÓW ISTOTN<span class="_ _1"></span>YCH DLA ROZWOJU UNIMOT S.A. I GRUPY </span></span></div><div class="t m0 x16 ha y9a ff8 fs4 fc2 sc0 ls0 ws0">KAPITAŁOWEJ<span class="ff5"> <span class="_ _e"></span><span class="ls7">................................<span class="_ _0"></span>..................................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">96<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y9b ff5 fs4 fc2 sc0 ls7 ws0">5.7.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">WYDARZENIA PO DNIU SPRAWOZDAWCZYM <span class="_ _1"></span><span class="ls7">..................................................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">99<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y9c ff5 fs4 fc2 sc0 ls7 ws0">6.<span class="ff6 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">SYTUACJA FINANSOWA GRUPY <span class="_ _d"></span><span class="ls7">......................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">101<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y9d ff5 fs4 fc2 sc0 ls7 ws0">6.1.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">ZASADY SPORZĄDZANIA SKONSOLIDOWANEGO SPRAWOZDAN<span class="_ _1"></span>IA FINANSOWEGO<span class="ff5"> <span class="ls7">.......................................................</span> <span class="_ _1"></span><span class="ls7">101<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y9e ff5 fs4 fc2 sc0 ls7 ws0">6.2.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">SKONSOLIDOWANE SPRAWOZDANIE Z CAŁKOWITYCH DOCHODÓW<span class="ff5"> </span></span></span>.............................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">101<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y9f ff5 fs4 fc2 sc0 ls7 ws0">6.3.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">PODSTAWOWE WILELKOŚCI FINANSOWO<span class="ff5">-EKONOMICZNE GRUPY UNIMOT </span></span></span>..................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">103<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha ya0 ff5 fs4 fc2 sc0 ls7 ws0">6.4.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">SKONSOLIDOWANE SPRAWOZDANIE Z SYTUACJI FINANSOWEJ <span class="_ _9"></span><span class="ls7">.....................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">104<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha ya1 ff5 fs4 fc2 sc0 ls7 ws0">6.5.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">ANALIZA WSKAŹNIKOWO<span class="ff5">-</span>PORÓWNAWCZA GRUPY KAPITAŁOWEJ<span class="ff5"> <span class="_ _d"></span><span class="ls7">................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">106<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha ya2 ff5 fs4 fc2 sc0 ls7 ws0">6.6.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">ZARZĄDZANIE ZASOBAMI FINANSOWYMI GRUPY UNIMOT<span class="ff5"> <span class="_ _1"></span><span class="ls7">...........................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">109<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha ya3 ff5 fs4 fc2 sc0 ls7 ws0">6.7.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">ZOBOWIĄZANIA Z TYTUŁU KREDYTÓW POŻYCZEK I LEASINGU ORAZ KREDYTÓW W RACHUN<span class="_ _1"></span>KU BIEŻĄCYM<span class="_ _0"></span><span class="ff5"> <span class="_ _e"></span><span class="ls7">..................<span class="ls0"> <span class="_ _1"></span><span class="ls7">110<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha ya4 ff5 fs4 fc2 sc0 ls7 ws0">6.8.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">UDZIELONE POŻYCZKI<span class="ff5"> <span class="_ _9"></span><span class="ls7">....................................................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls7">112<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha ya5 ff5 fs4 fc2 sc0 ls7 ws0">6.9.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">UDZIELONE PORĘCZENIA I GWARANCJE<span class="ff5"> <span class="_ _e"></span><span class="ls7">.........................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">112<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha ya6 ff5 fs4 fc2 sc0 ls7 ws0">6.10.<span class="ff6 fs5 ls0"> <span class="_ _10"> </span></span><span class="ls0">AKTUALNA I PRZEWIDYWANA SYTUACJA FINANSOWA GK UNIMOT <span class="_ _a"></span><span class="ls7">..............................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls7">115<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha ya7 ff5 fs4 fc2 sc0 ls7 ws0">6.11.<span class="ff6 fs5 ls0"> <span class="_ _10"> </span></span><span class="ls0">INFORMACJE O FIRMIE AUDYTORSKIEJ <span class="_ _a"></span><span class="ls7">..........................................................................................................................<span class="_ _0"></span><span class="ls0"> <span class="_ _9"></span><span class="ls7">115<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha ya8 ff5 fs4 fc2 sc0 ls7 ws0">6.12.<span class="ff6 fs5 ls0"> <span class="_ _10"> </span><span class="ff8 fs4">TRANSAKCJE Z PODMIOTAMI POWIĄZANYMI GRUPY UNIMOT</span></span>......................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">116<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha ya9 ff5 fs4 fc2 sc0 ls7 ws0">6.13.<span class="ff6 fs5 ls0"> <span class="_ _10"> </span><span class="ff8 fs4">RÓŻNICE POMIĘDZY WYNIKAMI FINANSOWYMI WYKAZYWAN<span class="_ _1"></span>YMI W RAPORCIE ROCZNYM A WCZEŚNIEJ </span></span></div><div class="t m0 x16 ha yaa ff5 fs4 fc2 sc0 ls0 ws0">PUBLIKOWANYMI PROGNOZAMI WYNIKÓW ZA 2025 ROK <span class="_ _9"></span><span class="ls7">............................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">117<span class="ff6 fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 ha yab ff5 fs4 fc2 sc0 ls7 ws0">6.14.<span class="ff6 fs5 ls0"> <span class="_ _10"> </span></span><span class="ls0">ISTOTNE POZYCJE POZABILANSOWE <span class="_ _a"></span><span class="ls7">..............................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls7">117<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha yac ff5 fs4 fc2 sc0 ls7 ws0">7.<span class="ff6 fs5 ls0"> <span class="_ _b"> </span></span><span class="ls0">SYTUACJA FINANSOWA UNIMOT S.A. <span class="_ _a"></span><span class="ls7">............................................................................................................................<span class="_ _0"></span><span class="ls0"> <span class="_ _9"></span><span class="ls7">118<span class="ff6 fs5 ls0"> </span></span></span></span></span></div></div><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1523.960000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1488.700000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1453.420000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1418.160000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3a" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1382.880000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1347.620000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1312.340000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1277.080000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf42" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1241.820000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf43" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1206.540000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf43" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1171.280000px;width:486.050000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf43" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1136.000000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf43" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1100.740000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf45" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1065.460000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf45" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1040.200000px;width:514.700000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf45" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1004.940000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:979.660000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:944.400000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:909.120000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4e" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:873.860000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf60" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:838.580000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf60" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:813.320000px;width:514.700000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf60" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:778.060000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf63" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:742.780000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf65" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:707.520000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf65" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:672.240000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf65" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:636.980000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf67" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:601.700000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf68" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:566.440000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6a" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:531.180000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:495.900000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6e" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:460.640000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf70" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:425.360000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf70" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:390.100000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf73" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:354.820000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf73" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:319.560000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf74" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:284.300000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf75" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:259.020000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf75" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:223.760000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf75" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:188.486000px;width:485.850000px;height:17.637000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf76" ><span class="d m1" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x29 hf y28 ff6 fs4 fc2 sc0 ls0 ws0">5 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 ha y5e ff5 fs4 fc2 sc0 ls7 ws0">7.1.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">PODSTAWOWE PRODUKTY, TOWARY I USŁUGI EMITENTA<span class="ff5"> </span></span></span>............................................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">118<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y85 ff5 fs4 fc2 sc0 ls7 ws0">7.2.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">CZYNNIKI I NIETYPOWE ZDARZENIA MAJĄCE WPŁYW NA<span class="_ _1"></span> OSIĄGNIĘTE WYNIKI EMITE<span class="_ _0"></span>NTA<span class="ff5"> <span class="_ _d"></span><span class="ls7">.............................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">118<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y86 ff5 fs4 fc2 sc0 ls7 ws0">7.3.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">ROCZNE JEDNOSTKOWE SPRAWOZDANIE Z WYNIKU FINAN<span class="_ _1"></span>SOWEGO I INYCH CAŁKOWITYCH DOCHODÓW<span class="ff5"> <span class="_ _d"></span><span class="ls7">...................<span class="ls0"> <span class="_ _9"></span><span class="ls7">119<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y87 ff5 fs4 fc2 sc0 ls7 ws0">7.4.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">ROCZNE JEDNOSTKOWE SPRAWOZDANIE Z SYTUACJI FINANSOWEJ </span>..............................................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">121<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y88 ff5 fs4 fc2 sc0 ls7 ws0">7.5.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">ANALIZA WSKAŹNIKOWO<span class="ff5">-PORÓWNAWCZA EMITENTA <span class="_ _a"></span><span class="ls7">................................................................................................<span class="ls0">. <span class="_ _9"></span><span class="ls7">122<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y89 ff5 fs4 fc2 sc0 ls7 ws0">7.6.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">ZACIĄGNIĘTE KREDYTY I POŻYCZKI</span></span>................................................................................................................................<span class="ls0">. <span class="_ _9"></span><span class="ls7">125<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y8a ff5 fs4 fc2 sc0 ls7 ws0">7.7.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">UDZIELONE KREDYTY I POŻYCZKI<span class="ff5"> </span></span></span>...................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">126<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y8b ff5 fs4 fc2 sc0 ls7 ws0">7.8.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">UDZIELONE PORĘCZENIA I GWARANCJE<span class="ff5"> <span class="_ _e"></span><span class="ls7">.........................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">126<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha y8c ff5 fs4 fc2 sc0 ls7 ws0">7.9.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span></span><span class="ls0">AKTUALNA I PRZEWIDYWANA SYTUACJA FINANSOWA EMITENTA <span class="_ _11"></span><span class="ls7">.................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">129<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y8d ff5 fs4 fc2 sc0 ls7 ws0">7.10.<span class="ff6 fs5 ls0"> <span class="_ _10"> </span></span><span class="ls0">INFORMACJE O FIRMIE AUDYTORSKIEJ <span class="_ _a"></span><span class="ls7">..........................................................................................................................<span class="_ _0"></span><span class="ls0"> <span class="_ _9"></span><span class="ls7">130<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y8e ff5 fs4 fc2 sc0 ls7 ws0">7.11.<span class="ff6 fs5 ls0"> <span class="_ _10"> </span><span class="ff8 fs4">TRANSAKCJE Z PODMIOTAMI POWIĄZANYMI UNIMOT<span class="ff5"> </span></span></span>................................................................................................<span class="ls0">. <span class="_ _a"></span><span class="ls7">130<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y8f ff5 fs4 fc2 sc0 ls7 ws0">7.12.<span class="ff6 fs5 ls0"> <span class="_ _10"> </span></span><span class="ls0">ISTOTNE POZYCJE POZABILANSOWE <span class="_ _a"></span><span class="ls7">..............................................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls7">130<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha y90 ff5 fs4 fc2 sc0 ls7 ws0">8.<span class="ff6 fs5 ls0"> <span class="_ _b"> </span><span class="ff8 fs4">OŚWIADCZENIA O STOSOWANIU ŁADU KORPORACYJNEGO<span class="ff5"> <span class="_ _11"></span><span class="ls7">...........................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">131<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha yad ff5 fs4 fc2 sc0 ls7 ws0">8.1.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">WSKAZANIE ZBIORU ZASAD ŁADU KORPORACYJNEGO, KTÓREMU PODLEGA EMITENT ORAZ MIEJSCA, GDZIE TEKST </span></span></div><div class="t m0 x16 ha yae ff8 fs4 fc2 sc0 ls0 ws0">ZBIORU ZASAD JEST PUBLICZNIE DOSTĘPNY<span class="ff5"> <span class="ls7">..................................................................................................................</span> <span class="_ _1"></span><span class="ls7">131<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha y93 ff5 fs4 fc2 sc0 ls7 ws0">8.2.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">OPIS SPOSOBU STOSOWANIA PRZEZ SPÓŁKĘ ZASAD ZAWARTYCH W DOBRYCH PRAKTYKACH<span class="_ _1"></span> 2021<span class="_ _0"></span><span class="ff5"> <span class="_ _a"></span><span class="ls7">..............................<span class="ls0"> <span class="_ _9"></span><span class="ls7">132<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha yaf ff5 fs4 fc2 sc0 ls7 ws0">8.2.1.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span><span class="ff8 fs4">ZASADY DOTYCZĄCE POLITYKI INFORMACYJNEJ I KOMUNIKACJI Z INWESTORAMI<span class="ff5"> </span></span></span>........................................................<span class="ls0"> <span class="_ _a"></span><span class="ls7">132<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha yb0 ff5 fs4 fc2 sc0 ls7 ws0">8.2.2.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span><span class="ff8 fs4">ZASADY DOTYCZĄCE ZARZĄDU I RADY NADZORCZEJ<span class="ff5"> <span class="_ _11"></span><span class="ls7">......................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">133<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha yb1 ff5 fs4 fc2 sc0 ls7 ws0">8.2.3.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span><span class="ff8 fs4">ZASADY DOTYCZĄCE SYSTEMÓW I FUNKCJI WEWNĘTRZNYCH<span class="ff5"> <span class="_ _a"></span><span class="ls7">.......................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">133<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha yb2 ff5 fs4 fc2 sc0 ls7 ws0">8.2.4.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span><span class="ff8 fs4">ZASADY DOTYCZĄCE WALNEGO ZGROMADZENIA I RELACJI Z AKCJONARIUS<span class="_ _1"></span>ZAMI<span class="_ _0"></span><span class="ff5"> <span class="_ _9"></span><span class="ls7">.........................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">134<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha yb3 ff5 fs4 fc2 sc0 ls7 ws0">8.2.5.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span><span class="ff8 fs4">ZASADY DOTYCZĄCE KONFLIKTU INTERESÓW I TRANSAKCJI Z PODMIOTAMI POWIĄZANYMI<span class="ff5"> <span class="_ _e"></span><span class="ls7">........................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">135<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha yb4 ff5 fs4 fc2 sc0 ls7 ws0">8.2.6.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span><span class="ff8 fs4">ZASADY DOTYCZĄCE WYNAGRODZEŃ<span class="ff5"> <span class="_ _d"></span><span class="ls7">............................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">135<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha yb5 ff5 fs4 fc2 sc0 ls7 ws0">8.3.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">WSKAZANIE, W JAKIM ZAKRESIE EMITENT ODSTĄPIŁ<span class="_ _1"></span> OD POSTANOWIEŃ ZBIORU ZASAD ŁADU KORPORACYJNEGO </span></span></div><div class="t m0 x16 ha yb6 ff8 fs4 fc2 sc0 ls0 ws0">WRAZ Z WYJAŚNIENIEM<span class="ff5"> <span class="ls7">................................................................................................................................................</span> <span class="_ _9"></span><span class="ls7">135<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha yb7 ff5 fs4 fc2 sc0 ls7 ws0">8.4.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">OPIS GŁÓWNYCH CECH STOSOWANYCH W PRZEDSIĘBIORSTWIE EMITENTA I JEGO SPÓŁKA<span class="_ _1"></span>CH ZALEŻNYCH SYSTEMÓW </span></span></div><div class="t m0 x16 h16 yb8 ff8 fs4 fc2 sc0 ls0 ws0">KONTROLI WEWNĘTRZNEJ, ZARZĄDZAN<span class="_ _1"></span>IA RYZYKIEM I AUDYTU WEWNĘTRZNEGO, W TYM W O<span class="_ _0"></span>DNIESIENIU DO </div><div class="t m0 x16 ha yb9 ff8 fs4 fc2 sc0 ls0 ws0">PROCESU SPORZĄDZANIA SPRAWOZDAŃ FINANSOWYCH I SKONSOLIDOWANYCH SPRAWOZDAŃ FINANSOWYCH<span class="ff5"> <span class="_ _e"></span><span class="ls7">.......<span class="ls0"> <span class="_ _9"></span><span class="ls7">136<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha yba ff5 fs4 fc2 sc0 ls7 ws0">8.4.1.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span><span class="ff8 fs4">OPIS CECH SYSTEMU KONTROLI WEWNĘTRZNEJ<span class="ff5"> <span class="_ _e"></span><span class="ls7">............................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">136<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha ybb ff5 fs4 fc2 sc0 ls7 ws0">8.4.2.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span><span class="ff8 fs4">OPIS CECH SYSTEMU ZARZĄDZANIA RYZYKIEM<span class="ff5"> <span class="_ _e"></span><span class="ls7">..............................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">137<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha ybc ff5 fs4 fc2 sc0 ls7 ws0">8.4.3.<span class="ff6 fs5 ls0"> <span class="_ _f"> </span><span class="ff8 fs4">OPIS CECH SPRAWOWANEJ FUNKCJI AUDYTU WEWNĘTRZNEGO<span class="ff5"> <span class="_ _e"></span><span class="ls7">...................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">138<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha ybd ff5 fs4 fc2 sc0 ls7 ws0">8.5.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">WSKAZANIE AKCJONARIUSZY POSIADAJĄCYCH BEZPOŚREDNIO LUB POŚREDNIO ZNA<span class="_ _1"></span>CZNE PAKIETY AKCJI WG STANU </span></span></div><div class="t m0 x16 ha ybe ff8 fs4 fc2 sc0 ls0 ws0">NA 31.12.2025 I NA DZIEŃ SPORZĄDZENIA S<span class="_ _1"></span>PRAWOZDANIA<span class="_ _0"></span><span class="ff5"> <span class="ls7">.........................................................................................</span> <span class="_ _a"></span><span class="ls7">140<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha ybf ff5 fs4 fc2 sc0 ls7 ws0">8.6.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">WSKAZANIE POSIADACZY WSZELKICH PAPIERÓW WARTOŚCIOWYCH, KTÓRE DA<span class="_ _1"></span>JĄ SPECJALNE UPRAWNIENIA </span></span></div><div class="t m0 x16 ha yc0 ff8 fs4 fc2 sc0 ls0 ws0">KONTROLNE, WRAZ Z OPISEM TYCH UPRAWNIEŃ<span class="ff5"> <span class="ls7">.........................................................................................................</span> <span class="_ _9"></span><span class="ls7">141<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha yc1 ff5 fs4 fc2 sc0 ls7 ws0">8.7.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">WSKAZANIE WSZELKICH OGRANICZEŃ ODNOŚNIE DO WYKONYWAN<span class="_ _1"></span>IA PRAWA GŁOSU LUB ZAPISY, ZGODNIE Z </span></span></div><div class="t m0 x16 h16 yc2 ff8 fs4 fc2 sc0 ls0 ws0">KTÓRYMI, PRZY WSPÓŁPRACY SPÓŁKI, PRAWA KAPITAŁOWE ZWIĄZANE Z PAPIERAMI WAR<span class="_ _1"></span>TOŚCIOWYMI SĄ </div><div class="t m0 x16 ha yc3 ff8 fs4 fc2 sc0 ls0 ws0">ODDZIELONE OD POSIADANIA PAPIERÓW WARTOŚCIOWYCH<span class="ff5"> <span class="_ _9"></span><span class="ls7">.......................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">141<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha yc4 ff5 fs4 fc2 sc0 ls7 ws0">8.8.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">WSKAZANIE WSZELKICH OGRANICZEŃ DOTYCZĄCYCH PRZENOSZENIA<span class="_ _1"></span> PRAWA WŁASNOŚCI PAPIERÓW </span></span></div><div class="t m0 x16 ha yc5 ff8 fs4 fc2 sc0 ls0 ws0">WARTOŚCIOWYCH EMITENTA<span class="ff5"> <span class="_ _11"></span><span class="ls7">........................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">141<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha yc6 ff5 fs4 fc2 sc0 ls7 ws0">8.9.<span class="ff6 fs5 ls0"> <span class="_ _c"> </span><span class="ff8 fs4">OPIS ZASAD ZMIANY STATUTU LUB UMOWY SPÓŁKI EMITENTA<span class="ff5"> <span class="_ _e"></span><span class="ls7">....................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls7">141<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha yc7 ff5 fs4 fc2 sc0 ls7 ws0">8.10.<span class="ff6 fs5 ls0"> <span class="_ _10"> </span><span class="ff8 fs4">SPOSÓB DZIAŁANIA WALNEGO ZGROMADZENIA I JEGO ZASADN<span class="_ _1"></span>ICZE UPRAWNIENIA ORAZ OPIS PRAW AKCJONARIUSZY </span></span></div><div class="t m0 x16 ha yc8 ff5 fs4 fc2 sc0 ls0 ws0">I SPOSOBU ICH WYKONYWANIA <span class="_ _9"></span><span class="ls7">....................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">141<span class="ff6 fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 ha yc9 ff5 fs4 fc2 sc0 ls7 ws0">8.11.<span class="ff6 fs5 ls0"> <span class="_ _10"> </span><span class="ff8 fs4">SPOŁECZNA ODPOWIEDZIALNOŚĆ BIZNESU<span class="ff5"> <span class="_ _9"></span><span class="ls7">...................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">144<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div></div><a class="l" href="#pf76" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1523.960000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf76" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1488.700000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf77" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1453.420000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf79" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1418.160000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7a" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1382.880000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1347.620000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7e" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1312.340000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7e" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1277.080000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf81" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1241.820000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf82" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1206.540000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf82" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1171.280000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf82" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1136.000000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf83" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1100.740000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf83" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1075.460000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf83" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1040.200000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf84" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1004.940000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf84" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:969.660000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf85" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:934.400000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf85" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:899.120000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf86" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:863.860000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf87" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:828.580000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf87" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:793.320000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf87" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:768.060000px;width:514.700000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf87" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:732.780000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf88" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:707.520000px;width:514.700000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf88" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:682.240000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf88" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:646.980000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf88" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:611.700000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf89" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:576.440000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8a" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:541.180000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8c" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:515.900000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8c" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:480.640000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:455.360000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:420.100000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:394.820000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:369.560000px;width:514.700000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:334.300000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:309.020000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:273.760000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:238.480000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:213.220000px;width:514.700000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8d" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:177.950000px;width:485.850000px;height:17.635000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf90" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:142.682000px;width:485.850000px;height:17.634000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x29 hf y28 ff6 fs4 fc2 sc0 ls0 ws0">6 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 ha yca ff5 fs4 fc2 sc0 ls7 ws0">8.12.<span class="ff6 fs5 ls0"> <span class="_ _10"> </span><span class="ff8 fs4">INFORMACJA NA TEMAT SKŁADU OSOBOWEGO I ZMIAN, KTÓRE W NIM ZASZŁY W CIĄGU OSTA<span class="_ _1"></span>TNIEGO ROKU </span></span></div><div class="t m0 x16 ha ycb ff8 fs4 fc2 sc0 ls0 ws0">OBROTOWEGO DOTYCZĄCYCH ORGANÓW ZARZĄDZAJĄCYCH,<span class="_ _1"></span> NADZORUJĄCYCH ORAZ ADMINISTRUJĄCYCH<span class="_ _0"></span><span class="ff5"> <span class="_ _a"></span><span class="ls7">..............<span class="ls0"> <span class="_ _9"></span><span class="ls7">146<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha ycc ff5 fs4 fc2 sc0 ls7 ws0">8.12.1.<span class="ff6 fs5 ls0"> <span class="ff8 fs4">UMO<span class="_ _0"></span>WY MIĘDZY SPÓŁKAMI Z GRUPY KAPITA<span class="_ _1"></span>ŁOWEJ A OSOBAMI ZARZĄDZAJĄCYMI PRZEWIDUJĄCE REKOMPENSATY<span class="ff5"> <span class="_ _3"></span><span class="ls7">160</span><span class="ff6 fs5"> </span></span></span></span></div><div class="t m0 x1 ha ycd ff5 fs4 fc2 sc0 ls7 ws0">8.12.2.<span class="ff6 fs5 ls0"> <span class="ff8 fs4">WYNAGRODZENIA WŁADZ STATUTOWYCH<span class="ff5"> <span class="_ _d"></span><span class="ls7">................................................................<span class="_ _0"></span>....................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">160<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha yce ff5 fs4 fc2 sc0 ls7 ws0">8.12.3.<span class="ff6 fs5 ls0"> <span class="ff8 fs4">ZOBO<span class="_ _0"></span>WIĄZANIA WYNIKAJĄCE Z EMERYTUR I ŚWIADCZEŃ O PODOBN<span class="_ _1"></span>YM CHARAKTERZE DLA BYŁYCH OSÓB </span></span></div><div class="t m0 x16 ha ycf ff8 fs4 fc2 sc0 ls0 ws0">ZARZĄDZAJĄCYCH I NADZORUJĄCYCH<span class="ff5"> <span class="_ _a"></span><span class="ls7">...........................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">162<span class="ff6 fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x1 ha yd0 ff5 fs4 fc2 sc0 ls7 ws0">8.12.4.<span class="ff6 fs5 ls0"> </span><span class="ls0">INFORMACJE O SYSTEMIE KONTROLI PROGRAMÓW AKCJI PRACOWNICZYCH<span class="_ _0"></span> </span>...............................................................<span class="ls0"> <span class="_ _1"></span><span class="ls7">162<span class="ff6 fs5 ls0"> </span></span></span></div><div class="t m0 x1 ha yd1 ff5 fs4 fc2 sc0 ls7 ws0">8.12.5.<span class="ff6 fs5 ls0"> <span class="ff8 fs4">OPIS POLITYKI RÓŻNORODNOŚCI STOSOWANEJ DO ORGANÓW ADMINISTRUJĄCYCH, ZARZĄDZAJĄCYCH  I </span></span></div><div class="t m0 x16 h16 yd2 ff8 fs4 fc2 sc0 ls0 ws0">NADZORUJĄCYCH EMITENTA W ODNIESIENIU DO ASPEKTÓW TAKICH JAK NA PRZYKŁAD WIEK, PŁEĆ LUB </div><div class="t m0 x16 h16 yd3 ff8 fs4 fc2 sc0 ls0 ws0">WYKSZTAŁCENIE I DOŚWIADCZENIE ZAWODOWE, CELÓW TEJ POLITYKI RÓŻNORODNOŚCI, S<span class="_ _1"></span>POSOBU J<span class="_ _0"></span><span class="ff5">EJ RE<span class="_ _0"></span>ALIZACJI </span></div><div class="t m0 x16 ha yd4 ff5 fs4 fc2 sc0 ls0 ws0">ORAZ SKUTKÓW W DANYM OKRESIE SPRAWOZDAWCZYM <span class="_ _9"></span><span class="ls7">...........................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">163<span class="ff6 fs5 ls0"> </span></span></span></span></div><div class="t m0 x1 ha yd5 ff5 fs4 fc2 sc0 ls7 ws0">9.<span class="ff6 fs5 ls0"> <span class="_ _b"> </span><span class="ff8 fs4">SPRAWOZDAWCZOŚĆ ZRÓWNOWAŻONEGO ROZWOJU<span class="ff5"> <span class="_ _9"></span><span class="ls7">................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls7">165<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha yd6 ff5 fs4 fc2 sc0 ls7 ws0">10.<span class="ff6 fs5 ls0"> <span class="_ _12"> </span><span class="ff8 fs4">OŚWIADCZENIA ZARZĄDU UNIMOT S.A.<span class="ff5"> <span class="_ _a"></span><span class="ls7">........................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls7">166<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 ha yd7 ff5 fs4 fc2 sc0 ls7 ws0">11.<span class="ff6 fs5 ls0"> <span class="_ _12"> </span><span class="ff8 fs4">OŚWIADCZENIA RADY NADZORCZEJ UNIMOT S.A.<span class="ff5"> <span class="_ _9"></span><span class="ls7">.........................................................................................................<span class="ls0"> <span class="_ _1"></span><span class="ls7">170<span class="ff6 fs5 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 hf yd8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yd9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yda ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y95 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yb1 ff6 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydb ff6 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydc ff6 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydd ff6 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yde ff6 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydf ff6 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye0 ff6 fs4 fc9 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye1 ff6 fs4 fc9 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div><a class="l" href="#pf92" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1533.960000px;width:514.700000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf92" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1498.700000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa0" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1463.420000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa0" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1428.160000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa2" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1402.880000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa2" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1367.620000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa2" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1332.340000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa3" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1307.080000px;width:514.700000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa3" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1281.820000px;width:514.700000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa3" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1256.540000px;width:514.700000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa3" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1221.280000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa5" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1186.000000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa6" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1150.740000px;width:485.850000px;height:17.630000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfaa" ><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1115.460000px;width:485.850000px;height:17.640000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x0 y0 w1 h21" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x29 hf y28 ff6 fs4 fc2 sc0 ls0 ws0">7 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5e ff6 fs6 fc2 sc0 ls0 ws0"> <span class="fs4"> </span></div><div class="t m0 x1 hf ye2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ye4 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ye5 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ye6 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ye7 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ye8 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ye9 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yea ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yeb ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yec ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yed ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yee ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yef ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc yf0 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2a hc yf1 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2a hc y9d ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2a hc yf2 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2a hc yf3 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2a hf yf4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yfa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yfb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yfc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yfd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yfe ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yff ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y100 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div><div class="c x2b y101 we h22"><div class="t m0 x2 h23 y102 ffb fsc fca sc0 ls0 ws0">List </div><div class="t m0 x2 h23 y103 ffb fsc fca sc0 ls0 ws0">Prezesa </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x29 hf y28 ff6 fs4 fc2 sc0 ls0 ws0">8 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff6 fs4 fca sc0 ls0 ws0"> </div><div class="t m0 x1 hf y104 ff6 fs4 fca sc0 ls0 ws0">IST <span class="ff7">PREZESA ZARZĄDU</span> </div><div class="t m0 x1 h24 y105 ffc fs4 fc2 sc0 ls0 ws0">Szanowni Państwo, Współwłaściciele Grupy UNIMOT,<span class="ffd"> </span></div><div class="t m0 x1 h25 y106 ffe fs4 fc2 sc0 ls0 ws0">Rok  2025 <span class="_ _5"> </span>był  okresem  intensywnego  ro<span class="_ _1"></span>zwoju  i <span class="_ _14"> </span>konsekwentnej  realizacji <span class="_ _14"> </span>strategii  transformacji <span class="_ _14"> </span>w  no<span class="_ _1"></span>woczesny,  wielowymiarowy </div><div class="t m0 x1 h25 y107 ffe fs4 fc2 sc0 ls0 ws0">koncern energetyczny, czego e<span class="_ _0"></span>fekty widoczne <span class="_ _0"></span>są zarówno w <span class="_ _0"></span>prowadzonych projektach, <span class="_ _0"></span>jak i o<span class="_ _0"></span>siągniętych wynikach operacyjnych. <span class="_ _0"></span>W<span class="_ _3"></span><span class="fff"> </span></div><div class="t m0 x1 h25 y108 fff fs4 fc2 sc0 ls0 ws0">dynamicz<span class="ffe">nie  zmieniającym <span class="_ _14"> </span>się  o<span class="_ _1"></span>toczeniu  gospodarczym <span class="_ _14"> </span>udowodniliśmy, <span class="_ _14"> </span>że  UNIMOT  potrafi  n<span class="_ _1"></span>ie  tylko <span class="_ _14"> </span>szybko  adaptować  się <span class="_ _14"> </span>do </span></div><div class="t m0 x1 h25 y109 ffe fs4 fc2 sc0 ls0 ws0">nowych  warunkó<span class="_ _1"></span>w,  ale  przede <span class="_ _5"> </span>wszystkim  kreować  zupełnie  n<span class="_ _1"></span>owe  s<span class="_ _1"></span>trumienie  wartości. <span class="_ _14"> </span>Potwierdzeniem  naszej  skutecznoś<span class="_ _1"></span>ci <span class="_ _14"> </span>są </div><div class="t m0 x1 h25 y10a fff fs4 fc2 sc0 ls0 ws0">twarde dane <span class="_ _0"></span>finans<span class="_ _0"></span>owe: wyp<span class="_ _0"></span><span class="ffe">racowaliśmy <span class="_ _0"></span>przychody <span class="_ _0"></span>na <span class="_ _0"></span>poziomie <span class="_ _0"></span>14 <span class="_ _0"></span>805 <span class="_ _0"></span>mln <span class="_ _0"></span>zł <span class="_ _3"></span>oraz skorygowany <span class="_ _0"></span>wynik <span class="_ _0"></span>EBITDA <span class="_ _0"></span>wynoszący <span class="_ _3"></span>357 mln<span class="_ _0"></span> </span></div><div class="t m0 x1 h25 y10b ffe fs4 fc2 sc0 ls0 ws0">zł, co w obliczu globalnych zawirowań uznaję za bardzo satysfakcjonujący rezultat. <span class="fff"> </span></div><div class="t m0 x1 h26 y10c ff10 fs4 fc2 sc0 ls0 ws0">Wzmacnianie doradztwa strategicznego </div><div class="t m0 x1 h25 y10d ffe fs4 fc2 sc0 ls0 ws0">Jako Pre<span class="_ _0"></span>zes Zarz<span class="_ _0"></span>ądu UNI<span class="_ _0"></span>MOT, w <span class="_ _0"></span>ubiegłym <span class="_ _0"></span>roku <span class="_ _0"></span>zainicjowałem dzia<span class="_ _0"></span>łalność Rady <span class="_ _0"></span>Doradców <span class="_ _0"></span>Strate<span class="_ _0"></span>gicznych. Na <span class="_ _0"></span>czele <span class="_ _0"></span>gremium <span class="_ _0"></span>stanął </div><div class="t m0 x1 h25 y10e ffe fs4 fc2 sc0 ls0 ws0">Andreas <span class="_ _0"></span>Golombek, <span class="_ _0"></span>przewodniczący <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzor<span class="_ _0"></span>czej <span class="_ _0"></span>UNIMOT, <span class="_ _0"></span>a <span class="_ _3"></span>w je<span class="_ _0"></span>go <span class="_ _0"></span>skład <span class="_ _3"></span>weszli <span class="_ _0"></span>międzynarodowi eksperci: <span class="_ _0"></span>dr <span class="_ _3"></span>Mark <span class="_ _0"></span>Brzezinski, </div><div class="t m0 x1 h25 y10f fff fs4 fc2 sc0 ls0 ws0">prof. Ji<span class="ffe">m Mazurkiewicz, prof. Bogusław Pacek, prof. Karl Rose i Isaac Querub. </span> </div><div class="t m0 x1 h25 y110 ffe fs4 fc2 sc0 ls0 ws0">Powołany <span class="_ _15"> </span>organ <span class="_ _15"> </span>doradczy <span class="_ _15"> </span>składa <span class="_ _15"> </span>się <span class="_ _15"> </span>z <span class="_ _15"> </span>uznanych <span class="_ _15"> </span>ekspertów <span class="_ _15"> </span>z <span class="_ _15"> </span>bogatym <span class="_ _15"> </span>doświadczeniem <span class="_ _15"> </span>zawodowym <span class="_ _15"> </span>oraz <span class="_ _15"> </span>kompete<span class="_ _0"></span>ncjami <span class="_ _15"> </span>w </div><div class="t m0 x1 h25 y111 fff fs4 fc2 sc0 ls0 ws0">obszarach <span class="_ _16"> </span>kluczowych <span class="_ _16"> </span>dla <span class="_ _16"> </span>se<span class="_ _0"></span>ktora <span class="_ _16"> </span>energetycznego <span class="_ _17"> </span><span class="ffe">–</span> <span class="_ _16"> </span><span class="ffe">od <span class="_ _16"> </span>z<span class="_ _0"></span>arządzania <span class="_ _16"> </span>strategicznego, <span class="_ _16"> </span>po<span class="_ _0"></span>przez <span class="_ _16"> </span>bezpieczeństwo <span class="_ _16"> </span>energetyczne, </span></div><div class="t m0 x1 h25 y91 ffe fs4 fc2 sc0 ls0 ws0">geopolitykę <span class="_ _4"></span>surowcową, <span class="_ _4"></span>po <span class="_ _5"> </span>zaawansowane <span class="_ _4"></span>technologie <span class="_ _4"></span>i <span class="_ _5"> </span>inwe<span class="_ _0"></span>stycje. <span class="_ _4"></span>Każdy <span class="_ _4"></span>z <span class="_ _5"></span>członków <span class="_ _4"></span>Rady <span class="_ _4"></span>wnosi <span class="_ _5"> </span>do <span class="_ _4"></span>Grupy <span class="_ _5"></span>UNIMOT <span class="_ _4"></span>ekspercką </div><div class="t m0 x1 h25 y112 ffe fs4 fc2 sc0 ls0 ws0">wiedzę, unikalne doświadczenie oraz bog<span class="_ _1"></span>atą sieć kontaktów międzynarodowych. <span class="_ _0"></span><span class="fff"> </span></div><div class="t m0 x1 h25 y113 ffe fs4 fc2 sc0 ls0 ws0">Powołanie  Rady  Doradców  Strategicznych  wzmocniło  kompetencje <span class="_ _14"> </span>Grupy  UNIMOT  w  obliczu  rosnącego  znaczenia  geopolityki, </div><div class="t m0 x1 h25 y114 ffe fs4 fc2 sc0 ls0 ws0">globalnych wyzwań sektora energetycznego oraz dynamicznych zmian gospo<span class="_ _1"></span>darczych.<span class="_ _0"></span><span class="fff"> </span></div><div class="t m0 x1 h26 y115 ff11 fs4 fc2 sc0 ls0 ws0">Budowanie akcjonariatu wśród partnerów biznesowych <span class="ff10"> </span></div><div class="t m0 x1 h25 y116 ffe fs4 fc2 sc0 ls0 ws0">Uruchomiliśmy program lojalnościowy „W<span class="_ _0"></span>spólny kurs z UNI<span class="_ _0"></span>MOT”, skierowany do f<span class="_ _0"></span>ranczyzobiorców prowadzących <span class="_ _0"></span>stacje paliw sieci </div><div class="t m0 x1 h25 y117 ffe fs4 fc2 sc0 ls0 ws0">AVIA. <span class="_ _15"> </span>Celem <span class="_ _15"> </span>prog<span class="_ _1"></span>ramu <span class="_ _15"> </span>jest <span class="_ _15"> </span>tworzenie <span class="_ _15"> </span>unikalnej <span class="_ _15"> </span>możliwośc<span class="_ _1"></span>i <span class="_ _15"> </span>współuczestniczenia <span class="_ _15"> </span>w <span class="_ _18"> </span>przyszłości <span class="_ _15"> </span>spółki <span class="_ _15"> </span>–<span class="_ _0"></span><span class="fff"> <span class="_ _18"> </span>nie <span class="_ _15"> </span>tylk<span class="_ _0"></span>o <span class="_ _18"> </span>w <span class="_ _18"> </span>wy<span class="_ _0"></span>miarze </span></div><div class="t m0 x1 h25 yb3 fff fs4 fc2 sc0 ls0 ws0">operacyjnym<span class="ffe">, <span class="_ _3"></span>ale <span class="_ _3"></span>także <span class="_ _3"></span>właścicielskim. <span class="_ _3"></span>Program <span class="_ _3"></span>umożliwia <span class="_ _3"></span>wybranym <span class="_ _3"></span>partnerom <span class="_ _3"></span>nabycie <span class="_ _3"></span>akcji <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A., <span class="_ _3"></span>dając <span class="_ _3"></span>im <span class="_ _3"></span>tym <span class="_ _3"></span>samym </span></div><div class="t m0 x1 h25 y118 ffe fs4 fc2 sc0 ls0 ws0">możliwość <span class="_ _4"></span>funkcjonowania <span class="_ _5"> </span>w <span class="_ _5"> </span>całym <span class="_ _5"> </span>ekosystemie <span class="_ _5"> </span>biznesowym <span class="_ _4"></span>Grupy  –<span class="fff"> <span class="_ _4"></span></span>obejmującym <span class="_ _4"></span>nie<span class="_ _0"></span> <span class="_ _4"></span>tyl<span class="_ _0"></span>ko <span class="_ _4"></span>mark<span class="_ _0"></span>ę <span class="_ _5"> </span>AVIA, <span class="_ _4"></span>ale <span class="_ _5"> </span>także <span class="_ _5"> </span>działalność </div><div class="t m0 x1 h25 y9a ffe fs4 fc2 sc0 ls0 ws0">logistyczną <span class="_ _5"> </span>i <span class="_ _5"> </span>trading<span class="_ _0"></span>ową,<span class="fff"> <span class="_ _5"> </span></span>obrót<span class="_ _0"></span> <span class="_ _5"> </span>energią <span class="_ _5"> </span>i  g<span class="_ _1"></span>azem, <span class="_ _5"> </span>własne <span class="_ _14"> </span>bazy <span class="_ _5"> </span>paliwowe, <span class="_ _5"> </span>produkcję<span class="_ _0"></span> <span class="_ _5"> </span>asfaltów <span class="_ _14"> </span>oraz <span class="_ _5"> </span>rozwój <span class="_ _5"> </span>projektów<span class="_ _0"></span> <span class="_ _5"> </span>w <span class="_ _14"> </span>segmencie </div><div class="t m0 x1 h25 y119 ffe fs4 fc2 sc0 ls0 ws0">odnawialnych <span class="_ _5"> </span>źródeł <span class="_ _14"> </span>energii, <span class="_ _5"> </span>w <span class="_ _14"> </span>tym <span class="_ _5"> </span>projektów <span class="_ _14"> </span>fotowoltaicznych <span class="_ _5"> </span>i <span class="_ _14"> </span>magazynowych. <span class="_ _5"> </span>Dzięki <span class="_ _14"> </span>temu <span class="_ _5"> </span>partnerzy  zys<span class="_ _1"></span>kują <span class="_ _5"> </span>nie<span class="_ _0"></span> <span class="_ _5"> </span>tylko <span class="_ _5"> </span>status </div><div class="t m0 x1 h25 y11a ffe fs4 fc2 sc0 ls0 ws0">akcjonariuszy,  le<span class="_ _0"></span>cz <span class="_ _18"> </span>również <span class="_ _18"> </span>możl<span class="_ _0"></span>iwość <span class="_ _18"> </span>czerpania <span class="_ _18"> </span>korzyści <span class="_ _18"> </span>z<span class="_ _0"></span> <span class="_ _18"> </span>całego <span class="_ _18"> </span>łańcucha <span class="_ _18"> </span>wartości,<span class="_ _0"></span> <span class="_ _18"> </span>jaki <span class="_ _18"> </span>tworzy <span class="_ _18"> </span>Grupa <span class="_ _18"> </span>UNI<span class="_ _0"></span>MOT <span class="_ _15"> </span>–<span class="fff"> <span class="_ _18"> </span></span>w <span class="_ _15"> </span>ujęciu </div><div class="t m0 x1 h25 y11b fff fs4 fc2 sc0 ls0 ws0">operacyjnym, strategicznym i finansowym. </div><div class="t m0 x1 h26 y11c ff10 fs4 fc2 sc0 ls0 ws0">Ekspansja detaliczna i nowe formaty handlowe </div><div class="t m0 x1 h25 yba ffe fs4 fc2 sc0 ls0 ws0">W <span class="_ _4"></span>minionym <span class="_ _4"></span>roku <span class="_ _4"></span>wyk<span class="_ _0"></span>onaliśmy <span class="_ _4"></span>przełomowy <span class="_ _4"></span>krok <span class="_ _5"> </span>w <span class="_ _4"></span>rozwoju <span class="_ _4"></span>sieci <span class="_ _5"> </span>–<span class="fff"> <span class="_ _4"></span></span>uruchomiliśmy <span class="_ _4"></span>pierwszy <span class="_ _5"></span>punkt <span class="_ _4"></span>w <span class="_ _4"></span>Miejscu <span class="_ _4"></span>Obsługi <span class="_ _5"> </span>Podróżnych </div><div class="t m0 x1 h25 y11d ffe fs4 fc2 sc0 ls0 ws0">(MOP), co <span class="_ _0"></span>wprowadziło <span class="_ _0"></span>naszą <span class="_ _0"></span>markę <span class="_ _0"></span>do <span class="_ _0"></span>grupy <span class="_ _0"></span>operatorów aut<span class="_ _0"></span>ostradowych. Skupiliśmy <span class="_ _0"></span>się <span class="_ _0"></span>tak<span class="_ _0"></span>że <span class="_ _0"></span>na segmentach <span class="_ _0"></span>wysokomarżowych </div><div class="t m0 x1 h25 y11e ffe fs4 fc2 sc0 ls0 ws0">–<span class="fff lsa">  <span class="ls0">rozwoju konc</span></span>eptu stacji AVIA Truck oraz rozszerzeniu funkcjonalności kart flotowych AVIA Card na rynki europejskie.<span class="fff"> </span></div><div class="t m0 x1 h25 y11f ffe fs4 fc2 sc0 ls0 ws0">Nowoczesne <span class="_ _4"></span>oblicze <span class="_ _4"></span>detal<span class="_ _0"></span>u <span class="_ _4"></span>budujemy <span class="_ _4"></span>poprzez <span class="_ _5"> </span>strategiczne <span class="_ _4"></span>partnerstwa. <span class="_ _4"></span>Pilotażowy <span class="_ _4"></span>pr<span class="_ _0"></span>ojekt <span class="_ _4"></span>z <span class="_ _5"> </span>siecią <span class="_ _4"></span>Żabka, <span class="_ _5"></span>którego <span class="_ _4"></span>efektem <span class="_ _4"></span>był<span class="_ _0"></span>o </div><div class="t m0 x1 h25 y120 ffe fs4 fc2 sc0 ls0 ws0">otwarcie <span class="_ _0"></span>punktów <span class="_ _3"></span>m.in. <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>Poznaniu <span class="_ _3"></span>i <span class="_ _0"></span>Z<span class="_ _0"></span>akopanem, <span class="_ _0"></span>pozwala <span class="_ _3"></span>nam <span class="_ _3"></span>redefiniować <span class="_ _0"></span>stacje <span class="_ _3"></span>paliw <span class="_ _3"></span>jako <span class="_ _3"></span>centra <span class="_ _0"></span>usług <span class="_ _3"></span>convenience. <span class="_ _0"></span>Ponadto </div><div class="t m0 x1 h25 y121 fff fs4 fc2 sc0 ls0 ws0">ukierun<span class="ffe">kowaliśmy n<span class="_ _1"></span>asze procesy <span class="_ _9"></span>operacyjne<span class="_ _0"></span> <span class="_ _1"></span>na optymalizację <span class="_ _1"></span>obsługi <span class="_ _1"></span>klienta o<span class="_ _1"></span>raz zwiększenie <span class="_ _1"></span>efektywności <span class="_ _1"></span>kosztowej, <span class="_ _1"></span>co <span class="_ _1"></span>pozwoliło </span></div><div class="t m0 x1 h25 y122 ffe fs4 fc2 sc0 ls0 ws0">nam umocnić rolę wszechstronnego partnera w podróży, łączącego sprzedaż paliw z nowoczesną o<span class="_ _1"></span>fertą detaliczną.<span class="_ _0"></span><span class="fff"> </span></div><div class="t m0 x1 h26 y123 ff10 fs4 fc2 sc0 ls0 ws0">Nowe obszary: sektor obronny </div><div class="t m0 x1 h25 y124 ffe fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>ramach <span class="_ _3"></span>sp<span class="_ _0"></span>ółki <span class="_ _3"></span>PZL <span class="_ _4"></span>Defence <span class="_ _3"></span>weszliśmy <span class="_ _3"></span>w <span class="_ _3"></span>zupe<span class="_ _0"></span>łnie <span class="_ _3"></span>nowy <span class="_ _4"></span>obszar <span class="_ _3"></span>działalności <span class="_ _4"></span>–<span class="_ _0"></span><span class="fff"> <span class="_ _3"></span></span>sektor <span class="_ _4"></span>obronny. <span class="_ _3"></span>We <span class="_ _4"></span>współpracy <span class="_ _3"></span>z <span class="_ _3"></span>PZL<span class="_ _0"></span> <span class="_ _3"></span>Sędziszów, </div><div class="t m0 x1 h25 y125 ffe fs4 fc2 sc0 ls0 ws0">doświadczonym <span class="_ _9"></span>producentem kompon<span class="_ _1"></span>entów <span class="_ _9"></span>dla przemysłu <span class="_ _9"></span>obronnego, <span class="_ _1"></span>prowadzimy <span class="_ _9"></span>działal<span class="_ _0"></span>ność <span class="_ _9"></span>w <span class="_ _1"></span>zakresie <span class="_ _1"></span>projektowania <span class="_ _9"></span>i <span class="_ _1"></span>produkcji </div><div class="t m0 x1 h25 y126 ffe fs4 fc2 sc0 ls0 ws0">bezzałogow<span class="fff">ych systemów powietrznych (UAV). </span></div><div class="t m0 x1 h25 y41 ffe fs4 fc2 sc0 ls0 ws0">Dzięki  partnerstwo<span class="_ _1"></span>m  z <span class="_ _14"> </span>instytutami  badawczymi <span class="_ _14"> </span>(WITU  oraz <span class="_ _5"> </span>WI<span class="_ _0"></span>TPiS),  UNIMOT <span class="_ _5"> </span>ak<span class="_ _0"></span>tywnie  uczestnic<span class="_ _1"></span>zy  w <span class="_ _14"> </span>budowaniu  po<span class="_ _1"></span>lskiej  myśli </div><div class="t m0 x1 h25 y127 ffe fs4 fc2 sc0 ls0 ws0">technologicznej, <span class="_ _0"></span>i<span class="_ _0"></span>ntegrując <span class="_ _3"></span>nowoczesne <span class="_ _3"></span>systemy <span class="_ _3"></span>bojowe <span class="_ _3"></span>z <span class="_ _3"></span>zaawa<span class="_ _0"></span>nsowanymi <span class="_ _3"></span>platformami <span class="_ _3"></span>bezzałogowymi <span class="_ _3"></span>i <span class="_ _3"></span>pojazdami <span class="_ _3"></span>naziemnymi </div><div class="t m0 x1 h25 y128 fff fs4 fc2 sc0 ls0 ws0">(UGV). </div><div class="t m0 x1 h26 y129 ff10 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x29 hf y28 ff6 fs4 fc2 sc0 ls0 ws0">9 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h26 yca ff10 fs4 fc2 sc0 ls0 ws0">Dekarbonizacja i nowoczesna logis<span class="_ _1"></span>tyka </div><div class="t m0 x1 h25 y12a ffe fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>kwietniu <span class="_ _3"></span>2025 <span class="_ _3"></span>r. <span class="_ _0"></span>jako <span class="_ _3"></span>pierwsi <span class="_ _3"></span>w <span class="_ _3"></span>Polsce <span class="_ _0"></span>zreal<span class="_ _0"></span>izowaliśmy <span class="_ _0"></span>f<span class="_ _0"></span>izyczną <span class="_ _0"></span>dostawę <span class="_ _3"></span>zrównoważonego <span class="_ _3"></span>paliwa <span class="_ _3"></span>lotniczego <span class="_ _3"></span>SAF, <span class="_ _0"></span>potwierdzając<span class="_ _0"></span><span class="fff"> </span></div><div class="t m0 x1 h25 y12b ffe fs4 fc2 sc0 ls0 ws0">gotowość operacyjną <span class="_ _3"></span>do <span class="_ _0"></span>nowych <span class="_ _0"></span>regulacji <span class="_ _3"></span>unijnych. K<span class="_ _0"></span>onsekwentnie <span class="_ _0"></span>rozwijaliśmy <span class="_ _0"></span>również <span class="_ _0"></span>sprze<span class="_ _0"></span>daż <span class="_ _0"></span>biopaliwa <span class="_ _0"></span>HVO100, <span class="_ _0"></span>rozszerzając </div><div class="t m0 x1 h25 y12c fff fs4 fc2 sc0 ls0 ws0">jego <span class="ffe">dostępność na kolejnych stacjach.</span> </div><div class="t m0 x1 h25 y12d ffe fs4 fc2 sc0 ls0 ws0">Istotnym <span class="_ _3"></span>krokie<span class="_ _0"></span>m <span class="_ _3"></span>w <span class="_ _4"></span>budowie <span class="_ _4"></span>europejskiej <span class="_ _4"></span>pozycji <span class="_ _3"></span>logistycznej <span class="_ _4"></span>był <span class="_ _3"></span>za<span class="_ _0"></span>kup <span class="_ _3"></span>60% <span class="_ _4"></span>udziałów <span class="_ _4"></span>w <span class="_ _4"></span>niemieckiej <span class="_ _4"></span>spółce <span class="_ _3"></span>RBP, <span class="_ _3"></span>zre<span class="_ _0"></span>alizowany <span class="_ _3"></span>za<span class="_ _4"></span><span class="fff"> </span></div><div class="t m0 x1 h25 y12e ffe fs4 fc2 sc0 ls0 ws0">pośrednictwem <span class="_ _5"> </span>naszej <span class="_ _5"> </span>spółki <span class="_ _14"> </span>kolejowej <span class="_ _5"> </span>Olavion. <span class="_ _5"> </span>Rozbudowaliśmy <span class="_ _14"> </span>również <span class="_ _4"></span>tabor <span class="_ _14"> </span>o <span class="_ _5"> </span>kolejne <span class="_ _5"> </span>l<span class="_ _0"></span>okomotywy <span class="_ _5"></span>Dragon, <span class="_ _5"> </span>co <span class="_ _5"> </span>pozwa<span class="_ _0"></span>la <span class="_ _5"> </span>nam </div><div class="t m0 x1 h25 y12f ffe fs4 fc2 sc0 ls0 ws0">oferować <span class="_ _0"></span>kompleksowe <span class="_ _0"></span>usługi <span class="_ _0"></span>przewozowe <span class="_ _3"></span>na k<span class="_ _0"></span>luczowych osiach <span class="_ _0"></span>transportowych <span class="_ _0"></span>Europy, <span class="_ _0"></span>co<span class="_ _0"></span> <span class="_ _0"></span>bezpośrednio <span class="_ _0"></span>przekłada <span class="_ _0"></span>się <span class="_ _3"></span>na wyniki </div><div class="t m0 x1 h25 y130 fff fs4 fc2 sc0 ls0 ws0">segmentu logistycznego. </div><div class="t m0 x1 h26 y16 ff11 fs4 fc2 sc0 ls0 ws0">Rekordowa efektywność segmentu bitumen<span class="ff10"> </span></div><div class="t m0 x1 h25 y131 ffe fs4 fc2 sc0 ls0 ws0">W obszarze <span class="_ _0"></span>bitumenów <span class="_ _0"></span>skutecznie <span class="_ _0"></span>zdywersyfikowaliśmy źródła <span class="_ _0"></span>zaopatrzenia <span class="_ _0"></span>i zwiększyl<span class="_ _0"></span>iśmy rolę <span class="_ _0"></span>tradingu. Ukraina <span class="_ _0"></span>stała <span class="_ _0"></span>się <span class="_ _0"></span>nasz<span class="_ _0"></span><span class="fff lsb">ym </span></div><div class="t m0 x1 h25 y132 ffe fs4 fc2 sc0 ls0 ws0">czwartym <span class="_ _1"></span>największym <span class="_ _1"></span>kierunkiem <span class="_ _1"></span>eksportowym <span class="_ _9"></span>w tym <span class="_ _1"></span>segmencie, <span class="_ _9"></span>a odporność <span class="_ _1"></span>portfela wzm<span class="_ _1"></span>ocniliśmy <span class="_ _1"></span>poprzez <span class="_ _1"></span>istotne <span class="_ _9"></span>pod<span class="_ _0"></span>niesienie </div><div class="t m0 x1 h25 y133 fff fs4 fc2 sc0 ls0 ws0">udzi<span class="ffe">ału kontraktów opartych na stałych cenach.</span> </div><div class="t m0 x1 h26 y134 ff11 fs4 fc2 sc0 ls0 ws0">Rozwój OZE i wejście na giełdy energii<span class="ff10"> </span></div><div class="t m0 x1 h25 y135 ffe fs4 fc2 sc0 ls0 ws0">Segment <span class="_ _9"></span>OZE<span class="_ _0"></span>, <span class="_ _9"></span>dział<span class="_ _0"></span>ający <span class="_ _1"></span>pod <span class="_ _9"></span>mark<span class="_ _0"></span>ą <span class="_ _1"></span>AVIA <span class="_ _9"></span>Solar, stał <span class="_ _9"></span>się <span class="_ _1"></span>kluczowym <span class="_ _1"></span>wykonawcą <span class="_ _9"></span>instalacji fotowoltaicznych <span class="_ _9"></span>dla 120 <span class="_ _9"></span>sklepów <span class="_ _1"></span>sieci <span class="fff">Dino </span></div><div class="t m0 x1 h25 y136 ffe fs4 fc2 sc0 ls0 ws0">Polska. R<span class="_ _1"></span>ok 2025 <span class="_ _1"></span>był również <span class="_ _1"></span>przełomowy pod <span class="_ _1"></span>kątem handlu <span class="_ _9"></span>ene<span class="_ _0"></span>rgią –<span class="fff"> </span>grudniowy <span class="_ _1"></span>debiut s<span class="_ _1"></span>półki UNIMOT <span class="_ _1"></span>Energia i <span class="_ _1"></span>Gaz na <span class="_ _9"></span>europejskic<span class="_ _0"></span><span class="fff lsc">h </span></div><div class="t m0 x1 h25 y137 ffe fs4 fc2 sc0 ls0 ws0">giełdach <span class="_ _18"> </span>EEX <span class="_ _18"> </span>i <span class="_ _18"> </span>EPEX <span class="_ _18"> </span>SPOT <span class="_ _18"> </span>potwierdził <span class="_ _18"> </span>naszą <span class="_ _18"> </span>pozycję <span class="_ _18"> </span>jako  profesjonalnego <span class="_ _18"> </span>gracza <span class="_ _18"> </span>na <span class="_ _18"> </span>międzynarodowym  rynku <span class="_ _15"> </span>obrotu <span class="_ _18"> </span>energią </div><div class="t m0 x1 h25 y138 ffe fs4 fc2 sc0 ls0 ws0">elektryczną i gazem. Dodatkowo, poprzez nabycie spółki Visolar GmbH, istotnie wzmocniliśmy kompetencje na rynku niemieckim.<span class="fff"> </span></div><div class="t m0 x1 h26 y139 ff10 fs4 fc2 sc0 ls0 ws0">Dyscyplina finansowa i perspektywy na rok 2026 </div><div class="t m0 x1 h25 y13a ffe fs4 fc2 sc0 ls0 ws0">Dynamiczny  rozwó<span class="_ _1"></span>j  wsparty  został <span class="_ _14"> </span>głęboką  optymalizacją  bilansu.<span class="_ _1"></span>  Dokonaliśmy  przedtermino<span class="_ _1"></span>wej  spłaty  222 <span class="_ _14"> </span>mln  zł <span class="_ _14"> </span>kredytu,  co </div><div class="t m0 x1 h25 y13b ffe fs4 fc2 sc0 ls0 ws0">znacząco <span class="_ _0"></span>poprawiło <span class="_ _0"></span>naszą <span class="_ _3"></span>efektywność finan<span class="_ _0"></span>sową. <span class="_ _0"></span>Jednocześnie <span class="_ _0"></span>za<span class="_ _0"></span>bezpieczyliśmy <span class="_ _0"></span>nowe <span class="_ _0"></span>l<span class="_ _0"></span>imity <span class="_ _0"></span>kredytowe <span class="_ _0"></span>na <span class="_ _3"></span>kwotę <span class="_ _0"></span>blisko <span class="_ _0"></span>4<span class="_ _0"></span>60 <span class="_ _0"></span>mln </div><div class="t m0 x1 h25 y13c ffe fs4 fc2 sc0 ls0 ws0">zł, <span class="_ _19"> </span>gwarantujące <span class="_ _19"> </span>pełną <span class="_ _19"> </span>swobodę <span class="_ _19"> </span>operacyjną. <span class="_ _19"> </span>Nasza <span class="_ _19"> </span>efek<span class="_ _0"></span>tywność <span class="_ _19"> </span>została <span class="_ _19"> </span>doceniona <span class="_ _19"> </span>awansem <span class="_ _19"> </span>na <span class="_ _19"> </span>41. <span class="_ _19"> </span>miejsce <span class="_ _19"> </span>Listy <span class="_ _19"> </span>500<span class="_ _0"></span> </div><div class="t m0 x1 h25 y13d ffe fs4 fc2 sc0 ls0 ws0">„Rzeczpospolitej” oraz wyróżnieniami w rankingach ESG za ład korporacyjny.<span class="fff"> </span></div><div class="t m0 x1 h25 y13e ffe fs4 fc2 sc0 ls0 ws0">Spoglądając <span class="_ _1"></span>w <span class="_ _1"></span>przyszłość, <span class="_ _1"></span>nie <span class="_ _1"></span>sposób <span class="_ _1"></span>pominąć <span class="_ _1"></span>konsekwencji <span class="_ _1"></span>trwającego <span class="_ _1"></span>konfliktu zbrojn<span class="_ _1"></span>ego <span class="_ _1"></span>na Bliskim <span class="_ _9"></span>Wschodzie, któ<span class="_ _1"></span>rego efekty<span class="_ _0"></span><span class="fff"> </span>są<span class="_ _1"></span> </div><div class="t m0 x1 h25 ydd ffe fs4 fc2 sc0 ls0 ws0">odczuwane w <span class="_ _1"></span>szczególności w zakresie transport<span class="_ _1"></span>u surowców energetycznych <span class="_ _1"></span>przez Cieśninę Ormuz. Sytuacja <span class="_ _1"></span>ta wpływa na globalne </div><div class="t m0 x1 h25 y13f fff fs4 fc2 sc0 lsd ws0">ry<span class="ffe ls0">nki <span class="_ _0"></span>surowców <span class="_ _0"></span>energetycznych. <span class="_ _0"></span>Oddziałuje<span class="_ _0"></span> <span class="_ _0"></span>zarówno <span class="_ _0"></span>na <span class="_ _0"></span>poziom <span class="_ _0"></span>cen <span class="_ _0"></span>ropy <span class="_ _3"></span>naftowej i <span class="_ _3"></span>produktów <span class="_ _0"></span>ropopochodnych <span class="_ _0"></span>w <span class="_ _0"></span>Europie, <span class="_ _0"></span>j<span class="_ _0"></span>ak <span class="_ _0"></span>i <span class="_ _0"></span>na </span></div><div class="t m0 x1 h25 y140 ffe fs4 fc2 sc0 ls0 ws0">koszty  logistyc<span class="_ _1"></span>zne,  ubezpieczeniowe  oraz  poziom <span class="_ _14"> </span>zapotrzebowania  na  finansowanie  kapitału  obrotowego<span class="_ _1"></span>.  Dzięki  dywersyfikacji </div><div class="t m0 x1 h25 y141 ffe fs4 fc2 sc0 ls0 ws0">źródeł <span class="_ _5"> </span>zaopatrzenia <span class="_ _14"> </span>(zarówno <span class="_ _5"></span>kierunków <span class="_ _5"> </span>morskich, <span class="_ _5"> </span>jak <span class="_ _14"> </span>i <span class="_ _5"></span>lądowych), <span class="_ _5"> </span>rozwiniętym <span class="_ _5"> </span>kompetencjom <span class="_ _5"> </span>tradi<span class="_ _0"></span>ngowym <span class="_ _5"> </span>oraz <span class="_ _5"> </span>e<span class="_ _0"></span>lastycznemu </div><div class="t m0 x1 h25 y142 ffe fs4 fc2 sc0 ls0 ws0">modelowi  operacyjnemu,  Grupa  UNI<span class="_ _0"></span>MOT  jest  w <span class="_ _18"> </span>stanie  ograniczać  negatywne <span class="_ _18"> </span>skutki  otoczenia  rynkowego  oraz <span class="_ _18"> </span>wykorzystywać </div><div class="t m0 x1 h25 y143 ffe fs4 fc2 sc0 ls0 ws0">pojawiające się okazje rynko<span class="fff">we. </span></div><div class="t m0 x1 h25 y144 ffe fs4 fc2 sc0 ls0 ws0">Dziękuję <span class="_ _14"> </span>za <span class="_ _14"> </span>wspólne <span class="_ _5"> </span>budowanie  siły <span class="_ _5"> </span>Grupy  UNIMOT. <span class="_ _5"> </span>Państwa  zaufani<span class="_ _1"></span>e <span class="_ _14"> </span>jest <span class="_ _14"> </span>dla <span class="_ _5"> </span>nas  kluczo<span class="_ _1"></span>wym <span class="_ _14"> </span>impulsem <span class="_ _14"> </span>do <span class="_ _14"> </span>dalszej <span class="_ _5"> </span>pracy <span class="_ _14"> </span>nad </div><div class="t m0 x1 h25 y145 ffe fs4 fc2 sc0 ls0 ws0">umacnianiem pozycji lidera niezależnego sektora energetycznego w Europie Środkowo<span class="fff">-Wschodniej. </span></div><div class="t m0 x1 h25 y146 fff fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h25 y147 fff fs4 fc2 sc0 ls0 ws0">Z wyrazami szacunku </div><div class="t m0 x1 h25 y148 ffd fs4 fc2 sc0 ls0 ws0">dr Adam Sikorski<span class="fff"> </span></div><div class="t m0 x1 h25 y149 ffe fs4 fc2 sc0 ls0 ws0">Prezes Zarządu Unimot S.A.<span class="fff"> </span></div><div class="t m0 x1 h25 y14a fff fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y14b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y14c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y14d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y14e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y14f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y150 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y151 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y129 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">10<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 yca ff8 fs4 fcb sc0 ls0 ws0">WYBRANE SKONSOLIDOWANE DANE FINANSOWE GRUPY KAPITAŁOWEJ UNIMOT ZA ROK 202<span class="ff5">5 </span></div></div><div class="c x1 y152 wf h27"><div class="t m0 xa h16 y28 ff5 fs4 fc5 sc0 ls0 ws0">  </div></div><div class="c x2d y152 w10 h27"><div class="t m0 xa h16 y28 ff5 fs4 fc5 sc0 ls0 ws0">  </div></div><div class="c x2e y152 w11 h27"><div class="t m0 xa h16 y28 ff5 fs4 fc5 sc0 ls0 ws0">  </div></div><div class="c x2f y152 w11 h27"><div class="t m0 xa h16 y28 ff5 fs4 fc5 sc0 ls0 ws0">  </div></div><div class="c x30 y152 w10 h27"><div class="t m0 xa h16 y28 ff5 fs4 fc5 sc0 ls0 ws0">  </div></div><div class="c x1 y153 wf h28"><div class="t m0 xa h16 y154 ff5 fs4 fc5 sc0 ls0 ws0"> </div></div><div class="c x2d y153 w12 h28"><div class="t m0 x31 h16 y23 ff8 fs4 fc2 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x2f y153 w12 h28"><div class="t m0 x32 h16 y23 ff5 fs4 fc2 sc0 ls0 ws0">w tys. euro </div></div><div class="c x1 y155 wf h29"><div class="t m0 xa hf y156 ff6 fs4 fc2 sc0 ls0 ws0">  </div></div><div class="c x2d y155 w10 h29"><div class="t m0 x33 h16 y156 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2025<span class="ls0"> </span></div></div><div class="c x2e y155 w11 h29"><div class="t m0 x34 h16 y157 ff5 fs4 fc2 sc0 ls0 ws0">Dane </div><div class="t m0 x35 h16 y158 ff5 fs4 fc2 sc0 ls0 ws0">porównawcze  </div></div><div class="c x2f y155 w11 h29"><div class="t m0 x33 h16 y156 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2025<span class="ls0"> </span></div></div><div class="c x30 y155 w10 h29"><div class="t m0 x34 h16 y157 ff5 fs4 fc2 sc0 ls0 ws0">Dane </div><div class="t m0 x35 h16 y158 ff5 fs4 fc2 sc0 ls0 ws0">porównawcze </div></div><div class="c x1 y159 wf h28"><div class="t m0 xa h16 y23 ff8 fs4 fc6 sc0 ls0 ws0">I. Przychody ze sprzedaży<span class="ff5"> </span></div></div><div class="c x2d y159 w10 h28"><div class="t m0 x12 h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">14 805 017<span class="ls0"> </span></div></div><div class="c x2e y159 w11 h28"><div class="t m0 x12 h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">14 084 511<span class="ls0"> </span></div></div><div class="c x2f y159 w11 h28"><div class="t m0 x36 h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">3 494 057<span class="ls0"> </span></div></div><div class="c x30 y159 w10 h28"><div class="t m0 x36 h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">3 272 272<span class="ls0"> </span></div></div><div class="c x1 y15a wf h28"><div class="t m0 xa hf y23 ff7 fs4 fc2 sc0 ls0 ws0">II. Zysk/(strata) na działalności operacyjnej<span class="ff6"> </span></div></div><div class="c x2d y15a w10 h28"><div class="t m0 x5 hf y23 ff6 fs4 fc2 sc0 ls7 ws0">119 189<span class="ls0"> </span></div></div><div class="c x2e y15a w11 h28"><div class="t m0 x5 hf y23 ff6 fs4 fc2 sc0 ls7 ws0">233 503<span class="ls0"> </span></div></div><div class="c x2f y15a w11 h28"><div class="t m0 x1e hf y23 ff6 fs4 fc2 sc0 ls7 ws0">28 129<span class="ls0"> </span></div></div><div class="c x30 y15a w10 h28"><div class="t m0 x1e hf y23 ff6 fs4 fc2 sc0 ls7 ws0">54 250<span class="ls0"> </span></div></div><div class="c x1 y15b wf h28"><div class="t m0 xa hf y23 ff6 fs4 fc2 sc0 ls0 ws0">III. Zysk/(strata) brutto </div></div><div class="c x2d y15b w10 h28"><div class="t m0 x1e hf y23 ff6 fs4 fc2 sc0 ls7 ws0">18 562<span class="ls0"> </span></div></div><div class="c x2e y15b w11 h28"><div class="t m0 x5 hf y23 ff6 fs4 fc2 sc0 ls7 ws0">187 214<span class="ls0"> </span></div></div><div class="c x2f y15b w11 h28"><div class="t m0 x1f hf y23 ff6 fs4 fc2 sc0 ls7 ws0">4 381<span class="ls0"> </span></div></div><div class="c x30 y15b w10 h28"><div class="t m0 x1e hf y23 ff6 fs4 fc2 sc0 ls7 ws0">43 496<span class="ls0"> </span></div></div><div class="c x1 y15c wf h29"><div class="t m0 xa hf y157 ff7 fs4 fc2 sc0 ls0 ws0">IV. Zysk/(strata) netto przypadający na Akcjonariuszy </div><div class="t m0 xa hf y15d ff7 fs4 fc2 sc0 ls0 ws0">Jednostki Dominującej<span class="ff6"> </span></div></div><div class="c x2d y15c w10 h29"><div class="t m0 x1e hf y15e ff6 fs4 fc2 sc0 ls7 ws0">10 007<span class="ls0"> </span></div></div><div class="c x2e y15c w11 h29"><div class="t m0 x5 hf y15e ff6 fs4 fc2 sc0 ls7 ws0">139 891<span class="ls0"> </span></div></div><div class="c x2f y15c w11 h29"><div class="t m0 x1f hf y15e ff6 fs4 fc2 sc0 ls7 ws0">2 362<span class="ls0"> </span></div></div><div class="c x30 y15c w10 h29"><div class="t m0 x1e hf y15e ff6 fs4 fc2 sc0 ls7 ws0">32 501<span class="ls0"> </span></div></div><div class="c x1 y15f wf h28"><div class="t m0 xa h16 y160 ff5 fs4 fc6 sc0 ls0 ws0">V. Zysk/(strata) netto  </div></div><div class="c x2d y15f w10 h28"><div class="t m0 x1f h16 y160 ff5 fs4 fc0 sc0 ls0 ws0">9 <span class="ls7">208</span> </div></div><div class="c x2e y15f w11 h28"><div class="t m0 x5 h16 y160 ff5 fs4 fc0 sc0 ls7 ws0">139 341<span class="ls0"> </span></div></div><div class="c x2f y15f w11 h28"><div class="t m0 x1f h16 y160 ff5 fs4 fc0 sc0 ls7 ws0">2 173<span class="ls0"> </span></div></div><div class="c x30 y15f w10 h28"><div class="t m0 x1e h16 y160 ff5 fs4 fc0 sc0 ls7 ws0">32 373<span class="ls0"> </span></div></div><div class="c x1 y161 wf h29"><div class="t m0 xa hf y15e ff7 fs4 fc2 sc0 ls0 ws0">VI. Przepływy pieniężne netto z działalności operacyjnej<span class="ff6"> </span></div></div><div class="c x2d y161 w10 h29"><div class="t m0 x5 hf y15e ff6 fs4 fc2 sc0 ls7 ws0">288 903<span class="ls0"> </span></div></div><div class="c x2e y161 w11 h29"><div class="t m0 x5 hf y15e ff6 fs4 fc2 sc0 ls7 ws0">170 027<span class="ls0"> </span></div></div><div class="c x2f y161 w11 h29"><div class="t m0 x1e hf y15e ff6 fs4 fc2 sc0 ls7 ws0">90 757<span class="ls0"> </span></div></div><div class="c x30 y161 w10 h29"><div class="t m0 x1e hf y15e ff6 fs4 fc2 sc0 ls7 ws0">39 503<span class="ls0"> </span></div></div><div class="c x1 y162 wf h29"><div class="t m0 xa hf y157 ff7 fs4 fc2 sc0 ls0 ws0">VII. Przepływy pieniężne netto z działalności </div><div class="t m0 xa hf y15d ff6 fs4 fc2 sc0 ls0 ws0">inwestycyjnej </div></div><div class="c x2d y162 w10 h29"><div class="t m0 x3 hf y15e ff6 fs4 fc2 sc0 ls0 ws0">(134 302) </div></div><div class="c x2e y162 w11 h29"><div class="t m0 x14 hf y15e ff6 fs4 fc2 sc0 ls0 ws0">(49 350) </div></div><div class="c x2f y162 w11 h29"><div class="t m0 x14 hf y15e ff6 fs4 fc2 sc0 ls0 ws0">(31 696) </div></div><div class="c x30 y162 w10 h29"><div class="t m0 x14 hf y15e ff6 fs4 fc2 sc0 ls0 ws0">(11 466) </div></div><div class="c x1 y163 wf h2a"><div class="t m0 xa hf y164 ff7 fs4 fc2 sc0 ls0 ws0">VIII. Przepływy pieniężne netto z działalności </div><div class="t m0 xa hf y165 ff6 fs4 fc2 sc0 ls0 ws0">finansowej </div></div><div class="c x2d y163 w10 h2a"><div class="t m0 x3 hf y166 ff6 fs4 fc2 sc0 ls0 ws0">(356 108) </div></div><div class="c x2e y163 w11 h2a"><div class="t m0 x3 hf y166 ff6 fs4 fc2 sc0 ls0 ws0">(206 023) </div></div><div class="c x2f y163 w11 h2a"><div class="t m0 x14 hf y166 ff6 fs4 fc2 sc0 ls0 ws0">(84 043) </div></div><div class="c x30 y163 w10 h2a"><div class="t m0 x14 hf y166 ff6 fs4 fc2 sc0 ls0 ws0">(47 866) </div></div><div class="c x1 y167 wf h28"><div class="t m0 xa hf y23 ff7 fs4 fc2 sc0 ls0 ws0">IX. Przepływy pieniężne netto, razem<span class="ff6"> </span></div></div><div class="c x2d y167 w10 h28"><div class="t m0 x3 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">(201 <span class="ls7">507)</span> </div></div><div class="c x2e y167 w11 h28"><div class="t m0 x14 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">(85 346) </div></div><div class="c x2f y167 w11 h28"><div class="t m0 x14 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">(24 982) </div></div><div class="c x30 y167 w10 h28"><div class="t m0 x14 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">(19 829) </div></div><div class="c x1 y168 wf h28"><div class="t m0 xa h16 y23 ff5 fs4 fc6 sc0 ls0 ws0">X. Aktywa, razem </div></div><div class="c x2d y168 w10 h28"><div class="t m0 x36 h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">3 643 864<span class="ls0"> </span></div></div><div class="c x2e y168 w11 h28"><div class="t m0 x36 h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">3 402 120<span class="ls0"> </span></div></div><div class="c x2f y168 w11 h28"><div class="t m0 x5 h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">883 825<span class="ls0"> </span></div></div><div class="c x30 y168 w10 h28"><div class="t m0 x5 h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">796 190<span class="ls0"> </span></div></div><div class="c x1 y169 wf h28"><div class="t m0 xa hf y160 ff7 fs4 fc2 sc0 ls0 ws0">XI. Zobowiązania i rezerwy na zobowiązania<span class="ff6"> </span></div></div><div class="c x2d y169 w10 h28"><div class="t m0 x36 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">2 576 312<span class="ls0"> </span></div></div><div class="c x2e y169 w11 h28"><div class="t m0 x36 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">2 217 183<span class="ls0"> </span></div></div><div class="c x2f y169 w11 h28"><div class="t m0 x5 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">632 163<span class="ls0"> </span></div></div><div class="c x30 y169 w10 h28"><div class="t m0 x5 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">518 882<span class="ls0"> </span></div></div><div class="c x1 y16a wf h28"><div class="t m0 xa hf y160 ff7 fs4 fc2 sc0 ls0 ws0">XII. Zobowiązania długoterminowe<span class="ff6"> </span></div></div><div class="c x2d y16a w10 h28"><div class="t m0 x5 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">697 614<span class="ls0"> </span></div></div><div class="c x2e y16a w11 h28"><div class="t m0 x5 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">845 070<span class="ls0"> </span></div></div><div class="c x2f y16a w11 h28"><div class="t m0 x5 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">165 049<span class="ls0"> </span></div></div><div class="c x30 y16a w10 h28"><div class="t m0 x5 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">197 770<span class="ls0"> </span></div></div><div class="c x1 y16b wf h28"><div class="t m0 xa hf y160 ff7 fs4 fc2 sc0 ls0 ws0">XIII. Zobowiązania krótkoterminowe<span class="ff6"> </span></div></div><div class="c x2d y16b w10 h28"><div class="t m0 x36 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">1 878 698<span class="ls0"> </span></div></div><div class="c x2e y16b w11 h28"><div class="t m0 x36 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">1 372 113<span class="ls0"> </span></div></div><div class="c x2f y16b w11 h28"><div class="t m0 x5 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">467 114<span class="ls0"> </span></div></div><div class="c x30 y16b w10 h28"><div class="t m0 x5 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">321 112<span class="ls0"> </span></div></div><div class="c x1 y16c wf h28"><div class="t m0 xa hf y160 ff7 fs4 fc2 sc0 ls0 ws0">XIV. Kapitał własny<span class="ff6"> </span></div></div><div class="c x2d y16c w10 h28"><div class="t m0 x36 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">1 067 552<span class="ls0"> </span></div></div><div class="c x2e y16c w11 h28"><div class="t m0 x36 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">1 184 937<span class="ls0"> </span></div></div><div class="c x2f y16c w11 h28"><div class="t m0 x5 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">252 573<span class="ls0"> </span></div></div><div class="c x30 y16c w10 h28"><div class="t m0 x5 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">277 308<span class="ls0"> </span></div></div><div class="c x1 y6f wf h28"><div class="t m0 xa h16 y23 ff8 fs4 fc6 sc0 ls0 ws0">XV. Kapitał zakładowy<span class="ff5"> </span></div></div><div class="c x2d y6f w10 h28"><div class="t m0 x1f h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">8 198<span class="ls0"> </span></div></div><div class="c x2e y6f w11 h28"><div class="t m0 x1f h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">8 198<span class="ls0"> </span></div></div><div class="c x2f y6f w11 h28"><div class="t m0 x1f h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">1 940<span class="ls0"> </span></div></div><div class="c x30 y6f w10 h28"><div class="t m0 x1f h16 y23 ff5 fs4 fc0 sc0 ls7 ws0">1 919<span class="ls0"> </span></div></div><div class="c x1 y16d wf h28"><div class="t m0 xa hf y23 ff6 fs4 fc2 sc0 ls0 ws0">XVI. Liczba akcji (w tys. szt.) </div></div><div class="c x2d y16d w10 h28"><div class="t m0 x1f hf y23 ff6 fs4 fc2 sc0 ls7 ws0">8 198<span class="ls0"> </span></div></div><div class="c x2e y16d w11 h28"><div class="t m0 x1f hf y23 ff6 fs4 fc2 sc0 ls7 ws0">8 198<span class="ls0"> </span></div></div><div class="c x2f y16d w11 h28"><div class="t m0 x37 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x30 y16d w10 h28"><div class="t m0 x37 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y16e wf h2b"><div class="t m0 xa h16 y16f ff8 fs4 fc6 sc0 ls0 ws0">XVII. Zysk/(strata) na jedną akcję zwykłą przypadający </div><div class="t m0 xa h16 y170 ff8 fs4 fc6 sc0 ls0 ws0">na Akcjonariuszy Jednostki Dominując<span class="_ _1"></span>ej (w zł/euro)<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x2d y16e w10 h2b"><div class="t m0 x27 h16 y171 ff5 fs4 fc0 sc0 ls0 ws0">1,22 </div></div><div class="c x2e y16e w11 h2b"><div class="t m0 x38 h16 y171 ff5 fs4 fc0 sc0 ls0 ws0">17,06 </div></div><div class="c x2f y16e w11 h2b"><div class="t m0 x27 h16 y171 ff5 fs4 fc0 sc0 ls0 ws0">0,29 </div></div><div class="c x30 y16e w10 h2b"><div class="t m0 x27 h16 y171 ff5 fs4 fc0 sc0 ls0 ws0">3,96 </div></div><div class="c x1 y172 wf h2b"><div class="t m0 xa hf y173 ff7 fs4 fc2 sc0 ls0 ws0">XVIII. Rozwodniony zysk/(strata) na jedną akcję zwykłą </div><div class="t m0 xa hf y171 ff7 fs4 fc2 sc0 ls0 ws0">przypadający na Akcjonariuszy Jednostki Dominującej </div><div class="t m0 xa hf y174 ff7 fs4 fc2 sc0 ls0 ws0">(w zł/euro)<span class="ff6"> </span></div></div><div class="c x2d y172 w10 h2b"><div class="t m0 x27 hf y171 ff6 fs4 fc2 sc0 ls0 ws0">1,22 </div></div><div class="c x2e y172 w11 h2b"><div class="t m0 x38 hf y171 ff6 fs4 fc2 sc0 ls0 ws0">17,06 </div></div><div class="c x2f y172 w11 h2b"><div class="t m0 x27 hf y171 ff6 fs4 fc2 sc0 ls0 ws0">0,29 </div></div><div class="c x30 y172 w10 h2b"><div class="t m0 x27 hf y171 ff6 fs4 fc2 sc0 ls0 ws0">3,96 </div></div><div class="c x1 yde wf h2a"><div class="t m0 xa h16 y175 ff8 fs4 fc6 sc0 ls0 ws0">XIX. Wartość księgowa na jedną akcję (w zł/euro)<span class="ff5"> </span></div></div><div class="c x2d yde w10 h2a"><div class="t m0 x1e h16 y175 ff5 fs4 fc0 sc0 ls0 ws0">129,54 </div></div><div class="c x2e yde w11 h2a"><div class="t m0 x1e h16 y175 ff5 fs4 fc0 sc0 ls0 ws0">144,54 </div></div><div class="c x2f yde w11 h2a"><div class="t m0 x38 h16 y175 ff5 fs4 fc0 sc0 ls0 ws0">30,65 </div></div><div class="c x30 yde w10 h2a"><div class="t m0 x38 h16 y175 ff5 fs4 fc0 sc0 ls0 ws0">33,83 </div></div><div class="c x1 y176 wf h29"><div class="t m0 xa hf y157 ff7 fs4 fc2 sc0 ls0 ws0">XX. Rozwodniona wartość księgowa na jedną akcję (w </div><div class="t m0 xa hf y15d ff7 fs4 fc2 sc0 ls0 ws0">zł/euro)<span class="ff6"> </span></div></div><div class="c x2d y176 w10 h29"><div class="t m0 x1e hf y15e ff6 fs4 fc2 sc0 ls0 ws0">129,54 </div></div><div class="c x2e y176 w11 h29"><div class="t m0 x1e hf y15e ff6 fs4 fc2 sc0 ls0 ws0">144,54 </div></div><div class="c x2f y176 w11 h29"><div class="t m0 x38 hf y15e ff6 fs4 fc2 sc0 ls0 ws0">30,65 </div></div><div class="c x30 y176 w10 h29"><div class="t m0 x38 hf y15e ff6 fs4 fc2 sc0 ls0 ws0">33,83 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y177 ff5 fs4 fc5 sc0 ls0 ws0"> <span class="ff6 fc2"> </span></div><div class="t m0 x1 h1c y178 ff9 fsa fc2 sc0 ls0 ws0">Dane poró<span class="_ _0"></span>wnawcze <span class="_ _0"></span>dla pozycji do<span class="_ _0"></span>tyczącyc<span class="_ _0"></span>h spraw<span class="_ _0"></span>ozdania z <span class="_ _0"></span>sytuacji f<span class="_ _0"></span>inansowej <span class="_ _0"></span>prezentowane <span class="_ _0"></span>są na<span class="_ _0"></span> dzień <span class="_ _0"></span>31 gru<span class="_ _0"></span>dnia 2024<span class="_ _0"></span> roku,<span class="_ _0"></span> na<span class="_ _4"> </span>tomiast dla p<span class="_ _0"></span>ozycji dot<span class="_ _0"></span>yczących <span class="_ _0"></span>sprawozdan<span class="_ _0"></span>ia z </div><div class="t m0 x1 h1c y179 ff9 fsa fc2 sc0 ls0 ws0">całkowitych dochodów<span class="_ _0"></span> i sprawozdania z pr<span class="_ _0"></span>zepływów pieniężnych za o<span class="_ _0"></span>kres od 1 s<span class="_ _0"></span>tycznia <span class="_ _0"></span><span class="ffa">2024 roku do <span class="_ _0"></span>31 grudnia 202<span class="_ _0"></span>4 roku.<span class="_ _0"></span> </span></div><div class="t m0 x1 h1c y17a ff9 fsa fc2 sc0 ls0 ws0">Na 31 grudnia 2025 ro<span class="_ _0"></span>ku liczba akcji użyta <span class="_ _0"></span>do wyliczenia zysku na jedną<span class="_ _0"></span> akcję zwykłą <span class="_ _0"></span>oraz rozwodn<span class="_ _0"></span>ionego zysku na jedną ak<span class="_ _0"></span>cję <span class="_ _3"></span>zwykłą wynosiła 8 <span class="_ _0"></span>198 tys. sztuk.<span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1c y17b ff9 fsa fc2 sc0 ls0 ws0">Na 31 grudnia 2024 ro<span class="_ _0"></span>ku liczba akcji użyta <span class="_ _0"></span>do wyliczenia zysku na jedną<span class="_ _0"></span> akcję zwykłą <span class="_ _0"></span>oraz rozwodn<span class="_ _0"></span>ionego zysku na jedną ak<span class="_ _0"></span>cję <span class="_ _3"></span>zwykłą wynosiła 8 <span class="_ _0"></span>198 tys. sztuk.<span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1c y17c ff9 fsa fc2 sc0 ls0 ws0">Na 31 grudnia 2025 ro<span class="_ _0"></span>ku liczba akcji użyta <span class="_ _0"></span>do wyliczenia wartości <span class="_ _0"></span>księgowej oraz rozw<span class="_ _0"></span>odnionej wartości ks<span class="_ _0"></span>ięgowej na jedną akc<span class="_ _3"></span>ję<span class="_ _0"></span> wynosiła 8 198 tys. s<span class="_ _0"></span>ztuk.<span class="ffa"> </span></div><div class="t m0 x1 h1c y17d ff9 fsa fc2 sc0 ls0 ws0">Na 31 grudnia 2024 ro<span class="_ _0"></span>ku liczba akcji użyta <span class="_ _0"></span>do wyliczenia wartości <span class="_ _0"></span>księgowej oraz rozw<span class="_ _0"></span>odnionej wartości ks<span class="_ _0"></span>ięgowej na jedną akc<span class="_ _3"></span>ję<span class="_ _0"></span> wynosiła 8 198 tys. s<span class="_ _0"></span>ztuk.<span class="ffa"> </span></div><div class="t m0 x1 h1c ybd ffa fsa fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1c y17e ffa fsa fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y17f ff8 fs4 fc6 sc0 ls0 ws0">Wybrane dane finansowe przeliczono na walu<span class="_ _1"></span>tę euro w następujący sposób:<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x1 hf y180 ff7 fs4 fc2 sc0 ls0 ws0">Pozycje aktywów i pasywów sprawoz<span class="_ _0"></span>dania z sytuacji finansowej przeliczono na euro wg średniego kursu ogło<span class="_ _0"></span>szonego przez Narodow<span class="_ _0"></span><span class="ff6">y B<span class="_ _0"></span>ank </span></div><div class="t m0 x1 hf y181 ff7 fs4 fc2 sc0 ls0 ws0">Polski obowiązującego na 31 grudnia 2025 roku:<span class="ff6"> 4,2267 </span>zł/euro<span class="ff6"> oraz dla danych porównawczych na 31 grudnia 2024 roku: 4,2730 </span>zł/euro.<span class="ff6"> </span></div><div class="t m0 x1 hf y182 ff7 fs4 fc2 sc0 ls0 ws0">Poszczególne poz<span class="_ _0"></span>ycje dotyczące sprawozdania <span class="_ _0"></span>z <span class="_ _0"></span>całkowitych <span class="_ _0"></span>dochodów oraz <span class="_ _0"></span>sprawozdania z<span class="_ _0"></span> przepływów <span class="_ _0"></span>pieniężnych przeliczono <span class="_ _0"></span>wg <span class="_ _3"></span><span class="ff6">kursu </span></div><div class="t m0 x1 hf y183 ff7 fs4 fc2 sc0 ls0 ws0">stanowiącego <span class="_ _9"></span>średnią <span class="_ _9"></span>arytmetyczną <span class="_ _1"></span>średnich <span class="_ _a"></span>k<span class="_ _0"></span>ursów <span class="_ _9"></span>o<span class="_ _0"></span>głaszanych <span class="_ _9"></span>przez <span class="_ _1"></span>Narodowy <span class="_ _9"></span>Bank <span class="_ _9"></span>Polski <span class="_ _9"></span>o<span class="_ _0"></span>bowiązujących <span class="_ _9"></span>na <span class="_ _9"></span>ostatni <span class="_ _1"></span>dzień <span class="_ _a"></span>kal<span class="_ _0"></span>e<span class="_ _0"></span><span class="ff6">ndarzowy </span></div><div class="t m0 x1 hf y184 ff7 fs4 fc2 sc0 ls0 ws0">poszczególnych miesięcy, który wyniósł odpowiedn<span class="_ _1"></span>io<span class="ff6"> 4,2372 </span>z<span class="_ _0"></span>ł/euro<span class="ff6"> </span>(2025 rok), 4,3042 zł/euro (2024 rok).<span class="ff6"> </span></div><div class="t m0 x1 h16 y185 ff5 fs4 fc6 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y186 ff5 fs4 fc6 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">11<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y5e ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y187 ff5 fs4 fcb sc0 ls0 ws0">WYBRANE DANE Z JEDNOSTKOWEGO SPRAWOZDANIA FINANSOWEGO ZA ROK 2025 </div></div><div class="c x1 y188 w13 h12"><div class="t m0 xa hf y28 ff6 fs4 fc2 sc0 ls0 ws0">  </div></div><div class="c x39 y188 w14 h12"><div class="t m0 x3a h16 y28 ff8 fs4 fc2 sc0 ls0 ws0">w tys. zł<span class="ff5"> </span></div></div><div class="c x3b y188 w14 h12"><div class="t m0 x3c h16 y28 ff5 fs4 fc2 sc0 ls0 ws0">w tys. euro </div></div><div class="c x1 y189 w13 h2c"><div class="t m0 xa hf y28 ff6 fs4 fc2 sc0 ls0 ws0">  </div></div><div class="c x39 y189 w15 h2c"><div class="t m0 x3d h16 y18a ff5 fs4 fc2 sc0 ls7 ws0">31.12.2025<span class="ls0"> </span></div></div><div class="c x3e y189 w16 h2c"><div class="t m0 x1b h16 y18b ff5 fs4 fc2 sc0 ls0 ws0">Dane </div><div class="t m0 x3f h16 y18c ff5 fs4 fc2 sc0 ls0 ws0">porównawcze </div></div><div class="c x3b y189 w15 h2c"><div class="t m0 x3d h16 y18a ff5 fs4 fc2 sc0 ls7 ws0">31.12.2025<span class="ls0"> </span></div></div><div class="c x40 y189 w16 h2c"><div class="t m0 x1b h16 y18b ff5 fs4 fc2 sc0 ls0 ws0">Dane </div><div class="t m0 x3f h16 y18c ff5 fs4 fc2 sc0 ls0 ws0">porównawcze </div></div><div class="c x1 y18d w13 h2d"><div class="t m0 xa h16 y158 ff8 fs4 fc6 sc0 ls0 ws0">I. Przychody ze sprzedaży ogółem <span class="ff5"> </span></div></div><div class="c x39 y18d w15 h2d"><div class="t m0 x4 h16 y158 ff5 fs4 fc6 sc0 ls7 ws0">1 176 004<span class="ls0"> </span></div></div><div class="c x3e y18d w16 h2d"><div class="t m0 x4 h16 y158 ff5 fs4 fc2 sc0 ls7 ws0">1 147 093<span class="ls0"> </span></div></div><div class="c x3b y18d w15 h2d"><div class="t m0 x36 h16 y158 ff5 fs4 fc6 sc0 ls7 ws0">277 543<span class="ls0"> </span></div></div><div class="c x40 y18d w16 h2d"><div class="t m0 x36 h16 y158 ff5 fs4 fc6 sc0 ls7 ws0">266 506<span class="ls0"> </span></div></div><div class="c x1 y18e w13 h2e"><div class="t m0 xa h2f y18f ff9 fs4 fc2 sc0 ls0 ws0">II. Zysk/(strata) na działalności operacyjnej <span class="ffa"> </span></div></div><div class="c x39 y18e w15 h2e"><div class="t m0 x36 hf y18f ff6 fs4 fc2 sc0 ls7 ws0">167 025<span class="ls0"> </span></div></div><div class="c x3e y18e w16 h2e"><div class="t m0 x41 hf y18f ff6 fs4 fc2 sc0 ls0 ws0">(18 679) </div></div><div class="c x3b y18e w15 h2e"><div class="t m0 x42 hf y18f ff6 fs4 fc2 sc0 ls7 ws0">39 419<span class="ls0"> </span></div></div><div class="c x40 y18e w16 h2e"><div class="t m0 x43 hf y18f ff6 fs4 fc2 sc0 ls0 ws0">(4 340) </div></div><div class="c x1 y190 w13 h2d"><div class="t m0 xa h2f y15d ff9 fs4 fc2 sc0 ls0 ws0">III. Zysk/(strata) brutto ogółem<span class="ffa"> </span></div></div><div class="c x39 y190 w15 h2d"><div class="t m0 x36 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">150 308<span class="ls0"> </span></div></div><div class="c x3e y190 w16 h2d"><div class="t m0 x41 hf y15d ff6 fs4 fc2 sc0 ls0 ws0">(33 158) </div></div><div class="c x3b y190 w15 h2d"><div class="t m0 x42 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">35 473<span class="ls0"> </span></div></div><div class="c x40 y190 w16 h2d"><div class="t m0 x43 hf y15d ff6 fs4 fc2 sc0 ls0 ws0">(7 704) </div></div><div class="c x1 y191 w13 h30"><div class="t m0 xa h16 y158 ff8 fs4 fc6 sc0 ls0 ws0">IV. Zysk/(strata) netto ogółem<span class="ff5"> </span></div></div><div class="c x39 y191 w15 h30"><div class="t m0 x36 h16 y158 ff5 fs4 fc6 sc0 ls7 ws0">142 976<span class="ls0"> </span></div></div><div class="c x3e y191 w16 h30"><div class="t m0 x41 h16 y158 ff5 fs4 fc2 sc0 ls0 ws0">(34 486) </div></div><div class="c x3b y191 w15 h30"><div class="t m0 x42 h16 y158 ff5 fs4 fc6 sc0 ls7 ws0">33 743<span class="ls0"> </span></div></div><div class="c x40 y191 w16 h30"><div class="t m0 x43 h16 y158 ff5 fs4 fc6 sc0 ls0 ws0">(8 012) </div></div><div class="c x1 y192 w13 h2d"><div class="t m0 xa hf y15d ff7 fs4 fc2 sc0 ls0 ws0">V. Przepływy pieniężne netto z działalności operacyjnej<span class="ff6"> </span></div></div><div class="c x39 y192 w15 h2d"><div class="t m0 x42 hf y15d ff6 fs4 fc2 sc0 ls0 ws0">24 <span class="ls7">025</span> </div></div><div class="c x3e y192 w16 h2d"><div class="t m0 x42 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">19 378<span class="ls0"> </span></div></div><div class="c x3b y192 w15 h2d"><div class="t m0 x15 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">5 670<span class="ls0"> </span></div></div><div class="c x40 y192 w16 h2d"><div class="t m0 x15 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">4 502<span class="ls0"> </span></div></div><div class="c x1 y193 w13 h2d"><div class="t m0 xa hf y15d ff7 fs4 fc2 sc0 ls0 ws0">VI. Przepływy pieniężne netto z działalności inwes<span class="_ _1"></span>tycyjnej<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x39 y193 w15 h2d"><div class="t m0 x36 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">168 818<span class="ls0"> </span></div></div><div class="c x3e y193 w16 h2d"><div class="t m0 x41 hf y15d ff6 fs4 fc2 sc0 ls0 ws0">(31 604) </div></div><div class="c x3b y193 w15 h2d"><div class="t m0 x42 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">39 842<span class="ls0"> </span></div></div><div class="c x40 y193 w16 h2d"><div class="t m0 x43 hf y15d ff6 fs4 fc2 sc0 ls0 ws0">(7 343) </div></div><div class="c x1 y194 w13 h30"><div class="t m0 xa hf y158 ff7 fs4 fc2 sc0 ls0 ws0">VII. Przepływy pieniężne netto z działalności finansowej<span class="ff6"> </span></div></div><div class="c x39 y194 w15 h30"><div class="t m0 x33 hf y158 ff6 fs4 fc2 sc0 ls0 ws0">(125 584) </div></div><div class="c x3e y194 w16 h30"><div class="t m0 x41 hf y158 ff6 fs4 fc2 sc0 ls0 ws0">(61 023) </div></div><div class="c x3b y194 w15 h30"><div class="t m0 x41 hf y158 ff6 fs4 fc2 sc0 ls0 ws0">(29 638) </div></div><div class="c x40 y194 w16 h30"><div class="t m0 x41 hf y158 ff6 fs4 fc2 sc0 ls0 ws0">(14 178) </div></div><div class="c x1 y195 w13 h31"><div class="t m0 xa hf y23 ff7 fs4 fc2 sc0 ls0 ws0">VIII. Przepływy pieniężne netto razem<span class="ff6"> </span></div></div><div class="c x39 y195 w15 h31"><div class="t m0 x42 hf y23 ff6 fs4 fc2 sc0 ls7 ws0">67 249<span class="ls0"> </span></div></div><div class="c x3e y195 w16 h31"><div class="t m0 x41 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">(73 297) </div></div><div class="c x3b y195 w15 h31"><div class="t m0 x42 hf y23 ff6 fs4 fc2 sc0 ls7 ws0">15 871<span class="ls0"> </span></div></div><div class="c x40 y195 w16 h31"><div class="t m0 x41 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">(17 029) </div></div><div class="c x1 y196 w13 h2d"><div class="t m0 xa h16 y15d ff5 fs4 fc6 sc0 ls0 ws0">IX. Aktywa razem </div></div><div class="c x39 y196 w15 h2d"><div class="t m0 x36 h16 y15d ff5 fs4 fc6 sc0 ls0 ws0">9<span class="ls7">58</span> <span class="ls7">043</span> </div></div><div class="c x3e y196 w16 h2d"><div class="t m0 x36 h16 y15d ff5 fs4 fc2 sc0 ls7 ws0">862 272<span class="ls0"> </span></div></div><div class="c x3b y196 w15 h2d"><div class="t m0 x36 h16 y15d ff5 fs4 fc6 sc0 ls0 ws0">2<span class="ls7">26</span> <span class="ls7">66</span>4 </div></div><div class="c x40 y196 w16 h2d"><div class="t m0 x36 h16 y15d ff5 fs4 fc6 sc0 ls7 ws0">201 796<span class="ls0"> </span></div></div><div class="c x1 y197 w13 h32"><div class="t m0 xa hf y23 ff7 fs4 fc2 sc0 ls0 ws0">X. Zobowiązania i rezerwy na zobowiązania<span class="ff6"> </span></div></div><div class="c x39 y197 w15 h32"><div class="t m0 x36 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">5<span class="ls7">65</span> <span class="ls7">710</span> </div></div><div class="c x3e y197 w16 h32"><div class="t m0 x36 hf y23 ff6 fs4 fc2 sc0 ls7 ws0">563 780<span class="ls0"> </span></div></div><div class="c x3b y197 w15 h32"><div class="t m0 x36 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">1<span class="ls7">33</span> <span class="ls7">842</span> </div></div><div class="c x40 y197 w16 h32"><div class="t m0 x36 hf y23 ff6 fs4 fc2 sc0 ls7 ws0">131 940<span class="ls0"> </span></div></div><div class="c x1 y198 w13 h2d"><div class="t m0 xa hf y15d ff7 fs4 fc2 sc0 ls0 ws0">XI. Zobowiązania długoterminowe<span class="ff6"> </span></div></div><div class="c x39 y198 w15 h2d"><div class="t m0 x36 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">158 777<span class="ls0"> </span></div></div><div class="c x3e y198 w16 h2d"><div class="t m0 x36 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">178 430<span class="ls0"> </span></div></div><div class="c x3b y198 w15 h2d"><div class="t m0 x42 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">37 565<span class="ls0"> </span></div></div><div class="c x40 y198 w16 h2d"><div class="t m0 x42 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">41 758<span class="ls0"> </span></div></div><div class="c x1 y199 w13 h2d"><div class="t m0 xa hf y15d ff7 fs4 fc2 sc0 ls0 ws0">XII. Zobowiązania krótkoterminowe<span class="ff6"> </span></div></div><div class="c x39 y199 w15 h2d"><div class="t m0 x36 hf y15d ff6 fs4 fc2 sc0 ls0 ws0">4<span class="ls7">06</span> <span class="ls7">933</span> </div></div><div class="c x3e y199 w16 h2d"><div class="t m0 x36 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">385 350<span class="ls0"> </span></div></div><div class="c x3b y199 w15 h2d"><div class="t m0 x42 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">96<span class="ls0"> </span>277<span class="ls0"> </span></div></div><div class="c x40 y199 w16 h2d"><div class="t m0 x42 hf y15d ff6 fs4 fc2 sc0 ls7 ws0">90 183<span class="ls0"> </span></div></div><div class="c x1 y19a w13 h30"><div class="t m0 xa hf y158 ff7 fs4 fc2 sc0 lse ws0">XIII. Kapitał własny<span class="ff6 ls0"> </span></div></div><div class="c x39 y19a w15 h30"><div class="t m0 x36 hf y158 ff6 fs4 fc2 sc0 ls7 ws0">392 333<span class="ls0"> </span></div></div><div class="c x3e y19a w16 h30"><div class="t m0 x36 hf y158 ff6 fs4 fc2 sc0 ls7 ws0">298 492<span class="ls0"> </span></div></div><div class="c x3b y19a w15 h30"><div class="t m0 x42 hf y158 ff6 fs4 fc2 sc0 ls7 ws0">92 823<span class="ls0"> </span></div></div><div class="c x40 y19a w16 h30"><div class="t m0 x42 hf y158 ff6 fs4 fc2 sc0 ls7 ws0">69 855<span class="ls0"> </span></div></div><div class="c x1 y19b w13 h2d"><div class="t m0 xa h16 y15d ff8 fs4 fc6 sc0 ls0 ws0">XIV. Kapitał zakładowy<span class="ff5"> </span></div></div><div class="c x39 y19b w15 h2d"><div class="t m0 x15 h16 y15d ff5 fs4 fc6 sc0 ls7 ws0">8 198<span class="ls0"> </span></div></div><div class="c x3e y19b w16 h2d"><div class="t m0 x15 h16 y15d ff5 fs4 fc2 sc0 ls7 ws0">8 198<span class="ls0"> </span></div></div><div class="c x3b y19b w15 h2d"><div class="t m0 x15 h16 y15d ff5 fs4 fc6 sc0 ls7 ws0">1 940<span class="ls0"> </span></div></div><div class="c x40 y19b w16 h2d"><div class="t m0 x15 h16 y15d ff5 fs4 fc6 sc0 ls7 ws0">1 919<span class="ls0"> </span></div></div><div class="c x1 y19c w13 h30"><div class="t m0 xa hf y158 ff6 fs4 fc2 sc0 ls0 ws0">XV. Liczba akcji (w tys. szt.) </div></div><div class="c x39 y19c w15 h30"><div class="t m0 x15 hf y158 ff6 fs4 fc2 sc0 ls7 ws0">8 198<span class="ls0"> </span></div></div><div class="c x3e y19c w16 h30"><div class="t m0 x15 hf y158 ff6 fs4 fc2 sc0 ls7 ws0">8 198<span class="ls0"> </span></div></div><div class="c x3b y19c w15 h30"><div class="t m0 x44 hf y158 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x40 y19c w16 h30"><div class="t m0 x44 hf y158 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y19d w13 h33"><div class="t m0 xa h16 y19e ff8 fs4 fc6 sc0 ls0 ws0">XVI. Zysk (strata) na jedną akcję zwykłą (w zł/euro) <span class="ff5">- </span></div><div class="t m0 xa h16 y28 ff8 fs4 fc6 sc0 ls0 ws0">ogółem<span class="ff5"> </span></div></div><div class="c x39 y19d w15 h33"><div class="t m0 x15 h16 y19f ff5 fs4 fc6 sc0 ls0 ws0">17,44 </div></div><div class="c x3e y19d w16 h33"><div class="t m0 x1e h16 y19f ff5 fs4 fc6 sc0 ls0 ws0">-4,21 </div></div><div class="c x3b y19d w15 h33"><div class="t m0 x45 h16 y19f ff5 fs4 fc6 sc0 ls0 ws0">4,12 </div></div><div class="c x40 y19d w16 h33"><div class="t m0 x1e h16 y19f ff5 fs4 fc6 sc0 ls0 ws0">-0,98 </div></div><div class="c x1 y1a0 w13 h34"><div class="t m0 xa hf y1a1 ff7 fs4 fc2 sc0 ls0 ws0">XVII. Rozwodniony zysk/(strata) na jedną akcję zwykłą (w </div><div class="t m0 xa hf y1a2 ff7 fs4 fc2 sc0 ls0 ws0">zł/euro) <span class="ff6">- </span>ogółem <span class="ff6"> </span></div></div><div class="c x39 y1a0 w15 h34"><div class="t m0 x15 hf y1a3 ff6 fs4 fc2 sc0 ls0 ws0">17,44 </div></div><div class="c x3e y1a0 w16 h34"><div class="t m0 x1e hf y1a3 ff6 fs4 fc2 sc0 ls0 ws0">-4,21 </div></div><div class="c x3b y1a0 w15 h34"><div class="t m0 x45 hf y1a3 ff6 fs4 fc2 sc0 ls0 ws0">4,12 </div></div><div class="c x40 y1a0 w16 h34"><div class="t m0 x1e hf y1a3 ff6 fs4 fc2 sc0 ls0 ws0">-0,98 </div></div><div class="c x1 y1a4 w13 h30"><div class="t m0 xa h16 y158 ff8 fs4 fc6 sc0 ls0 ws0">XVIII. Wartość księgowa na jedną akcję (w zł/euro)<span class="ff5"> </span></div></div><div class="c x39 y1a4 w15 h30"><div class="t m0 x15 h16 y158 ff5 fs4 fc6 sc0 ls0 ws0">47,86 </div></div><div class="c x3e y1a4 w16 h30"><div class="t m0 x15 h16 y158 ff5 fs4 fc6 sc0 ls0 ws0">36,41 </div></div><div class="c x3b y1a4 w15 h30"><div class="t m0 x15 h16 y158 ff5 fs4 fc6 sc0 ls0 ws0">11,32 </div></div><div class="c x40 y1a4 w16 h30"><div class="t m0 x45 h16 y158 ff5 fs4 fc6 sc0 ls0 ws0">8,52 </div></div><div class="c x1 y1a5 w13 h34"><div class="t m0 xa hf y1a1 ff7 fs4 fc2 sc0 ls0 ws0">XIX. Rozwodniona wartość księgowa na jedną akcję (w </div><div class="t m0 xa hf y1a2 ff7 fs4 fc2 sc0 ls0 ws0">zł/euro)<span class="ff6"> </span></div></div><div class="c x39 y1a5 w15 h34"><div class="t m0 x15 hf y1a3 ff6 fs4 fc2 sc0 ls0 ws0">47,86 </div></div><div class="c x3e y1a5 w16 h34"><div class="t m0 x15 hf y1a3 ff6 fs4 fc2 sc0 ls0 ws0">36,41 </div></div><div class="c x3b y1a5 w15 h34"><div class="t m0 x15 hf y1a3 ff6 fs4 fc2 sc0 ls0 ws0">11,32 </div></div><div class="c x40 y1a5 w16 h34"><div class="t m0 x45 hf y1a3 ff6 fs4 fc2 sc0 ls0 ws0">8,52 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x46 hc y9a ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1c y1a6 ff9 fsa fc2 sc0 ls0 ws0">Dane  porównawcze  dl<span class="_ _1"></span>a  pozycji <span class="_ _4"> </span>dotyczący<span class="_ _0"></span>ch  sprawozdania  z <span class="_ _4"> </span>sytuacji  finansowej  prezentowane <span class="_ _5"> </span>są  na <span class="_ _4"> </span>dzień  31.12.2024 <span class="_ _5"> </span>r.,  natomiast<span class="_ _3"></span><span class="ffa"> <span class="_ _5"> </span></span>dla  pozycji <span class="_ _4"> </span>d<span class="_ _0"></span>otyczących  sprawozdania  z </div><div class="t m0 x1 h1c y1a7 ff9 fsa fc2 sc0 ls0 ws0">całkowitych dochodów<span class="_ _0"></span> i sprawozdania z pr<span class="_ _0"></span>zepływów pieniężnych za o<span class="_ _0"></span>kres od 1.01.2<span class="_ _0"></span>024 r. do 31<span class="_ _0"></span><span class="ffa">.1<span class="_ _0"></span>2.2024 r.<span class="_ _0"></span> </span></div><div class="t m0 x1 h1c y140 ff9 fsa fc2 sc0 ls0 ws0">Na 31.12.2025 r. liczba a<span class="_ _0"></span>kcji użyta do wy<span class="_ _0"></span>liczenia zysku na jedną a<span class="_ _0"></span>kcję zwykłą oraz roz<span class="_ _0"></span>wodnionego zys<span class="_ _0"></span>ku na jedną akcję zwy<span class="_ _0"></span>kłą <span class="_ _0"></span>w<span class="_ _0"></span>ynosiła 8 198 tys. s<span class="_ _0"></span>ztuk.<span class="ffa"> </span></div><div class="t m0 x1 h1c y1a8 ff9 fsa fc2 sc0 ls0 ws0">Na 31.12.2024 r. liczba a<span class="_ _0"></span>kcji użyta do wy<span class="_ _0"></span>liczenia zysku na jedną a<span class="_ _0"></span>kcję zwykłą oraz roz<span class="_ _0"></span>wodnionego zys<span class="_ _0"></span>ku na jedną akcję zwy<span class="_ _0"></span>kłą <span class="_ _0"></span>w<span class="_ _0"></span>ynosiła 8 198 tys. s<span class="_ _0"></span>ztuk.<span class="ffa"> </span></div><div class="t m0 x1 h1c y1a9 ff9 fsa fc2 sc0 ls0 ws0">Na 31.12.2025 r. liczba a<span class="_ _0"></span>kcji użyta do wy<span class="_ _0"></span>liczenia wartości księgow<span class="_ _0"></span>ej oraz rozwodnione<span class="_ _0"></span>j wartości księgowej na jedną<span class="_ _0"></span> akcję wyno<span class="_ _3"></span>siła 8 19<span class="_ _0"></span>8 tys. sztuk. <span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x1 h1c y1aa ff9 fsa fc2 sc0 ls0 ws0">Na 31.12.2024r. liczba ak<span class="_ _0"></span>cji użyta do wylicz<span class="_ _0"></span>enia wartości księgow<span class="_ _0"></span>ej oraz rozwodn<span class="_ _0"></span>ionej wartości księgow<span class="_ _0"></span>ej na jedną akcję wynos<span class="_ _3"></span>iła  8 19<span class="_ _0"></span>8 tys. sztuk.<span class="_ _0"></span><span class="ffa"> </span></div><div class="t m0 x46 hc y1ab ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y1ac ff8 fs4 fc6 sc0 ls0 ws0">Wybrane dane finansowe przeliczono na walu<span class="_ _1"></span>tę euro w następujący sposób:<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x1 hf y1ad ff7 fs4 fc2 sc0 ls0 ws0">Pozycje aktywów i pasywów sprawoz<span class="_ _0"></span>dania z sytuacji finansowej przeliczono na euro wg średniego kursu ogło<span class="_ _0"></span>szonego przez Narodow<span class="_ _0"></span><span class="ff6">y B<span class="_ _0"></span>ank </span></div><div class="t m0 x1 hf y1ae ff7 fs4 fc2 sc0 ls0 ws0">Polski 31 grudnia 2025 r.: 4,2267 zł/euro oraz dla danych porównawczych 31 grudnia 2024 r. 4,2730 zł/euro.<span class="ff6"> </span></div><div class="t m0 x1 hf y1af ff7 fs4 fc2 sc0 ls0 ws0">Poszczególne poz<span class="_ _0"></span>ycje dotyczące sprawozdania <span class="_ _0"></span>z <span class="_ _0"></span>całkowitych <span class="_ _0"></span>dochodów oraz <span class="_ _0"></span>sprawozdania z<span class="_ _0"></span> przepływów <span class="_ _0"></span>pieniężnych przeliczono <span class="_ _0"></span>wg <span class="_ _3"></span><span class="ff6">kursu </span></div><div class="t m0 x1 hf y1b0 ff7 fs4 fc2 sc0 ls0 ws0">stanowiącego <span class="_ _3"></span>średnią <span class="_ _4"></span>arytmetyczną <span class="_ _4"></span>średnich <span class="_ _3"></span>kursów <span class="_ _4"></span>NBP <span class="_ _3"></span>o<span class="_ _0"></span>bowiązujących <span class="_ _3"></span>na <span class="_ _4"></span>ostatni <span class="_ _3"></span>dzień <span class="_ _4"></span>kalendarzowy <span class="_ _4"></span>poszczególnych <span class="_ _3"></span>miesięcy, <span class="_ _3"></span>k<span class="_ _3"></span><span class="ff6">tóry </span></div><div class="t m0 x1 hf y1b1 ff7 fs4 fc2 sc0 ls0 ws0">wyniósł odpowiednio 4,2372 zł/euro (12 miesi<span class="_ _1"></span>ęcy 2025 r.), 4,3042 zł/euro (12 miesięcy 2024 r.). <span class="ff6"> </span></div><div class="t m0 x1 hf y1b2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1b3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1b4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1b5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1b6 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x5 y59 w17 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">12<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y1b7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1a y1b8 ff6 fs9 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x14 y59 w17 h20" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">13<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h35 y1b9 ff5 fs2 fca sc0 lsf ws0">1.<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff8">PODSTAWOWE INFO<span class="_ _1"></span>RMACJE O GRUP<span class="_ _1"></span>IE KAPITAŁO<span class="_ _1"></span>WEJ UNIMO<span class="_ _1"></span>T <span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y1ba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1bb ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _4"></span>UNIMOT <span class="_ _14"> </span>to <span class="_ _5"> </span>największa <span class="_ _5"> </span>w <span class="_ _5"> </span>Po<span class="_ _0"></span>lsce <span class="_ _5"></span>niezależna <span class="_ _4"></span>grupa <span class="_ _5"> </span>paliwowo<span class="_ _3"></span><span class="ff6">-</span>energ<span class="_ _1"></span>etyczna, <span class="_ _5"></span>budująca <span class="_ _5"> </span>swoją <span class="_ _5"> </span>pozyc<span class="_ _0"></span>ję <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _5"></span>oparciu <span class="_ _5"></span>o <span class="_ _5"></span>ponad <span class="_ _5"></span>30<span class="_ _0"></span><span class="ff6">-letnie </span></div><div class="t m0 x1 hf y1bc ff7 fs4 fc2 sc0 ls0 ws0">doświadczenie. <span class="_ _0"></span>Po<span class="_ _0"></span>dstawowa <span class="_ _3"></span>działalność <span class="_ _0"></span>o<span class="_ _0"></span>peracyjna <span class="_ _3"></span>Grupy <span class="_ _0"></span>obejmuje <span class="_ _3"></span>import <span class="_ _3"></span>oraz <span class="_ _3"></span>hurtową <span class="_ _3"></span>sprzedaż <span class="_ _0"></span>oleju <span class="_ _3"></span>napędowego, <span class="_ _3"></span>benzyn, <span class="_ _0"></span>gazu <span class="_ _3"></span>L<span class="_ _3"></span><span class="ff6">PG, </span></div><div class="t m0 x1 hf y1bd ff7 fs4 fc2 sc0 ls0 ws0">bitumenów <span class="_ _4"></span>oraz <span class="_ _5"></span>paliw <span class="_ _4"></span>stałych. <span class="_ _4"></span>Firma <span class="_ _4"></span>zarządza <span class="_ _5"></span>dynamicznie <span class="_ _4"></span>rosnącą <span class="_ _5"></span>siecią <span class="_ _4"></span>14<span class="_ _0"></span><span class="ff6">7 <span class="_ _4"></span></span>stacji <span class="_ _5"></span>paliw <span class="_ _4"></span>pod <span class="_ _5"></span>marką <span class="_ _4"></span>AVIA, <span class="_ _5"></span>na <span class="_ _4"></span>których <span class="_ _4"></span>roz<span class="_ _0"></span>wija <span class="_ _4"></span>autorski </div><div class="t m0 x1 hf y1be ff7 fs4 fc2 sc0 ls0 ws0">program <span class="_ _14"> </span>flotowy <span class="_ _14"> </span>AVIA <span class="_ _5"> </span>Card. <span class="_ _14"> </span>UNIMOT <span class="_ _14"> </span>dysponuje <span class="_ _14"> </span>rozbudowaną <span class="_ _14"> </span>infrastrukturą <span class="_ _5"> </span>logistyczną, <span class="_ _14"> </span>obejmującą <span class="_ _14"> </span>terminale <span class="_ _5"> </span>paliwow<span class="_ _0"></span>e <span class="_ _14"> </span>oraz <span class="_ _14"> </span>włas<span class="_ _0"></span><span class="ff6 ls10">ne </span></div><div class="t m0 x1 hf y1bf ff7 fs4 fc2 sc0 ls0 ws0">zasoby transportu kolejowego zarządzane przez sp<span class="_ _1"></span>ółkę Olavion. <span class="ff6"> </span></div><div class="t m0 x1 hf y1c0 ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>jest <span class="_ _9"></span>trzecim graczem <span class="_ _1"></span>na <span class="_ _1"></span>rynku <span class="_ _1"></span>magazynowania <span class="_ _1"></span>paliw, d<span class="_ _1"></span>rugim <span class="_ _1"></span>graczem <span class="_ _1"></span>na <span class="_ _1"></span>rynku <span class="_ _9"></span>sprz<span class="_ _0"></span>edaży <span class="_ _1"></span>asfaltów ora<span class="_ _1"></span>z s<span class="_ _1"></span>tała si<span class="_ _1"></span>ę <span class="_ _1"></span>niezależnym </div><div class="t m0 x1 hf y190 ff7 fs4 fc2 sc0 ls0 ws0">operatorem logistycznym paliw w <span class="_ _0"></span>oparciu o własną infrastrukturę. Obecnie posiada 9 <span class="_ _0"></span>terminali paliw <span class="_ _0"></span>o łącznej bieżącej <span class="_ _0"></span>poje<span class="_ _0"></span>mności 376 tys. </div><div class="t m0 x1 hf y1c1 ff6 fs4 fc2 sc0 ls0 ws0">m</div><div class="t m0 x45 h36 y1c2 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x48 hf y1c1 ff6 fs4 fc2 sc0 ls0 ws0"> oraz jest producentem asfaltów modyfikowanych. </div><div class="t m0 x1 hf y1c3 ff6 fs4 fc2 sc0 ls0 ws0">Strategia <span class="_ _9"></span>na lata <span class="_ _9"></span>2024<span class="ff7">–2028 <span class="_ _1"></span>zakłada <span class="_ _9"></span>intensywny <span class="_ _1"></span>rozwój <span class="_ _1"></span>na <span class="_ _9"></span>rynkach <span class="_ _9"></span>z<span class="_ _0"></span>agranicznych, <span class="_ _9"></span>traktując Ukrai<span class="_ _1"></span>nę <span class="_ _9"></span>jako<span class="_ _0"></span> <span class="_ _1"></span>jeden <span class="_ _9"></span>z <span class="_ _1"></span>priorytetowych <span class="_ _9"></span>i klu<span class="_ _1"></span>czowych </span></div><div class="t m0 x1 hf y1c4 ff6 fs4 fc2 sc0 ls0 ws0">kierunków inwestycyjnych. <span class="ff7">Grupa dąży do osiągnięcia 20</span>-<span class="ff7">procentowego udziału w sprzedaży paliw na pozostałych rynkach sąs<span class="_ _1"></span>iadujących<span class="ff6 lsb">. <span class="ls0"> </span></span></span></div><div class="t m0 x1 hf y1c5 ff7 fs4 fc2 sc0 ls0 ws0">Nowa <span class="_ _0"></span>strategia Grupy <span class="_ _0"></span>opiera s<span class="_ _0"></span>ię <span class="_ _0"></span>na dwutoro<span class="_ _0"></span>wym <span class="_ _0"></span>rozwoju: <span class="_ _0"></span>utrzymaniu efektywności w<span class="_ _0"></span> <span class="_ _0"></span>biznesie paliwowym <span class="_ _0"></span>oraz <span class="_ _0"></span>intensywnej transfor<span class="_ _3"></span><span class="ff6">macji </span></div><div class="t m0 x1 hf y1c6 ff6 fs4 fc2 sc0 ls0 ws0">energetycznej. Do 2028 roku UNIMOT <span class="ff7">zamierza zainwestować oko<span class="_ _1"></span>ło 700 mln zł w zielone moce wytwórcze, d<span class="_ _1"></span>ążąc do neutralności węglowej </span></div><div class="t m0 x1 hf y1c7 ff7 fs4 fc2 sc0 ls0 ws0">do <span class="_ _3"></span>2050 <span class="_ _4"></span>roku. <span class="_ _4"></span>Istotnym <span class="_ _4"></span>elementem <span class="_ _4"></span>jest <span class="_ _3"></span>zw<span class="_ _0"></span>iększanie <span class="_ _3"></span>udziału <span class="_ _4"></span>niskoemisyjnych <span class="_ _4"></span>biokomponentów <span class="_ _3"></span>H<span class="_ _0"></span>VO <span class="_ _4"></span>oraz <span class="_ _4"></span>paliw <span class="_ _3"></span>lotniczych <span class="_ _4"></span>SAF <span class="_ _3"></span>w <span class="_ _4"></span>ofer<span class="_ _3"></span><span class="ff6">cie </span></div><div class="t m0 x1 hf y1c8 ff7 fs4 fc2 sc0 ls0 ws0">sprzedażowej. Grupa modernizuj<span class="_ _0"></span>e rów<span class="_ _0"></span>nież aktywa ciepłownicze <span class="_ _0"></span>RCEkoenergia w celu <span class="_ _0"></span>ich <span class="_ _0"></span>dekarbonizacji i <span class="_ _0"></span>dostosowania do <span class="_ _0"></span>rygo<span class="_ _0"></span><span class="ff6">rystyc<span class="_ _0"></span>znych </span></div><div class="t m0 x1 hf y1c9 ff7 fs4 fc2 sc0 ls0 ws0">wymogów środowiskowych. <span class="ff6"> </span></div><div class="t m0 x1 hf y1ca ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yaf ff8 fs4 fcb sc0 ls0 ws0">DANE JEDNOSTKI DOMINUJĄCEJ  <span class="ff5"> </span></div><div class="t m0 x1 hf y1cb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y96 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Spółka Akcyjna („UNIMOT”, „Spółka”, „Jednostka Dominująca”) z sie<span class="_ _1"></span>dzibą w Zawadzkiem, przy ul<span class="_ _1"></span>. Świerklańskiej 2A, jest Jedn<span class="_ _1"></span>ostką </div><div class="t m0 x1 hf y1cc ff7 fs4 fc2 sc0 ls0 ws0">Dominującą w Grupie Kapitałowej UNIMOT („Grupa Kapitałowa&quot;, „<span class="ff6">Grupa&quot;).  </span></div><div class="t m0 x1 hf y1cd ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _4"></span>z<span class="_ _0"></span>ostała <span class="_ _5"></span>wpisana <span class="_ _4"></span>29 <span class="_ _5"> </span>marca <span class="_ _5"> </span>2011 <span class="_ _5"> </span>r. <span class="_ _5"> </span>do <span class="_ _5"></span>Rejestru <span class="_ _5"></span>Przedsiębiorców<span class="_ _0"></span> <span class="_ _5"></span>Sądu <span class="_ _4"></span>Rejonowego <span class="_ _5"> </span>w <span class="_ _5"> </span>Opolu <span class="_ _5"></span>VIII <span class="_ _5"></span>Wydział <span class="_ _5"></span>Gospodarczy <span class="_ _5"></span>Krajoweg<span class="_ _3"></span><span class="ff6 ls11">o </span></div><div class="t m0 x1 hf y72 ff7 fs4 fc2 sc0 ls0 ws0">Rejestru Sądowego pod numerem KRS: 0000382244. <span class="ff6"> </span></div><div class="t m0 x1 hf y1ce ff7 fs4 fc2 sc0 ls0 ws0">Spółka posiada numer identyfikacyjny REGON: 160384226 oraz NIP: 7561967341.<span class="ff6"> </span></div><div class="t m0 x1 hf y1cf ff7 fs4 fc2 sc0 ls0 ws0">Akcje UNIMOT S.A. od 7 marca 2017 r. notowane są na Gie<span class="_ _1"></span>łdzie Papierów Wartościowych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1d0 ff7 fs4 fc2 sc0 ls0 ws0">Podstawowym  przedmiote<span class="_ _1"></span>m  d<span class="_ _1"></span>ziałalności  <span class="ff6">UNIMOT <span class="_ _14"> </span></span>jest  kontrolowani<span class="_ _1"></span>e <span class="_ _14"> </span>i  zarządzanie <span class="_ _14"> </span>innymi  spółkami <span class="_ _14"> </span>lub  p<span class="_ _1"></span>rzedsiębiorstwami <span class="_ _14"> </span>w  branży </div><div class="t m0 x1 hf y1d1 ff7 fs4 fc2 sc0 ls0 ws0">paliwowej i <span class="_ _0"></span>energetycznej <span class="_ _0"></span>oraz <span class="_ _0"></span>branżach pokrewnych, <span class="_ _0"></span>planowanie <span class="_ _0"></span>strategiczne i <span class="_ _0"></span>organizacyjne <span class="_ _0"></span>oraz <span class="_ _0"></span>procesy <span class="_ _0"></span>podejmowania <span class="_ _0"></span>decyzji<span class="_ _3"></span>, a <span class="_ _0"></span>także </div><div class="t m0 x1 hf y1d2 ff7 fs4 fc2 sc0 ls0 ws0">prowadzenie działalności handlowej w ramach stacji paliw pod marką AVIA oraz obrót gazem ziemnym.<span class="ff6"> </span></div><div class="t m0 x1 hf y1d3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y1d4 ff5 fs5 fc5 sc0 ls12 ws0">1.1.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">ZESTAWIENIE ISTOTNYC<span class="_ _1"></span>H <span class="ff8">WYDARZEŃ</span> W 2025 ROKU WRAZ Z OPISEM ISTOTNYCH </span></span></div><div class="t m0 x49 hd y1d5 ff8 fs5 fc5 sc0 ls0 ws0">DOKONAŃ LUB NIEPOWODZEŃ GRUPY KAPITAŁOWEJ  <span class="ff5"> </span></div><div class="t m0 x1 hf y1d6 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1d7 w18 h37"><div class="t m0 x4a h16 y1d8 ff8 fs4 fc2 sc0 ls0 ws0">Pierwszy MOP pod marką AVIA <span class="ff5"> </span></div></div><div class="c x4b y1d7 w19 h37"><div class="t m0 x4a hf y1d9 ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT, właściciel stacji AVIA w Polsce i Ukrainie<span class="_ _1"></span>, w lutym 2025 r. otworzyła </div><div class="t m0 x4a hf y1da ff7 fs4 fc2 sc0 ls0 ws0">swoją pierwszą stację w Miejscu Obsługi Podróżnych (MOP). To kolejny krok w </div><div class="t m0 x4a hf y1d8 ff6 fs4 fc2 sc0 ls0 ws0">rozwoju marki, która liczy <span class="ls7">14</span>7 <span class="ff7">obiektów w Polsce. Nowy punkt, działający w modelu </span></div><div class="t m0 x4a hf y19e ff7 fs4 fc2 sc0 ls0 ws0">franczyzowym, znajduje się w miejscowości Moczydło, przy drodze e<span class="_ _1"></span>kspresowej S7.<span class="ff6"> <span class="_ _0"></span> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1db w18 h38"><div class="t m0 x4a h16 y1dc ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie realizacji projektu w obszarze </div><div class="t m0 x4a h16 y1dd ff5 fs4 fc2 sc0 ls0 ws0">wydobycia gazu ziemnego </div></div><div class="c x4b y1db w19 h38"><div class="t m0 x4a hf y1de ff7 fs4 fc2 sc0 ls0 ws0">17 marca 2025 roku Zarząd UNIMOT poinformował o podjęciu de<span class="_ _1"></span>cyzji dotyczącej </div><div class="t m0 x4a hf y1df ff7 fs4 fc2 sc0 ls0 ws0">rozpoczęcia projektu rozszerzenia działalności Grup<span class="_ _1"></span>y UNIMOT o wydobycie gazu </div><div class="t m0 x4a hf y1e0 ff7 fs4 fc2 sc0 ls0 ws0">ziemnego, poprzedzoną pozytywną oceną Ministra Klimatu<span class="_ _1"></span> i Środowiska dla jednej ze </div><div class="t m0 x4a hf y1dc ff7 fs4 fc2 sc0 ls0 ws0">spółek Grupy. W ramach projektu analizowane będą możliwości pozyskania własnych </div><div class="t m0 x4a hf y1dd ff7 fs4 fc2 sc0 ls0 ws0">złóż w kraju i za granicą, w tym poprzez joint venture<span class="_ _1"></span> lub akwizycję udziałów, a także </div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">zagospodarowanie złóż sczerpanych, również w kontekście<span class="_ _1"></span> uruchomienia magazynów </div><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">gazu lub dwutlenku węgla.<span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf y0 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1e2 w18 h37"><div class="t m0 x4a h16 y1e3 ff8 fs4 fc2 sc0 ls0 ws0">Przedterminowa spłata zobowiązań </div><div class="t m0 x4a h16 y1e4 ff5 fs4 fc2 sc0 ls0 ws0">kredytowych </div></div><div class="c x4b y1e2 w19 h37"><div class="t m0 x4a hf y1e5 ff7 fs4 fc2 sc0 ls0 ws0">21 marca 2025 roku UNIMOT Terminale Sp. z o.o., spółka zależna UNIMOT, dokonała </div><div class="t m0 x4a hf y1e6 ff7 fs4 fc2 sc0 ls0 ws0">przedterminowej spłaty zobowiązań kredytowych w wysokości 221,78 mln zł, </div><div class="t m0 x4a hf y1e7 ff7 fs4 fc2 sc0 ls0 ws0">zaciągniętych w 2022 r. na zakup akcji Lotos Terminale S<span class="_ _1"></span>.A. Decyzja o wcześniejszej </div><div class="t m0 x4a hf y1e8 ff7 fs4 fc2 sc0 ls0 ws0">spłaty zobowiązań k<span class="ff6">redytowych wynika z planowanej zmiany struktury fi<span class="_ _1"></span>nansowania i </span></div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">ma na celu poprawę efektywności finans<span class="_ _1"></span>owej Grupy Emitenta. Jednocześnie spółka </div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c x4b y1e9 w19 h39"><div class="t m0 x4a hf y1ea ff7 fs4 fc2 sc0 ls0 ws0">podjęła działania w zakresie zabezpieczenia nowego fin<span class="_ _1"></span>ansowania operacyjnego, nie </div><div class="t m0 x4a hf y1eb ff7 fs4 fc2 sc0 ls0 ws0">wpływając na politykę dywidendową.<span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1ec w18 h3a"><div class="t m0 x4a h16 y1ed ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT Energia i Gaz uruchomiła platformę </div><div class="t m0 x4a h16 y1d9 ff8 fs4 fc2 sc0 ls0 ws0">zakupową dla branży fotowoltaicznej pod<span class="_ _1"></span> </div><div class="t m0 x4a h16 y1da ff8 fs4 fc2 sc0 ls0 ws0">marką AVIA Solar<span class="ff5"> </span></div><div class="t m0 x4a h16 y1d8 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4b y1ec w19 h3a"><div class="t m0 x4a hf y1ee ff7 fs4 fc2 sc0 ls0 ws0">W marcu 2025 r. UNIMOT Energia i Gaz, spółka działająca w Grupie UNIMOT, </div><div class="t m0 x4a hf y1ef ff7 fs4 fc2 sc0 ls0 ws0">uruchomiła specjalistyczną platformę zakupową dla bran<span class="_ _1"></span>ży fotowoltaicznej pod marką </div><div class="t m0 x4a hf y1ed ff7 fs4 fc2 sc0 ls0 ws0">AVIA Solar. Platforma została stworzona z myślą o firmach zajmujących się </div><div class="t m0 x4a hf y1d9 ff7 fs4 fc2 sc0 ls0 ws0">projektowaniem i montażem <span class="ff6">systemów fotowoltaicznych oraz hurtowniach </span></div><div class="t m0 x4a hf y1da ff7 fs4 fc2 sc0 ls0 ws0">branżowych. Jej celem jest wsparcie klie<span class="_ _1"></span>ntów AVIA Solar w procesach </div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">zaopatrzeniowych, zapewniając szybki i wygodny dostęp do niezbędnych </div><div class="t m0 x4a hf y19e ff6 fs4 fc2 sc0 ls0 ws0">komponentów. </div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y116 w18 h3b"><div class="t m0 x4a h16 y1f0 ff8 fs4 fc2 sc0 ls0 ws0">Zawarcie przez spółki zależne Emitenta dwóch </div><div class="t m0 x4a h16 y1f1 ff5 fs4 fc2 sc0 ls0 ws0">umów limitów kredytowych </div></div><div class="c x4b y116 w19 h3b"><div class="t m0 x4a hf y1f2 ff7 fs4 fc2 sc0 ls0 ws0">3 kwietnia 2025 r. przez spółki zależne Emitenta zostały zawarte dwie umowy limitów </div><div class="t m0 x4a hf y1f3 ff7 fs4 fc2 sc0 ls0 ws0">kredytowych na łączną maksymalną kwotę do 200 mln złotych. Pierwsza umowa </div><div class="t m0 x4a hf y1f4 ff7 fs4 fc2 sc0 ls0 ws0">ramowa odnawialnej linii kredytowej została zawarta z mBank S.A. przez UNIMOT </div><div class="t m0 x4a hf y1f5 ff6 fs4 fc2 sc0 ls0 ws0">Terminale Sp. z o.o. <span class="ff7">oraz UNIMOT Bitumen Sp. z o.o. do łącznej kwoty limitu dla obu </span></div><div class="t m0 x4a hf y1f6 ff7 fs4 fc2 sc0 ls0 ws0">podmiotów do 50 mln złotych na potrzeby działalności operacyjne<span class="_ _1"></span>j. Umowa ta </div><div class="t m0 x4a hf y1f7 ff7 fs4 fc2 sc0 ls0 ws0">zakłada możliwość korzystania z limitu (ważnego w okresie<span class="_ _1"></span> do 15 kwietnia 2026 r.) w </div><div class="t m0 x4a hf y1f8 ff6 fs4 fc2 sc0 ls0 ws0">formie kredytu obrotowego w PLN oraz w formie gwarancji w PLN, EUR lub US<span class="_ _1"></span>D </div><div class="t m0 x4a hf y1f9 ff6 fs4 fc2 sc0 ls0 ws0">(maksymalny termin gwarancji to 15 lipca 2027 r.).  </div><div class="t m0 x4a hf y1fa ff7 fs4 fc2 sc0 ls0 ws0">Druga umowa limitu kredytowego wielocelowego została zawarta z PKO BP S<span class="_ _1"></span>.A. przez </div><div class="t m0 x4a hf y1fb ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT Terminale Sp. z o.o., UNIMOT Bitumen Sp<span class="_ _1"></span>. z o.o. oraz R<span class="_ _0"></span>CEkoene<span class="_ _1"></span>rgia Sp. z o.o. </div><div class="t m0 x4a hf y1fc ff7 fs4 fc2 sc0 ls0 ws0">do łącznej kwoty limitu dla wszystkich podmiotów do 150 mln złotych na potrzeb<span class="_ _1"></span>y </div><div class="t m0 x4a hf y1ee ff7 fs4 fc2 sc0 ls0 ws0">działalności operacyjnej. Umowa stanowi o możliwości korzystania z limitu w formie: </div><div class="t m0 x4a hf y1fd ff7 fs4 fc2 sc0 ls0 ws0">kredytu w rachunku bieżącym, kredytu<span class="_ _1"></span> obrotowego odnawialnego (limity kredytowe </div><div class="t m0 x4a hf y1fe ff7 fs4 fc2 sc0 ls0 ws0">ważne są w okresie do 30 czerwca 2026 r.) oraz gwarancji bankowych, które mogą być </div><div class="t m0 x4a hf y1ff ff6 fs4 fc2 sc0 ls0 ws0">wystawiane w walutach PLN, EUR lub USD (maks<span class="_ _1"></span>ymalny termin gwarancji to 30 </div><div class="t m0 x4a hf y1dd ff7 fs4 fc2 sc0 ls0 ws0">września 2027 r.). Oba kredyty oprocentowane są zmienną stopą procentową i są </div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">zabezpieczone zgodnie ze standardami ryn<span class="_ _1"></span>kowymi oraz mogą być wykorzystane na </div><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">potrzeby operacyjne całej Grupy Kapitałowej Emit<span class="ff6">enta. </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y200 w18 h3c"><div class="t m0 x4a h16 y201 ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT powołał Radę Doradców </div><div class="t m0 x4a h16 y202 ff5 fs4 fc2 sc0 ls0 ws0">Strategicznych </div><div class="t m0 x4a h16 y203 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4b y200 w19 h3c"><div class="t m0 x4a hf y204 ff7 fs4 fc2 sc0 ls0 ws0">14 kwietnia 2025 r. UNIMOT oficjalnie zainaugurował działalność Rady Doradców </div><div class="t m0 x4a hf y205 ff7 fs4 fc2 sc0 ls0 ws0">Strategicznych. Na czele nowego gremium stanął Andreas Golombek, przewodni<span class="_ _1"></span>czący </div><div class="t m0 x4a hf y206 ff7 fs4 fc2 sc0 ls0 ws0">Rady Nadzorczej UNIMOT, a w jego skład weszli międ<span class="_ _1"></span>zynarodowi eksperci: dr Mark </div><div class="t m0 x4a hf y201 ff6 fs4 fc2 sc0 ls0 ws0">Brzezinski, prof. J<span class="ff7">im Mazurkiewicz, prof. Bogusław Pacek, prof. Karl Rose i Isaac </span></div><div class="t m0 x4a hf y202 ff7 fs4 fc2 sc0 ls0 ws0">Querub. Powołanie Rady Doradców Strategicznych umacnia kompetencje<span class="_ _1"></span> Grupy </div><div class="t m0 x4a hf y203 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT w obliczu rosnącego znaczenia geopolityki, globalnych wyzwań sektora </div><div class="t m0 x4a hf y1d8 ff6 fs4 fc2 sc0 ls0 ws0">energetycznego oraz dynamicznych zmian gospodarczych. Inicjatorem powstania </div><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">Rady Doradców Strategicznych jest dr Adam Sikorski, prezes zarządu U<span class="ff6">NIMOT. </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y207 w18 h3d"><div class="t m0 x4a h16 y208 ff5 fs4 fc2 sc0 ls0 ws0">Finalizacja i rozliczenie transakcji nabycia </div><div class="t m0 x4a h16 y209 ff8 fs4 fc2 sc0 ls0 ws0">udziałów w spółce Olavion Sp. z o.o.<span class="ff5"> </span></div></div><div class="c x4b y207 w19 h3d"><div class="t m0 x4a hf y20a ff7 fs4 fc2 sc0 ls0 ws0">25 kwietnia 2025 r. UNIMOT zawarł z siedmioma członkami kadry men<span class="_ _1"></span>adżerskiej </div><div class="t m0 x4a hf y1ee ff7 fs4 fc2 sc0 ls0 ws0">spółki zależnej –<span class="ff6"> </span>Olavion Sp. z o.o. umowy, na mocy których Emitent nabył 10% </div><div class="t m0 x4a hf y1ef ff7 fs4 fc2 sc0 ls0 ws0">udziałów w Olavion. Po zawarciu umowy UNIMOT posiada 100% udziałów w Olavion.<span class="ff6"> </span></div><div class="t m0 x4a hf y1ed ff7 fs4 fc2 sc0 ls0 ws0">Dodatkowo, Emitent dokonał ostatecznego rozliczenia trans<span class="_ _1"></span>akcji nabycia pakietu 90% </div><div class="t m0 x4a hf y1d9 ff7 fs4 fc2 sc0 ls0 ws0">udziałów w Olavion. Rozlicznie to nastąpiło w ramach mechanizmu „earn<span class="ff6">-</span>out”.<span class="ff6"> </span></div><div class="t m0 x4a hf y1da ff7 fs4 fc2 sc0 ls0 ws0">Łączna kwota nabycia 10% udziałów od kadry menadżerskiej i wypłata z tytułu „earn<span class="ff6">-</span></div><div class="t m0 x4a hf y20b ff7 fs4 fc2 sc0 ls0 ws0">out” wyniosła 24,6 mln złotych. Łączne ostateczne zaangażowanie Emiten<span class="_ _1"></span>ta w nabycie </div><div class="t m0 x4a hf y19e ff7 fs4 fc2 sc0 ls0 ws0">100% udziałów w Olavion wyniosło 48,8 mln złotych.<span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y20c w18 h3e"><div class="t m0 x4a h16 y20d ff8 fs4 fc2 sc0 ls0 ws0">UNIMOT zrealizował pierwszą w Polsce </div><div class="t m0 x4a h16 y20e ff8 fs4 fc2 sc0 ls0 ws0">dostawę paliwa lotniczego SAF<span class="ff5"> </span></div><div class="t m0 x4a h16 y20f ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4b y20c w19 h3e"><div class="t m0 x4a hf y210 ff7 fs4 fc2 sc0 ls0 ws0">24 kwietnia 2025 roku UNIMOT Aviation, spółka należąca do Gru<span class="_ _1"></span>py UNIMOT, </div><div class="t m0 x4a hf y211 ff7 fs4 fc2 sc0 ls0 ws0">zrealizowała pierwszą w Polsce fizyczną dostawę zrównoważonego paliwa lotniczeg<span class="_ _1"></span>o </div><div class="t m0 x4a hf y1de ff7 fs4 fc2 sc0 ls0 ws0">SAF (Sustainable Aviation Fuel) na polskie lotnisko. Paliwo zostało dostar<span class="_ _1"></span>czone do </div><div class="t m0 x4a hf y1df ff7 fs4 fc2 sc0 ls0 ws0">Międzynarodowego Por<span class="ff6">tu Lotniczego Katowice w Pyrzowicach, co stan<span class="_ _1"></span>owi istotny </span></div><div class="t m0 x4a hf y1e0 ff7 fs4 fc2 sc0 ls0 ws0">krok w kierunku dekarbonizacji transportu lotniczego w Polsce. Jest to również </div><div class="t m0 x4a hf y1ff ff7 fs4 fc2 sc0 ls0 ws0">wyraźny dowód na gotowość spółki do świadczenia komple<span class="_ _1"></span>ksowych usług w nowym </div><div class="t m0 x4a hf y1dd ff6 fs4 fc2 sc0 ls0 ws0">otoczeniu regulacyjnym, które od 2025 roku w<span class="ff7">ymaga stosowania paliwa SAF w ilości </span></div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">co najmniej 2% całkowitej masy paliwa lotniczego na lotni<span class="_ _1"></span>skach spełniających </div><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">definicję unijnego portu lotniczego.<span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y212 w18 h3f"><div class="t m0 x4a h16 y1e3 ff5 fs4 fc2 sc0 ls0 ws0">UNIMOT dostarcza biopaliwo<span class="_ _1"></span> HVO100 dla </div><div class="t m0 x4a h16 y213 ff5 fs4 fc2 sc0 ls0 ws0">Rohlig SUUS Logistics do transportu </div><div class="t m0 x4a h16 y214 ff5 fs4 fc2 sc0 ls0 ws0">drogowego </div></div><div class="c x4b y212 w19 h3f"><div class="t m0 x4a hf y215 ff6 fs4 fc2 sc0 ls13 ws0">UN<span class="ls0">IMOT <span class="ff7">nawiązał współpracę z Rohlig</span> <span class="ff7">SUUS Logistics, największym polskim </span></span></div><div class="t m0 x4a hf y1e7 ff6 fs4 fc2 sc0 ls0 ws0">operatorem logistycznym, w zakresie dostaw paliwa HVO100 do trans<span class="_ _1"></span>portu </div><div class="t m0 x4a hf y216 ff6 fs4 fc2 sc0 ls0 ws0">drogowego. Celem partnerstwa jest wspieranie strategii<span class="_ _1"></span> dekarbonizacji SUUSa oraz </div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">wdrażanie niskoemisyjnych rozwiązań w sektorze logistycznym. Przep<span class="_ _1"></span>r<span class="ff6">ow<span class="_ _0"></span>adzony </span></div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">15<span class="ls0"> </span></div></div><div class="c x4b y1e9 w19 h39"><div class="t m0 x4a hf y1ea ff7 fs4 fc2 sc0 ls0 ws0">pilotaż potwierdził efektywność zastosowania biopaliwa HVO100, wykazując znaczną </div><div class="t m0 x4a hf y1eb ff7 fs4 fc2 sc0 ls0 ws0">redukcję emisji CO₂. Współpraca ruszyła w maju 2025 r. <span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y217 w18 h40"><div class="t m0 x4a h16 y1da ff5 fs4 fc2 sc0 ls0 ws0">UNIMOT na 41. miejscu Listy 500 </div><div class="t m0 x4a h16 y20b ff8 fs4 fc2 sc0 ls0 ws0">„Rzeczpospolitej”<span class="ff5"> </span></div></div><div class="c x4b y217 w19 h40"><div class="t m0 x4a hf y1ed ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT zajęła 41. miejsce w tegorocznej edycji Listy 500 dzien<span class="_ _1"></span>nika </div><div class="t m0 x4a hf y1d9 ff7 fs4 fc2 sc0 ls0 ws0">„Rzeczpospolita” –<span class="ff6"> </span>prestiżowego zestawienia n<span class="_ _1"></span>ajwiększych przedsiębiorstw w Polsce, </div><div class="t m0 x4a hf y1da ff7 fs4 fc2 sc0 ls0 ws0">klasyfikowanych według wysokości przychodów ze sprzedaży. Awans z 46. miejs<span class="_ _1"></span>ca </div><div class="t m0 x4a hf y20b ff7 fs4 fc2 sc0 ls0 ws0">potwierdza skuteczność<span class="ff6"> konsekwentnie realizowanej strateg<span class="_ _1"></span>ii biznesowej oraz wzrost </span></div><div class="t m0 x4a hf y19e ff7 fs4 fc2 sc0 ls0 ws0">skali działalności Grupy.<span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y218 w18 h41"><div class="t m0 x4a h16 y1da ff5 fs4 fc2 sc0 ls0 ws0">Podwójny sukces Grupy UNIMOT w </div><div class="t m0 x4a h16 y1d8 ff8 fs4 fc2 sc0 ls0 ws0">„Rankingu ESG. Odpowiedzialn<span class="_ _1"></span>e Zarządzanie”<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x4b y218 w19 h41"><div class="t m0 x4a hf y1ed ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT została podwójnie wyróżniona w tegorocznej edycji pres<span class="_ _1"></span>tiżowego </div><div class="t m0 x4a hf y1ff ff7 fs4 fc2 sc0 ls0 ws0">„Rankingu ESG. Odpowiedzialne Zarządzanie”<span class="_ _1"></span>, organizowanego przez Kozminski </div><div class="t m0 x4a hf y1da ff7 fs4 fc2 sc0 ls0 ws0">Business Hub w Akademii Leona Koźmińskiego. Sp<span class="_ _1"></span>ółka zajęła 2. miejsce w kategorii </div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">branżowej „Transport, logistyka, usługi” oraz uplasowała się na 3. pozycji w </div><div class="t m0 x4a hf y19e ff6 fs4 fc2 sc0 ls0 ws0">klasyfikacji liderów poszczególnych obszarów ESG <span class="ff7">–</span> <span class="ff7">w kategorii „Ład korporacyjny”.</span> </div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y135 w18 h42"><div class="t m0 x4a h16 y219 ff8 fs4 fc2 sc0 ls0 ws0">Połączenie spółek zależnych TRADEA Sp<span class="_ _1"></span>. z o.o. </div><div class="t m0 x4a h16 y21a ff5 fs4 fc2 sc0 ls0 ws0">i UNIMOT Energia i Gaz Sp. z o.o. oraz </div><div class="t m0 x4a h16 y21b ff8 fs4 fc2 sc0 ls0 ws0">podwyższenie kapitału zakładowego<span class="ff5"> </span></div></div><div class="c x4b y135 w19 h42"><div class="t m0 x4a hf y1e0 ff7 fs4 fc2 sc0 ls0 ws0">1 lipca 2025 r. doszło do połączenia spółek w 100% zależnych od UNIMOT, tj. TRADEA </div><div class="t m0 x4a hf y1dc ff7 fs4 fc2 sc0 ls0 ws0">Sp. z o.o. (spółka przejmowana) z UNIMOT Energia i Gaz Sp. z o.o. (spółka </div><div class="t m0 x4a hf y21c ff7 fs4 fc2 sc0 ls0 ws0">przejmująca), poprzez przeniesienie całego majątku sp<span class="_ _1"></span>ółki przejmowanej na spółkę </div><div class="t m0 x4a hf y21d ff7 fs4 fc2 sc0 ls0 ws0">przejmującą. W następstwie połączenia, 1 lipca 2025 r. kapitał zakładowy spółki </div><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Energia i Gaz Sp. z o.o. został podwyższony z 21.678.000 zł do 23<span class="ff6"> <span class="ls7">928</span> </span>000 zł.<span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y21e w18 h43"><div class="t m0 x4a h16 y21f ff8 fs4 fc2 sc0 ls0 ws0">Zawarcie przez Emitenta i spółki zależne </div><div class="t m0 x4a h16 y220 ff5 fs4 fc2 sc0 ls0 ws0">Emitenta dwóch umów limitów kredytowych </div></div><div class="c x4b y21e w19 h43"><div class="t m0 x4a hf y221 ff7 fs4 fc2 sc0 ls0 ws0">4 lipca 2025 r. Emitent i spółki zależne zawarły z PEKAO S.A. dwie umowy limitów </div><div class="t m0 x4a hf y222 ff7 fs4 fc2 sc0 ls0 ws0">kredytowych na łączną kwotę do 260 mln zł na potrzeby działaln<span class="_ _1"></span>ości operacyjnej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y223 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">Umowa 1 <span class="ff7">–</span> <span class="ff7">z udziałem UNIMOT Terminale sp. z o.o., UNIMOT Bitumen sp. z o.o. </span></span></span></div><div class="t m0 x4c hf y224 ff7 fs4 fc2 sc0 ls0 ws0">i RCEkoenergia Sp. z o.o., limit do 220 mln zł, ważny do 3 lipca 2027 r., w formie </div><div class="t m0 x4c hf y225 ff7 fs4 fc2 sc0 ls0 ws0">kredytu w rachunku bieżącym, kredytu<span class="_ _1"></span> obrotowego i gwarancji (do 3 </div><div class="t m0 x4c hf y226 ff7 fs4 fc2 sc0 ls0 ws0">października 2028 r.).<span class="ff6"> </span></div><div class="t m0 x4a hf y1d8 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">Umowa 2 <span class="ff7">–</span> <span class="ff7">zawarta przez Emitenta, limit do 40 mln zł w formie kredytu<span class="_ _1"></span> w </span></span></span></div><div class="t m0 x4c hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">rachunku bieżącym, ważny do 3 lipca 2027 r.<span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y227 w18 h44"><div class="t m0 x4a h16 y228 ff8 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie współpracy w zakresie </div><div class="t m0 x4a h16 y229 ff8 fs4 fc2 sc0 ls0 ws0">działalności w sektorze obronnym<span class="ff5"> </span></div></div><div class="c x4b y227 w19 h44"><div class="t m0 x4a hf y22a ff7 fs4 fc2 sc0 ls0 ws0">24 lipca 2025 r. UNIMOT podjął działania inicjujące współpracę z PZL Sędzis<span class="_ _1"></span>zów S.A. i </div><div class="t m0 x4a hf y22b ff7 fs4 fc2 sc0 ls0 ws0">jej spółką zależną PZL Defence S.A. w zakresie działalności w se<span class="_ _1"></span>ktorze obronnym.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y22c ff7 fs4 fc2 sc0 ls0 ws0">W wyniku podjętych działań zostało uzgodnione, że Emitent i PZL Sęd<span class="_ _1"></span>ziszów rozważą </div><div class="t m0 x4a hf y22d ff7 fs4 fc2 sc0 ls0 ws0">rozpoczęcie współpracy realizowanej p<span class="_ _1"></span>oprzez spółkę PZL Defence w zakresie:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y22e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">projektowania, rozwoju i produkcji bezzałogowych systemów powietr<span class="_ _1"></span>znych </span></span></div><div class="t m0 x4c hf y22f ff6 fs4 fc2 sc0 ls0 ws0">(UAV) na potrzeby rynku cywilnego i <span class="ff7">–</span> po uzyskaniu stosownych koncesji <span class="ff7">–</span> </div><div class="t m0 x4c hf y230 ff7 fs4 fc2 sc0 ls0 ws0">również dla sektora obronnego,<span class="ff6"> </span></div><div class="t m0 x4a hf y231 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">utworzenia centrum badawczo-<span class="ff7">rozwojowego, którego celem będzie </span></span></span></div><div class="t m0 x4c hf y232 ff7 fs4 fc2 sc0 ls0 ws0">projektowanie i testowanie rozwiązań w obszarach: bezzałogowych syste<span class="_ _1"></span>mów </div><div class="t m0 x4c hf y233 ff6 fs4 fc2 sc0 ls0 ws0">powietrznych i systemów antydronowych, </div><div class="t m0 x4a hf y234 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">powołania zespołu roboczego.<span class="ff6"> </span></span></span></div><div class="t m0 x4a hf y235 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf y236 ff7 fs4 fc2 sc0 ls0 ws0">PZL Defence oraz Wojskowy Instytut Techniczny Uzbrojenia (WITU) podp<span class="_ _1"></span>isały umowę </div><div class="t m0 x4a hf y237 ff7 fs4 fc2 sc0 ls0 ws0">o wspólnym przedsięwzięciu naukowo<span class="ff6">-</span>technicznym. Celem współpracy jest </div><div class="t m0 x4a hf y238 ff7 fs4 fc2 sc0 ls0 ws0">opracowanie i komercjalizacja nowej generacji Be<span class="_ _1"></span>zzałogowych Systemów </div><div class="t m0 x4a hf y239 ff7 fs4 fc2 sc0 ls0 ws0">Powietrznych (BSP). Partnerstwo zakłada integrację najnowocześniejszych technologii </div><div class="t m0 x4a hf y23a ff7 fs4 fc2 sc0 ls0 ws0">opracowanych przez WITU, w tym głowic bojowych, z zaawansowanymi p<span class="_ _1"></span>latformami </div><div class="t m0 x4a hf y23b ff7 fs4 fc2 sc0 ls0 ws0">bezzałogowymi rozwijanymi przez PZL Defence. Projekt obejmuje zarówno prace </div><div class="t m0 x4a hf y23c ff7 fs4 fc2 sc0 ls0 ws0">rozwojowe, jak i przygotowanie do wdrożenia systemów na rynek. Strony będą </div><div class="t m0 x4a hf y23d ff7 fs4 fc2 sc0 ls0 ws0">współdziałać w zakresie integracji komponen<span class="_ _1"></span>tów, testów oraz opracowania </div><div class="t m0 x4a hf y23e ff6 fs4 fc2 sc0 ls0 ws0">dokumentacji technicznej.  </div><div class="t m0 x4a hf y23f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf y240 ff6 fs4 fc2 sc0 ls0 ws0">Ponadto, PZL Defence oraz Wojskowy Instytut Techniki Pancernej i Samochodowej </div><div class="t m0 x4a hf y241 ff7 fs4 fc2 sc0 ls0 ws0">(WITPiS) rozpoczęły współpracę, która ma wzmocnić polską myśl te<span class="_ _1"></span>chnologiczną w </div><div class="t m0 x4a hf y242 ff7 fs4 fc2 sc0 ls0 ws0">sektorze obronnym. Partnerstwo koncentru<span class="_ _1"></span>je się na tworzeniu i wdrażaniu </div><div class="t m0 x4a hf y243 ff7 fs4 fc2 sc0 ls0 ws0">innowacyjnych rozwiązań, w tym nowoczesnych b<span class="_ _1"></span>ezzało<span class="_ _0"></span>gowych pojazdów </div><div class="t m0 x4a hf y244 ff7 fs4 fc2 sc0 ls0 ws0">naziemnych (UGV), a także na wymianie wiedzy oraz doświadczeń między nauką a </div><div class="t m0 x4a hf y245 ff7 fs4 fc2 sc0 ls0 ws0">przemysłem. Współpraca obejmuje także wykorzystanie zaplecza badawczego WITPiS </div><div class="t m0 x4a hf y1e5 ff6 fs4 fc2 sc0 ls0 ws0">do wsparcia PZL Defence w procesie testowania i certyfikacji p<span class="_ _1"></span>ojazdów </div><div class="t m0 x4a hf y215 ff6 fs4 fc2 sc0 ls0 ws0">przeznaczo<span class="ff7">nych dla Sił Zbrojnych RP. Instytut wniesie swoje doświadczenie w </span></div><div class="t m0 x4a hf y1e7 ff7 fs4 fc2 sc0 ls0 ws0">prowadzeniu badań jakościowych i niezawodnościowych, gwarantując, że rozwijane </div><div class="t m0 x4a hf y19e ff7 fs4 fc2 sc0 ls0 ws0">rozwiązania spełnią najwyższe wymagania wojska.<span class="ff6"> </span></div><div class="t m0 x14 hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x14 y59 w17 h20" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">16<span class="ls0"> </span></div></div><div class="c x1 y1e9 w18 h39"><div class="t m0 x4a h16 y246 ff8 fs4 fc2 sc0 ls0 ws0">Włączenie do eksploatacji nowego taboru </div><div class="t m0 x4a h16 y247 ff5 fs4 fc2 sc0 ls0 ws0">Olavion Sp. z o.o. </div></div><div class="c x4b y1e9 w19 h39"><div class="t m0 x4a hf y1ea ff7 fs4 fc2 sc0 ls0 ws0">W lipcu 2025 r. pozyskano w ramach leasingu i włączono do eksploatacji  kolejne d<span class="_ _1"></span>wie </div><div class="t m0 x4a hf y1eb ff6 fs4 fc2 sc0 ls0 ws0">lokomotywy Dragon. </div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y248 w18 h45"><div class="t m0 x4a h16 y249 ff8 fs4 fc2 sc0 ls0 ws0">Nawiązanie współpracy z siecią Żabka na </div><div class="t m0 x4a h16 y208 ff5 fs4 fc2 sc0 ls0 ws0">stacjach paliw Avia </div></div><div class="c x4b y248 w19 h45"><div class="t m0 x4a hf y1fa ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT będąca właścicielem sie<span class="_ _1"></span>ci stacji paliw AVIA w Polsce nawiązała </div><div class="t m0 x4a hf y1fb ff7 fs4 fc2 sc0 ls0 ws0">współpracę z Żabka Polska –<span class="ff6"> liderem segmentu <span class="ffa">convenience</span>. Efektem partnerstwa </span></div><div class="t m0 x4a hf y1fc ff7 fs4 fc2 sc0 ls0 ws0">jest uruchomienie czterech sklepów Żabka na stacjach AVIA. Pierwsze<span class="_ _1"></span> lokalizacje w </div><div class="t m0 x4a hf y1ee ff7 fs4 fc2 sc0 ls0 ws0">Poznaniu (ul. Grunwaldzka i Mieszka I) zostały otwarte pod koniec sierpnia, a kolejne<span class="_ _1"></span> </div><div class="t m0 x4a hf y1fd ff7 fs4 fc2 sc0 ls0 ws0">–<span class="ff6"> </span>w Bełchatowie i Zakopanem zostaną otwarte we wrześn<span class="_ _1"></span>iu br.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y1fe ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf y1ff ff7 fs4 fc2 sc0 ls0 ws0">Wspólny projekt to połączenie wysokiej jakości oferty pali<span class="_ _1"></span>wowej AVIA z szerokim </div><div class="t m0 x4a hf y1dd ff7 fs4 fc2 sc0 ls0 ws0">asortymentem sklepów Żabka, obejmującym szybkie<span class="_ _1"></span> zakupy, kawę i świeże przekąski. </div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">Dzięki temu kierowcy zyskają większą wygodę i możliwość realizacji wiel<span class="_ _1"></span>u potrzeb w </div><div class="t m0 x4a hf y1e1 ff6 fs4 fc2 sc0 ls0 ws0">jednym miejscu. </div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y24a w18 h46"><div class="t m0 x4a h16 y1e0 ff5 fs4 fc2 sc0 ls0 ws0">Nabycie przez UNIMOT Energia i Gaz </div><div class="t m0 x4a h16 y1dc ff8 fs4 fc2 sc0 ls0 ws0">większościowego pakietu udziałów w spółce </div><div class="t m0 x4a h16 y21c ff5 fs4 fc2 sc0 ls0 ws0">ValueImpex Sp. z o.o.  (obecnie UNIMOT </div><div class="t m0 x4a h16 y21d ff8 fs4 fc2 sc0 ls0 ws0">Construction Sp. z o.o.) oraz przejęcie kon<span class="_ _1"></span>troli </div><div class="t m0 x4a h16 y1e1 ff8 fs4 fc2 sc0 ls0 ws0">nad spółką Visolar GmbH<span class="ff5"> </span></div></div><div class="c x4b y24a w19 h46"><div class="t m0 x4a hf y1df ff7 fs4 fc2 sc0 ls0 ws0">W dniu 10 lipca 2025 r. UNIMOT Energia i G<span class="_ _1"></span>az Sp. z o.o. (<span class="_ _0"></span>spółka zależna w 100% od </div><div class="t m0 x4a hf y1e0 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT S.A.) nabyła 101 udziałów, stanowiących 50,5% kapitału zakładowego w </div><div class="t m0 x4a hf y1dc ff7 fs4 fc2 sc0 ls0 ws0">spółce ValueImpex Sp. z o.o. (obecnie UNIMOT Construction sp. z o.o.) za cenę równą </div><div class="t m0 x4a hf y21c ff7 fs4 fc2 sc0 ls0 ws0">wartości nominalnej, tj. 5 050 złotych. UNIMOT Construction prowadzi działalność w </div><div class="t m0 x4a hf y21d ff7 fs4 fc2 sc0 ls0 ws0">obszarze odnawialnych źródeł energii. Wraz z<span class="ff6"> </span>osiągnieciem kontroli nad spółką </div><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">nabyto spółkę Visolar GmBH, w której Valueimpex posiada 100% udziału w kapitale.<span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y24b w18 h3d"><div class="t m0 x4a h16 y208 ff8 fs4 fc2 sc0 ls0 ws0">Program dla franczyzobiorców „Wspólny kurs </div><div class="t m0 x4a h16 y20f ff8 fs4 fc2 sc0 ls0 ws0">z UNIMOT”<span class="ff5"> </span></div></div><div class="c x4b y24b w19 h3d"><div class="t m0 x4a hf y1fc ff7 fs4 fc2 sc0 ls0 ws0">Program „Wspólny kurs z UNIMOT” umożliwi<span class="ff6">a wybranym franczyzobiorcom </span></div><div class="t m0 x4a hf y24c ff7 fs4 fc2 sc0 ls0 ws0">prowadzącym stacje paliw w sieci AVIA nabycie<span class="_ _1"></span> akcji UNIMOT S.A., dając im tym </div><div class="t m0 x4a hf y1fd ff7 fs4 fc2 sc0 ls0 ws0">samym możliwość funkcjonowania w całym ekosystemie biznes<span class="_ _1"></span>owym Grupy. Dzięki </div><div class="t m0 x4a hf y1fe ff6 fs4 fc2 sc0 ls0 ws0">temu partnerzy zyskali n<span class="ff7">ie tylko status akcjonariuszy, lecz również możliwość </span></div><div class="t m0 x4a hf y1ff ff7 fs4 fc2 sc0 ls0 ws0">czerpania korzyści z całego łańcucha wartości, jaki tworzy Grup<span class="_ _1"></span>a UNIMOT <span class="_ _0"></span>–<span class="ff6"> </span>w ujęciu </div><div class="t m0 x4a hf y1dd ff7 fs4 fc2 sc0 ls0 ws0">operacyjnym, strategicznym i finansowym. Inicjatywa zakłada przyznanie wybranym </div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">franczyzobiorcom środków finansowych w wysokości do 150 tys. zł na zakup akcji </div><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT S.A., pod warunkiem spełnieni<span class="_ _1"></span>a określonych kryteriów.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y24d w18 h47"><div class="t m0 x4a h16 y1dd ff5 fs4 fc2 sc0 ls0 ws0">Nagroda w konkursie <span class="ff13">The Best Annual Report </span></div><div class="t m0 x4a hf y1d8 ff13 fs4 fc2 sc0 ls7 ws0">2024<span class="ff6 ls0"> </span></div><div class="t m0 x4a h16 y1e1 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4b y24d w19 h47"><div class="t m0 x4a hf y1ff ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT została doceniona za wysokie standardy raportowania w konkursie </div><div class="t m0 x4a hf y1dd ffa fs4 fc2 sc0 ls0 ws0">The Best Annual Report 2024<span class="ff7">, organizowanym przez Instytut Rachunkowości i </span></div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">Podatków. Spółka zajęła III miejsce w kategorii p<span class="_ _1"></span>rzedsiębiorstw oraz otrzymała </div><div class="t m0 x4a h16 y1e1 ff7 fs4 fc2 sc0 ls0 ws0">wyróżnienie za oświadczenie o stosowaniu ładu korporacyjnego.<span class="ff5">  </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y24e w18 h38"><div class="t m0 x4a h16 y20f ff8 fs4 fc2 sc0 ls0 ws0">Współpraca AVIA Solar z DINO Polska<span class="ff5"> </span></div></div><div class="c x4b y24e w19 h38"><div class="t m0 x4a hf y24f ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="ff7">Energia i Gaz, spółka odpowiadająca w Grupie </span>UNIMOT za segment OZE pod </div><div class="t m0 x4a hf y1fd ff7 fs4 fc2 sc0 ls0 ws0">marką AVIA Solar, została wybrana wykonawcą instalacji fotowoltaicznych dla sie<span class="_ _1"></span>ci </div><div class="t m0 x4a hf y1ed ff6 fs4 fc2 sc0 ls0 ws0">DINO Polska. UNIMOT Energia i Gaz zaprojektuje, dostarczy i zamontuje s<span class="_ _1"></span>ystemy PV </div><div class="t m0 x4a hf y1ff ff7 fs4 fc2 sc0 ls0 ws0">na 120 sklepach DINO zlokalizowanych w całej Polsce.<span class="ff6">  </span></div><div class="t m0 x4a hf y1da ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="ff7">Energia i Gaz już wcześniej współpracowała z siecią DINO Polska. W 2023 r. </span></div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">spółka zrealizowała instalację fotowoltaiczną o mocy 690 kWp na jedn<span class="_ _1"></span>ym z </div><div class="t m0 x4a hf y19e ff6 fs4 fc2 sc0 ls0 ws0">magazynów centralnych DINO.  </div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y250 w18 h48"><div class="t m0 x4a h16 y20f ff5 fs4 fc2 sc0 ls0 ws0">Debiut UNIMOT Energia i Gaz na europejskich </div><div class="t m0 x4a h16 y251 ff8 fs4 fc2 sc0 ls0 ws0">giełdach energii EEX i EPEX SPOT<span class="ff5"> </span></div></div><div class="c x4b y250 w19 h48"><div class="t m0 x4a hf y1fd ff6 fs4 fc2 sc0 ls0 ws0">16 grudnia 2025 r. UNIMOT <span class="ff7">Energia i Gaz, spółka z Grupy </span>UNIMOT<span class="ff7">, rozpoczęła </span></div><div class="t m0 x4a hf y1ed ff7 fs4 fc2 sc0 ls0 ws0">działalność na giełdzie European Energy Exchange (EEX) w obszarze en<span class="_ _1"></span>ergii </div><div class="t m0 x4a hf y1ff ff7 fs4 fc2 sc0 ls0 ws0">elektrycznej i gazu oraz na powiązanej z nią giełdzie ene<span class="_ _1"></span>rgii elektrycznej EPEX SPOT. </div><div class="t m0 x4a hf y1da ff6 fs4 fc2 sc0 ls0 ws0">Tym samym Grupa UNIMOT <span class="ff7">dołączyła do grona aktywnych uczestników dwóch </span></div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">kluczowych platform obrotu energią w regionie, umacniając swoją pozycję jako </div><div class="t m0 x4a hf y19e ff6 fs4 fc2 sc0 ls0 ws0">wiarygodnego i elastycznego gracza na europejskim rynku energii<span class="_ _1"></span>.<span class="_ _0"></span> </div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y252 w18 h49"><div class="t m0 x4a h16 y21a ff8 fs4 fc2 sc0 ls0 ws0">Nabycie nabycia 60 proc. udziałów w </div><div class="t m0 x4a h16 y21b ff8 fs4 fc2 sc0 ls0 ws0">niemieckiej spółce RBP<span class="ff5">-Rheinische </span></div><div class="t m0 x4a h16 y253 ff5 fs4 fc2 sc0 ls0 ws0">Bahnpersonal- und Verkehrsgesellschaft mBH </div></div><div class="c x4b y252 w19 h49"><div class="t m0 x4a hf y21c ff7 fs4 fc2 sc0 ls0 ws0">17 grudnia 2025 r. spółka Olavion, należąca do Grupy <span class="ff6">UNIMOT</span>, podpisała umowy </div><div class="t m0 x4a hf y21d ff7 fs4 fc2 sc0 ls0 ws0">nabycia 60 proc. udziałów w niemieckiej sp<span class="_ _1"></span>ółce RBP<span class="_ _0"></span><span class="ff6">-Rheinische Bahnpersonal- und </span></div><div class="t m0 x4a hf y254 ff7 fs4 fc2 sc0 ls0 ws0">Verkehrsgesellschaft mBH, działającej na rynku<span class="_ _1"></span> transportu kolejowego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y255 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y256 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y257 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y258 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y259 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y25a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y25b ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">17<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hd y25c ff5 fs5 fc5 sc0 ls12 ws0">1.2.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">NAGRODY I WYRÓŻNIENIA W 202<span class="ff5">5 ROKU </span></span></span></div><div class="t m0 x47 h4a y25d fff fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y25e w1a h4b"><div class="t m0 x4a h16 y25f ff5 fs4 fc2 sc0 ls0 ws0">Nagroda </div></div><div class="c x4d y25e w1b h4b"><div class="t m0 x4a h16 y25f ff5 fs4 fc2 sc0 ls0 ws0">Opis </div></div><div class="c x4e y25e w1c h4b"><div class="t m0 x2c hf y25f ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y260 w1a h4c"><div class="t m0 x4a h16 y261 ff8 fs4 fc2 sc0 ls0 ws0">Olavi<span class="_ _1"></span>on laureat<span class="_ _1"></span>em Diamentu </div><div class="t m0 x4a h16 y262 ff8 fs4 fc2 sc0 ls0 ws0">Forbesa 2025<span class="ff5"> </span></div><div class="t m0 x4a h16 y263 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4d y260 w1b h4c"><div class="t m0 x4a hf y264 ff7 fs4 fc2 sc0 ls0 ws0">Olavion, spółka <span class="_ _1"></span>z Grupy UNIMO<span class="_ _9"></span>T<span class="_ _0"></span> </div><div class="t m0 x4a hf y265 ff7 fs4 fc2 sc0 ls0 ws0">specjalizująca si<span class="_ _1"></span>ę w logistyce<span class="_ _1"></span> kolejow<span class="_ _1"></span>ej, </div><div class="t m0 x4a hf y266 ff7 fs4 fc2 sc0 ls0 ws0">zos<span class="_ _1"></span>tała wyró<span class="_ _1"></span>żniona tytułem Diamentu<span class="_ _1"></span> </div><div class="t m0 x4a hf y267 ff7 fs4 fc2 sc0 ls0 ws0">Forbes<span class="_ _1"></span>a 2025. Firma zajęła 1 miejsce w </div><div class="t m0 x4a hf y268 ff7 fs4 fc2 sc0 ls0 ws0">zes<span class="_ _9"></span>tawieniu regionaln<span class="_ _1"></span>ym (woj. pomorskie<span class="_ _1"></span>) </div><div class="t m0 x4a hf y269 ff7 fs4 fc2 sc0 ls0 ws0">oraz 15 miejsce na liś<span class="_ _1"></span>cie ogólnopolskiej w </div><div class="t m0 x4a hf y26a ff7 fs4 fc2 sc0 ls0 ws0">kat<span class="_ _1"></span>egorii p<span class="_ _1"></span>rzedsiębi<span class="_ _1"></span>ors<span class="_ _1"></span>tw o przychodach od </div><div class="t m0 x4a hf y26b ff7 fs4 fc2 sc0 ls0 ws0">50 do 250 mln zł.<span class="ff6"> </span></div></div><div class="c x4e y260 w1c h4c"><div class="t m0 x4f h4d y26c ff6 fse fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y26d w1a h4e"><div class="t m0 x4a h16 y26e ff8 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT l<span class="_ _1"></span>aureat<span class="_ _1"></span>em </div><div class="t m0 x4a h16 y26f ff8 fs4 fc2 sc0 ls0 ws0">WNP Awar<span class="_ _1"></span>ds 2025<span class="ff5">  </span></div><div class="t m0 x4a h16 y270 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4d y26d w1b h4e"><div class="t m0 x4a hf y271 ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMO<span class="_ _1"></span>T zos<span class="_ _1"></span>tała uhonor<span class="_ _1"></span>owana </div><div class="t m0 x4a hf y272 ff7 fs4 fc2 sc0 ls0 ws0">nagrodą WNP A<span class="_ _1"></span>wards. W<span class="_ _9"></span>yróżnienie to </div><div class="t m0 x4a hf y273 ff7 fs4 fc2 sc0 ls0 ws0">przy<span class="_ _1"></span>znano spółce za dynamiczn<span class="_ _1"></span>y wzros<span class="_ _1"></span>t </div><div class="t m0 x4a hf y274 ff7 fs4 fc2 sc0 ls0 ws0">biznesu, budowę<span class="_ _1"></span> niezale<span class="_ _1"></span>żności </div><div class="t m0 x4a hf y26e ff7 fs4 fc2 sc0 ls0 ws0">ener<span class="_ _1"></span>getyczne<span class="_ _1"></span>j oraz aktywne ucz<span class="_ _1"></span>estn<span class="_ _1"></span>ictwo </div><div class="t m0 x4a hf y26f ff7 fs4 fc2 sc0 ls0 ws0">w transf<span class="_ _9"></span>o<span class="_ _0"></span>rmacji sektor<span class="_ _1"></span>a paliwo<span class="_ _1"></span>wego w </div><div class="t m0 x4a hf y270 ff7 fs4 fc2 sc0 ls0 ws0">Polsce<span class="_ _1"></span>. WNP Award<span class="_ _1"></span>s to wyró<span class="_ _1"></span>żnienie </div><div class="t m0 x4a hf y275 ff7 fs4 fc2 sc0 ls0 ws0">przy<span class="_ _1"></span>znawane cor<span class="_ _1"></span>ocznie prz<span class="_ _1"></span>ez re<span class="_ _1"></span>dakcję </div><div class="t m0 x4a hf y276 ff7 fs4 fc2 sc0 ls0 ws0">portalu WNP<span class="_ _e"></span>.PL rmom o<span class="_ _0"></span>raz li<span class="_ _1"></span>derom </div><div class="t m0 x4a hf y277 ff7 fs4 fc2 sc0 ls0 ws0">biznesu, którz<span class="_ _1"></span>y mają ist<span class="_ _1"></span>otny wpływ na </div><div class="t m0 x4a hf y278 ff7 fs4 fc2 sc0 ls0 ws0">roz<span class="_ _1"></span>wój polskiej gospodark<span class="_ _1"></span>i.<span class="ff6"> </span></div></div><div class="c x4e y26d w1c h4e"><div class="t m0 x50 h4d y279 ff6 fse fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y27a w1a h4f"><div class="t m0 x4a h16 y27b ff8 fs4 fc2 sc0 ls0 ws0">21 miejsce w ran<span class="_ _1"></span>kingu </div><div class="t m0 x4a h16 y6 ff8 fs4 fc2 sc0 ls0 ws0">WPROST „200 najwięk<span class="_ _1"></span>szy<span class="_ _1"></span>ch </div><div class="t m0 x4a h16 y27c ff8 fs4 fc2 sc0 ls0 ws0">polskich rm” <span class="ff5"> </span></div><div class="t m0 x4a h16 y27d ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4d y27a w1b h4f"><div class="t m0 x4a hf y27e ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMO<span class="_ _1"></span>T zajęła 21 miejsce </div><div class="t m0 x4a hf y27f ff7 fs4 fc2 sc0 ls0 ws0">(awansu<span class="_ _1"></span>jąc z 27 miejsca w ubiegłym roku). </div><div class="t m0 x4a hf y280 ff7 fs4 fc2 sc0 ls0 ws0">W<span class="_ _1"></span>śród rm p<span class="_ _1"></span>rywatn<span class="_ _1"></span>ych UNIMO<span class="_ _9"></span>T<span class="_ _0"></span> uplasował </div><div class="t m0 x4a hf y281 ff7 fs4 fc2 sc0 ls0 ws0">się tym samym n<span class="_ _1"></span>a 11 miejscu.<span class="ff6"> </span></div><div class="t m0 x4a h16 y282 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4e y27a w1c h4f"><div class="t m0 x24 h50 y0 ff5 fse fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">18<span class="ls0"> </span></div></div><div class="c x1 y283 w1a h51"><div class="t m0 x4a h16 y284 ff8 fs4 fc2 sc0 ls0 ws0">41 miejsce w „List<span class="_ _1"></span>a 500” </div><div class="t m0 x4a h16 y285 ff8 fs4 fc2 sc0 ls0 ws0">dziennik<span class="_ _1"></span>a Rzeczpospolit<span class="_ _1"></span>a<span class="ff5"> </span></div></div><div class="c x4d y283 w1b h51"><div class="t m0 x4a hf y286 ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMO<span class="_ _1"></span>T zajęła 41 miejsce w „Lis<span class="_ _1"></span>ta </div><div class="t m0 x4a hf y287 ff7 fs4 fc2 sc0 ls0 ws0">500” (2025 r<span class="_ _a"></span>.) dziennik<span class="_ _1"></span>a Rzeczpospoli<span class="_ _1"></span>ta. </div><div class="t m0 x4a hf y288 ff7 fs4 fc2 sc0 ls0 ws0">Jest t<span class="_ _1"></span>o ze<span class="_ _1"></span>sta<span class="_ _1"></span>wienie największy<span class="_ _1"></span>ch </div><div class="t m0 x4a hf y289 ff7 fs4 fc2 sc0 ls0 ws0">prz<span class="_ _1"></span>edsiębiors<span class="_ _1"></span>tw w Polsce, klas<span class="_ _1"></span>yk<span class="_ _1"></span>owan<span class="_ _1"></span>ych </div><div class="t m0 x4a hf y28a ff7 fs4 fc2 sc0 ls0 ws0">według wysok<span class="_ _9"></span>o<span class="_ _0"></span>ści przy<span class="_ _1"></span>chodów ze<span class="_ _1"></span> </div><div class="t m0 x4a hf y28b ff7 fs4 fc2 sc0 ls0 ws0">sprz<span class="_ _1"></span>edaży<span class="_ _a"></span>. Awans z 46 miejsca potwierdz<span class="_ _9"></span>a </div><div class="t m0 x4a hf y28c ff7 fs4 fc2 sc0 ls0 ws0">skute<span class="_ _1"></span>czność konse<span class="_ _1"></span>kwentn<span class="_ _1"></span>ie realizow<span class="_ _1"></span>anej </div><div class="t m0 x4a hf y28d ff7 fs4 fc2 sc0 ls0 ws0">str<span class="_ _1"></span>at<span class="_ _1"></span>egii biznesowej oraz w<span class="_ _1"></span>zros<span class="_ _1"></span>t sk<span class="_ _1"></span>ali </div><div class="t m0 x4a hf y28e ff7 fs4 fc2 sc0 ls0 ws0">działalności Grupy<span class="_ _a"></span>. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y28f ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4e y283 w1c h51"><div class="t m0 x51 h50 y290 ff5 fse fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y291 w1a h52"><div class="t m0 x4a h16 y292 ff8 fs4 fc2 sc0 ls0 ws0">2 i 3 miejsce „Ranking ESG. </div><div class="t m0 x4a h16 y223 ff8 fs4 fc2 sc0 ls0 ws0">Odpowiedzialne Zarządz<span class="_ _1"></span>anie” </div><div class="t m0 x4a h16 y293 ff8 fs4 fc2 sc0 ls0 ws0">org<span class="_ _1"></span>anizo<span class="_ _1"></span>wan<span class="_ _1"></span>y prze<span class="_ _1"></span>z Kozminski </div><div class="t m0 x4a h16 y294 ff8 fs4 fc2 sc0 ls0 ws0">Buisness Hub<span class="ffd"> </span></div></div><div class="c x4d y291 w1b h52"><div class="t m0 x4a hf y295 ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMO<span class="_ _1"></span>T zos<span class="_ _1"></span>tała podwójnie<span class="_ _1"></span> </div><div class="t m0 x4a hf y296 ff7 fs4 fc2 sc0 ls0 ws0">wyróżniona w „Rankin<span class="_ _1"></span>gu ESG. </div><div class="t m0 x4a hf y297 ff7 fs4 fc2 sc0 ls0 ws0">Odpowiedzialne Zarządz<span class="_ _9"></span>an<span class="_ _0"></span>ie”<span class="_ _a"></span>, </div><div class="t m0 x4a hf y50 ff7 fs4 fc2 sc0 ls0 ws0">org<span class="_ _1"></span>aniz<span class="_ _1"></span>owanego prz<span class="_ _9"></span>ez Kozminski Business </div><div class="t m0 x4a hf y292 ff7 fs4 fc2 sc0 ls0 ws0">Hub w Akade<span class="_ _1"></span>mii Leona Koźmiń<span class="_ _1"></span>skiego. </div><div class="t m0 x4a hf y223 ff7 fs4 fc2 sc0 ls0 ws0">Spółka z<span class="_ _1"></span>ajęła 2. miejsce w ka<span class="_ _1"></span>teg<span class="_ _1"></span>orii </div><div class="t m0 x4a hf y293 ff7 fs4 fc2 sc0 ls0 ws0">branż<span class="_ _9"></span>owej „<span class="_ _a"></span>T<span class="_ _9"></span>ransport, logistyk<span class="_ _1"></span>a, usługi” </div><div class="t m0 x4a hf y294 ff7 fs4 fc2 sc0 ls0 ws0">oraz uplaso<span class="_ _1"></span>wała się na 3. pozy<span class="_ _1"></span>cji w </div><div class="t m0 x4a hf y298 ff7 fs4 fc2 sc0 ls0 ws0">klasyk<span class="_ _1"></span>acji lider<span class="_ _1"></span>ów posz<span class="_ _1"></span>czeg<span class="_ _1"></span>ólny<span class="_ _1"></span>ch </div><div class="t m0 x4a hf y299 ff7 fs4 fc2 sc0 ls0 ws0">obszar<span class="_ _1"></span>ów ESG<span class="_ _1"></span> – w kat<span class="_ _1"></span>egorii „Ład<span class="_ _1"></span> </div><div class="t m0 x4a hf y1a1 ff7 fs4 fc2 sc0 ls0 ws0">k<span class="_ _1"></span>orporacyjn<span class="_ _1"></span>y”<span class="_ _a"></span>.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a h25 y174 fff fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4e y291 w1c h52"><div class="t m0 x2c h16 y29a ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x18 h25 y0 fff fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y29b w1a h51"><div class="t m0 x4a h16 y29c ff8 fs4 fc2 sc0 ls0 ws0">17 miejsce w ran<span class="_ _1"></span>kingu </div><div class="t m0 x4a h16 y28a ff8 fs4 fc2 sc0 ls0 ws0">„Najcenniejsz<span class="_ _1"></span>e rmy rodzin<span class="_ _1"></span>ne </div><div class="t m0 x4a h16 y28b ff8 fs4 fc2 sc0 ls0 ws0">na GPW” magazynu<span class="_ _1"></span> Forbes <span class="ffd"> </span></div></div><div class="c x4d y29b w1b h51"><div class="t m0 x4a hf y29d ff7 fs4 fc2 sc0 ls0 ws0">W 2025 r<span class="_ _a"></span>. Grupa UNIMO<span class="_ _1"></span>T zajęła 17 miejs<span class="_ _1"></span>ce </div><div class="t m0 x4a hf y29e ff7 fs4 fc2 sc0 ls0 ws0">w ranking<span class="_ _1"></span>u „Najcenniejsz<span class="_ _1"></span>e rmy r<span class="_ _1"></span>odzinne </div><div class="t m0 x4a hf y29f ff7 fs4 fc2 sc0 ls0 ws0">na GPW”<span class="_ _a"></span>. Ranking obejmuje 92 spółki </div><div class="t m0 x4a hf y2a0 ff7 fs4 fc2 sc0 ls0 ws0">rodzinne<span class="_ _1"></span> notow<span class="_ _1"></span>ane na Giełdzie Papier<span class="_ _1"></span>ów </div><div class="t m0 x4a hf y2a1 ff7 fs4 fc2 sc0 ls0 ws0">W<span class="_ _1"></span>artościo<span class="_ _1"></span>wych w W<span class="_ _1"></span>ars<span class="_ _1"></span>za<span class="_ _1"></span>wie, któr<span class="_ _1"></span>e spełniły </div><div class="t m0 x4a hf y285 ff7 fs4 fc2 sc0 ls0 ws0">res<span class="_ _1"></span>tryk<span class="_ _1"></span>cyjne kryteria: co najmniej </div><div class="t m0 x4a hf y2a2 ff7 fs4 fc2 sc0 ls0 ws0">pięcioletnią obe<span class="_ _1"></span>cność na r<span class="_ _0"></span>ynku, przy<span class="_ _1"></span>chody </div><div class="t m0 x4a hf y2a3 ff7 fs4 fc2 sc0 ls0 ws0">prz<span class="_ _1"></span>ekracz<span class="_ _1"></span>ające 10 mln zł oraz dod<span class="_ _1"></span>atni wynik </div><div class="t m0 x4a hf y2a4 ff7 fs4 fc2 sc0 ls0 ws0">nansowy ne<span class="_ _1"></span>o. Grupa UNIMOT w 2025 r<span class="_ _a"></span>. </div><div class="t m0 x4a hf y2a5 ff7 fs4 fc2 sc0 ls0 ws0">awans<span class="_ _1"></span>owała z 23 miejsca.<span class="fff"> </span></div></div><div class="c x4e y29b w1c h51"><div class="t m0 x51 h25 y290 fff fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ya9 w1a h53"><div class="t m0 x4a h16 y2a6 ff8 fs4 fc2 sc0 ls0 ws0">3 miejsce w k<span class="_ _1"></span>onkur<span class="_ _1"></span>sie „<span class="_ _a"></span>The </div><div class="t m0 x4a h16 y2a7 ff8 fs4 fc2 sc0 ls0 ws0">Best Annu<span class="_ _1"></span>al Report 2024” w </div><div class="t m0 x4a h16 y2a8 ff8 fs4 fc2 sc0 ls0 ws0">kat<span class="_ _1"></span>egorii<span class="_ _1"></span> przedsiębior<span class="_ _1"></span>stw<span class="ffd"> </span></div></div><div class="c x4d ya9 w1b h53"><div class="t m0 x4a hf y2a9 ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMO<span class="_ _1"></span>T zos<span class="_ _1"></span>tała nagr<span class="_ _1"></span>odzona w </div><div class="t m0 x4a hf y2aa ff7 fs4 fc2 sc0 ls0 ws0">k<span class="_ _1"></span>onkur<span class="_ _1"></span>sie „<span class="_ _a"></span>The Best Annual R<span class="_ _1"></span>eport 2024”<span class="_ _a"></span>, </div><div class="t m0 x4a hf y2ab ff7 fs4 fc2 sc0 ls0 ws0">org<span class="_ _1"></span>aniz<span class="_ _1"></span>owan<span class="_ _1"></span>ym prz<span class="_ _1"></span>ez Instytu<span class="_ _1"></span>t </div><div class="t m0 x4a hf y2ac ff7 fs4 fc2 sc0 ls0 ws0">Rachunk<span class="_ _1"></span>owości i P<span class="_ _9"></span>o<span class="_ _0"></span>datk<span class="_ _9"></span>ów<span class="_ _9"></span>. Spółka zajęła 3 </div><div class="t m0 x4a hf y2ad ff7 fs4 fc2 sc0 ls0 ws0">miejsce w ka<span class="_ _1"></span>tegori<span class="_ _1"></span>i przedsiębior<span class="_ _1"></span>stw or<span class="_ _1"></span>az </div><div class="t m0 x4a hf y2ae ff7 fs4 fc2 sc0 ls0 ws0">otrzymała wyró<span class="_ _1"></span>żnienie z<span class="_ _1"></span>a oświadczen<span class="_ _1"></span>ie o </div><div class="t m0 x4a hf y2af ff7 fs4 fc2 sc0 ls0 ws0">st<span class="_ _1"></span>osowaniu ładu k<span class="_ _9"></span>orporacyjneg<span class="ls11">o.</span><span class="ff6"> </span></div><div class="t m0 x4a h25 y2b0 fff fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4e ya9 w1c h53"><div class="t m0 x2c h16 y2b1 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x52 h16 y2b2 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2c h25 y25 fff fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">19<span class="ls0"> </span></div></div><div class="c x1 y2b3 w1a h54"><div class="t m0 x4a h16 y2b4 ff8 fs4 fc2 sc0 ls0 ws0">Nagroda  <span class="ff5"> </span></div><div class="t m0 x4a h16 y2b5 ff8 fs4 fc2 sc0 ls0 ws0">„S – Praco<span class="_ _1"></span>dawca Prz<span class="_ _1"></span>yszłości” </div><div class="t m0 x4a h16 y2b6 ff8 fs4 fc2 sc0 ls0 ws0">przyznana prz<span class="_ _9"></span>ez Polskie </div><div class="t m0 x4a h16 y2b7 ff8 fs4 fc2 sc0 ls0 ws0">Stow<span class="_ _1"></span>arzysz<span class="_ _9"></span>e<span class="_ _0"></span>nie ESG<span class="ffd"> </span></div></div><div class="c x4d y2b3 w1b h54"><div class="t m0 x4a hf y2b8 ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMO<span class="_ _1"></span>T otrzymała nagrod<span class="_ _1"></span>ę w </div><div class="t m0 x4a hf y2b4 ff7 fs4 fc2 sc0 ls0 ws0">kat<span class="_ _1"></span>egorii <span class="ff6"> </span></div><div class="t m0 x4a hf y2b5 ff7 fs4 fc2 sc0 ls14 ws0">„S <span class="ls0">– Pracoda<span class="_ _1"></span>wca Prz<span class="_ _1"></span>yszłości” za pr<span class="_ _1"></span>ojekt </span></div><div class="t m0 x4a hf y2b6 ff7 fs4 fc2 sc0 ls0 ws0">„Klub K<span class="_ _1"></span>obiet. Kobie<span class="_ _1"></span>ta z Ener<span class="_ _1"></span>gią”<span class="_ _a"></span>, przyznaną </div><div class="t m0 x4a hf y2b7 ff7 fs4 fc2 sc0 ls0 ws0">prz<span class="_ _1"></span>ez Polski<span class="_ _1"></span>e Stowarz<span class="_ _1"></span>ysz<span class="_ _9"></span>enie ESG.<span class="ff6"> </span></div><div class="t m0 x4a h25 y2b9 fff fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x4e y2b3 w1c h54"><div class="t m0 x53 h25 y0 fff fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y2ba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y2bb ff5 fs5 fc5 sc0 ls12 ws0">1.3.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">SKŁAD ZARZĄDU I RADY <span class="_ _1"></span>NADZORCZEJ <span class="ff5">UNIMOT<span class="ls15">  </span> </span></span></span></div><div class="t m0 x1 h16 y2bc ff8 fs4 fcb sc0 ls0 ws0">Skład Zarządu:<span class="ff5"> </span></div><div class="t m0 x47 hf y2bd ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Adam Sikorski <span class="ff7">–</span> <span class="ff7">Prezes Zarządu,</span> </span></span></div><div class="t m0 x47 hf y19b ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Robert Brzozowski <span class="ff7">–</span> <span class="ff7">Wiceprezes Zarządu,</span> </span></span></div><div class="t m0 x47 hf y2be ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Filip Kuropatwa <span class="ff7">–</span> <span class="ff7">Wiceprezes Zarządu,</span> </span></span></div><div class="t m0 x47 hf y2bf ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Aneta Szczesna-Kowalska <span class="ff7">–</span> <span class="ff7">Wiceprezes Zarządu,</span> </span></span></div><div class="t m0 x47 hf y2c0 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Michał Hojowski –<span class="ff6"> </span>Wiceprezes Zarządu.<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y2c1 ff7 fs4 fc2 sc0 ls0 ws0">W okresie sprawozdawczym nie wystąpiły zmiany w składzie Zarządu<span class="_ _1"></span>. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y2c2 ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y2c3 ff8 fs4 fcb sc0 ls0 ws0">Skład Rady Nadzorczej:<span class="ff5"> </span></div><div class="t m0 x47 hf y2c4 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Andreas Golombek - <span class="ff7">Przewodniczący Rady Nadzorczej,</span> </span></span></div><div class="t m0 x47 hf y2c5 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Czesław Sadkowski <span class="ff6">- </span>Wiceprzewodniczący Rady Nadzorczej,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y2c6 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Magdalena Sikorska - <span class="ff7">Wiceprzewodniczący Rady Nadzorczej,</span> </span></span></div><div class="t m0 x47 hf y2c7 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Piotr Prusakiewicz - Sekretarz Rady Nadzorczej, </span></span></div><div class="t m0 x47 hf y2c8 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Lidia Banach-Hoheker - <span class="ff7">Członek Rady Nadzorczej,</span> </span></span></div><div class="t m0 x47 hf y2c9 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Piotr Cieślak <span class="ff6">- </span>Członek Rady Nadzorczej,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y2ca ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Yiannis Petrallis - <span class="ff7">Członek Rady Nadzorczej.</span> </span></span></div><div class="t m0 x1 hf y2cb ff7 fs4 fc2 sc0 ls0 ws0">W okresie sprawozdawczym wystąpiły następu<span class="_ _1"></span>jące zmiany w składzie Rady Nadzorczej:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y2cc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y2cd ff7 fs4 fc2 sc0 ls0 ws0">W dniu 11 lutego 2025 r. Pani Magdalena Sikorska obję<span class="_ _1"></span>ła stanowisko drugiego Wiceprzewodniczącego Rady Nadzorczej, a Pan Piotr<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y2ce ff7 fs4 fc2 sc0 ls0 ws0">Prusakiewicz objął stanowisko Sekretarza Rady Nadzorczej.<span class="ff6"> </span></div><div class="t m0 x1 hf y2cf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y2d0 ff5 fs5 fc5 sc0 ls12 ws0">1.4.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">SKŁAD GRUPY KAPITAŁOWEJ UNIMOT  <span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y2d1 ff7 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _9"></span>dzień <span class="_ _1"></span>3<span class="ff6">1 <span class="_ _9"></span>grudnia <span class="_ _1"></span><span class="ls7">202<span class="ls0">5 <span class="_ _9"></span><span class="ff7">roku <span class="_ _1"></span>Grupę <span class="_ _9"></span>Kapitałową <span class="_ _1"></span>UNIMOT <span class="_ _9"></span>tworzyły <span class="_ _9"></span>następujące <span class="_ _1"></span>spółki <span class="_ _9"></span>bezpośrednio <span class="_ _1"></span>i <span class="_ _9"></span>pośrednio <span class="_ _9"></span>zależne, <span class="_ _9"></span>o<span class="_ _0"></span>bjęte <span class="_ _9"></span>konsol<span class="_ _0"></span>idacją: <span class="_ _3"></span><span class="ff6"> </span></span></span></span></span></div></div><div class="c x1 y2d2 w1d h55"><div class="t m0 x54 h14 y2d3 ff5 fs9 fc2 sc0 ls0 ws0">Nazwa jednostki<span class="_ _1"></span> </div></div><div class="c x55 y2d2 w1e h55"><div class="t m0 x56 h14 y2d3 ff5 fs9 fc2 sc0 ls0 ws0">Siedziba </div></div><div class="c x57 y2d2 w1f h55"><div class="t m0 x58 h14 y2d3 ff8 fs9 fc2 sc0 ls0 ws0">Zakres podstawowej <span class="_ _1"></span>działalno<span class="_ _1"></span>ści jednostki<span class="ff5"> </span></div></div><div class="c x59 y2d2 w20 h55"><div class="t m0 x3f h14 y2d4 ff5 fs9 fc2 sc0 ls0 ws0">Posiadane </div><div class="t m0 x5a h14 y2d3 ff8 fs9 fc2 sc0 ls0 ws0">udziały i </div><div class="t m0 x4a h14 y160 ff8 fs9 fc2 sc0 ls0 ws0">prawa głosu<span class="ff5"> </span></div></div><div class="c x5b y2d2 w21 h55"><div class="t m0 x58 h14 y2d4 ff5 fs9 fc2 sc0 ls0 ws0">Data </div><div class="t m0 x56 h14 y2d3 ff5 fs9 fc2 sc0 ls0 ws0">uzyskania </div><div class="t m0 x5c h14 y160 ff5 fs9 fc2 sc0 ls0 ws0">kontroli </div></div><div class="c x1 y2d5 w1d h56"><div class="t m0 xa h1a y2d6 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT S.A. </div></div><div class="c x55 y2d5 w1e h56"><div class="t m0 x5c h1a y2d6 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2d5 w1f h56"><div class="t m0 xa h1a y2d6 ff7 fs9 fc2 sc0 ls0 ws0">Kontrolo<span class="_ _1"></span>wanie i zarządzanie inny<span class="_ _1"></span>mi spółkami w </div><div class="t m0 xa h1a y2d7 ff7 fs9 fc2 sc0 ls0 ws0">branży paliwo<span class="_ _1"></span>wej i ener<span class="_ _1"></span>getycznej oraz branżach </div><div class="t m0 xa h1a y2d8 ff6 fs9 fc2 sc0 ls0 ws0">pokrewnyc<span class="_ _1"></span>h, planowanie<span class="_ _1"></span> strategiczne i </div><div class="t m0 xa h1a y2d9 ff6 fs9 fc2 sc0 ls0 ws0">organizacyjne o<span class="_ _1"></span>raz procesy<span class="_ _1"></span> podejmowania decy<span class="_ _1"></span>zji; </div><div class="t m0 xa h1a y2da ff7 fs9 fc2 sc0 ls0 ws0">Prowadzenie działalno<span class="_ _1"></span>ści handl<span class="_ _1"></span>owej w ramach st<span class="_ _1"></span>acji </div><div class="t m0 xa h1a y2db ff7 fs9 fc2 sc0 ls0 ws0">paliw pod mark<span class="_ _1"></span>ą AVIA; Obr<span class="ff6">ót gaze<span class="_ _1"></span>m ziemnym </span></div></div><div class="c x59 y2d5 w20 h56"><div class="t m0 x2 h1a y2d6 ff6 fs9 fc2 sc0 ls0 ws0">nie doty<span class="_ _1"></span>czy </div></div><div class="c x5b y2d5 w21 h56"><div class="t m0 x56 h1a y2d6 ff6 fs9 fc2 sc0 ls0 ws0">Jednostk<span class="_ _1"></span>a </div><div class="t m0 x1d h1a y2d7 ff7 fs9 fc2 sc0 ls0 ws0">Dominująca<span class="ff6"> </span></div></div><div class="c x1 y2dc w1d h57"><div class="t m0 xa h1a y2dd ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT SYSTEM Sp. <span class="_ _1"></span>z o.o. </div></div><div class="c x55 y2dc w1e h57"><div class="t m0 x5c h1a y2dd ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2dc w1f h57"><div class="t m0 xa h1a y2dd ff7 fs9 fc2 sc0 ls0 ws0">Sprzedaż i dystr<span class="_ _1"></span>ybucja pali<span class="_ _1"></span>w gazowych w<span class="ff6"> systemie<span class="_ _1"></span> </span></div><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">sieciowy<span class="_ _1"></span>m </div></div><div class="c x59 y2dc w20 h57"><div class="t m0 x5d h1a y2dd ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2dc w21 h57"><div class="t m0 x3f h1a y2dd ff6 fs9 fc2 sc0 ls0 ws0">20.01.2014 </div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">20<span class="ls0"> </span></div></div><div class="c x1 y2de w1d h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT PALI<span class="_ _1"></span>WA Sp. z o.o. </div></div><div class="c x55 y2de w1e h58"><div class="t m0 x5c h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2de w1f h58"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">Sprzedaż hurtowa pal<span class="_ _1"></span>iw i pro<span class="_ _1"></span>duktów pochodn<span class="_ _1"></span>ych<span class="ff6"> </span></div></div><div class="c x59 y2de w20 h58"><div class="t m0 x5d h1a y2df ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2de w21 h58"><div class="t m0 x3f h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">16.11.2015 </div></div><div class="c x1 y2e0 w1d h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT ENERGIA I G<span class="_ _1"></span>AZ Sp. z o.o. </div></div><div class="c x55 y2e0 w1e h58"><div class="t m0 x5c h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2e0 w1f h58"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">Obrót e<span class="_ _1"></span>nergią elektryc<span class="_ _1"></span>zną i paliwami gazowymi<span class="ff6"> </span></div></div><div class="c x59 y2e0 w20 h58"><div class="t m0 x5d h1a y2df ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2e0 w21 h58"><div class="t m0 x3f h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">30.12.2015 </div></div><div class="c x1 y2e1 w1d h59"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT UKRAINE LLC<span class="_ _1"></span> </div></div><div class="c x55 y2e1 w1e h59"><div class="t m0 x5e h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Ukraina </div></div><div class="c x57 y2e1 w1f h59"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">Dystrybu<span class="_ _1"></span>cja paliw ciekłych<span class="ff6"> </span></div></div><div class="c x59 y2e1 w20 h59"><div class="t m0 x5d h1a y2df ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2e1 w21 h59"><div class="t m0 x3f h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">19.04.2018 </div></div><div class="c x1 y2e2 w1d h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT ASIA LLC </div></div><div class="c x55 y2e2 w1e h58"><div class="t m0 x3d h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Chiny </div></div><div class="c x57 y2e2 w1f h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Dystrybu<span class="_ _1"></span>cja produktów ropo<span class="_ _1"></span>pochodnych </div></div><div class="c x59 y2e2 w20 h58"><div class="t m0 x5d h1a y2df ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2e2 w21 h58"><div class="t m0 x3f h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">04.09.2018 </div></div><div class="c x1 y2e3 w1d h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT ENERGY LLC<span class="_ _1"></span> </div></div><div class="c x55 y2e3 w1e h58"><div class="t m0 x5e h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Ukraina </div></div><div class="c x57 y2e3 w1f h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Dystrybu<span class="_ _1"></span>cja energii elek<span class="_ _1"></span>trycznej </div></div><div class="c x59 y2e3 w20 h58"><div class="t m0 x5d h1a y2df ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2e3 w21 h58"><div class="t m0 x3f h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">02.04.2019 </div></div><div class="c x1 y2e4 w1d h5a"><div class="t m0 xa h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">UNIMOT CENTRUM U<span class="_ _1"></span>SŁUG WSPÓ<span class="_ _1"></span>LNYCH<span class="ff6"> </span></div><div class="t m0 xa h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x55 y2e4 w1e h5a"><div class="t m0 x5c h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2e4 w1f h5a"><div class="t m0 xa h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">Działalność rac<span class="_ _1"></span>hunkowo<span class="ff6">-</span>księ<span class="_ _1"></span>gowa i doradztwo<span class="_ _1"></span> </div><div class="t m0 xa h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0">podatkowe </div></div><div class="c x59 y2e4 w20 h5a"><div class="t m0 x5d h1a y2e5 ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2e4 w21 h5a"><div class="t m0 x3f h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">20.10.2021 </div></div><div class="c x1 y2e7 w1d h5a"><div class="t m0 xa h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT EXPLORA<span class="_ _1"></span>TION AND PRODU<span class="_ _1"></span>CTION Sp. <span class="_ _1"></span>z o. o.* </div></div><div class="c x55 y2e7 w1e h5a"><div class="t m0 x5c h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2e7 w1f h5a"><div class="t m0 xa h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">Spółka celowa n<span class="_ _1"></span>ieprowadząca <span class="_ _1"></span>działalności </div><div class="t m0 xa h1a y2db ff6 fs9 fc2 sc0 ls0 ws0">operacyjne<span class="_ _1"></span>j </div></div><div class="c x59 y2e7 w20 h5a"><div class="t m0 x5d h1a y2e5 ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2e7 w21 h5a"><div class="t m0 x3f h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">20.10.2021 </div></div><div class="c x1 y2e8 w1d h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT SA (UNIMO<span class="_ _1"></span>T LTD) </div></div><div class="c x55 y2e8 w1e h58"><div class="t m0 x1d h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Szwajcaria </div></div><div class="c x57 y2e8 w1f h58"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">dystrybu<span class="_ _1"></span>cja paliw ciekłych<span class="ff6"> </span></div></div><div class="c x59 y2e8 w20 h58"><div class="t m0 x5d h1a y2df ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2e8 w21 h58"><div class="t m0 x3f h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">17.05.2022 </div></div><div class="c x1 y2e9 w1d h58"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">ŻYWIEC OZE<span class="ff6">-1 Sp. z o.o.<span class="_ _1"></span> </span></div></div><div class="c x55 y2e9 w1e h58"><div class="t m0 x5c h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2e9 w1f h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Wytwarzanie ene<span class="_ _1"></span>rgii ele<span class="_ _1"></span>ktrycznej </div></div><div class="c x59 y2e9 w20 h58"><div class="t m0 x5d h1a y2df ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2e9 w21 h58"><div class="t m0 x3f h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">13.02.2023 </div></div><div class="c x1 y2ea w1d h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">OLAVION Sp. z o.o. </div></div><div class="c x55 y2ea w1e h58"><div class="t m0 x5c h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2ea w1f h58"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">Transport k<span class="_ _1"></span>olejowy i usługi s<span class="_ _1"></span>pedycyjne<span class="ff6"> </span></div></div><div class="c x59 y2ea w20 h58"><div class="t m0 x5d h1a y2df ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2ea w21 h58"><div class="t m0 x3f h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">07.03.2023 </div></div><div class="c x1 y2eb w1d h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT TERMINALE <span class="_ _1"></span>Sp. z o.o. </div></div><div class="c x55 y2eb w1e h58"><div class="t m0 x5c h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2eb w1f h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Magazynowanie i d<span class="_ _1"></span>ystrybuc<span class="_ _1"></span>ja paliw </div></div><div class="c x59 y2eb w20 h58"><div class="t m0 x5d h1a y2df ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2eb w21 h58"><div class="t m0 x3f h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">07.04.2023 </div></div><div class="c x1 y2ec w1d h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT BITUMEN Sp. <span class="_ _1"></span>z o.o. </div></div><div class="c x55 y2ec w1e h58"><div class="t m0 x5c h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2ec w1f h58"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Produkcja as<span class="_ _1"></span>faltów </div></div><div class="c x59 y2ec w20 h58"><div class="t m0 x5d h1a y2df ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2ec w21 h58"><div class="t m0 x3f h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">07.04.2023 </div></div><div class="c x1 y2ed w1d h57"><div class="t m0 xa h1a y2dd ff6 fs9 fc2 sc0 ls0 ws0">RCEKOENERGIA Sp<span class="_ _1"></span>. z o.o. </div></div><div class="c x55 y2ed w1e h57"><div class="t m0 x5c h1a y2dd ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2ed w1f h57"><div class="t m0 xa h1a y2dd ff7 fs9 fc2 sc0 ls0 ws0">Wytwarzanie, przesy<span class="_ _1"></span>ł<span class="ff6">, dystry<span class="_ _1"></span>bucja oraz obrót<span class="_ _1"></span> </span></div><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">mediami energet<span class="_ _1"></span>ycznymi </div></div><div class="c x59 y2ed w20 h57"><div class="t m0 x5d h1a y2dd ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2ed w21 h57"><div class="t m0 x3f h1a y2dd ff6 fs9 fc2 sc0 ls0 ws0">07.04.2023 </div></div><div class="c x1 y2ee w1d h5b"><div class="t m0 xa h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT AVIATION<span class="_ _1"></span> Sp. z o.o.  </div></div><div class="c x55 y2ee w1e h5b"><div class="t m0 x5c h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2ee w1f h5b"><div class="t m0 xa h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">Obrót paliwe<span class="_ _1"></span>m lotniczym </div></div><div class="c x59 y2ee w20 h5b"><div class="t m0 x5f h1a y2ef ff6 fs9 fc2 sc0 ls6 ws0">75%<span class="ls0"> </span></div></div><div class="c x5b y2ee w21 h5b"><div class="t m0 x3f h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">28.04.2023 </div></div><div class="c x1 y2f0 w1d h5c"><div class="t m0 xa h1a y2f1 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT COMMODI<span class="_ _1"></span>TIES Sp. z o.o.<span class="_ _1"></span> </div></div><div class="c x55 y2f0 w1e h5c"><div class="t m0 x5c h1a y2f1 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2f0 w1f h5c"><div class="t m0 xa h1a y2f1 ff7 fs9 fc2 sc0 ls0 ws0">Działalność lo<span class="_ _1"></span>gistyczno<span class="ff6">-</span>handlowa w b<span class="_ _1"></span>ranży </div><div class="t m0 xa h1a y2f2 ff7 fs9 fc2 sc0 ls0 ws0">surowców e<span class="_ _1"></span>nergetycznyc<span class="_ _1"></span>h (węgiel)<span class="ff6"> </span></div></div><div class="c x59 y2f0 w20 h5c"><div class="t m0 x5f h1a y2f1 ff6 fs9 fc2 sc0 ls6 ws0">80%<span class="ls0"> </span></div></div><div class="c x5b y2f0 w21 h5c"><div class="t m0 x56 h1a y2f1 ff6 fs9 fc2 sc0 ls0 ws0">4.07.2023 </div></div><div class="c x1 y2f3 w1d h5d"><div class="t m0 xa h1a y2f4 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT AVIATION<span class="_ _1"></span> SERVICES Sp. <span class="_ _1"></span>z o.o. </div></div><div class="c x55 y2f3 w1e h5d"><div class="t m0 x5c h1a y2f4 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2f3 w1f h5d"><div class="t m0 xa h1a y2f4 ff7 fs9 fc2 sc0 ls0 ws0">Działalność usługowa <span class="_ _1"></span>wspomagająca <span class="_ _9"></span>transport </div><div class="t m0 xa h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0">lotnic<span class="_ _1"></span>zy </div></div><div class="c x59 y2f3 w20 h5d"><div class="t m0 x5f h1a y2f4 ff6 fs9 fc2 sc0 ls6 ws0">75%<span class="ls0"> </span></div></div><div class="c x5b y2f3 w21 h5d"><div class="t m0 x3f h1a y2f4 ff6 fs9 fc2 sc0 ls0 ws0">20.07.2023 </div></div><div class="c x1 y2f5 w1d h5b"><div class="t m0 xa h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">MOT LLC </div></div><div class="c x55 y2f5 w1e h5b"><div class="t m0 x5e h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">Ukraina </div></div><div class="c x57 y2f5 w1f h5b"><div class="t m0 xa h1a y2ef ff7 fs9 fc2 sc0 ls0 ws0">Budowa i użyt<span class="_ _1"></span>kowanie o<span class="_ _1"></span>biektów przemysłowych<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x59 y2f5 w20 h5b"><div class="t m0 x5d h1a y2ef ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2f5 w21 h5b"><div class="t m0 x3f h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">16.02.2024 </div></div><div class="c x1 y2f6 w1d h57"><div class="t m0 xa h1a y2f7 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT CONSTRUC<span class="_ _1"></span>TION Sp. z o.o.<span class="_ _1"></span> </div></div><div class="c x55 y2f6 w1e h57"><div class="t m0 x5c h1a y2f7 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2f6 w1f h57"><div class="t m0 xa h5e y2d3 ff6 fsf fc2 sc0 ls0 ws0">Produkcja konstruk<span class="_ _1"></span>cji metalowych </div><div class="t m0 xa h5e y28 ff6 fsf fc2 sc0 ls0 ws0">i budowni<span class="_ _1"></span>ctwo energetyczne<span class="fs9"> </span></div></div><div class="c x59 y2f6 w20 h57"><div class="t m0 x5f h1a y2f7 ff6 fs9 fc2 sc0 ls6 ws0">75%<span class="ls0"> </span></div></div><div class="c x5b y2f6 w21 h57"><div class="t m0 x3f h1a y2dd ff6 fs9 fc2 sc0 ls0 ws0">10.07.2025 </div></div><div class="c x1 y2f8 w1d h57"><div class="t m0 xa h1a y2f7 ff6 fs9 fc2 sc0 ls0 ws0">VI SOLAR GMBH<span class="_ _1"></span> </div></div><div class="c x55 y2f8 w1e h57"><div class="t m0 x5e h1a y2f7 ff6 fs9 fc2 sc0 ls0 ws0">Niemcy </div></div><div class="c x57 y2f8 w1f h57"><div class="t m0 xa h5e y2d3 ff7 fsf fc2 sc0 ls0 ws0">Produkcja i montaż po<span class="_ _1"></span>dkonstrukcji </div><div class="t m0 xa h5e y28 ff6 fsf fc2 sc0 ls0 ws0">i komponentów PV<span class="fs9"> </span></div></div><div class="c x59 y2f8 w20 h57"><div class="t m0 x5f h1a y2f7 ff6 fs9 fc2 sc0 ls6 ws0">75%<span class="ls0"> </span></div></div><div class="c x5b y2f8 w21 h57"><div class="t m0 x3f h1a y2dd ff6 fs9 fc2 sc0 ls0 ws0">10.07.2025 </div></div><div class="c x1 y2f9 w1d h5b"><div class="t m0 xa h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT SOLUTIONS Sp. <span class="_ _1"></span>z o.o. </div></div><div class="c x55 y2f9 w1e h5b"><div class="t m0 x5c h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x57 y2f9 w1f h5b"><div class="t m0 xa h5e y1a2 ff6 fsf fc2 sc0 ls0 ws0">Produkcja wyrobów ch<span class="_ _1"></span>emicznych<span class="fs9"> </span></div></div><div class="c x59 y2f9 w20 h5b"><div class="t m0 x5d h1a y2 ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2f9 w21 h5b"><div class="t m0 x56 h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">4.12.2025 </div></div><div class="c x1 y2fa w1d h57"><div class="t m0 xa h1a y2f7 ff6 fs9 fc2 sc0 ls0 ws0">PZL DEFENCE UKRAIN<span class="_ _1"></span>E LLC </div></div><div class="c x55 y2fa w1e h57"><div class="t m0 x5e h1a y2f7 ff6 fs9 fc2 sc0 ls0 ws0">Ukraina </div></div><div class="c x57 y2fa w1f h57"><div class="t m0 xa h5e y2d3 ff7 fsf fc2 sc0 ls0 ws0">Spółka celowa nie<span class="_ _1"></span>prowadząca działalności </div><div class="t m0 xa h5e y28 ff6 fsf fc2 sc0 ls0 ws0">operacyjnej<span class="fs9"> </span></div></div><div class="c x59 y2fa w20 h57"><div class="t m0 x5d h1a y2f7 ff6 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x5b y2fa w21 h57"><div class="t m0 x3f h1a y2dd ff6 fs9 fc2 sc0 ls0 ws0">18.09.2025 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h1c y2fb ff9 fsa fc2 sc0 ls0 ws0">* W dniu 28 maja 2<span class="_ _0"></span>025 r. zarejestrowano <span class="_ _0"></span>w KRS zmianę firmy<span class="_ _0"></span> spółki z UNIMOT B<span class="_ _0"></span>1 Sp. z o.o.<span class="_ _0"></span> na UNIMOT EXPLORA<span class="_ _0"></span>TION AND PR<span class="_ _0"></span>ODUCTION<span class="_ _3"></span><span class="ffa"> Sp. z o.o. </span></div><div class="t m0 x1 he y2fc ff5 fs6 fcb sc0 ls0 ws0"> </div><div class="t m0 x47 hd yb4 ff5 fs5 fc5 sc0 ls12 ws0">1.5.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">POWIĄZANIA ORGANIZACYJNE I DOKONANE IN<span class="_ _1"></span>WESTYCJE KAPITAŁOWE <span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y2fd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y2fe ff5 fs4 fc0 sc0 ls0 ws0">Zmiany w 2025 r.: </div><div class="t m0 x1 h16 y2ff ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y300 ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff6 fc2">25 kwietnia 2025 r., UNIMOT <span class="ff7">nabyła poz<span class="_ _1"></span>ostałe 10% udziałów w sp<span class="_ _1"></span>ółce zależnej Olavion Sp. z <span class="_ _1"></span>o.o. od kadry men<span class="_ _1"></span>adżerskiej, uzyskując tym </span></span></span></div><div class="t m0 x60 hf y301 ff7 fs4 fc2 sc0 ls0 ws0">samym 100% udziałó<span class="_ _0"></span>w. Całkowita przekazana zapłata <span class="_ _0"></span>wynosiła 15 <span class="_ _0"></span>015 tys. <span class="_ _0"></span>złotych, z<span class="_ _0"></span> czego <span class="_ _0"></span>cena nabycia za <span class="_ _0"></span>udział w<span class="_ _3"></span><span class="ff6"> </span>kapitale wynosiła <span class="_ _0"></span>1 </div><div class="t m0 x60 hf y302 ff7 fs4 fc2 sc0 ls0 ws0">224 tys. złotych,<span class="ff6"> </span>pozostała część przekazanej zapłaty stanowiła wypłatę świadczeń za usłu<span class="_ _1"></span>gi świadczone w latach 2023<span class="_ _0"></span>–<span class="ff6">2024.  </span></div><div class="t m0 x1 hf y303 ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">12 czerwca <span class="_ _1"></span>2025 r.<span class="_ _1"></span> spółka <span class="_ _1"></span>LLC UN<span class="_ _1"></span>IMOT Ukraine, <span class="_ _1"></span>w <span class="_ _1"></span>100% zależna <span class="_ _1"></span>od <span class="_ _1"></span>UNIMOT S.A., <span class="_ _1"></span>nabyła 25,45<span class="_ _1"></span>% u<span class="_ _1"></span>działów w kap<span class="_ _1"></span>itale zakład<span class="_ _1"></span>owym sp<span class="_ _1"></span>ó<span class="_ _0"></span>łki </span></span></div><div class="t m0 x60 hf y304 ff7 fs4 fc2 sc0 ls0 ws0">LLC <span class="_ _3"></span>MOT <span class="_ _3"></span>za <span class="_ _0"></span>kwotę <span class="_ _3"></span>19 <span class="_ _0"></span>807 <span class="_ _3"></span>100 <span class="_ _3"></span>UAH <span class="_ _3"></span>(co <span class="_ _3"></span>odpowiadało <span class="_ _0"></span>rów<span class="_ _0"></span>nowartości <span class="_ _0"></span>1 <span class="_ _3"></span>713 <span class="_ _0"></span>ty<span class="_ _0"></span>s. <span class="_ _3"></span>złotych). <span class="_ _3"></span>W <span class="_ _0"></span>wyniku <span class="_ _3"></span>tej <span class="_ _0"></span>tran<span class="_ _0"></span>sakcji <span class="_ _0"></span>LL<span class="_ _0"></span>C <span class="_ _3"></span>UNIMOT <span class="_ _0"></span>Ukraine<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x60 hf y79 ff6 fs4 fc2 sc0 ls0 ws0">o<span class="ff7">bjęła łącznie 100% udziałów w LLC MOT, a UNIMOT S.A. uzyskał pośred<span class="_ _1"></span>nio pełną kontrolę nad tą spółką. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf y305 ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">10 lipca 2025 r. UNIMOT Energ<span class="_ _1"></span>ia i Gaz Sp. z o.o. (sp<span class="_ _1"></span>ółka zależna w 100% od UNIMOT S.A<span class="_ _1"></span>.) nabyła łącznie 101 u<span class="_ _1"></span>działów w ValueIm<span class="_ _0"></span><span class="ff6">pex Sp. </span></span></span></div><div class="t m0 x60 hf y306 ff7 fs4 fc2 sc0 ls0 ws0">z o.o. (76 <span class="_ _1"></span>udziałów od <span class="_ _1"></span>Krzysztofa <span class="_ _1"></span>Dragona i<span class="_ _1"></span> 25 u<span class="_ _1"></span>działów od Rafała <span class="_ _9"></span>H<span class="_ _0"></span>olika), stanowiących 50,5<span class="_ _1"></span>% kapitału <span class="_ _1"></span>zakładowego, w <span class="_ _1"></span>drodz<span class="_ _0"></span>e przyjęcia </div><div class="t m0 x60 hf y307 ff7 fs4 fc2 sc0 ls0 ws0">nieodwołalnych ofert, za cenę równą wartości nominalnej 5 050 złotych (50 złotych za udział). W wyniku powyższej transakcji J<span class="_ _0"></span><span class="ff6">ednostka </span></div><div class="t m0 x60 hf y308 ff7 fs4 fc2 sc0 ls0 ws0">Dominująca uzyskała pośrednią kontrolę nad spółką, która weszła w skład Grupy Kapitałowej UNIMOT.<span class="ff6"> </span></div><div class="t m0 x1 hf y309 ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">16  września <span class="_ _14"> </span>2025  r.  UNIMOT  E<span class="_ _1"></span>nergia <span class="_ _14"> </span>i  Gaz  Sp. <span class="_ _14"> </span>z  o.o.  nabyła  od <span class="_ _14"> </span>spółki  Zemadon  LTD  49 <span class="_ _14"> </span>udziałów,  stanowiących  24<span class="_ _1"></span>,5%  kapi<span class="_ _1"></span>tału </span></span></div><div class="t m0 x60 hf y30a ff7 fs4 fc2 sc0 ls0 ws0">zakładowego <span class="_ _0"></span>ValueImpex <span class="_ _3"></span>Sp. <span class="_ _0"></span>z <span class="_ _3"></span>o.o., <span class="_ _3"></span>za <span class="_ _0"></span>cenę <span class="_ _3"></span>równą <span class="_ _0"></span>warto<span class="_ _0"></span>ści <span class="_ _0"></span>nominalnej <span class="_ _0"></span>2 <span class="_ _3"></span>450 <span class="_ _0"></span>z<span class="_ _0"></span>łotych <span class="_ _3"></span>(50 <span class="_ _0"></span>złotych <span class="_ _3"></span>za <span class="_ _0"></span>udział). <span class="_ _3"></span>Po <span class="_ _0"></span>tej <span class="_ _3"></span>transakcji <span class="_ _4"></span><span class="ff6">UNIMOT </span></div><div class="t m0 x60 hf y30b ff6 fs4 fc2 sc0 ls15 ws0">En<span class="ff7 ls0">ergia i Gaz<span class="_ _0"></span> Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>posiada łącznie <span class="_ _0"></span>150 udziałó<span class="_ _0"></span>w, tj. <span class="_ _0"></span>75% kapitału <span class="_ _0"></span>zakładowego <span class="_ _0"></span>spółki (200 <span class="_ _0"></span>udziałów ogółem). <span class="_ _0"></span>Tego <span class="_ _0"></span>samego d<span class="_ _3"></span><span class="ff6">nia, <span class="_ _0"></span>tj. </span></span></div><div class="t m0 x60 hf y30c ff7 fs4 fc2 sc0 ls0 ws0">16 <span class="_ _4"></span>września <span class="_ _4"></span>2025 <span class="_ _4"></span>r., <span class="_ _4"></span>na <span class="_ _4"></span>Nadzwyczajnym <span class="_ _4"></span>Zgromadzeniu <span class="_ _3"></span>Wspólnikó<span class="_ _0"></span>w <span class="_ _4"></span>ValueImpex <span class="_ _4"></span>Sp. <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _4"></span>o.o. <span class="_ _4"></span>podjęto <span class="_ _4"></span>uchwałę <span class="_ _4"></span>o <span class="_ _4"></span>zmianie <span class="_ _3"></span>umowy <span class="_ _4"></span>spółki<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x60 hf y30d ff7 fs4 fc2 sc0 ls0 ws0">skutkującą zmianą firmy spółki na UNIMOT Construction Sp. z o.o.<span class="ff6"> </span></div><div class="t m0 x1 hf y30e ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">18 <span class="_ _14"> </span>września <span class="_ _14"> </span>2025 <span class="_ _5"> </span>r.  zare<span class="_ _1"></span>jestrowana <span class="_ _14"> </span>została <span class="_ _14"> </span>spółka <span class="_ _14"> </span>PZL <span class="_ _14"> </span>Defence <span class="_ _14"> </span>Ukraine <span class="_ _5"> </span>LL<span class="_ _0"></span>C <span class="_ _14"> </span>z <span class="_ _14"> </span>siedzibą <span class="_ _5"> </span>w  Ki<span class="_ _1"></span>jowie <span class="_ _14"> </span>(Ukraina). <span class="_ _14"> </span>Jedynym <span class="_ _14"> </span>wspólnikiem<span class="_ _3"></span><span class="ff6"> </span></span></span></div><div class="t m0 x60 hf y30f ff7 fs4 fc2 sc0 ls0 ws0">obejmującym <span class="_ _3"></span>100% <span class="_ _4"></span>udziałów <span class="_ _4"></span>została <span class="_ _3"></span>spółka <span class="_ _4"></span>zależna <span class="_ _3"></span>UNIMOT <span class="_ _4"></span>Ukraine <span class="_ _3"></span>LLC. <span class="_ _4"></span>Kapitał <span class="_ _4"></span>zakładowy <span class="_ _3"></span>nowo <span class="_ _4"></span>utworzonego <span class="_ _3"></span>podmiotu <span class="_ _4"></span>wynosi <span class="_ _3"></span>2<span class="_ _0"></span> </div><div class="t m0 x60 hf y127 ff6 fs4 fc2 sc0 ls7 ws0">450<span class="ls0"> </span>000 <span class="_ _9"></span><span class="ff7 ls0">UAH <span class="_ _1"></span>(na <span class="_ _9"></span>dzień <span class="_ _1"></span>bilansowy <span class="_ _9"></span>kapitał <span class="_ _9"></span>ten <span class="_ _1"></span>nie <span class="_ _9"></span>został <span class="_ _1"></span>jeszcze <span class="_ _9"></span>opłacony). <span class="_ _9"></span>W re<span class="_ _1"></span>zultacie <span class="_ _9"></span>Jednostka <span class="_ _9"></span>Dominująca <span class="_ _1"></span>uzyskała <span class="_ _9"></span>pośrednią <span class="_ _9"></span>kontro<span class="_ _3"></span>lę </span></div><div class="t m0 x60 hf y310 ff7 fs4 fc2 sc0 ls0 ws0">nad spółką, która weszła w skład Grup<span class="_ _1"></span>y Kapitałowej UNIMOT.<span class="ff6"> </span></div><div class="t m0 x1 hf y311 ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">4 grudnia <span class="_ _0"></span>2025 <span class="_ _0"></span>r. <span class="_ _0"></span>(data <span class="_ _0"></span>rejestracji <span class="_ _0"></span>w <span class="_ _0"></span>KRS) <span class="_ _0"></span>Jednostka <span class="_ _0"></span>Dominująca <span class="_ _0"></span>uzyskała <span class="_ _0"></span>kontrolę <span class="_ _0"></span>nad <span class="_ _0"></span>nowo <span class="_ _0"></span>zaw<span class="_ _0"></span>iązaną spółką <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>Solutions <span class="_ _3"></span><span class="ff6">S<span class="_ _0"></span>p. <span class="_ _0"></span>z </span></span></span></div><div class="t m0 x60 hf y312 ff7 fs4 fc2 sc0 ls0 ws0">o.o. z siedzibą w Warszawie. Podmiot został zawiązany na mocy aktu założ<span class="_ _0"></span>ycielskiego z dnia 3 listopada 2025 r. Kapitał zakład<span class="_ _0"></span>owy spółki </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">21<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x60 hf y5e ff6 fs4 fc2 sc0 ls0 ws0">wynosi <span class="_ _0"></span>5 <span class="ff7">000 <span class="_ _0"></span>złotych <span class="_ _0"></span>i <span class="_ _3"></span>w całości <span class="_ _0"></span>został <span class="_ _0"></span>o<span class="_ _0"></span>bjęty <span class="_ _0"></span>przez <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>S.A. <span class="_ _0"></span>Z <span class="_ _0"></span>dniem <span class="_ _0"></span>rejestracji <span class="_ _0"></span>spółka <span class="_ _3"></span>weszła w <span class="_ _0"></span>skład <span class="_ _3"></span>Grupy Kapitałowej <span class="_ _0"></span>UNIMOT </span></div><div class="t m0 x60 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">jako jednostka zależna.<span class="ff6"> </span></div><div class="t m0 x1 h16 y314 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y315 ff8 fs4 fc0 sc0 ls0 ws0">Połączenia zrealizowane w 2025 r.:<span class="ff5"> </span></div><div class="t m0 x1 hf y61 ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">1 <span class="_ _3"></span>lipca <span class="_ _3"></span>2025 <span class="_ _3"></span>r. <span class="_ _4"></span>doszło <span class="_ _3"></span>do <span class="_ _3"></span>połączenia <span class="_ _3"></span>spółek <span class="_ _3"></span>w <span class="_ _4"></span>100% <span class="_ _3"></span>zależnych <span class="_ _3"></span>od <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A., <span class="_ _3"></span>tj. <span class="_ _4"></span>Tradea <span class="_ _3"></span>Sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o. <span class="_ _4"></span>(spółka <span class="_ _3"></span>przejmowana) <span class="_ _3"></span>z <span class="_ _3"></span>UNI<span class="_ _3"></span><span class="ff6">MOT </span></span></span></div><div class="t m0 x60 hf y316 ff7 fs4 fc2 sc0 ls0 ws0">Energia i Gaz Sp. z o.o. (spółka przejmująca), poprzez przenies<span class="_ _1"></span>ienie całego majątku spółki przejmowanej na spółkę przejmującą<span class="ff6 lsb">. <span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x1 h16 y317 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y318 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y319 ff5 fs4 fc0 sc0 ls0 ws0">Zbycia w 2025 r.: </div><div class="t m0 x1 hf y31a ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">16 <span class="_ _4"></span>października <span class="_ _4"></span>2025<span class="_ _0"></span> <span class="_ _4"></span>r. <span class="_ _5"></span>Jednostka <span class="_ _4"></span>Do<span class="_ _0"></span>minująca <span class="_ _4"></span>(UNIMOT <span class="_ _4"></span>S.<span class="_ _0"></span>A.) <span class="_ _4"></span>zaw<span class="_ _0"></span>arła <span class="_ _4"></span>umowę <span class="_ _5"></span>sprzedaży <span class="_ _4"></span>wszystkich <span class="_ _4"></span>posia<span class="_ _0"></span>danych <span class="_ _4"></span>przez <span class="_ _5"></span>siebie <span class="_ _4"></span>6 <span class="_ _5"> </span>000 </span></span></div><div class="t m0 x60 hf y31b ff7 fs4 fc2 sc0 ls0 ws0">udziałów <span class="_ _5"></span>w <span class="_ _4"></span>spółce <span class="_ _5"> </span>Operator <span class="_ _5"></span>Klastra <span class="_ _4"></span>Energii <span class="_ _5"></span>sp. <span class="_ _4"></span>z<span class="_ _0"></span> <span class="_ _5"></span>o.o. <span class="_ _5"></span>z <span class="_ _5"></span>siedzibą <span class="_ _4"></span>w <span class="_ _5"> </span>Żywc<span class="_ _0"></span>u. <span class="_ _4"></span>Nabywcą <span class="_ _5"> </span>udziałów <span class="_ _5"> </span>był <span class="_ _4"></span>Pa<span class="_ _0"></span>n <span class="_ _4"></span>Janusz <span class="_ _5"> </span>Michałek. <span class="_ _5"></span>Łączna <span class="_ _5"></span>ce<span class="_ _3"></span><span class="ff6">na </span></div><div class="t m0 x60 hf y31c ff6 fs4 fc2 sc0 lsc ws0">spr<span class="ff7 ls0">zedaży <span class="_ _3"></span>wyniosła <span class="_ _4"></span>600 <span class="_ _3"></span>000 <span class="_ _3"></span>z<span class="_ _0"></span>łotych. <span class="_ _3"></span>W <span class="_ _4"></span>wyniku <span class="_ _3"></span>transakcji <span class="_ _3"></span>Je<span class="_ _0"></span>dnostka <span class="_ _3"></span>Dominująca <span class="_ _4"></span>utraciła <span class="_ _3"></span>kontrolę <span class="_ _4"></span>nad <span class="_ _3"></span>podmiotem, <span class="_ _3"></span>w <span class="_ _4"></span>związku <span class="_ _3"></span>z <span class="_ _4"></span>czym </span></div><div class="t m0 x60 hf y2ec ff7 fs4 fc2 sc0 ls0 ws0">spółka przestała wchodzić w skład Grupy Kapitałowej.<span class="ff6"> </span></div><div class="t m0 x1 h16 y31d ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y31e ff5 fs4 fc0 sc0 ls0 ws0">Zmiany po dniu sprawozdawczym: </div><div class="t m0 x1 hf y31f ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">27 <span class="_ _4"></span>stycznia <span class="_ _4"></span>2026 <span class="_ _4"></span>r., <span class="_ _4"></span>w <span class="_ _4"></span>wyniku <span class="_ _4"></span>spełnie<span class="_ _1"></span>nia <span class="_ _4"></span>warunków <span class="_ _4"></span>zawieszających <span class="_ _4"></span>oraz <span class="_ _4"></span>zapłaty <span class="_ _4"></span>ceny <span class="_ _4"></span>początkowej, <span class="_ _3"></span>spółka <span class="_ _4"></span>zależna <span class="_ _4"></span>Olavion <span class="_ _4"></span>Sp. <span class="_ _4"></span>z <span class="_ _14"> </span><span class="ff6">o.o. </span></span></span></div><div class="t m0 x60 hf y320 ff7 fs4 fc2 sc0 ls0 ws0">uzyskała <span class="_ _9"></span>prawo <span class="_ _1"></span>własności <span class="_ _9"></span>udziałów <span class="_ _1"></span>i <span class="_ _9"></span>przejęła <span class="_ _9"></span>ko<span class="_ _0"></span>ntrolę <span class="_ _9"></span>nad <span class="_ _1"></span>spółką <span class="_ _1"></span>RBP<span class="ff6">-R<span class="_ _0"></span>heinische <span class="_ _a"></span>Ba<span class="_ _0"></span>hnpersonal- <span class="_ _9"></span>u<span class="_ _0"></span>nd <span class="_ _9"></span>V<span class="_ _0"></span>erkehrsgesellschaft <span class="_ _9"></span>mbH <span class="_ _9"></span>z s<span class="ff7">iedzibą </span></span></div><div class="t m0 x60 hf y321 ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _0"></span>Siegburgu (Niemcy). <span class="_ _0"></span>Przejęcie <span class="_ _0"></span>nastąpiło <span class="_ _0"></span>w <span class="_ _0"></span>wykonaniu umowy <span class="_ _0"></span>z<span class="_ _0"></span> dnia <span class="_ _0"></span>17 <span class="_ _0"></span>grudnia <span class="_ _0"></span>2025 <span class="_ _0"></span>r., <span class="_ _0"></span>na <span class="_ _0"></span>podstawie <span class="_ _0"></span>której <span class="_ _0"></span>nabyto <span class="_ _0"></span>udziały <span class="_ _0"></span>o <span class="_ _0"></span>ł<span class="_ _3"></span>ącznej </div><div class="t m0 x60 hf y322 ff7 fs4 fc2 sc0 ls0 ws0">wartości nominalnej 15<span class="ff6"> </span>000<span class="_ _0"></span> EUR, <span class="_ _0"></span>stanowiące 60% <span class="_ _0"></span>kapitału zakładow<span class="_ _0"></span>ego tej spółki. <span class="_ _0"></span>Kapitał zakładowy <span class="_ _0"></span>nabywanego podmiot<span class="_ _0"></span><span class="ff6">u<span class="_ _0"></span> wynosi 25<span class="_ _0"></span> </span></div><div class="t m0 x60 hf y323 ff7 fs4 fc2 sc0 ls0 ws0">000 <span class="_ _0"></span>EUR. <span class="_ _3"></span>Stały komponent <span class="_ _0"></span>ceny <span class="_ _0"></span>nabycia <span class="_ _0"></span>(Initial <span class="_ _0"></span>Purchase <span class="_ _0"></span>Price) <span class="_ _3"></span>wyniósł <span class="_ _0"></span>4 <span class="_ _0"></span>000 <span class="_ _3"></span>000 EUR, <span class="_ _0"></span>a <span class="_ _3"></span>maksymalna zapłata <span class="_ _3"></span>warunkowa (w <span class="_ _0"></span>tym <span class="_ _0"></span>t<span class="_ _3"></span><span class="ff6">zw. </span></div><div class="t m0 x60 hf y114 ff6 fs4 fc2 sc0 ls0 ws0">earn-<span class="ff7">out) wynosi  4 400 000 EU<span class="_ _1"></span>R, co oznacza, że <span class="_ _1"></span>łączne maksymalne zaangażowanie finans<span class="_ _1"></span>owe w transakcję może wynieść<span class="ff6"> do 8 400 000 </span></span></div><div class="t m0 x60 hf y324 ff7 fs4 fc2 sc0 ls0 ws0">EUR. <span class="_ _4"></span>Wypłata <span class="_ _4"></span>zapłaty <span class="_ _5"></span>warunkowej <span class="_ _4"></span>uzależniona <span class="_ _4"></span>jest <span class="_ _4"></span>od <span class="_ _5"></span>zysków <span class="_ _4"></span>wypracowanych <span class="_ _5"></span>przez <span class="_ _4"></span>podmiot <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _4"></span>latach <span class="_ _4"></span>2025<span class="_ _0"></span>–<span class="ff6">2028, <span class="_ _5"></span>a <span class="_ _4"></span>jej <span class="_ _5"></span>ostateczne </span></div><div class="t m0 x60 hf y325 ff7 fs4 fc2 sc0 ls0 ws0">rozliczenie <span class="_ _0"></span>nastąpi <span class="_ _3"></span>nie <span class="_ _0"></span>później <span class="_ _3"></span>niż <span class="_ _3"></span>do <span class="_ _3"></span>30 <span class="_ _0"></span>lipca <span class="_ _3"></span>2029 <span class="_ _0"></span>r. <span class="_ _3"></span>Na <span class="_ _0"></span>dzi<span class="_ _0"></span>eń <span class="_ _0"></span>sp<span class="_ _0"></span>orządzenia <span class="_ _0"></span>niniejszego <span class="_ _3"></span>sprawozdania <span class="_ _0"></span>finanso<span class="_ _0"></span>wego <span class="_ _0"></span>pro<span class="_ _3"></span>ces <span class="_ _3"></span>wstępnego </div><div class="t m0 x60 hf y326 ff7 fs4 fc2 sc0 ls0 ws0">rozliczenia <span class="_ _0"></span>nabycia, <span class="_ _3"></span>w <span class="_ _3"></span>tym <span class="_ _0"></span>ustalenie <span class="_ _0"></span>warto<span class="_ _0"></span>ści <span class="_ _0"></span>godziwej <span class="_ _3"></span>zapłaty <span class="_ _3"></span>warunkowej, <span class="_ _0"></span>nie <span class="_ _3"></span>został <span class="_ _0"></span>jeszcze <span class="_ _3"></span>zakończony. <span class="_ _3"></span>W <span class="_ _3"></span>rezultacie <span class="_ _0"></span>sfinal<span class="_ _3"></span><span class="ff6">izowania </span></div><div class="t m0 x60 hf y327 ff7 fs4 fc2 sc0 ls0 ws0">transakcji podmiot ten, działający na rynku transportu kolejowego, wszedł w skład Grup<span class="_ _1"></span>y Kapitałowej UNIMOT.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y328 ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">6 <span class="_ _0"></span>lutego <span class="_ _0"></span>2026 <span class="_ _0"></span>r. <span class="_ _3"></span>(data <span class="_ _0"></span>rejestracji w <span class="_ _3"></span>KRS) <span class="_ _0"></span>Jednostka <span class="_ _0"></span>Dominująca <span class="_ _0"></span>uzyskała <span class="_ _0"></span>pośrednią <span class="_ _0"></span>kontrolę <span class="_ _0"></span>nad <span class="_ _0"></span>now<span class="_ _0"></span>o <span class="_ _0"></span>zawiązaną <span class="_ _0"></span>spółką <span class="_ _0"></span>UNIME <span class="_ _3"></span>1 <span class="_ _3"></span><span class="ff6">Sp. <span class="_ _0"></span>z </span></span></span></div><div class="t m0 x60 hf y329 ff7 fs4 fc2 sc0 ls0 ws0">o.o. z <span class="_ _0"></span>siedzibą w Warszawie. Po<span class="_ _0"></span>dmiot został zawiązany na mo<span class="_ _0"></span>cy umowy spółki z <span class="_ _0"></span>dnia 5 lutego 2026<span class="_ _0"></span> r. <span class="_ _0"></span>Kapitał zakładowy <span class="_ _0"></span>spółki w<span class="_ _3"></span><span class="ff6">ynosi 5 </span></div><div class="t m0 x60 hf y32a ff7 fs4 fc2 sc0 ls0 ws0">000 złotych. Spółka <span class="_ _1"></span>zależna UNIMOT Energ<span class="_ _1"></span>ia i Gaz <span class="_ _1"></span>Sp. z o.o. objęła <span class="_ _1"></span>w podmiocie <span class="_ _1"></span>99 udziałów, co sta<span class="_ _1"></span>nowi 99% kapi<span class="_ _1"></span>tału zakładowe<span class="_ _0"></span><span class="ff6">go o<span class="_ _0"></span>raz </span></div><div class="t m0 x60 hf y32b ff7 fs4 fc2 sc0 ls0 ws0">głosów <span class="_ _3"></span>na <span class="_ _3"></span>zgromadzeniu <span class="_ _0"></span>wspólników. <span class="_ _3"></span>Pozostałe <span class="_ _3"></span>udziały <span class="_ _0"></span>zostały <span class="_ _3"></span>objęte <span class="_ _3"></span>przez <span class="_ _0"></span>o<span class="_ _0"></span>sobę <span class="_ _3"></span>fizyczną. <span class="_ _3"></span>Z <span class="_ _0"></span>dniem <span class="_ _3"></span>rejestracji <span class="_ _0"></span>spółk<span class="_ _3"></span>a <span class="_ _3"></span>weszła <span class="_ _3"></span>w <span class="_ _3"></span>skład </div><div class="t m0 x60 hf y32c ff7 fs4 fc2 sc0 ls0 ws0">Grupy Kapitałowej UNIMOT jako jednostka zależna.<span class="ff6"> </span></div><div class="t m0 x1 hf y32d ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">9 <span class="_ _0"></span>lutego <span class="_ _0"></span>2026 <span class="_ _0"></span>r. <span class="_ _3"></span>(data <span class="_ _0"></span>rejestracji w <span class="_ _3"></span>KRS) <span class="_ _0"></span>Jednostka <span class="_ _0"></span>Dominująca <span class="_ _0"></span>uzyskała <span class="_ _0"></span>pośrednią <span class="_ _0"></span>kontrolę <span class="_ _0"></span>nad <span class="_ _0"></span>now<span class="_ _0"></span>o <span class="_ _0"></span>zawiązaną <span class="_ _0"></span>spółką <span class="_ _0"></span>UNIME <span class="_ _3"></span>2 <span class="_ _3"></span><span class="ff6">Sp. <span class="_ _0"></span>z </span></span></span></div><div class="t m0 x60 hf y32e ff7 fs4 fc2 sc0 ls0 ws0">o.o. z <span class="_ _0"></span>siedzibą w Warszawie. Po<span class="_ _0"></span>dmiot został zawiązany na mo<span class="_ _0"></span>cy umowy spółki z <span class="_ _0"></span>dnia 5 lutego 2026<span class="_ _0"></span> r. <span class="_ _0"></span>Kapitał zakładowy <span class="_ _0"></span>spółki w<span class="_ _3"></span><span class="ff6">ynosi 5 </span></div><div class="t m0 x60 hf y32f ff7 fs4 fc2 sc0 ls0 ws0">000 złotych. Spółka <span class="_ _1"></span>zależna UNIMOT Energ<span class="_ _1"></span>ia i Gaz <span class="_ _1"></span>Sp. z o.o. objęła <span class="_ _1"></span>w podmiocie <span class="_ _1"></span>99 udziałów, co sta<span class="_ _1"></span>nowi 99% kapi<span class="_ _1"></span>tału zakładowe<span class="_ _0"></span><span class="ff6">go o<span class="_ _0"></span>raz </span></div><div class="t m0 x60 hf y330 ff7 fs4 fc2 sc0 ls0 ws0">głosów <span class="_ _3"></span>na <span class="_ _3"></span>zgromadzeniu <span class="_ _0"></span>wspólników. <span class="_ _3"></span>Pozostałe <span class="_ _3"></span>udziały <span class="_ _0"></span>zostały <span class="_ _3"></span>objęte <span class="_ _3"></span>przez <span class="_ _0"></span>o<span class="_ _0"></span>sobę <span class="_ _3"></span>fizyczną. <span class="_ _3"></span>Z <span class="_ _0"></span>dniem <span class="_ _3"></span>rejestracji <span class="_ _0"></span>spółk<span class="_ _3"></span>a <span class="_ _3"></span>weszła <span class="_ _3"></span>w <span class="_ _3"></span>skład </div><div class="t m0 x60 hf y331 ff7 fs4 fc2 sc0 ls0 ws0">Grupy Kapitałowej UNIMOT jako jednostka zależna.<span class="ff6"> </span></div><div class="t m0 x1 hf y1ad ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">10 luteg<span class="_ _1"></span>o 2026 r. <span class="_ _1"></span>Jednostka Dominu<span class="_ _1"></span>jąca (UNIMOT S.A<span class="_ _1"></span>.) zawarła umowę <span class="_ _1"></span>nabycia 1 <span class="_ _1"></span>000 000 <span class="_ _1"></span>akcji imi<span class="_ _1"></span>ennych <span class="_ _1"></span>serii A <span class="_ _1"></span>spółki PZL <span class="_ _1"></span>Defen<span class="ff6">ce S.A. </span></span></span></div><div class="t m0 x60 hf y332 ff7 fs4 fc2 sc0 ls0 ws0">z siedzibą w Sędziszowie Małopolskim, stanowiących 100% kapitału zakładowego tej spółki, za łącz<span class="_ _0"></span>ną cenę 1 000<span class="_ _0"></span><span class="ff6"> </span>000 zło<span class="_ _0"></span>tych. <span class="ff6">Skuteczne </span></div><div class="t m0 x60 hf y333 ff7 fs4 fc2 sc0 ls0 ws0">przeniesienie <span class="_ _3"></span>własności <span class="_ _4"></span>akcji <span class="_ _3"></span>nastąpiło <span class="_ _4"></span>z <span class="_ _4"></span>chwilą <span class="_ _3"></span>wpisu <span class="_ _3"></span>do <span class="_ _4"></span>Rejestru <span class="_ _4"></span>Akcjonariuszy, <span class="_ _3"></span>tj. <span class="_ _4"></span>w <span class="_ _3"></span>dniu <span class="_ _4"></span>17 <span class="_ _3"></span>lutego <span class="_ _4"></span>2026 <span class="_ _4"></span>r. <span class="_ _3"></span>Z <span class="_ _4"></span>tym <span class="_ _4"></span>dniem <span class="_ _3"></span>Je<span class="_ _0"></span><span class="ff6">dnostka<span class="_ _0"></span> </span></div><div class="t m0 x60 hf y334 ff7 fs4 fc2 sc0 ls0 ws0">Dominująca uzyskała pełną kontrolę nad spółką, a podmiot ten wszedł w skład Grup<span class="_ _1"></span>y Kapitałowej UNIMOT.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y335 ff12 fs4 fcc sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1c"> </span><span class="ff7 fc2">18 <span class="_ _0"></span>lutego <span class="_ _3"></span>2026 <span class="_ _0"></span>r. <span class="_ _3"></span>(data <span class="_ _3"></span>rejestracji <span class="_ _0"></span>w <span class="_ _3"></span>KRS) <span class="_ _3"></span>Jednostka <span class="_ _0"></span>Dominująca <span class="_ _3"></span>uzyskała <span class="_ _0"></span>ko<span class="_ _0"></span>ntrolę <span class="_ _0"></span>nad <span class="_ _3"></span>nowo <span class="_ _0"></span>z<span class="_ _0"></span>awiązaną <span class="_ _0"></span>spółką <span class="_ _3"></span>MDS <span class="_ _0"></span>Technologie <span class="_ _3"></span>S<span class="_ _3"></span><span class="ff6">p. <span class="_ _0"></span>z </span></span></span></div><div class="t m0 x60 hf y336 ff7 fs4 fc2 sc0 ls0 ws0">o.o. <span class="_ _3"></span>z <span class="_ _3"></span>siedzibą <span class="_ _0"></span>w <span class="_ _3"></span>Warszaw<span class="_ _0"></span>ie. <span class="_ _3"></span>Podmiot <span class="_ _0"></span>z<span class="_ _0"></span>ostał <span class="_ _3"></span>zawiązany <span class="_ _3"></span>na <span class="_ _3"></span>mocy <span class="_ _0"></span>aktu <span class="_ _3"></span>notarialnego <span class="_ _3"></span>z <span class="_ _3"></span>dnia <span class="_ _3"></span>15 <span class="_ _3"></span>stycznia <span class="_ _3"></span>2026 <span class="_ _3"></span>r. <span class="_ _3"></span>Kapitał <span class="_ _3"></span>zakładowy <span class="_ _5"></span><span class="ff6">s</span>półki </div><div class="t m0 x60 hf y337 ff6 fs4 fc2 sc0 ls0 ws0">wynosi 1 000 <span class="ff7">000 złotych. Jednostka Dominująca objęła w podmiocie 15 000 u<span class="_ _1"></span>działów o łącznej wartości nominaln<span class="_ _1"></span>ej 750<span class="ff6"> </span>000 z<span class="_ _0"></span>łotych, co </span></div><div class="t m0 x60 hf y338 ff7 fs4 fc2 sc0 ls0 ws0">stanowi 75% kapitału <span class="_ _0"></span>zakładowego oraz <span class="_ _0"></span>głosów na zgromadzeniu wspólników. <span class="_ _0"></span>Pozostałe udziały z<span class="_ _0"></span>ostały objęte przez TO<span class="_ _0"></span>RQUE<span class="_ _3"></span><span class="ff6"> Sp. z o<span class="_ _0"></span>.o. </span></div><div class="t m0 x60 hf y339 ff7 fs4 fc2 sc0 ls0 ws0">(20%) oraz osobę fizyczną (5%). Z dniem rejestracji spółka weszła w skład G<span class="_ _1"></span>rupy Kapitałowej UNIMOT jako jednostka zależna.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y33a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y33b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y33c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y41 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y39 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y33d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y311 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">22<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hd y25c ff5 fs5 fc5 sc0 ls12 ws0">1.6.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">HISTORIA UNIMOT S.A. I GRUP<span class="_ _1"></span>Y KAPITAŁOWEJ<span class="ff5"> </span></span></span></div></div><div class="c x1 y33e w22 h5f"><div class="t m0 x61 he y33f ff8 fs6 fc2 sc0 ls0 ws0">Historia Grupy Ka<span class="_ _1"></span>pitało<span class="_ _1"></span>wej UNIMOT<span class="ff6"> </span></div></div><div class="c x1 y340 w23 h60"><div class="t m0 x58 h10 y2df ff5 fs3 fc2 sc0 ls16 ws0">1992<span class="ff6 ls0"> </span></div></div><div class="c x62 y340 w24 h60"><div class="t m0 x4a hf y154 ff7 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności gospodarczej przez członków rodziny Sikorski<span class="_ _1"></span>ch (handel olejami samochodowymi).<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x1 y341 w23 h60"><div class="t m0 x58 h10 y2df ff5 fs3 fc2 sc0 ls16 ws0">2001<span class="ff6 ls0"> </span></div></div><div class="c x62 y341 w24 h60"><div class="t m0 x4a hf y154 ff7 fs4 fc2 sc0 ls0 ws0">Nabycie rozlewni gazu LPG w miejscowości Zawadzkie.<span class="ff6"> </span></div><div class="t m0 x4a hf y18f ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y63 w23 h33"><div class="t m0 x58 h10 y342 ff5 fs3 fc2 sc0 ls16 ws0">2011<span class="ff6 ls0"> </span></div></div><div class="c x62 y63 w24 h33"><div class="t m0 x4a hf y19e ff7 fs4 fc2 sc0 ls0 ws0">Zainicjowanie działalności <span class="ff6">UNIMOT </span>pod nazwą <span class="ff6">UNIMOT Gaz S.A. </span></div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">Uzyskanie koncesji z Urzędu Regulacji Energe<span class="_ _1"></span>tyki na obrót paliwami płynnymi.<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x1 y343 w23 h33"><div class="t m0 x58 h10 y342 ff5 fs3 fc2 sc0 ls16 ws0">2012<span class="ff6 ls0"> </span></div></div><div class="c x62 y343 w24 h33"><div class="t m0 x4a hf y19e ff6 fs4 fc2 sc0 ls0 ws0">Debiut na rynku NewConnect. </div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0">Realizacja celów emisji - otwarcie centrum d<span class="_ _1"></span>ystrybucyjnego butli gazowych. </div></div><div class="c x1 y344 w23 h60"><div class="t m0 x58 h10 y2df ff5 fs3 fc2 sc0 ls16 ws0">2013<span class="ff6 ls0"> </span></div></div><div class="c x62 y344 w24 h60"><div class="t m0 x4a hf y154 ff6 fs4 fc2 sc0 ls0 ws0">Otrzymanie koncesji na handel gazem ziemnym. </div><div class="t m0 x4a hf y18f ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y345 w23 h37"><div class="t m0 x58 h10 y346 ff5 fs3 fc2 sc0 ls16 ws0">2014<span class="ff6 ls0"> </span></div></div><div class="c x62 y345 w24 h37"><div class="t m0 x4a hf y1ff ff6 fs4 fc2 sc0 ls0 ws0">Zmiana nazwy z UNIMOT Gaz S.A. na UNIMOT S.A. </div><div class="t m0 x4a hf y1da ff7 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności na hurtowym rynku oleju napędowego i biopaliw.<span class="ff6"> </span></div><div class="t m0 x4a hf y1d8 ff6 fs4 fc2 sc0 ls0 ws0">Nabycie sieci gazowej przez UNIMOT System sp. z o.o. </div><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">Zawarcie <span class="_ _1"></span>umowy przen<span class="_ _1"></span>iesienia <span class="_ _1"></span>własności zorgani<span class="_ _1"></span>zowanej części <span class="_ _9"></span>prz<span class="_ _0"></span>edsiębiorstwa <span class="_ _1"></span>Unimot <span class="_ _1"></span>Express sp<span class="_ _1"></span>. z <span class="_ _1"></span>o.o. <span class="ff6">- </span>działalność <span class="_ _1"></span>w </div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">zakresie hurtowego handlu paliwami, w tym oleju napęd<span class="_ _1"></span>owego.<span class="ff6"> </span></div></div><div class="c x1 y347 w23 h39"><div class="t m0 x58 h10 y348 ff5 fs3 fc2 sc0 ls16 ws0">2015<span class="ff6 ls0"> </span></div></div><div class="c x62 y347 w24 h39"><div class="t m0 x4a hf y21d ff7 fs4 fc2 sc0 ls0 ws0">Uzyskanie koncesji na obrót paliwami ciekłymi z zagranicą.<span class="ff6"> </span></div><div class="t m0 x4a hc y349 ff7 fs4 fc2 sc0 ls0 ws0">Nabycie <span class="_ _1"></span>udziałów <span class="_ _1"></span>w U<span class="_ _1"></span>EiG <span class="_ _1"></span>sp. <span class="_ _9"></span>z<span class="_ _0"></span> o.<span class="_ _1"></span>o. <span class="_ _1"></span>(d.<span class="ff6 fs6"> <span class="fs4">En<span class="_ _1"></span>ergoGaz - <span class="_ _9"></span><span class="ff7">koncesje na <span class="_ _9"></span>o<span class="_ _0"></span>brót <span class="_ _9"></span>energią el<span class="_ _1"></span>ektryczną (OEE), <span class="_ _1"></span>paliwami <span class="_ _1"></span>gazowymi <span class="_ _1"></span>(OPG)<span class="_ _1"></span> </span></span></span></div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">i paliwami ciekłymi (OPC)).<span class="ff6"> </span></div></div><div class="c x1 y34a w23 h61"><div class="t m0 x58 h10 y34b ff5 fs3 fc2 sc0 ls16 ws0">2016<span class="ff6 ls0"> </span></div></div><div class="c x62 y34a w24 h61"><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">Przystąpienie do stowarzyszenia AVIA International.<span class="ff6"> </span></div><div class="t m0 x4a hf y19e ff7 fs4 fc2 sc0 ls0 ws0">Przejęcie spółki Tradea –<span class="ff6"> </span>trading energią elektryczną.<span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">Przyjęcie Strategii rozwoju UNIMOT S.A. na lata 2016<span class="ff6">-<span class="ls7">2017.</span> </span></div></div><div class="c x1 y34c w23 h33"><div class="t m0 x58 h10 y342 ff5 fs3 fc2 sc0 ls16 ws0">2017<span class="ff6 ls0"> </span></div></div><div class="c x62 y34c w24 h33"><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">Debiut na rynku głównym GPW w Warszawie.<span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">Początek rozwoju sieci stacji AVIA w Polsce.<span class="ff6"> </span></div></div><div class="c x1 y34d w23 h61"><div class="t m0 x58 h10 y34e ff5 fs3 fc2 sc0 ls16 ws0">2018<span class="ff6 ls0"> </span></div></div><div class="c x62 y34d w24 h61"><div class="t m0 x4a hf y1d8 ff6 fs4 fc2 sc0 ls0 ws0">Publikacja strategii na lata 2018-<span class="ls7">2023.</span> </div><div class="t m0 x4a hf y19e ff7 fs4 fc2 sc0 ls0 ws0">Przyjęcie polityki dywidendowej <span class="ff6">- minimum 30% z wypracowanego zysku netto. </span></div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">Powołanie na Prezesa Zarządu założyciela i głównego akcjonariu<span class="_ _1"></span>sza –<span class="ff6"> Adama Sikorskiego. </span></div></div><div class="c x1 y34f w23 h62"><div class="t m0 x58 h10 y350 ff5 fs3 fc2 sc0 ls16 ws0">2019<span class="ff6 ls0"> </span></div></div><div class="c x62 y34f w24 h62"><div class="t m0 x4a hf y1dd ff7 fs4 fc2 sc0 ls0 ws0">Początek rozwoju sieci franczyzowej stacji pali<span class="_ _1"></span>w AVIA w Ukrainie.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności w branży produktów asfaltowych.<span class="ff6"> </span></div><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności w segmencie<span class="_ _1"></span> olejów i smarów.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">Wejście do indeksu sWIG 80 na GPW w Warszawie.<span class="ff6"> </span></div></div><div class="c x1 y32a w23 h63"><div class="t m0 x58 h10 y342 ff5 fs3 fc2 sc0 ls16 ws0">2020<span class="ff6 ls0"> </span></div></div><div class="c x62 y32a w24 h63"><div class="t m0 x4a hf y19e ff7 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności w segmencie<span class="_ _1"></span> instalacji fotowoltaicznych pod marką AVIA Solar.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności w zakresie obrotu ropą naftową.<span class="ff6"> </span></div></div><div class="c x1 y351 w23 h64"><div class="t m0 x58 h10 y352 ff5 fs3 fc2 sc0 ls16 ws0">2021<span class="ff6 ls0"> </span></div></div><div class="c x62 y351 w24 h64"><div class="t m0 x4a hf y353 ff7 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie produkcji paneli fotowoltaicznych pod marką AVIA Solar.<span class="ff6"> </span></div><div class="t m0 x4a hf y354 ff7 fs4 fc2 sc0 ls0 ws0">Uruchomienie własnej linii produkcyjnej w Sędzis<span class="_ _1"></span>zowie<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x1 y355 w23 h62"><div class="t m0 x58 h10 y356 ff5 fs3 fc2 sc0 ls16 ws0">2022<span class="ff6 ls0"> </span></div></div><div class="c x62 y355 w24 h62"><div class="t m0 x4a hf y1da ff7 fs4 fc2 sc0 ls0 ws0">Podpisanie umowy <span class="_ _0"></span>przedwstępnej <span class="_ _0"></span>na <span class="_ _0"></span>zakup spółki <span class="_ _0"></span>Lo<span class="_ _0"></span>tos Terminale <span class="_ _0"></span>(9 <span class="_ _0"></span>terminali paliwowych <span class="_ _0"></span>i <span class="_ _0"></span>2 <span class="_ _0"></span>zakłady produkcji <span class="_ _0"></span>asfaltu) </div><div class="t m0 x4a hf y1d8 ff6 fs4 fc2 sc0 ls0 ws0">w ramach fuzji PKN Orlen i Lotos. </div><div class="t m0 x4a hc y19e ff6 fs4 fc2 sc0 ls0 ws0">Reorganizacja w Gru<span class="_ _1"></span>pie <span class="_ _1"></span>UNIMOT- <span class="ff7">przeniesienie zorganizowanej <span class="_ _1"></span>części przedsiębiorstwa<span class="ff6 fs6"> <span class="fs4">z <span class="_ _1"></span>segmentem obrotu <span class="_ _1"></span>paliwami ze </span></span></span></div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">spółki <span class="ff6">UNIMOT </span>S.A. do spółki zależnej –<span class="ff6"> UNIMOT Paliwa.  </span></div></div><div class="c x1 y357 w23 h37"><div class="t m0 x58 h10 y358 ff5 fs3 fc2 sc0 ls16 ws0">2023<span class="ff6 ls0"> </span></div></div><div class="c x62 y357 w24 h37"><div class="t m0 x4a hf y1ff ff6 fs4 fc2 sc0 ls0 ws0">Finalizacja nabycia 100% akcji Lotos Terminale. </div><div class="t m0 x4a hf y1da ff7 fs4 fc2 sc0 ls0 ws0">Nabycie spółki Olavion działającej w branży logistyk<span class="_ _1"></span>i kolejowej.<span class="ff6"> </span></div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności w segmencie<span class="_ _1"></span> paliw stałych poprzez spółkę <span class="ff6">UNIMOT Co<span class="_ _0"></span>mmodities Sp. z o. o. </span></div><div class="t m0 x4a hf y19e ff7 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności w segmencie paliw lotniczych poprzez <span class="_ _0"></span>spółkę <span class="_ _3"></span><span class="ff6">UNIMOT Aviation Sp. z o. o<span class="_ _0"></span>; Aviation Services Sp. z </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0">o. o. </div><div class="t m0 x4a hf y0 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ya5 w23 h41"><div class="t m0 x58 h10 y359 ff5 fs3 fc2 sc0 ls16 ws0">2024<span class="fcb ls0"> </span></div></div><div class="c x62 ya5 w24 h41"><div class="t m0 x4a hf y1ed ff6 fs4 fc2 sc0 ls0 ws0">Publikacja strategii na lata 2024-<span class="ls7">2028.</span> </div><div class="t m0 x4a hf y1ff ff7 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie <span class="_ _4"></span>działalności <span class="_ _4"></span>w <span class="_ _5"></span>sektorze <span class="_ _4"></span>lotnictwa <span class="_ _4"></span>pasażerskiego <span class="_ _5"></span>–<span class="ff6"> <span class="_ _4"></span></span>mo<span class="_ _0"></span>żliwość <span class="_ _5"></span><span class="ff6">tankowania <span class="_ _4"></span>samolotów <span class="_ _4"></span>na <span class="_ _4"></span>Lotnisku <span class="_ _4"></span>Kraków<span class="_ _0"></span>-</span></div><div class="t m0 x4a hf y1dd ff6 fs4 fc2 sc0 ls0 ws0">Balice oraz Lotnisku Katowice-Pyrzowice. </div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">Rozpoczęcie działalności w segmencie<span class="_ _1"></span> paliw żeglugowych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">Wprowadzenie do oferty paliwa HVO, dostępnego w sprzedaży hurtowej i de<span class="_ _1"></span>talicznej na stacjach AVIA.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x4a hf y28 ff7 fs4 fc2 sc0 ls0 ws0">Włączenie spółki <span class="ff6">UNIMOT </span>Infrastruktura do spółki <span class="ff6">UNIMOT Terminale. </span></div></div><div class="c x1 y35a w23 h65"><div class="t m0 x58 h10 y358 ff5 fs3 fc2 sc0 ls16 ws0">2025<span class="ls0"> </span></div></div><div class="c x62 y35a w24 h65"><div class="t m0 x4a hf y1dc ff7 fs4 fc2 sc0 ls0 ws0">Zainicjowanie projektu mającego rozszerzyć działalność na wydobycie gazu ziemnego. <span class="ff6"> </span></div><div class="t m0 x4a hf y1da ff7 fs4 fc2 sc0 ls0 ws0">Rozwój działalności w segmencie paliw lotni<span class="_ _1"></span>czych poprzez pierwszą dostawę SAF. <span class="ff6"> </span></div><div class="t m0 x4a hf y1d8 ff7 fs4 fc2 sc0 ls0 ws0">Zapowiedź wejścia w sektor obronny<span class="ff6">.  </span></div><div class="t m0 x4a hf y1e1 ff7 fs4 fc2 sc0 ls0 ws0">Nawiązanie współpracy z Żabka<span class="ff6"> Polska <span class="ls17">i </span>uruchomienie sklepów sieci na stacjach Avia. </span></div><div class="t m0 x4a hf y28 ff6 fs4 fc2 sc0 ls0 ws0">Debiut UNIMOT <span class="ff7">Energia i Gaz na europejskich giełdach energii EEX i EPEX SPOT</span>. </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y29d ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _1d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x5 y59 w25 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">23<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h35 y1b9 ff5 fs2 fca sc0 lsf ws0">2.<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff5">STRATEGIA GRUP<span class="_ _1"></span>Y ORAZ PLANY ROZWO<span class="_ _1"></span>JOWE </span></span></div><div class="t m0 x47 hd y35b ff5 fs5 fc5 sc0 ls12 ws0">2.1.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">PRZYJĘTA STRATEGIA N<span class="_ _1"></span>A LATA 2024–<span class="ff5">2028 </span></span></span></div><div class="t m0 x1 hf y35c ff7 fs4 fc2 sc0 ls0 ws0">W kwietniu 2024 roku<span class="_ _0"></span> Grupa o<span class="_ _0"></span>publikowała swoją <span class="_ _0"></span>strategię biznesową <span class="_ _0"></span>na lata 2024<span class="_ _0"></span><span class="ff6">-</span>2028. <span class="_ _0"></span>Strategia jest <span class="_ _0"></span>odpowiedzią na wyzwania <span class="_ _0"></span>związane </div><div class="t m0 x1 hf y35d ff7 fs4 fc2 sc0 ls0 ws0">z <span class="_ _3"></span>obecną <span class="_ _0"></span>sytuacją <span class="_ _0"></span>oraz <span class="_ _3"></span>przyszłością <span class="_ _0"></span>rynku <span class="_ _0"></span>paliwowego <span class="_ _3"></span>i <span class="_ _3"></span>energ<span class="_ _1"></span>etycznego, <span class="_ _3"></span>a <span class="_ _0"></span>także <span class="_ _0"></span>ro<span class="_ _0"></span>snącymi <span class="_ _0"></span>wymaganiami <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>z<span class="_ _0"></span>akresie <span class="_ _0"></span>ochrony <span class="_ _3"></span>śro<span class="_ _0"></span><span class="ff6">dowiska <span class="_ _0"></span>i </span></div><div class="t m0 x1 hf y35e ff6 fs4 fc2 sc0 ls0 ws0">zmian klimatu. </div><div class="t m0 x1 h16 y35f ff5 fs4 fc2 sc0 ls0 ws0">MISJA, CEL </div><div class="t m0 x1 hf y360 ff7 fs4 fc2 sc0 ls0 ws0">Misją <span class="_ _4"></span><span class="ff6">Grupy <span class="_ _4"></span>UNIMOT <span class="_ _4"></span> <span class="_ _4"></span> <span class="_ _4"></span></span>jest <span class="_ _4"></span>dostarczanie <span class="_ _3"></span>cz<span class="_ _0"></span>ystej <span class="_ _4"></span>i <span class="_ _3"></span>taniej <span class="_ _4"></span>energii. <span class="_ _4"></span>Sprawność <span class="_ _4"></span>organizacyjna, <span class="_ _4"></span>efektywność <span class="_ _4"></span>kosztowa, <span class="_ _3"></span>o<span class="_ _0"></span>twartość <span class="_ _4"></span>na <span class="_ _3"></span>zmiany <span class="_ _4"></span>i </div><div class="t m0 x1 hf y361 ff7 fs4 fc2 sc0 ls0 ws0">wychodzenie <span class="_ _3"></span>poza <span class="_ _3"></span>horyzont, <span class="_ _4"></span>mają <span class="_ _3"></span>pozwolić <span class="_ _4"></span>Grupie <span class="_ _0"></span>na <span class="_ _4"></span>wyprzedzanie <span class="_ _3"></span>konkurencji <span class="_ _3"></span>poprzez <span class="_ _4"></span>oferowanie <span class="_ _3"></span>najlepszych <span class="_ _3"></span>produktów <span class="_ _4"></span>i <span class="_ _3"></span>najwyż<span class="_ _3"></span><span class="ff6">szej </span></div><div class="t m0 x1 hf y362 ff7 fs4 fc2 sc0 ls0 ws0">jakości obsługi na rynku, tym samym zrównoważony rozwój zdywersyfikowanego biznesu. <span class="ff6"> </span></div><div class="t m0 x1 hf y363 ff6 fs4 fc2 sc0 ls0 ws0">Celem Grupy <span class="_ _0"></span>UNIMOT <span class="_ _0"></span> <span class="_ _3"></span> <span class="ff7">jest <span class="_ _0"></span>maksymalne wykorzystywanie <span class="_ _0"></span>potenc<span class="_ _0"></span>jału dotychcz<span class="_ _0"></span>asowych kluczow<span class="_ _0"></span>ych segmentów <span class="_ _0"></span>biznesowych i <span class="_ _0"></span>umac<span class="_ _0"></span>nianie </span></div><div class="t m0 x1 hf y364 ff6 fs4 fc2 sc0 ls0 ws0">ich <span class="_ _0"></span>pozycji <span class="_ _0"></span>rynkowej. <span class="_ _3"></span>Równolegle <span class="_ _0"></span>Grupa UNIMOT <span class="_ _3"></span><span class="ff7">zakłada <span class="_ _0"></span>aktywny <span class="_ _0"></span>udział <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>transformacji <span class="_ _0"></span>energetycznej <span class="_ _0"></span>i <span class="_ _0"></span>zw<span class="_ _0"></span>iększanie udziału <span class="_ _0"></span>w <span class="_ _3"></span>rynku, <span class="_ _0"></span>a <span class="_ _0"></span>w </span></div><div class="t m0 x1 hf y365 ff7 fs4 fc2 sc0 ls0 ws0">konsekwencji <span class="_ _9"></span>wzrost wartości <span class="_ _9"></span>Grupy <span class="_ _1"></span>dla <span class="_ _9"></span>w<span class="_ _0"></span>szystkich <span class="_ _1"></span>jej <span class="_ _9"></span>i<span class="_ _0"></span>nteresariuszy, <span class="_ _1"></span>przy <span class="_ _1"></span>jednoczesn<span class="_ _1"></span>ym <span class="_ _1"></span>osiągnięciu <span class="_ _9"></span>ne<span class="_ _0"></span>utralności <span class="_ _9"></span>k<span class="_ _0"></span>limatycznej<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span>do <span class="_ _9"></span>20<span class="_ _0"></span>50 <span class="_ _1"></span>roku. </span></div><div class="t m0 x1 hf y366 ff6 fs4 fc2 sc0 ls0 ws0">Wszystkie cele biznesowe, wyznaczone w strategii biznesowej Grupy UNIMOT  <span class="ff7">, oparte są na celach wyznaczonych w o</span>bszarze ESG. </div><div class="t m0 x1 hf y367 ff7 fs4 fc2 sc0 ls0 ws0">Przeprowadzona analiza, przyjęta misja i cel określiły dwa kluczowe kie<span class="_ _1"></span>runki działań:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y368 ff6 fs4 fc2 sc0 ls7 ws0">1.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff5">Dotychczasowych<span class="ff6"> <span class="_ _16"> </span>- <span class="_ _17"> </span><span class="ff7">utrzymywanie <span class="_ _17"> </span>efektywności <span class="_ _17"> </span>działalności <span class="_ _17"> </span>w <span class="_ _17"> </span>obszarach <span class="_ _16"> </span>paliw, <span class="_ _17"> </span>tradingu <span class="_ _17"> </span>oraz <span class="_ _16"> </span>lo<span class="_ _0"></span>gistyki <span class="_ _16"> </span>wraz <span class="_ _17"> </span>ze <span class="_ _17"> </span>stopniowym </span></span></span></span></div><div class="t m0 x47 hf y369 ff7 fs4 fc2 sc0 ls0 ws0">poszerzaniem portfolio produktowego oraz dywersyfikacją portfela klien<span class="_ _1"></span>tów w stronę paliw i energii o niższej emisyjności.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y36a ff6 fs4 fc2 sc0 ls7 ws0">2.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff5">Transformacyjnych<span class="ff6"> <span class="_ _5"></span>- <span class="_ _5"></span><span class="ff7">realizacja <span class="_ _5"></span>inwestycji <span class="_ _4"></span>w <span class="_ _5"> </span>nowe <span class="_ _5"> </span>kierunki <span class="_ _5"> </span>rozwo<span class="_ _0"></span>ju, <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _5"></span>tym <span class="_ _5"></span>w <span class="_ _5"></span>obszarach <span class="_ _4"></span>elektroenergetyki <span class="_ _5"> </span>i <span class="_ _5"> </span>ciepłow<span class="_ _0"></span>nictwa, <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _5"></span>celu </span></span></span></span></div><div class="t m0 x47 hf y36b ff7 fs4 fc2 sc0 ls0 ws0">dywersyfikacji źródeł przychodów. <span class="ff6"> </span></div><div class="t m0 x1 h16 y36c ff8 fs4 fc2 sc0 ls0 ws0">DOTYCHCZASOWA DZIAŁALNOŚĆ<span class="ff5"> </span></div><div class="t m0 x1 hf y36d ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z <span class="_ _3"></span>założeniami <span class="_ _0"></span>Strategii, <span class="_ _0"></span>utrzymanie <span class="_ _3"></span>pozycji <span class="_ _0"></span>niezależnego <span class="_ _3"></span>lidera <span class="_ _0"></span>w <span class="_ _3"></span>zakresie <span class="_ _0"></span>importu <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _3"></span>dystryb<span class="_ _1"></span>ucji <span class="_ _0"></span>pal<span class="_ _0"></span>iw <span class="_ _0"></span>płynnych <span class="_ _3"></span>po<span class="_ _0"></span><span class="ff6">zw<span class="_ _0"></span>oli <span class="_ _0"></span>Grupie </span></div><div class="t m0 x1 hf y36e ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT  na  fina<span class="_ _0"></span>sowanie  budow<span class="_ _0"></span>y  zdywersyfikowanego  portfela <span class="_ _18"> </span>inwestycyjnego. <span class="_ _18"> </span>W<span class="_ _0"></span>  efekcie  z<span class="_ _0"></span>mniejszony  zostanie <span class="_ _18"> </span>śla<span class="_ _0"></span>d  węglowy <span class="_ _15"> </span>p<span class="_ _0"></span><span class="ff6">rzez<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y36f ff7 fs4 fc2 sc0 ls0 ws0">wykorzystanie energii z OZE, inwestycje w źródła oraz moderni<span class="_ _1"></span>zację aktywów.   <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y370 ff7 fs4 fc2 sc0 ls0 ws0">W celu zwiększenia <span class="_ _0"></span>efektywności działania, <span class="_ _0"></span><span class="ff6">Grupa U<span class="_ _0"></span>NIMOT </span>zamierza <span class="_ _0"></span>skoncentrować swoje <span class="_ _0"></span>aktywności biznesowe w <span class="_ _0"></span>obszarze transformacji </div><div class="t m0 x1 hf y371 ff7 fs4 fc2 sc0 ls0 ws0">energetycznej w jednej spółce <span class="_ _0"></span>–<span class="ff6"> UNIMOT </span>Energia i Gaz. <span class="_ _0"></span>Spółka ta będzie tak jak <span class="_ _0"></span>dotychczas odpowiadała za inwestycje w OZE<span class="_ _0"></span> (w planach są </div><div class="t m0 x1 hf y372 ff7 fs4 fc2 sc0 ls0 ws0">inwestycje <span class="_ _14"> </span>w <span class="_ _14"> </span>źródła  energ<span class="_ _1"></span>ii <span class="_ _14"> </span>e<span class="_ _0"></span>lektrycznej <span class="_ _14"> </span>i <span class="_ _14"> </span>cie<span class="_ _0"></span>pła), <span class="_ _14"> </span>ofertę  re<span class="_ _1"></span>alizacji <span class="_ _14"> </span>O<span class="_ _0"></span>ZE <span class="_ _14"> </span>i  d<span class="_ _1"></span>ystrybucji <span class="_ _14"> </span>kompone<span class="_ _0"></span>ntów <span class="_ _14"> </span>dla <span class="_ _14"> </span>klientów  oraz <span class="_ _14"> </span>sprzeda<span class="_ _3"></span>ż <span class="_ _14"> </span>energii </div><div class="t m0 x1 hf y373 ff6 fs4 fc2 sc0 ls0 ws0">elektrycznej <span class="_ _5"></span>i <span class="_ _5"> </span>gazu <span class="_ _5"> </span>zie<span class="ff7">m<span class="_ _0"></span>nego. <span class="_ _5"> </span>P<span class="_ _0"></span>onadto <span class="_ _5"> </span>będzie <span class="_ _5"> </span>odpowiadała <span class="_ _14"> </span>za <span class="_ _5"></span>wsparcie <span class="_ _5"></span>lokalnych <span class="_ _5"> </span>społeczności <span class="_ _14"> </span>w <span class="_ _5"> </span>transformacji <span class="_ _5"> </span>en<span class="_ _0"></span></span>e<span class="_ _0"></span>rgetycznej <span class="_ _5"> </span>(klastry <span class="_ _5"> </span>i </div><div class="t m0 x1 hf y374 ff7 fs4 fc2 sc0 ls0 ws0">spółdzielnie <span class="_ _9"></span>energetyczne, <span class="_ _1"></span>dotychczas <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _1"></span>Operatorze <span class="_ _9"></span>Klastra <span class="_ _1"></span>Energii), <span class="_ _9"></span>trading <span class="_ _1"></span>energią <span class="_ _9"></span>i <span class="_ _1"></span>usługi <span class="_ _9"></span>bi<span class="_ _0"></span>lansowania, <span class="_ _1"></span>którymi <span class="_ _1"></span>zajmuje <span class="_ _9"></span>s<span class="_ _0"></span>ię <span class="_ _1"></span>spółka <span class="_ _1"></span>Tradea, </div><div class="t m0 x1 hf y375 ff7 fs4 fc2 sc0 ls0 ws0">a także <span class="_ _9"></span>produkcję i <span class="_ _9"></span>sprzedaż energii <span class="_ _1"></span>elektrycznej <span class="_ _1"></span>i <span class="_ _1"></span>ciepła s<span class="_ _1"></span>kupionych <span class="_ _1"></span>w sp<span class="_ _1"></span>ółce RCEkoenerg<span class="_ _1"></span>i<span class="ff6">a. W te<span class="_ _1"></span>n <span class="_ _1"></span>sposób Gru<span class="_ _1"></span>pa <span class="_ _1"></span>UNIMOT <span class="ff7">zamierza <span class="_ _1"></span>osiągnąć </span></span></div><div class="t m0 x1 hf y376 ff7 fs4 fc2 sc0 ls0 ws0">efekt synergii w prowadzonej działalności na rzecz transformacji ene<span class="_ _1"></span>rgetycznej. <span class="ff6"> </span></div><div class="t m0 x1 hf y377 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x63 hf y378 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y379 ff5 fs4 fc2 sc0 ls0 ws0">TRANSFORMACJA </div><div class="t m0 x1 h16 y37a ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y37b ff7 fs4 fc2 sc0 ls0 ws0">W Strategii wyodrębniono strategiczne obszary rozwoju w zakresie trans<span class="_ _1"></span>formacji energetycznej oraz zdefiniowano cele dla tych <span class="_ _0"></span><span class="ff6">obszarów: </span></div></div><div class="c x21 y37c w26 h66"><div class="t m2 x64 h67 y37d ff1 fs10 fcd sc0 ls0 ws0"><span class="_ _1"></span></div><div class="t m2 x5d h68 y37e ff1 fs11 fca sc0 ls0 ws0"><span class="_ _3"> </span><span class="ff15"> <span class="_ _4"> </span></span></div><div class="t m2 x5d h68 y37f ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x12 h68 y380 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x65 h69 y381 ff1 fs12 fca sc0 ls0 ws0"><span class="_ _1"></span></div><div class="t m2 x66 h68 y382 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x66 h68 y383 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x67 h68 y384 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x68 h68 y385 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x29 h68 y386 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x69 h68 y387 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x6a h68 y388 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x6b h68 y389 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x6c h68 y38a ff1 fs11 fca sc0 ls0 ws0"><span class="_ _3"> </span><span class="ff15"> <span class="_ _3"> </span></span><span class="_ _0"></span></div><div class="t m2 x6d h69 y38b ff1 fs12 fca sc0 ls0 ws0"><span class="_ _1"></span></div><div class="t m2 x6a h68 y38c ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x6e h68 y38d ff1 fs11 fca sc0 ls0 ws0"><span class="_ _1"></span></div><div class="t m2 x6f h68 y38e ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x70 h68 y38f ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x71 h68 y390 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x72 h68 y391 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x73 h68 y392 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x74 h68 y393 ff1 fs11 fca sc0 ls0 ws0"></div><div class="t m2 x75 h6a y394 ff1 fs13 fca sc0 ls0 ws0"></div><div class="t m2 x76 h6a y395 ff1 fs13 fca sc0 ls0 ws0"></div><div class="t m2 x58 h6b y396 ff16 fs14 fca sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ff1"><span class="_ _1"></span><span class="_ _0"></span></span></div><div class="t m2 x58 h6b y397 ff16 fs14 fca sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ff1"><span class="_ _1"></span><span class="_ _20"> </span><span class="ls18"> </span><span class="_ _1"></span><span class="_ _19"> </span><span class="_ _1"></span></span></div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf y5e ff6 fs4 fc2 sc0 ls7 ws0">1.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7">Inwestycje w źródła własne wsparciem w rozwoju oferty oraz transformacji energ<span class="_ _1"></span>etycznej <span class="ff6">Grupy U<span class="_ _0"></span>NIMOT  . </span></span></span></div><div class="t m0 x47 hf y313 ff6 fs4 fc2 sc0 ls7 ws0">2.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7">Wykorzystanie <span class="_ _3"></span>doświadczeń <span class="_ _3"></span>na <span class="_ _3"></span>rynku <span class="_ _3"></span>c<span class="_ _0"></span>iepłowniczym <span class="_ _3"></span>oraz <span class="_ _4"></span>społeczn<span class="_ _1"></span>ości <span class="_ _3"></span>energetycznych <span class="_ _4"></span><span class="ff6">- <span class="_ _3"></span>RCE<span class="_ _0"></span>koenergia <span class="_ _3"></span>i <span class="_ _3"></span>klaster <span class="_ _3"></span>energetyczny <span class="_ _3"></span>w </span></span></span></div><div class="t m0 x17 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">Żywcu.<span class="ff6"> </span></div><div class="t m0 x47 hf y399 ff6 fs4 fc2 sc0 ls7 ws0">3.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7">Deklaracja <span class="_ _16"> </span>inwestycji <span class="_ _17"> </span>na <span class="_ _16"> </span>minimalnym <span class="_ _17"> </span>poziomie <span class="_ _16"> </span>50% <span class="_ _17"> </span>zysku <span class="_ _16"> </span>netto <span class="_ _17"> </span>po <span class="_ _16"> </span>w<span class="_ _0"></span>ypłacie <span class="_ _16"> </span>dywidendy <span class="_ _17"> </span>inwestowane <span class="_ _16"> </span>w <span class="_ _17"> </span>transformację </span></span></div><div class="t m0 x17 hf y39a ff7 fs4 fc2 sc0 ls0 ws0">energetyczną na przestrzeni 5 lat, co przełoży się na in<span class="_ _1"></span>westycje na poziomie ok. 700 mln zł do 2028 r.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y39b ff6 fs4 fc2 sc0 ls7 ws0">4.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7">Osiągnięcie neutralności klimatycznej (tzw. net zero emiss<span class="_ _1"></span>ion) do 2050 r.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x77 hf y39c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y39d ff5 fs4 fc2 sc0 ls0 ws0">CELE STRATEGICZNE </div><div class="t m0 x47 hf y39e ff7 fs4 fc2 sc0 ls0 ws0">Powyższe podejście do oceny dalszego rozwoju <span class="ff6">Grupy UNIMOT   </span>posłużyło do określenia celów strategicznych:<span class="ff6"> </span></div><div class="t m0 x47 hf y39f ff6 fs4 fc2 sc0 ls7 ws0">1.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7">Wzrost EBITDA do poziomu 690 mln zł w 2028 r.<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y3a0 ff6 fs4 fc2 sc0 ls7 ws0">2.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7">Skumulowany zysk netto na poziomie 1 mld zł do 2028 r.<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y3a1 ff6 fs4 fc2 sc0 ls7 ws0">3.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7">Udział segmentów przejściowyc<span class="_ _0"></span>h i transformacyjnych <span class="_ _0"></span>w EBI<span class="_ _0"></span>TDA Grupy (b<span class="_ _0"></span>ez terminali, logi<span class="_ _0"></span>styki i sta<span class="_ _0"></span>cji paliw) <span class="_ _0"></span>na poz<span class="_ _0"></span>iomie 40 pr<span class="_ _3"></span><span class="ff6">oc. </span></span></span></div><div class="t m0 x17 hf y3a2 ff6 fs4 fc2 sc0 ls0 ws0">w 2028 r. </div><div class="t m0 x47 hf y3a3 ff6 fs4 fc2 sc0 ls7 ws0">4.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7">Inwestycje w biznesy transformacyjne na poziomie 700 mln zł do 2028 r.<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y3a4 ff6 fs4 fc2 sc0 ls7 ws0">5.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7">Coroczna wypłata dywidendy na poziomie minimum 30 proc. zysku n<span class="_ _1"></span>etto.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y3a5 ff6 fs4 fc2 sc0 ls7 ws0">6.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7">Wskaźnik EBITDA/dług netto (bez zadłużenia z tytułu zapasu obowiązkowego) na poziomie 40 proc. <span class="_ _1"></span>zysku netto.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x78 hf y3a6 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x79 y3a7 w27 h6c"><div class="t m3 x16 h6d y3a8 ff1 fs15 fcd sc0 ls0 ws0"><span class="_ _a"></span></div><div class="t m3 x7a h6d y3a9 ff1 fs15 fcd sc0 ls0 ws0"><span class="_ _0"></span> <span class="_ _1"></span></div><div class="t m3 x13 h6e y3aa ff4 fs16 fce sc0 ls19 ws0"><span class="ls1a"><span class="ls0"></span></span></div><div class="t m3 x7b h6f y3ab ff4 fs17 fc3 sc0 ls0 ws0"></div><div class="t m3 x7c h6f y3ac ff4 fs17 fc3 sc0 ls0 ws0"></div><div class="t m3 x7d h6f y3ad ff4 fs17 fc3 sc0 ls0 ws0"><span class="ls1b"></span><span class="_ _1"></span><span class="ls1c"></span></div><div class="t m3 x7e h6f y3ae ff4 fs17 fc3 sc0 ls0 ws0"></div><div class="t m3 x7f h6e y3af ff4 fs16 fce sc0 ls0 ws0"><span class="_ _21"></span><span class="_ _9"></span><span class="_ _0"></span></div><div class="t m3 x80 h6e y3b0 ff4 fs16 fce sc0 ls0 ws0"><span class="_ _9"></span><span class="_ _22"> </span></div><div class="t m3 x81 h6e y3b1 ff4 fs16 fce sc0 ls0 ws0"></div><div class="t m3 x82 h70 y3b2 ff4 fs18 fcf sc0 ls1c ws0"><span class="_ _23"> </span><span class="ls0"></span></div><div class="t m3 x83 h71 y3b3 ff4 fs19 fce sc0 ls1d ws0"></div><div class="t m3 x84 h6e y3b4 ff4 fs16 fce sc0 ls0 ws0"><span class="_ _1"></span></div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">25<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hd y25c ff5 fs5 fc5 sc0 ls12 ws0">2.2.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">CELE I PLANY ROZWOJOWE SEGMENTÓW OPER<span class="_ _1"></span>ACYJNYCH  </span></span></div><div class="t m0 x1 h16 y3b5 ff5 fs4 fc10 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3b6 ff7 fs4 fc2 sc0 ls0 ws0">Składowymi <span class="_ _15"> </span>celów <span class="_ _16"> </span>s<span class="_ _1"></span>trategicznych <span class="_ _15"> </span>są <span class="_ _15"> </span>konkretn<span class="_ _0"></span>e <span class="_ _15"> </span>cele <span class="_ _15"> </span>poszc<span class="_ _0"></span>zególnych <span class="_ _15"> </span>segmentów <span class="_ _15"> </span>operacyjnych, <span class="_ _16"> </span>do <span class="_ _18"> </span>któ<span class="_ _0"></span>rych <span class="_ _15"> </span>zostały <span class="_ _16"> </span>p<span class="_ _1"></span>rzypisane <span class="_ _15"> </span>plany </div><div class="t m0 x1 hf y188 ff6 fs4 fc2 sc0 ls0 ws0">rozwojowe i inwestycyjne: </div><div class="t m0 x1 hf y3b7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3b8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y3b9 ff5 fs4 fcb sc0 ls0 ws0">Paliwa <span class="ff8">ciekłe<span class="ff6"> <span class="fc2"> </span></span></span></div><div class="t m0 x17 hf y3ba ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x17 hf y65 ff7 fs4 fc2 sc0 ls0 ws0">Dalsza dywersyfikacja produktowa i wzrost udziału produktów wysokomarżowych (zakładana EBITDA w 2028 r.: 161,7 mln zł).<span class="ff6"> </span></div><div class="t m0 x17 hf y31b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y3bb ff7 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x85 hf y3bc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x54 hf y3bd ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozszerzenie działalności w zakresie sprzedaży pali<span class="_ _1"></span>w bunkrowych lekkich i ciężkich:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y6c ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozwój działalności w zakresie oferowania pali<span class="_ _1"></span>w bunkrowych w oparciu o bazy własne w Gdańsku i Szczecinie; <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3be ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">oferowanie pełnego serwisu bunkrowego dla statków wpływający<span class="_ _1"></span>ch do wszystkich polskich portów.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y3bf ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Obniżenie emisyjności prowadzonej działalności oraz stworzenie działu handlowego oferująceg<span class="_ _1"></span>o paliwa o obniżonej emisyjności: <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3c0 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zaoferowanie <span class="_ _9"></span>odbiorcom <span class="_ _1"></span>paliw <span class="_ _a"></span>o<span class="_ _0"></span> <span class="_ _9"></span>obniżonej <span class="_ _9"></span>emisyjności <span class="_ _9"></span>p<span class="_ _0"></span>rzy <span class="_ _9"></span>wsparciu <span class="_ _1"></span>wysoko <span class="_ _9"></span>wykwalifikowanego <span class="_ _9"></span>zespołu, <span class="_ _9"></span>którego <span class="_ _1"></span>zadaniem </span></span></div><div class="t m0 x87 hf y3c1 ff7 fs4 fc2 sc0 ls0 ws0">będzie <span class="_ _14"> </span>m.in. <span class="_ _14"> </span>doradztwo <span class="_ _14"> </span>w  zakre<span class="_ _1"></span>sie <span class="_ _14"> </span>obniżenia <span class="_ _14"> </span>emisyjności <span class="_ _14"> </span>prowadzonej  działaln<span class="_ _1"></span>ości <span class="_ _14"> </span>gospodarczej <span class="_ _14"> </span>poprzez  zastosowani<span class="_ _1"></span>e </div><div class="t m0 x87 hf y96 ff6 fs4 fc2 sc0 ls0 ws0">alternatywnych paliw. </div><div class="t m0 x54 hf y3c2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ekspansja sprzedaży i dostaw paliw na sąsiednie rynki: <span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3c3 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zdywersyfikowanie sprzedaży paliw w o<span class="_ _0"></span>parciu o nowe kanały logistyczne umożliwiające <span class="_ _0"></span>sprzedaż w nowych kierunkach oraz </span></span></div><div class="t m0 x87 hf y370 ff7 fs4 fc2 sc0 ls0 ws0">wzmacniające pozycję rynkową spółki w Polsce i w krajach sąsiadujących.<span class="ff6"> </span></div><div class="t m0 x54 hf y3c4 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x54 hf y3c5 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wprowadzenie serwisu bunkrowego w <span class="_ _0"></span>polskich portach i zagospodarowanie w ciągu 5<span class="_ _3"></span><span class="ff6">-7 lat do 50% rynku paliw szacowanego <span class="_ _0"></span>na </span></span></span></div><div class="t m0 x86 hf y3c6 ff6 fs4 fc2 sc0 ls0 ws0">1 mln ton rocznie. </div><div class="t m0 x54 hf y3c7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Osiągnięcie w ciągu kolejnych 5 lat 30% wzrostu udziału pali<span class="_ _1"></span>w zawierających zaawansowane biopaliwa II i III generacji<span class="ff6"> poprzez:<span class="_ _0"></span> </span></span></span></div><div class="t m0 x86 hf y3c8 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">stworzenie ukierunkowanego na paliwa niskoemisyjne profesjonalnego działu handlowego;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3c9 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zwiększenie udziału blendingu i zastosowanie bi<span class="_ _1"></span>opaliw II generacji;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3ca ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">zoptymalizowanie <span class="ff7">synergii Grupy poprzez stworzenie &quot;pakietów niskoemisyjnych”</span> <span class="ff7">obniżających emisje klientów Grupy.</span> </span></span></div><div class="t m0 x54 hf y3cb ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zwiększenie w ciągu 5 lat do 20% udziału sp<span class="_ _1"></span>rzedaży paliw na rynkach sąsiadujących (poza Ukrainą) poprzez:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf yf3 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">ekspansję i dywersyfikacje logistyczną na rynki sąsiadujące;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3cc ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">obniżenie kosztów zakupu poprzez zwiększenie<span class="_ _1"></span> pojedynczych ładunków;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3cd ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">wykorzystanie synergii w Grupie<span class="_ _1"></span> z Olavion<span class="_ _0"></span> <span class="ff7">i działem LPG </span>- <span class="ff7">wspólna łączona oferta.</span> </span></span></div><div class="t m0 x18 hf y3ce ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 h16 y3cf ff5 fs4 fcb sc0 ls0 ws0">Stacje paliw AVIA i AVIA Card<span class="ff6"> <span class="fc2"> </span></span></div><div class="t m0 x17 hf y3d0 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x17 hf y3d1 ff7 fs4 fc2 sc0 ls0 ws0">Podwojenie wolumenu sprzedaży paliw oraz wyniku na sprzedaży pozapaliwowej (zakładana EBITDA w 2028 r.: 34,2 mln zł).<span class="ff6"> </span></div><div class="t m0 x17 hf y3d2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y3d3 ff7 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x17 hf y3d4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x88 hf y3d5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x86 hf y3d6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x54 hf y3d7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Rozwój sieci: </span></span></div><div class="t m0 x86 hf y3d8 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">AVIA Truck <span class="ff7">–</span> <span class="ff7">koncept wysoko wolumenowych stacji na kluczowych węzłach komunikacyjnych w kraju;</span> </span></span></div><div class="t m0 x86 hf y3a6 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">wymiana systemu kasowego franczyzobiorców oraz nowa aplikacja dla kli<span class="_ _1"></span>entów AVIA GO.<span class="_ _0"></span> </span></span></div><div class="t m0 x54 hf y3d9 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Karta flotowa: </span></span></div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">26<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x86 hf y5e ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">poszerzenie oferty AVIA Truck; </span></span></div><div class="t m0 x86 hf y313 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wprowadzenie <span class="_ _9"></span>nowych funkcjonaln<span class="_ _1"></span>ości <span class="_ _1"></span>do <span class="_ _9"></span>karty AVIA: <span class="_ _9"></span>płatności <span class="_ _1"></span>przy <span class="_ _9"></span>dystrybutorze <span class="_ _1"></span>(Spark), <span class="_ _9"></span>karta de<span class="_ _1"></span>betowa, opł<span class="_ _1"></span>aty <span class="_ _1"></span>drogowe, </span></span></div><div class="t m0 x87 hf y398 ff6 fs4 fc2 sc0 ls0 ws0">parkingi, myjnie, zwrot VAT; </div><div class="t m0 x86 hf y399 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozwój oferty mię<span class="_ _1"></span>dzynarodowej –<span class="ff6"> </span>akceptacja <span class="_ _1"></span>w innych <span class="_ _1"></span>wybranych krajach z <span class="_ _1"></span>siecią AVIA, <span class="_ _1"></span>uwzględnienie <span class="_ _1"></span>kluczowych hubów w </span></span></div><div class="t m0 x87 hf y39a ff7 fs4 fc2 sc0 ls0 ws0">Europie Zachodniej i Południowej;<span class="ff6"> </span></div><div class="t m0 x86 hf y3da ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">„Cross<span class="ff6">-</span>akceptacja” z wybranymi małymi i dużymi partnerami w Polsce<span class="_ _1"></span> i za granicą (AVIA).<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y3db ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Sprzedaż pozapaliwowa:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3dc ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">poszerzenie oferty pozapaliwowej dla partnerów franczyzowych; </span></span></div><div class="t m0 x86 hf y3dd ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">standaryzacja modelu supermarket + bistro, wdrożenie koncep<span class="_ _1"></span>tu na stacjach CODO i DOFO;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3de ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">kasy samoobsługowe w wybranych top obiektach;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3df ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">oferty promocyjne w aplikacji AVIA GO. </span></span></div><div class="t m0 x54 hf ye7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Sieć własna:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3e0 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">poprawa efektywności stacji własnych;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3e1 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">utrzymanie wysokich standardów operacyjnych; </span></span></div><div class="t m0 x86 hf y3e2 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">dalsze <span class="_ _4"></span>ograniczanie <span class="_ _5"></span>kosztów <span class="_ _5"></span>zużycia <span class="_ _5"></span>energii<span class="_ _1"></span> <span class="_ _14"> </span>–<span class="ff6"> <span class="_ _4"></span></span>efektywność <span class="_ _5"></span>operacyjna, <span class="_ _5"></span>kontrakty <span class="_ _5"></span>z <span class="_ _5"></span>UNIMOT <span class="_ _4"></span>Energia <span class="_ _5"></span>i <span class="_ _4"></span>Gaz<span class="_ _0"></span>, <span class="_ _5"></span>inwestycje <span class="_ _4"></span>w </span></span></div><div class="t m0 x87 hf y3e3 ff7 fs4 fc2 sc0 ls0 ws0">fotowoltaikę oraz sieć stacji ładowania EV;<span class="ff6"> </span></div><div class="t m0 x86 hf y3e4 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">dostosowanie obiektów do potrzeb klientów wrażliwych.       <span class="ff6"> </span></span></span></div><div class="t m0 x21 hf y3e5 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x17 hf y3e6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Wzrost EBITDA poprzez: </span></span></div><div class="t m0 x79 hf y3e7 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozwój konceptu AVIA Truck oraz wzrost efektywności;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y3e8 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">koncentracja na zwiększeniu wolumenów paliw przez rozwój bazy klie<span class="_ _1"></span>ntów i sieci zewnętrznych punktów akceptujących </span></span></div><div class="t m0 x18 hf y3e9 ff7 fs4 fc2 sc0 ls0 ws0">kartę flotową AVIA Card.<span class="ff6"> </span></div><div class="t m0 x17 hf y3ea ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrost średniej dochodowości na stację poprzez:<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y3eb ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">rozwój floty; </span></span></div><div class="t m0 x79 hf y3ec ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">wzrost dochodów pozapaliwowych; </span></span></div><div class="t m0 x79 hf y3ed ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">optymalizację kosztów prowadzenia stacji CODO;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y72 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">poszerzenie oferty DOFO. </span></span></div><div class="t m0 x18 hf y3ee ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 h16 y3ef ff5 fs4 fcb sc0 ls0 ws0">LPG<span class="ff6 fc2"> </span></div><div class="t m0 x17 hf y3f0 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x17 hf y3f1 ff7 fs4 fc2 sc0 ls0 ws0">Zwiększenie u<span class="_ _1"></span>działu w ryn<span class="_ _1"></span>ku poprzez dywers<span class="_ _1"></span>yfikację logistyk<span class="_ _1"></span>i, źródeł zakupu <span class="_ _1"></span>i rynków zbytu<span class="_ _1"></span> (zakładana EBITDA <span class="_ _1"></span>w 2028 r.: <span class="_ _1"></span>23,5 <span class="ff6">mln </span></div><div class="t m0 x17 hf y2ff ff7 fs4 fc2 sc0 ls0 ws0">zł).<span class="ff6"> </span></div><div class="t m0 x17 hf y3f2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y3f3 ff7 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x17 hf y3f4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x88 hf y3f5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y3f6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x54 hf y3f7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Nowe kierunki dostaw LPG i dywersyfik<span class="_ _1"></span>acja infrastruktury logistycznej: </span></span></div><div class="t m0 x86 hf y3f8 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zabezpieczenie <span class="_ _0"></span>dostaw <span class="_ _3"></span>L<span class="_ _0"></span>PG, <span class="_ _3"></span>poprzez <span class="_ _3"></span>budowę <span class="_ _0"></span>now<span class="_ _0"></span>ego <span class="_ _3"></span>kanału <span class="_ _0"></span>lo<span class="_ _0"></span>gistycznego <span class="_ _3"></span>umożliwiającego <span class="_ _3"></span>zakupy <span class="_ _3"></span>LPG <span class="_ _3"></span>z <span class="_ _3"></span>alternatywnych </span></span></div><div class="t m0 x87 hf y3f9 ff6 fs4 fc2 sc0 ls0 ws0">kierunków. </div><div class="t m0 x54 hf y3fa ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Otwarcie nowych rynków zbytu i poszerzenie bazy klientów: </span></span></div><div class="t m0 x86 hf y3fb ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wejście na sąsiadujące rynki zbytu poprzez wykorzystanie nowych kanałów logistycznych oraz pozyskani<span class="_ _1"></span>e nowych klientów.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y3fc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Dywersyfikacja EBITDA: </span></span></div><div class="t m0 x86 hf y3fd ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wzrost wyniku EBITDA generowanego na ryn<span class="_ _1"></span>kach sąsiadujących.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x21 hf y3fe ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x17 hf y37 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">W ciągu 5 lat EBITDA segmentu LPG w 20% będzie u<span class="_ _1"></span>zyskiwana na rynkach sąsiadujących.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y3ff ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozpoczęcie sprzedaży LPG na sąsiadujących rynkach przy wykorzystaniu pozyskanej infrastruktury i logistyki<span class="_ _1"></span>.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y3a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Zbudowanie i zabezpieczenie alternatywnych kierunków dostaw gazu po wprowadzeniu sankcji n<span class="_ _1"></span>a rosyjskie LPG.<span class="_ _0"></span> </span></span></div><div class="t m0 x17 hf y400 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zabezpieczenie łańcucha logistycznego tj. termi<span class="_ _1"></span>nali, pojemności magazynowych, wagonów i autocystern.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x49 hf y401 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 h16 y402 ff5 fs4 fcb sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">27<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x17 h16 y5e ff5 fs4 fcb sc0 ls0 ws0">Infrastruktura i logistyka <span class="ff8">–</span> terminale<span class="ff6 fc2"> </span></div><div class="t m0 x17 hf y403 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x17 hf y404 ff6 fs4 fc2 sc0 ls0 ws0">Otwarcie rynkowe <span class="ff7">–</span> <span class="ff7">wzrost skali działalności (zakładana EBITDA w 2028 r.: 98,9 mln zł).</span> </div><div class="t m0 x17 hf y405 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y406 ff7 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x17 hf y407 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x88 hf y408 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y409 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x54 hf y40a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Poszerzenie oferty usługowej:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y40b ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">poszerzenie <span class="_ _14"> </span>oferty  o  usługi <span class="_ _14"> </span>wys<span class="_ _0"></span>okomarżowe  i  odpowiadające <span class="_ _14"> </span>indywidulanym  p<span class="_ _1"></span>otrzebom  klientów,  takich <span class="_ _14"> </span>jak  blending </span></span></div><div class="t m0 x87 hf y40c ff7 fs4 fc2 sc0 ls0 ws0">szerokiej gamy biokomponentów oraz produkcja paliw z dodatkami specjaln<span class="_ _1"></span>ymi, usługa biletowa.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x54 hf y40d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Efektywność finansowa na poziomie EBITDA:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y40e ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">maksymalizacja wyniku EBITDA przy uwzględnieniu uwarunkowań zewnętrznych.<span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y40f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zwiększenie obrotów poprzez wprowadzenie łączonej oferty:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y410 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wprowadzenie oferty <span class="_ _0"></span>łączo<span class="_ _0"></span>nej z <span class="_ _0"></span>przewozem <span class="_ _0"></span>paliw, dzięki <span class="_ _0"></span>której <span class="_ _0"></span>możliwa <span class="_ _0"></span>będzie szybsza <span class="_ _0"></span>rotacja <span class="_ _0"></span>i <span class="_ _0"></span>zwiększenie przeł<span class="_ _0"></span>adunków </span></span></div><div class="t m0 x87 hf y411 ff6 fs4 fc2 sc0 ls0 ws0">(Olavion). </div><div class="t m0 x54 hf yd8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozwój i dywersyfikacja usług:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3e5 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">budowa morskiego <span class="_ _0"></span>terminala <span class="_ _0"></span>przeładunkowego <span class="_ _0"></span>oferującego wysp<span class="_ _0"></span>ecjalizowane przeładunki <span class="_ _0"></span>morskie <span class="_ _0"></span>produktów <span class="_ _0"></span>płynnych w </span></span></div><div class="t m0 x87 hf y412 ff7 fs4 fc2 sc0 ls0 ws0">Gdańsku.<span class="ff6"> </span></div><div class="t m0 x21 hf y413 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x17 hf y414 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Osiągnięcie <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>ciągu <span class="_ _4"></span>kolejnych <span class="_ _4"></span>5 <span class="_ _4"></span>lat <span class="_ _4"></span>20% <span class="_ _4"></span>wzrostu <span class="_ _4"></span>udziału <span class="_ _4"></span>przeładunku <span class="_ _4"></span>paliw <span class="_ _4"></span>zawierających <span class="_ _4"></span>zaawansowane <span class="_ _4"></span>biopaliwa <span class="_ _4"></span>II <span class="_ _4"></span>i <span class="_ _4"></span>III </span></span></div><div class="t m0 x49 hf y415 ff6 fs4 fc2 sc0 ls0 ws0">generacji poprzez: </div><div class="t m0 x79 hf y416 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">techniczne dostosowanie zbiorników do obsługi różnych rodzajów biokomponen<span class="_ _1"></span>tów;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y417 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">dywersyfikację portfela klientów;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y418 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">ukierunkowanie oferty na paliwa niskoemisyjne. </span></span></div><div class="t m0 x17 hf y419 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrost EBITDA w ciągu 3 lat do poziomu 48 mln zł poprzez:<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y41a ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">optymalizację kosztową związaną z poprawą efektywności oraz wzrostem sk<span class="_ _1"></span>ali działalności;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y41b ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wprowadzenie nowych produktów i poszerzenie oferty usług.<span class="ff6"> </span></span></span></div><div class="t m0 x18 hf y32b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 h16 yb6 ff5 fs4 fcb sc0 ls0 ws0">Infrastruktura i logistyka <span class="ff8">–</span> kolej<span class="ff6 fc2"> </span></div><div class="t m0 x17 hf y41c ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x17 hf y41d ff7 fs4 fc2 sc0 ls0 ws0">Wzrost skali działalności –<span class="ff6"> </span>podwojeni<span class="_ _1"></span>e przewożonego wolumenu w stosunku<span class="_ _1"></span> do 2023 r. (zakładana EBITDA w 2028 r.: 48,4<span class="_ _1"></span> mln zł).<span class="ff6"> </span></div><div class="t m0 x17 hf y41e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y41f ff7 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x17 hf y420 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x88 hf y421 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y422 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x54 hf y423 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zabezpieczenie przewozów Grupy i dalsza dywersyfik<span class="_ _1"></span>acja działalności:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y424 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">zabezpieczenie <span class="_ _0"></span>potrzeb <span class="_ _3"></span>przewozowych <span class="_ _3"></span>i <span class="_ _3"></span>dalsza <span class="_ _0"></span>dywersyfikacja <span class="_ _3"></span>klientów <span class="_ _4"></span><span class="ff7">–</span> <span class="_ _3"></span><span class="ff7">minimalny <span class="_ _0"></span>udział <span class="_ _3"></span>klientów <span class="_ _3"></span>spoza <span class="_ _3"></span></span>Grupy <span class="_ _3"></span>UNIMOT   </span></span></div><div class="t m0 x87 hf y425 ff6 fs4 fc2 sc0 ls0 ws0">na poziomie 50% wolumenu. </div><div class="t m0 x54 hf y426 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Efektywność finansowa na poziomie EBITDA:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y427 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Maksymalizacja wyniku EBITDA przy uwzględnieniu uwaru<span class="_ _1"></span>nkowań rynkowych.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y428 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Eksploatacja nowoczesnych, niskoemisyjnych lokomotyw: </span></span></div><div class="t m0 x86 hf y429 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Inwestycje <span class="_ _25"> </span>we <span class="_ _25"> </span>własny, <span class="_ _25"> </span>nowoczesny <span class="_ _25"> </span>tabor <span class="_ _26"> </span>–<span class="ff6"> <span class="_ _25"> </span>docelowo <span class="_ _26"> </span>eksp<span class="_ _1"></span>loatacja <span class="_ _25"> </span>nowoczesnych <span class="_ _25"> </span>lokomotyw,  </span></span></span></div><div class="t m0 x87 hf y42a ff6 fs4 fc2 sc0 ls0 ws0">w tym 20 <span class="ff7">lokomotyw własnych.</span> </div><div class="t m0 x21 hf y42b ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x17 hf y38 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrost wielkości przewożonych towarów do 3,7 mln ton, w tym min. 1,8 mln ton d<span class="_ _1"></span>la klientów zewnętrznych.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y42c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Inwestycje <span class="_ _27"> </span>w <span class="_ _27"> </span>nowoc<span class="_ _0"></span>zesny, <span class="_ _27"> </span>niskoemisyjny <span class="_ _15"> </span>i <span class="_ _16"> </span>własny <span class="_ _27"> </span>park <span class="_ _27"> </span>taboro<span class="_ _0"></span>wy <span class="_ _16"> </span>–<span class="ff6"> <span class="_ _16"> </span></span>zwiększenie <span class="_ _15"> </span>liczby <span class="_ _27"> </span>lo<span class="_ _0"></span>komotyw <span class="_ _27"> </span>elektrycznych <span class="_ _27"> </span>(33 </span></span></div><div class="t m0 x49 hf y42d ff7 fs4 fc2 sc0 ls0 ws0">lokomotywy elektryczne, w tym 20 własnych).<span class="ff6"> </span></div><div class="t m0 x49 hf y42e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 h16 y42f ff5 fs4 fcb sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">28<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x17 h16 y5e ff5 fs4 fcb sc0 ls0 ws0">Bitumen<span class="ff6 fc2"> </span></div><div class="t m0 x17 hf y403 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x17 hf y404 ff7 fs4 fc2 sc0 ls0 ws0">Zwiększenie wolumenów i maksymalizacja zysku (zakładana EBITDA w 2028 r.: 114,9 mln zł).<span class="ff6"> </span></div><div class="t m0 x17 hf y405 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y406 ff7 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x17 hf y407 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x89 hf y430 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y431 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x54 hf y432 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Realizacja umowy BSA w pełnym gwarantowanym zakresie:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y248 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">planowanie odbiorów i maksymalizacja sprzedaży;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y433 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">umowy z klientami (stałe ceny, umowy ramowe, sprzedaż SPOT);<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y434 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">dostępność cystern kolejowych.<span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y435 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Dywersyfikacja źródeł dostaw:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y436 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Optymalizacja procesu sprzedaży w oparciu o współpracę z wieloma dostawcami;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y437 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">podpisane kontrakty zakupowe (zakup produktu oraz surowca). </span></span></div><div class="t m0 x54 hf y438 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zwiększenie udziału tradingu:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y439 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">pozyskanie klientów akceptujących dostawy produktu z tradingu.<span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y43a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zwiększenie możliwości produkcyjno<span class="ff6">-</span>magazynowych w celu powiększeni<span class="_ _1"></span>a udziału w rynku:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y43b ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">optymalizacja receptur w zakresie produ<span class="_ _1"></span>kcji; </span></span></div><div class="t m0 x86 hf y43c ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">efektywne wykorzystanie dotychczasowych pojemności magazynowych;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y43d ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozbudowa bazy <span class="_ _0"></span>magazynowej i kolektorów rozładunkowych (możliwości rozładunku wszystkich typów<span class="_ _0"></span> cystern klejowych w </span></span></div><div class="t m0 x87 hf y43e ff7 fs4 fc2 sc0 ls0 ws0">zakładach południowych).<span class="ff6"> </span></div><div class="t m0 x54 hf y43f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Otwarcie nowych rynków zbytu i poszerzenie bazy klientów: </span></span></div><div class="t m0 x86 hf y440 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">analiza możliwości zwiększenia sprzedaży;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y441 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">monitorowanie <span class="_ _0"></span>rynku <span class="_ _0"></span>ukraińskiego<span class="_ _0"></span> <span class="_ _0"></span>i <span class="_ _0"></span>działań <span class="_ _3"></span>konkurencji <span class="_ _3"></span>–<span class="ff6"> </span>w<span class="_ _0"></span>spółpraca <span class="_ _0"></span>z <span class="_ _3"></span>klientami <span class="_ _0"></span>(pośrednikami) <span class="_ _0"></span>oraz <span class="_ _3"></span>wykorzystanie <span class="_ _0"></span>szans </span></span></div><div class="t m0 x87 hf y442 ff6 fs4 fc2 sc0 ls0 ws0">rynkowych; </div><div class="t m0 x86 hf y443 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wykorzystanie szans sprzedażowych w Ukrainie.<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y444 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 hf y445 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x17 hf y446 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Odbiory BSA na poziomie min. 95%/rok. </span></span></div><div class="t m0 x17 hf y447 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">100% realizacji kontraktów z dostawcami zewnętrznymi.<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y448 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Kontynuacja współpracy z Shell i MOL w ramach zawartych umów.<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y449 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Minimum 5% udziału importu w zaopatrzeniu spółki.<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y303 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrost udziału sprzedaży asfaltów przemysłowych do 75% (z obecnych 60%).<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y44a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wykorzystanie szans sprzedażowych w Ukrainie.<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y44b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Pozyskanie nowych surowców do produkcji asfaltów w Jaśle (udział w zakupie na poziomie 5%).<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y44c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Optymalizacja wykorzystania pojemności magazynowych.<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y44d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">20% udział kontraktów w formule cen stałych w całkowitym portfel<span class="_ _1"></span>u sprzedaży.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x49 hf y44e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 h16 y44f ff8 fs4 fcb sc0 ls0 ws0">Paliwa stałe<span class="ff6 fc2"> </span></div><div class="t m0 x17 hf y450 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x17 hf y451 ff7 fs4 fc2 sc0 ls0 ws0">Dalszy rozwój obecnego biznesu oraz dywersyfikacja portfela produktowego (zakładana EBITDA w 2028 r.: 9 mln<span class="_ _1"></span> zł).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf y452 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y453 ff7 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x17 hf y454 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x89 hf y30e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y37 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x54 hf y455 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozwój działalności:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y456 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozwój sprzedaży miałów węglowych w pakiecie z uprawnieni<span class="_ _1"></span>ami CO2;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y457 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozwój sprzedaży produktów z dostawą do klienta;<span class="ff6"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">29<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x86 hf y5e ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">budowa <span class="_ _0"></span>przewagi <span class="_ _3"></span>konkurencyjnej <span class="_ _3"></span>poprzez <span class="_ _0"></span>import <span class="_ _3"></span>gotowych <span class="_ _3"></span>węgli <span class="_ _0"></span>o<span class="_ _0"></span>pałowych <span class="_ _3"></span>(tzw. <span class="_ _3"></span>„groszków”) <span class="_ _0"></span>na <span class="_ _0"></span>z<span class="_ _0"></span>asadach <span class="_ _0"></span>wyłąc<span class="_ _0"></span>zności <span class="_ _3"></span>z </span></span></div><div class="t m0 x87 hf y313 ff6 fs4 fc2 sc0 ls0 ws0">portów ARA; </div><div class="t m0 x86 hf y398 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">podpisanie <span class="_ _4"></span>umów <span class="_ _4"></span>długoterminowych <span class="_ _4"></span>z <span class="_ _4"></span>dużymi <span class="_ _4"></span>polskimi <span class="_ _4"></span>odbiorcami <span class="_ _4"></span>na <span class="_ _4"></span>współpracę <span class="_ _4"></span>w <span class="_ _4"></span>zakresie <span class="_ _4"></span>dostaw <span class="_ _4"></span>miałó<span class="_ _0"></span>w <span class="_ _4"></span>i <span class="_ _4"></span>wspólnej </span></span></div><div class="t m0 x87 hf y399 ff7 fs4 fc2 sc0 ls0 ws0">odsprzedaży węgla opałowego na rynku.<span class="ff6"> </span></div><div class="t m0 x54 hf y458 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozszerzenie oferty produktowej o biomasę:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y459 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">pozyskanie stabilnych źródeł dostaw;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3db ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozwój sprzedaży przy wykorzystaniu istniejącego potencjału portfela odbiorców;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y45a ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">odpowiedź na oczekiwane zmiany w obszarze środowiskowym/ESG.<span class="ff6"> </span></span></span></div><div class="t m0 x21 hf y45b ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x17 hf y45c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zwiększen<span class="_ _1"></span>ie poziomu sprzedaży do 0,5 mln ton.<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y45d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x79 hf y45e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 h16 y45f ff5 fs4 fcb sc0 ls0 ws0">Gaz ziemny<span class="ff6 fc2"> </span></div><div class="t m0 x17 hf y460 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x17 hf y195 ff7 fs4 fc2 sc0 ls0 ws0">Budowa pozycji największego niezależnego sprzedawcy gazu ziemnego w Polsce (zakładana EBITDA w 2028 r.: 82,5 mln zł).<span class="ff6"> </span></div><div class="t m0 x17 hf y3e3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y461 ff7 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x17 hf y462 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x89 hf y463 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y464 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x54 hf y465 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozwój sieci sprzedaży:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y466 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozbudowa sieci sprzedaży;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y467 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">segmentacja <span class="_ _5"></span>i <span class="_ _14"> </span>dostosowanie <span class="_ _4"></span>si<span class="_ _0"></span>eci <span class="_ _5"> </span>sprzedaży <span class="_ _14"> </span>oraz <span class="_ _5"> </span>narządzi <span class="_ _5"> </span>komu<span class="_ _0"></span>nikacji <span class="_ _5"></span>z <span class="_ _5"> </span>klientem <span class="_ _14"> </span>do <span class="_ _5"></span>wielkości <span class="_ _5"> </span>i<span class="_ _0"></span> <span class="_ _5"> </span>charakterystyki <span class="_ _14"> </span>danego </span></span></div><div class="t m0 x87 hf y468 ff6 fs4 fc2 sc0 ls0 ws0">segmentu; </div><div class="t m0 x86 hf y469 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wzrost udziału w rynku gazu ziemnego wysokometanowego w Polsce przez rozbud<span class="_ _1"></span>owę bazy odbiorców B2B.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y46a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrost efektywności:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf yef ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">budowa i rozwój systemów informatycznych w celu optymalizacji operacyjnej; </span></span></div><div class="t m0 x86 hf y46b ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">inwestycja w rozbudowę systemów bilingowych oraz back office.<span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y46c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozbudowa działu importu:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y46d ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wykorzystanie  infrastruktury  importow<span class="_ _0"></span>ej  w <span class="_ _18"> </span>poszczególnych  krajach  sąsiadujących  z <span class="_ _15"> </span>Polską  lub  poł<span class="_ _0"></span>ączonych  systemem </span></span></div><div class="t m0 x87 hf y46e ff7 fs4 fc2 sc0 ls0 ws0">przesyłowym;<span class="ff6"> </span></div><div class="t m0 x86 hf y46f ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">wykorzystanie infrastruktury magazynowej <span class="ff7">–</span> polskiej i zagranicznej. </span></span></div><div class="t m0 x54 hf y470 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Inwestycje własne w projekty gazowe:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y471 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">poszerzenie <span class="_ _28"> </span>oferty <span class="_ _28"> </span>produktowej, <span class="_ _28"> </span>dywersyfikacja <span class="_ _28"> </span>źródeł <span class="_ _28"> </span>oraz<span class="_ _0"></span> <span class="_ _28"> </span>optymalizacja <span class="_ _28"> </span>wyniku <span class="_ _28"> </span>Grupy <span class="_ _28"> </span>poprzez <span class="_ _28"> </span>rea<span class="_ _0"></span>lizację </span></span></div><div class="t m0 x87 hf y472 ff6 fs4 fc2 sc0 ls0 ws0">transformacyjnych projektów gazowych (biogaz). </div><div class="t m0 x17 hf y473 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 hf y474 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x17 hf y475 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrost udziału w rynku gazu ziemnego wysokometanowego w Polsce przez rozbud<span class="_ _1"></span>owę bazy odbiorców B2B. <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y476 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wdrożenie zintegrowanego systemu pozwalającego na obsługę klienta od momentu<span class="_ _1"></span> pierwszego kontaktu.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y477 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Budowa portalu do efektywnej komunikacji z klien<span class="_ _1"></span>tami. </span></span></div><div class="t m0 x17 hf y478 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Wykorzystanie magazynów poza granicami Polski. </span></span></div><div class="t m0 x17 hf y479 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozwój działalności tradingowej.<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y47a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 h16 y47b ff5 fs4 fcb sc0 ls0 ws0">Energia elektryczna<span class="ff6 fc2"> </span></div><div class="t m0 x17 hf y47c ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x17 hf y47d ff7 fs4 fc2 sc0 ls0 ws0">Wzrost wolumenów sprzedaży oraz zwiększenie<span class="_ _1"></span> udziału zielonej energii w ofercie (zakładana EBITDA w 2028 r.: 73,9 mln zł).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf y47e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y47f ff7 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x17 hf y20c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x88 hf y480 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y481 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">30<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x54 hf y482 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozwój sieci sprzedaży:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y483 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozbudowa sieci sprzedaży;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y484 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">segmentacja <span class="_ _5"></span>i <span class="_ _14"> </span>dostosowanie <span class="_ _4"></span>si<span class="_ _0"></span>eci <span class="_ _5"> </span>sprzedaży <span class="_ _14"> </span>oraz <span class="_ _5"> </span>narządzi <span class="_ _5"> </span>komu<span class="_ _0"></span>nikacji <span class="_ _5"></span>z <span class="_ _5"> </span>klientem <span class="_ _14"> </span>do <span class="_ _5"></span>wielkości <span class="_ _5"> </span>i<span class="_ _0"></span> <span class="_ _5"> </span>charakterystyki <span class="_ _14"> </span>danego </span></span></div><div class="t m0 x87 hf y485 ff6 fs4 fc2 sc0 ls0 ws0">segmentu. </div><div class="t m0 x54 hf y486 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozwój modeli współpracy łączenia wytwórców OZE z odbiorcami –<span class="ff6"> cPPA: </span></span></span></div><div class="t m0 x86 hf y487 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">aktywne poszukiwanie odbiorców zainteresowanych zakupe<span class="_ _1"></span>m energii elektrycznej.<span class="_ _0"></span> </span></span></div><div class="t m0 x54 hf y488 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zwiększenie <span class="_ _0"></span>z<span class="_ _0"></span>akresu <span class="_ _0"></span>potencjalny<span class="_ _0"></span>ch <span class="_ _3"></span>usług <span class="_ _0"></span>dla <span class="_ _3"></span>wytwó<span class="_ _0"></span>rców <span class="_ _3"></span>i <span class="_ _0"></span>odbiorców <span class="_ _3"></span>energii <span class="_ _0"></span>el<span class="_ _0"></span>ektrycznej <span class="_ _0"></span>z<span class="_ _0"></span>wiązanych <span class="_ _3"></span>z <span class="_ _3"></span>planowanymi <span class="_ _3"></span>zmianami<span class="_ _1"></span> </span></span></div><div class="t m0 x86 hf y489 ff7 fs4 fc2 sc0 ls0 ws0">na Rynku Bilansującym CSiRE.<span class="ff6"> </span></div><div class="t m0 x54 hf y48a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrost usług dla wytwórców związanych z cenami ujemn<span class="_ _1"></span>ymi –<span class="ff6"> </span>roz<span class="_ _0"></span>wój narzędzi wspierających zarządzanie źródłami.<span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y48b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Świadczenie usług bilansowania dla mocy wytwórczych zlokalizowanych w Gru<span class="_ _1"></span>pie UNIMOT.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y48c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Obsługa klastrów energii:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y48d ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">pozyskanie wytwórców/odbiorców zlokalizowanych w klastrach energ<span class="_ _1"></span>ii;<span class="_ _0"></span> </span></span></div><div class="t m0 x86 hf y48e ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wdrażanie narzędzi teleinformatycznych do obsługi i optymali<span class="_ _1"></span>zacji.<span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y48f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Oferowanie usług optymalizacji dla wytwórców OZE związanych z tran<span class="_ _1"></span>sformacją rynku energii:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y490 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">aktywne pozyskiwanie wytwórców OZE; </span></span></div><div class="t m0 x86 hf y491 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wdrażanie narzędzi teleinformatycznych do obsługi i optymali<span class="_ _1"></span>zacji wytwarzania energii elektrycznej;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y492 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">budowa i rozwój systemów do algorytmicznego hand<span class="_ _1"></span>lu energią elektryczną z wykorzystaniem rynku Intra <span class="_ _0"></span>–<span class="ff6"> Day. </span></span></span></div><div class="t m0 x54 hf y493 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Analiza technologii wytwarzania i rozwój własnych źródeł OZE:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y494 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">wybór najkorzystniejszego wariantu mixu OZE; </span></span></div><div class="t m0 x86 hf y495 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zabezpieczenie przychodów poprzez uczestnictwo w rynku mocy oraz usług<span class="_ _1"></span>ach systemowych;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y496 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wdrażanie narzędzi teleinformatycznych do obsługi i optymali<span class="_ _1"></span>zacji wytwarzania energii elektrycznej.<span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y3c0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Pośrednictwo w obrocie gwarancjami pochodzenia:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y497 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wzrost udziału obrotu gwarancjami pochodzenia przez zwiększenie liczby podpisywanych u<span class="_ _1"></span>mów z aktualnymi klientami oraz </span></span></div><div class="t m0 x87 hf y498 ff6 fs4 fc2 sc0 ls0 ws0">aktywne poszukiwanie nowych klientów. </div><div class="t m0 x17 hf y499 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 hf y49a ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x17 hf y441 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wolumen sprzedaży <span class="_ _1"></span>zielonej energii<span class="_ _1"></span> do klientów końcowych<span class="_ _1"></span> (zabezpieczony <span class="_ _1"></span>gwarancjami pochodzenia <span class="_ _1"></span>na poziomie min<span class="_ _1"></span>. 25% </span></span></div><div class="t m0 x49 hf y49b ff6 fs4 fc2 sc0 ls0 ws0">w 2028 roku). </div><div class="t m0 x17 hf y41b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozwój <span class="_ _0"></span>modeli współpracy <span class="_ _0"></span>jako <span class="_ _0"></span>podmiot pośredniczący <span class="_ _0"></span>pomiędzy <span class="_ _0"></span>wytwórcami a <span class="_ _0"></span>odbiorcami <span class="_ _0"></span>końcowymi <span class="_ _0"></span>energii elektrycznej </span></span></div><div class="t m0 x49 hf y32b ff6 fs4 fc2 sc0 ls0 ws0">(cPPA). </div><div class="t m0 x17 hf y3f1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zwiększenie <span class="_ _15"> </span>zakresu <span class="_ _15"> </span>potencjalnych <span class="_ _15"> </span>usług <span class="_ _15"> </span>d<span class="_ _0"></span>la <span class="_ _15"> </span>wytwó<span class="_ _0"></span>rców <span class="_ _15"> </span>i <span class="_ _15"> </span>o<span class="_ _0"></span>dbiorców <span class="_ _15"> </span>energii <span class="_ _18"> </span>elektrycznej <span class="_ _27"> </span>związanych <span class="_ _15"> </span>z <span class="_ _27"> </span>planowanymi </span></span></div><div class="t m0 x49 hf y49c ff7 fs4 fc2 sc0 ls0 ws0">zmianami na Rynku Bilansującym CSiRE.<span class="ff6"> </span></div><div class="t m0 x17 hf y49d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrost usług dla wytwórców związanych z cenami ujemn<span class="_ _1"></span>ymi –<span class="ff6"> </span>roz<span class="_ _0"></span>wój narzędzi wspierających zarządzanie źródłami.<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y3a5 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Świadczenie usług bilansowania dla mocy wytwórczych zlokalizowanych w Gru<span class="_ _1"></span>pie UNIMOT.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y49e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wejście na nowe rynki –<span class="ff6"> Intra Day 24 w Polsce. </span></span></span></div><div class="t m0 x17 hf y49f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Możliwość ekspansji na rynki zagraniczne.<span class="ff6"> </span></span></span></div><div class="t m0 x49 hf y4a0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 h16 y4a1 ff5 fs4 fcb sc0 ls0 ws0">Fotowoltaika<span class="ff6 fc2"> </span></div><div class="t m0 x17 hf ya1 ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x17 hf y4a2 ff7 fs4 fc2 sc0 ls0 ws0">Zwiększenie udziału w rynku realizacji instalacji OZE oraz sprzedaży komponentów (zakładana EBITD<span class="_ _1"></span>A w 2028 r.: 14,8 mln zł).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf y4a3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y4a4 ff7 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x17 hf y4a5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x88 hf y339 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x86 hf y4a6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x54 hf y4a7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Osiągnięcie wolumenu realizacji na poziomie 150 MW rocznie do 2028 r.:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4a8 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">możliwość <span class="_ _4"></span>w<span class="_ _0"></span>ykonywania <span class="_ _4"></span>wszystkich <span class="_ _5"></span>zakresów <span class="_ _5"></span>projektowych <span class="_ _4"></span>wewnątrz <span class="_ _5"></span>spółki, <span class="_ _4"></span>bez <span class="_ _5"> </span>udziału <span class="_ _5"></span>kontrahentów <span class="_ _4"></span>zewnętrznych <span class="_ _14"> </span>–<span class="ff6"> </span></span></span></div><div class="t m0 x87 hf y4a9 ff7 fs4 fc2 sc0 ls0 ws0">zwiększenie kompetencji wewnę<span class="_ _1"></span>trznych;<span class="ff6"> </span></div><div class="t m0 x86 hf y4aa ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozwój posiadanej sieci sprzedażowej z jednoczesnym podni<span class="_ _1"></span>esieniem kwalifikacji doradczych;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4ab ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">podpisanie umowy o współpracy z zewnętrznym podmiotem finansującym –<span class="ff6"> wprowadzenie modelu Photo as a Service; </span></span></span></div><div class="t m0 x86 hf y4ac ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wdrożenie oferty zarządzania produkcją, monitoring<span class="_ _1"></span>u oraz utrzymania wielkoskalowych źródeł wytwórczych.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y4ad ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wejście do pierwszej trójki podmiotów zajmujących się sprzedażą i dystrybucją komponen<span class="_ _1"></span>tów OZE:<span class="_ _0"></span><span class="ff6"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">31<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x86 hf y5e ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">konsekwentne zwiększanie udziału produktów własnych (w tym OEM) w portfolio produktowym;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y313 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozwój posiadanej sieci sprzedażowej;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y398 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">uruchomienie marketplace’u jako platformy wymiany informacji oraz platformy sprzed<span class="_ _1"></span>aży;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y399 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">współpraca z małymi i średnimi instalatorami w celu zwięks<span class="_ _1"></span>zenia wolumenu sprzedaży komponentów;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y39a ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">rozszerzenie oferty komponentów <span class="ff7">–</span> <span class="ff7">posiadanie komplementarnej i całościowej oferty dla instalatora.</span> </span></span></div><div class="t m0 x54 hf y459 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Sprzedaż komponentów –<span class="ff6"> </span>ekspansja na rynki ościenne w celu zwiększenia potencjału wynikowego:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3db ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozwój sprzedaży na rynkach zagranicznych;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3dc ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">budowa <span class="_ _17"> </span>wolumenów <span class="_ _19"> </span>s<span class="_ _1"></span>przedaży <span class="_ _17"> </span>przez <span class="_ _19"> </span>wyspe<span class="_ _1"></span>cjalizowanych <span class="_ _17"> </span>przedstawicieli <span class="_ _17"> </span>wspieranych <span class="_ _19"> </span>d<span class="_ _1"></span>ziałaniami <span class="_ _17"> </span>marketingowymi </span></span></div><div class="t m0 x87 hf y3dd ff7 fs4 fc2 sc0 ls0 ws0">(głównie online).<span class="ff6"> </span></div><div class="t m0 x54 hf y4ae ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Rozwój projektów produkcyjnych: </span></span></div><div class="t m0 x86 hf y4af ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">optymalizacja kosztów produkcyjnych; </span></span></div><div class="t m0 x86 hf ye7 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">poszerzenie asortymentu w zakresie: modułów, rozdzielnic, mikroinwert<span class="_ _1"></span>erów, małych zestawów bateryjnych;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3e0 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">poszerzenie oferty produktowej uwzględniającej rozwiązanie Cable Pooling oraz wykorzystani<span class="_ _1"></span>e linii bezpośredniej;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y3e1 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wejście <span class="_ _4"></span>w <span class="_ _4"></span>segment <span class="_ _3"></span>prod<span class="_ _0"></span>ukcji <span class="_ _4"></span>modułów <span class="_ _4"></span>BIPV <span class="_ _4"></span>(tj. <span class="_ _4"></span>Building <span class="_ _4"></span>Integrated <span class="_ _4"></span>Photovoltaics, <span class="_ _4"></span>system <span class="_ _3"></span>fo<span class="_ _0"></span>towoltaiczny <span class="_ _4"></span>zintegrowany <span class="_ _4"></span>z </span></span></div><div class="t m0 x87 hf y4b0 ff7 fs4 fc2 sc0 ls0 ws0">budynkami, do których wykorzystuje się panele cienkowarstwowe) poprzez rekon<span class="_ _1"></span>figurację linii produkcyjnej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x21 hf y4b1 ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x54 hf y4b2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Komplementarne podejście do magazynów energii<span class="_ _1"></span>:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4b3 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">oferta produktowa dla wszystkich segmentów; </span></span></div><div class="t m0 x86 hf y3e6 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">projektowanie; </span></span></div><div class="t m0 x86 hf y4b4 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">dostawa i montaż;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4b5 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">konfiguracja oraz współdziałanie z siecią.<span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y4b6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Współpraca z jed<span class="_ _1"></span>nostkami d<span class="_ _1"></span>ofinansowującymi (Polska Agen<span class="_ _1"></span>cja Rozwoju Przedsięb<span class="_ _1"></span>iorczości, Polski Fu<span class="_ _1"></span>ndusz Rozwoju, Innowacyjna<span class="_ _1"></span> </span></span></div><div class="t m0 x86 hf y4b7 ff6 fs4 fc2 sc0 ls0 ws0">Gospodarka, UE Fundusz Rozwoju Regionalnego). </div><div class="t m0 x54 hf y4b8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Opracowanie nowych modeli sprzedaży/produktów:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4b9 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">PV as a Service; </span></span></div><div class="t m0 x86 hf y4ba ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">Leasing instalacji; </span></span></div><div class="t m0 x86 hf y4bb ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Udział zewnętrznego podmiotu finansu<span class="_ _1"></span>jącego (fundusz).<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y4bc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 h16 y4bd ff5 fs4 fcb sc0 ls0 ws0">RCEkoenergia<span class="ff6 fc2"> </span></div><div class="t m0 x17 hf y4be ff6 fs4 fc2 sc0 ls0 ws0">Cel strategiczny </div><div class="t m0 x17 hf y4bf ff7 fs4 fc2 sc0 ls0 ws0">Zwiększenie <span class="_ _3"></span>produkcji <span class="_ _3"></span>energii <span class="_ _3"></span>e<span class="_ _0"></span>lektrycznej <span class="_ _3"></span>i <span class="_ _3"></span>ci<span class="_ _0"></span>eplnej <span class="_ _3"></span>w <span class="_ _3"></span>z<span class="_ _0"></span>modernizowanym <span class="_ _3"></span>źró<span class="_ _0"></span>dle <span class="_ _3"></span>dostosowanym <span class="_ _3"></span>do <span class="_ _3"></span>w<span class="_ _0"></span>ymogów <span class="_ _4"></span>środowiskowych<span class="_ _1"></span> </div><div class="t m0 x17 hf y4c0 ff7 fs4 fc2 sc0 ls0 ws0">oraz aktywne uczestnictwo w transformacji rynku ciepłowniczego (zakładana EBITDA w 2028 r.: 9,7 <span class="_ _1"></span>mln zł).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf y4c1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y4c2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y4c3 ff7 fs4 fc2 sc0 ls0 ws0">Kierunki działania<span class="ff6"> </span></div><div class="t m0 x17 hf y4c4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x88 hf y1af ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y4c5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x54 hf y4c6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Uruchomienie nowej jednostki kogeneracyjne<span class="_ _1"></span>j, zwiększenie produkcji energii elektrycznej i ciepła:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4c7 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Wdrożenie koncepcji modernizacji ele<span class="_ _1"></span>ktrociepłowni;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4c8 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">uruchomienie i realizacja procesu inwestycyjnego; </span></span></div><div class="t m0 x86 hf y4c9 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">optymalizacja kosztów działalności spółki.<span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y3d3 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zapewnienie bezpieczeństwa dostaw energii ele<span class="_ _1"></span>ktrycznej, ciepła i gazu do odbiorców:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4ca ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">budowa magazynów energii; </span></span></div><div class="t m0 x86 hf y4cb ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">budowa nowych zielonych mocy wytwórczych i udział w Rynku Mocy;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4cc ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">uruchomienie <span class="_ _15"> </span>nowych <span class="_ _15"> </span>instalacji <span class="_ _15"> </span>poprawiającyc<span class="_ _0"></span>h <span class="_ _15"> </span>efektywność <span class="_ _15"> </span>spółki <span class="_ _15"> </span>przy <span class="_ _15"> </span>spełnianiu <span class="_ _15"> </span>wymogów <span class="_ _15"> </span>i <span class="_ _27"> </span>dyrektyw <span class="_ _15"> </span>UE, <span class="_ _15"> </span>prawa </span></span></div><div class="t m0 x87 hf y4cd ff7 fs4 fc2 sc0 ls0 ws0">polskiego i podnoszonych norm środowiskowych.<span class="ff6"> </span></div><div class="t m0 x54 hf y3ff ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Uczestniczenie w transformacji rynku energetyczne<span class="_ _1"></span>go i ciepłowniczego w Polsce:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4ce ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozszerzenie profilu działalności spółki o nowe produkty i rynki<span class="_ _1"></span>;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y151 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">aktywny udział w organizacjach branżowych;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y1e2 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zaangażowanie w procesy przekształceniowe/modernizacyjne/ odtworzeniowe spółek bran<span class="_ _1"></span>żowych na rynku;<span class="_ _0"></span><span class="ff6"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">32<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x86 hf y5e ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zaangażowanie w procesy legislacyjne.<span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y483 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Budowa pozycji marki RCEkoenergia na ryn<span class="_ _1"></span>ku ciepłowniczym:<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y484 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">rozwój marki na rynku lokalnym i ogólnopolskim; </span></span></div><div class="t m0 x86 hf y485 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wspieranie  aktywności  społecznych  oraz<span class="_ _0"></span>  zaangażowanie  w  lokalne  i  ogólnopolskie  inicjatyw<span class="_ _0"></span>y  branżowe,  ekolo<span class="_ _0"></span>giczne  i </span></span></div><div class="t m0 x87 hf y458 ff7 fs4 fc2 sc0 ls0 ws0">społeczne.<span class="ff6"> </span></div><div class="t m0 x17 hf y459 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 hf y4cf ff6 fs4 fc2 sc0 ls0 ws0">Kluczowe mierniki </div><div class="t m0 x54 hf y4d0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Uruchomienie <span class="_ _3"></span>procesu <span class="_ _3"></span>i<span class="_ _0"></span>nwestycyjnego <span class="_ _3"></span>mo<span class="_ _0"></span>dernizacji <span class="_ _3"></span>źródła <span class="_ _4"></span>dla <span class="_ _4"></span>spełnienia <span class="_ _3"></span>wymogów <span class="_ _4"></span>środowiskowych <span class="_ _3"></span>w <span class="_ _4"></span>2025 <span class="_ _3"></span>r., <span class="_ _4"></span>a <span class="_ _3"></span>w <span class="_ _4"></span>kolejnym<span class="_ _1"></span> </span></span></div><div class="t m0 x86 hf y4d1 ff6 fs4 fc2 sc0 ls0 ws0">etapie wymogów na lata 2028-2035 poprzez: </div><div class="t m0 x86 hf y4d2 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wejście w proces dekarbonizacji źródła do 2030 r.;<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4d3 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">przebudowa źródła na jednostkę spełniającą założenia dostawcy dla systemów efektywnych (z pe<span class="_ _1"></span>rspektywą do 2040 r.).<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y4d4 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Inwestycja w nowoczesne technologie:  </span></span></div><div class="t m0 x86 hf y4d5 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">magazyny energii, </span></span></div><div class="t m0 x86 hf y4d6 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozwinięcie projektu układów pyrolitycznych,<span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4d7 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zgłoszenie w 2024 r. nowych jednostek wytwórczych do Rynku Mocy.<span class="ff6"> </span></span></span></div><div class="t m0 x54 hf y4d8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Aktywne badanie rynku w celu rozszerzenia profil<span class="_ _1"></span>u działalności spółki o nowe produkty i rynki:<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x86 hf y4d9 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">pozyskanie terenów inwestycyjnych, </span></span></div><div class="t m0 x86 hf y4da ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">nawiązanie <span class="_ _3"></span>współpracy <span class="_ _3"></span>ze <span class="_ _0"></span>spółkami <span class="_ _3"></span>z <span class="_ _3"></span>branży <span class="_ _3"></span>wytwarzania <span class="_ _3"></span>energii <span class="_ _3"></span>elektrycznej, <span class="_ _0"></span>pary <span class="_ _3"></span>i <span class="_ _3"></span>energii <span class="_ _3"></span>cieplnej <span class="_ _3"></span>w <span class="_ _3"></span>zakresie <span class="_ _3"></span>procesów </span></span></div><div class="t m0 x87 hf y4db ff6 fs4 fc2 sc0 ls0 ws0">inwestycyjnych. </div><div class="t m0 x54 hf y4dc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Współpraca <span class="_ _1"></span>z <span class="_ _9"></span>o<span class="_ _0"></span>rganizacjami <span class="_ _9"></span>branżow<span class="_ _0"></span>ymi <span class="_ _1"></span>np. <span class="_ _9"></span>IGCP w <span class="_ _a"></span>zakresie <span class="_ _1"></span>zmian <span class="_ _9"></span>i przygotowania <span class="_ _9"></span>odpowiedzi <span class="_ _1"></span>na <span class="_ _1"></span>wyzwania <span class="_ _9"></span>dekarbonizowanego </span></span></div><div class="t m0 x86 hf y4dd ff7 fs4 fc2 sc0 ls0 ws0">rynku energii i ciepła.<span class="ff6"> </span></div><div class="t m0 x54 hf y4de ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zaangażowanie <span class="_ _4"></span>w <span class="_ _4"></span>b<span class="_ _0"></span>udowanie <span class="_ _4"></span>ś<span class="_ _0"></span>wiadomości <span class="_ _4"></span>marki <span class="_ _5"></span>RCEkoenergia <span class="_ _4"></span>w <span class="_ _5"></span>Czechowicach<span class="_ _0"></span><span class="ff6">-Dziedzicach <span class="_ _4"></span>jako <span class="_ _5"></span>lokalnego <span class="_ _4"></span>dostawc<span class="_ _0"></span>y <span class="_ _4"></span>energii </span></span></span></div><div class="t m0 x86 hf y4df ff7 fs4 fc2 sc0 ls0 ws0">elektrycznej <span class="_ _9"></span>i ciepła <span class="_ _9"></span>–<span class="ff6"> </span>wsparcie <span class="_ _9"></span>lo<span class="_ _0"></span>kalnych <span class="_ _9"></span>i<span class="_ _0"></span>nicjatyw, <span class="_ _1"></span>budowanie <span class="_ _9"></span>wizerunku firmy <span class="_ _9"></span>działającej w <span class="_ _9"></span>oparci<span class="_ _0"></span>u <span class="_ _1"></span>o <span class="_ _9"></span>w<span class="_ _0"></span>artości <span class="_ _1"></span>zrównoważonego </div><div class="t m0 x86 hf y4e0 ff6 fs4 fc2 sc0 ls0 ws0">rozwoju. </div><div class="t m0 x1 h16 y4e1 ff5 fs4 fc10 sc0 ls0 ws0">ESG W STRATEGII GRUPY / CELE W ZAKRESIE ESG </div><div class="t m0 x1 hf y4e2 ff7 fs4 fc2 sc0 ls0 ws0">Zobowiązania <span class="_ _18"> </span>ESG <span class="_ _15"> </span>znajdują  się <span class="_ _15"> </span>w <span class="_ _18"> </span>całej <span class="_ _15"> </span>Strategii  <span class="ff6">Grupy <span class="_ _15"> </span>UNIMOT <span class="_ _15"> </span> <span class="_ _15"> </span>  </span>kompleksowo <span class="_ _15"> </span>i  spójnie <span class="_ _18"> </span>regulując <span class="_ _18"> </span>podejście <span class="_ _15"> </span><span class="ff6">Grupy <span class="_ _15"> </span>UNIMOT <span class="_ _18"> </span> <span class="_ _15"> </span> <span class="_ _15"> </span>do </span></div><div class="t m0 x1 hf y4e3 ff7 fs4 fc2 sc0 ls0 ws0">zrównoważonego rozwoju, <span class="_ _0"></span>określając kierunki działań <span class="_ _0"></span>i c<span class="_ _0"></span>ele dotyczące <span class="_ _0"></span>ochrony środowiska <span class="_ _0"></span>i klimatu<span class="_ _0"></span>, troski o<span class="_ _0"></span> społ<span class="_ _0"></span>eczeństwo ora<span class="_ _3"></span>z <span class="_ _0"></span>dbałość <span class="_ _0"></span>o </div><div class="t m0 x1 hf y73 ff7 fs4 fc2 sc0 ls0 ws0">najwyższe standardy ładu korporacyjnego. W Strateg<span class="_ _1"></span>ii <span class="ff6">Grupa UNIMO<span class="_ _0"></span>T </span>przyjęła następujące cele w zakresie ESG<span class="_ _1"></span>:<span class="ff6"> </span></div><div class="t m0 x47 h16 y4e4 ff5 fs4 fcb sc0 ls7 ws0">1.<span class="ff3 ls0"> <span class="_ _1e"> </span><span class="ff8">Środo<span class="_ _1"></span>wisko:<span class="ff5"> </span></span></span></div><div class="t m0 x21 hf y4e5 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Przeciwdziałanie zmianom klimatu i zrównoważona infrastruktura:<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4e6 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">osiągnięcie neutralności klimatycznej do 2050 r.;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4e7 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wsparcie walki z niską emisją;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y177 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">transformacja obszaru paliw i transportu; </span></span></div><div class="t m0 x79 hf y449 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zwiększenie aktywności na rynku OZE;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y9f ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">inwestowanie i akwizycje w odpowiedzi na zmiany rynkowe. </span></span></div><div class="t m0 x21 hf y4e8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ochrona środowiska naturalnego:<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4e9 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wsparcie bioróżnorodności i ekosystemów;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y17d ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">rozwój gospodarki o obiegu zamkniętym;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4ea ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">osiągnięcie pozycji największego nie<span class="_ _1"></span>zależnego sprzedawcy gazu ziemnego w Polsce.<span class="ff6"> </span></span></span></div><div class="t m0 x47 h16 y4eb ff5 fs4 fcb sc0 ls7 ws0">2.<span class="ff3 ls0"> <span class="_ _1e"> </span><span class="ff8">Społeczeństwo:<span class="ff5"> </span></span></span></div><div class="t m0 x21 hf y4ec ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Pracownicy jako kluczowa wartość firmy:<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4ed ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">organizacja wolna od dyskryminacji, prowadząca działania z zakresu włączenia, różnorodności, etyki n<span class="_ _1"></span>a rzecz </span></span></div><div class="t m0 x18 hf y4ee ff6 fs4 fc2 sc0 ls0 ws0">pracowników; </div><div class="t m0 x79 hf y4ef ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">dążenie do wyeliminowania luki płacowej między kobietami a mężczyznami;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4f0 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">kultura organizacyjna firmy budowana w oparciu o wspólne wartości oraz work<span class="ff6">-life balance; </span></span></span></div><div class="t m0 x79 hf y4f1 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">bezpieczne i ergonomiczne środ<span class="_ _1"></span>owisko pracy wspierające rozwój pracow<span class="_ _0"></span>ników;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4f2 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zaangażowanie pracowników w procesy decyzyjne Grupy.<span class="ff6"> </span></span></span></div><div class="t m0 x21 hf y4f3 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Partnerstwo społeczno<span class="ff6">-biznesowe: </span></span></span></div><div class="t m0 x79 hf y4f4 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">włączenie, różnorodność, etyka –<span class="ff6"> </span>organizacja wolna od dyskryminacji, prowadząca działania na rzecz klientów i </span></span></div><div class="t m0 x18 hf y4f5 ff7 fs4 fc2 sc0 ls0 ws0">społeczności lokalnych;<span class="ff6"> </span></div><div class="t m0 x79 hf y4f6 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">prowadzenie dialogu społecznego i polityki d<span class="_ _1"></span>obrego sąsiada.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x21 hf y4f7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Dostawcy i klienci biznesowi; </span></span></div><div class="t m0 x79 hf y3d9 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zapewnienie transparentnych mechanizmów współpracy dostawcami i klientami biznesowymi;<span class="ff6"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">33<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x79 hf y5e ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wsparcie klientów w dążeniu do zrównoważonego rozwoju poprzez wprowadzanie produktów i usług<span class="_ _1"></span> nisko<span class="_ _0"></span><span class="ff6">- <span class="ls17">i </span></span></span></span></div><div class="t m0 x18 hf y403 ff6 fs4 fc2 sc0 ls0 ws0">zeroemisyjnych w aspekcie GHG. </div><div class="t m0 x47 h16 y404 ff5 fs4 fcb sc0 ls7 ws0">3.<span class="ff3 ls0"> <span class="_ _1e"> </span><span class="ff8">Ład Korpo<span class="_ _1"></span>racyjny:<span class="ff5"> </span></span></span></div><div class="t m0 x21 hf y4f8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ład korporacyjny jako podstawa funkcjonowania firmy:<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4f9 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">zarządzanie organizacją przy zachowaniu ładu korporacyjnego, cele zarządcze powiązane z ESG;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4fa ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">wypełnianie obowiązków informacyjnych, budowanie pozytywnych rel<span class="_ _1"></span>acji z akcjonariuszami;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4fb ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">szczelny system ochrony danych, wzmocnienie<span class="_ _1"></span> odporności na zagrożenia płynące z cyberprzestrzeni;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4fc ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">przeciwdziałanie korupcji i łapownictwu.<span class="ff6"> </span></span></span></div><div class="t m0 x21 hf y4fd ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zarządzanie ryzykiem i system kontroli wewnętrznej;<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y4fe ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">działalność zgodna z modelem biznesowym w oparciu o przyjęte polityki, określ<span class="_ _1"></span>ające ryzyka i systemy zapobiegania ich </span></span></div><div class="t m0 x18 hf y4ff ff7 fs4 fc2 sc0 ls0 ws0">wystąpieniu.<span class="ff6"> </span></div><div class="t m0 x21 hf y500 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Kultura etyczna i poszanowanie praw człowieka w całym łańcuchu wartości:<span class="ff6"> </span></span></span></div><div class="t m0 x79 hf y501 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">kształtowanie kultury etycznej <span class="ff6">- </span>Kodeks Odpowiedzialności <span class="ff6">Grupy UNIMOT  </span>, Kodeks Etyki oraz Politykę Poszanowania </span></span></div><div class="t m0 x18 hf y502 ff7 fs4 fc2 sc0 ls0 ws0">Praw Człowieka w całym łańcuchu wartości.<span class="ff6"> </span></div><div class="t m0 x1 hf y503 ff7 fs4 fc2 sc0 ls0 ws0">Przyjęte w S<span class="_ _1"></span>trategii cele <span class="_ _1"></span>w obszarze ESG <span class="_ _1"></span>są: mierzalne i<span class="_ _1"></span> umożliwiają monitorowanie re<span class="_ _1"></span>alizacji zobowiązań; poparte <span class="_ _1"></span>działaniami<span class="_ _0"></span><span class="ff6">, inicjatywami </span></div><div class="t m0 x1 hf y504 ff7 fs4 fc2 sc0 ls0 ws0">i <span class="_ _1"></span>projektami, <span class="_ _1"></span>dzięki <span class="_ _1"></span>którym <span class="_ _1"></span>możliwa je<span class="_ _1"></span>st <span class="_ _1"></span>ich <span class="_ _1"></span>realizacja <span class="_ _1"></span>oraz <span class="_ _1"></span>zgodne <span class="_ _1"></span>z <span class="_ _1"></span>wytycznymi <span class="_ _1"></span>strategi<span class="_ _1"></span>i <span class="_ _1"></span>Europejskiego Zie<span class="_ _1"></span>lonego <span class="_ _1"></span>Ład<span class="_ _0"></span>u, założeniami <span class="_ _9"></span>„Agendy </div><div class="t m0 x1 hf y505 ff7 fs4 fc2 sc0 ls0 ws0">2030 na rzecz zrównoważonego rozwoju” ONZ oraz zasadami United Nations Global Compact.<span class="ff6"> </span></div><div class="t m0 x1 hf y506 ff6 fs4 fc2 sc0 ls0 ws0">Prezentacja Strategii jest zamieszczona na stronie internetowej Emitenta: </div><div class="t m0 x1 hc y507 ff6 fs4 fc11 sc0 ls0 ws0">https://www.unimot.pl/relacje-inwestorskie/o-grupie-unimot/strategia/<span class="fs6 fc2"> </span></div><div class="t m0 x1 hf y463 ff6 fs4 fc11 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y508 ff5 fs5 fc5 sc0 ls12 ws0">2.3.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">STATUS REALIZACJI STRATEGII GRUPY </span></span></div><div class="t m0 x1 hf y2bf ff7 fs4 fc2 sc0 ls0 ws0">Realizacja <span class="_ _5"> </span>strategii <span class="_ _5"> </span>Grupy <span class="_ _14"> </span>UNIMOT <span class="_ _5"> </span>przebiega <span class="_ _5"> </span>w <span class="_ _14"> </span>złożonym <span class="_ _5"> </span>otoczeniu <span class="_ _5"> </span>z<span class="_ _0"></span>ewnętrznym, <span class="_ _5"> </span>na <span class="_ _5"> </span>które <span class="_ _5"> </span>w<span class="_ _0"></span>pływ <span class="_ _14"> </span>mają <span class="_ _5"></span>przede <span class="_ _5"></span>wszystkim <span class="_ _5"> </span>wyd<span class="_ _0"></span>arzenia<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y509 ff7 fs4 fc2 sc0 ls0 ws0">związane <span class="_ _4"></span>z <span class="_ _5"></span>konflikt<span class="ff6">ami <span class="_ _4"></span>na <span class="_ _4"></span>Ukrai<span class="_ _0"></span>nie <span class="_ _4"></span>i <span class="_ _4"></span>Bliskim <span class="_ _5"></span>Wschodzie</span>. <span class="_ _4"></span>Zarząd <span class="_ _5"> </span>Grupy <span class="_ _4"></span>UNIMOT<span class="_ _0"></span><span class="ff6"> <span class="_ _4"></span></span>na <span class="_ _5"></span>bieżąco <span class="_ _4"></span>analizuje <span class="_ _5"></span>wpływ <span class="_ _4"></span>cz<span class="_ _0"></span>ynników <span class="_ _4"></span>zewnętrznych <span class="_ _4"></span>na </div><div class="t m0 x1 hf y50a ff7 fs4 fc2 sc0 ls0 ws0">realizację <span class="_ _3"></span>strategii, <span class="_ _3"></span>utrzymując <span class="_ _3"></span>elastyczne <span class="_ _3"></span>podejście <span class="_ _3"></span>do <span class="_ _3"></span>zmieniających <span class="_ _3"></span>się <span class="_ _3"></span>warunków <span class="_ _3"></span>rynkowych <span class="_ _3"></span>przy <span class="_ _3"></span>jednoczesnym <span class="_ _3"></span>zachowaniu <span class="_ _3"></span>gł<span class="_ _3"></span><span class="ff6">ównych </span></div><div class="t m0 x1 hf y50b ff6 fs4 fc2 sc0 ls0 ws0">kierunków strategicznego rozwoju. </div><div class="t m0 x1 hf y50c ff6 fs4 fc2 sc0 ls0 ws0">Po <span class="_ _3"></span>drugim <span class="_ _3"></span>roku <span class="_ _0"></span>r<span class="_ _0"></span>ealizacji <span class="_ _3"></span>Strategii <span class="_ _3"></span>na <span class="_ _3"></span>lata <span class="_ _3"></span>2024-<span class="ff7">2028, <span class="_ _3"></span>Grupa <span class="_ _3"></span>UNIMOT<span class="_ _0"></span> <span class="_ _3"></span>konsekwentnie <span class="_ _0"></span>realizuje <span class="_ _3"></span>założo<span class="_ _0"></span>ne <span class="_ _3"></span>cele <span class="_ _0"></span>strategiczne. <span class="_ _3"></span>Dotychczasowe </span></div><div class="t m0 x1 hf y50d ff7 fs4 fc2 sc0 ls0 ws0">wyniki potwierdzają skuteczność przyjętych założeń i zdolność Grup<span class="_ _1"></span>y do adaptacji do zmieniających się warunków rynkowych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y50e ff7 fs4 fc2 sc0 ls0 ws0">Grupa U<span class="_ _0"></span>NIMOT <span class="_ _0"></span>pozo<span class="_ _0"></span>staje <span class="_ _0"></span>skoncentrowana <span class="_ _0"></span>na <span class="_ _0"></span>dalszym <span class="_ _3"></span>zwiększaniu udziału <span class="_ _0"></span>s<span class="_ _0"></span>egmentów <span class="_ _0"></span>przejściowych <span class="_ _3"></span>i transformacyjnych, <span class="_ _3"></span>systematycz<span class="_ _3"></span><span class="ff6">nie </span></div><div class="t m0 x1 hf y1a7 ff7 fs4 fc2 sc0 ls0 ws0">inwestując w rozwój biznesów przyszłości przy jednoczesnej optymalizacji istn<span class="_ _1"></span>iejących linii biznesowych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y50f ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _3"></span>Grupy <span class="_ _4"></span>ocenia, <span class="_ _4"></span>że <span class="_ _3"></span>dotychczasowa <span class="_ _4"></span>realizacja <span class="_ _4"></span>strategii <span class="_ _3"></span>przebiega <span class="_ _4"></span>zgodnie <span class="_ _3"></span>z <span class="_ _4"></span>założeniami, <span class="_ _3"></span>a <span class="_ _4"></span>tempo <span class="_ _4"></span>osiągania <span class="_ _3"></span>c<span class="_ _0"></span>elów <span class="_ _3"></span>strategic<span class="_ _3"></span><span class="ff6">znych <span class="_ _4"></span>jest </span></div><div class="t m0 x1 hf y510 ff7 fs4 fc2 sc0 ls0 ws0">satysfakcjonujące i pozwala z optymizmem patrzeć na pełną realizację strateg<span class="_ _1"></span>ii do 2028 roku.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 h10 y511 ff5 fs3 fc5 sc0 ls16 ws0">2.3.1.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">REALIZACJA CELÓW STR<span class="_ _0"></span>ATEGICZNYCH<span class="_ _0"></span> </span></span></div><div class="t m0 x1 hf y512 ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _0"></span>Kapitałow<span class="_ _0"></span>a <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>konsekwentnie <span class="_ _0"></span>realizuje <span class="_ _0"></span>Strategię <span class="_ _3"></span>na <span class="_ _3"></span>lata <span class="_ _0"></span>2024<span class="_ _0"></span><span class="ff6">-</span>2028, <span class="_ _3"></span>która <span class="_ _3"></span>opiera <span class="_ _0"></span>się <span class="_ _3"></span>na <span class="_ _0"></span>zrów<span class="_ _0"></span>noważonym <span class="_ _0"></span>rozwoju <span class="_ _3"></span>w <span class="_ _0"></span>sektorze </div><div class="t m0 x1 hf y513 ff6 fs4 fc2 sc0 ls0 ws0">paliwowo-<span class="ff7">energetycznym przy jednoczesnym zwiększaniu udziału segmentów przejściowych i transformacyjnych. </span> </div><div class="t m0 x1 hf y514 ff6 fs4 fc2 sc0 ls0 ws0">Strategia <span class="_ _9"></span>Grupy UNIMOT <span class="_ _9"></span><span class="ff7">zakłada <span class="_ _1"></span>osiągnięcie <span class="_ _9"></span>konkretnych, <span class="_ _1"></span>mierzalnych <span class="_ _9"></span>celów strateg<span class="_ _1"></span>icznych <span class="_ _1"></span>do <span class="_ _9"></span>2028 roku. <span class="_ _9"></span>Po <span class="ff6">drugim <span class="_ _9"></span>roku re<span class="_ _1"></span>alizacji <span class="_ _9"></span>strategii, </span></span></div><div class="t m0 x1 hf y423 ff7 fs4 fc2 sc0 ls0 ws0">postęp przedstawia się następująco:<span class="ff6"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1064.940000px;width:269.540000px;height:13.190000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">34<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x8a hf y515 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1a y516 ff7 fs9 fc2 sc0 ls0 ws0">* EBITDA Skorygowana;  <span class="_ _1"></span>** bez ter<span class="_ _1"></span>minali, l<span class="_ _1"></span>ogistyki i s<span class="_ _1"></span>tacji paliw;   ***<span class="_ _1"></span> bez zadłużenia z tytułu zap<span class="_ _1"></span>asu obowiązk<span class="_ _1"></span>owego<span class="ff6"> </span></div><div class="t m0 x1 hc y517 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y6e ff5 fs3 fc5 sc0 ls16 ws0">2.3.2.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">REALIZACJA CELÓW POSZCZ<span class="_ _0"></span>EGÓLNYCH SEGM<span class="_ _0"></span>ENTACH BIZN<span class="_ _0"></span>ESOWYCH W 202<span class="_ _0"></span>5 RO<span class="_ _0"></span>KU </span></span></div><div class="t m0 x18 h10 y518 ff5 fs3 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y519 ff5 fs4 fcb sc0 ls0 ws0">Paliwa i Biopaliwa </div><div class="t m0 x1 hf y51a ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>segmencie <span class="_ _3"></span>Paliw <span class="_ _3"></span>i <span class="_ _3"></span>Bio<span class="_ _0"></span>paliw <span class="_ _3"></span>Grupa <span class="_ _3"></span>UNIMOT <span class="_ _4"></span><span class="ff7">konsekwentnie <span class="_ _3"></span>realizuje <span class="_ _3"></span>przyjęte <span class="_ _3"></span>założenia <span class="_ _3"></span>strategiczne, <span class="_ _4"></span>osiągając <span class="_ _3"></span>EBITDA <span class="_ _3"></span>Skorygowana <span class="_ _3"></span>na </span></div><div class="t m0 x1 hf y51b ff6 fs4 fc2 sc0 ls0 ws0">poziomie <span class="_ _9"></span>103,7 <span class="ff7">mln<span class="_ _1"></span> <span class="_ _9"></span>zł, <span class="_ _1"></span>co <span class="_ _9"></span>stanowi <span class="ff6">64,1</span>% <span class="_ _9"></span>zakładanego <span class="_ _9"></span>celu <span class="_ _9"></span>w 2028 <span class="_ _a"></span>r.<span class="_ _0"></span> <span class="_ _9"></span>(161,7 <span class="_ _1"></span>mln <span class="_ _9"></span>zł). Dzi<span class="_ _1"></span>ałania <span class="_ _9"></span>w <span class="_ _1"></span>tym <span class="_ _9"></span>obszarze <span class="_ _1"></span>koncentrują <span class="_ _9"></span>się <span class="_ _9"></span>na dywers<span class="_ _1"></span>yfikacji </span></div><div class="t m0 x1 hf y51c ff7 fs4 fc2 sc0 ls0 ws0">produktowej <span class="_ _14"> </span>oraz <span class="_ _14"> </span>zwiększaniu <span class="_ _5"> </span>udziału <span class="_ _14"> </span>produktów <span class="_ _14"> </span>wysokomarżowych, <span class="_ _14"> </span>przy <span class="_ _14"> </span>jednoczesnym <span class="_ _5"> </span>dostosow<span class="_ _0"></span>ywaniu <span class="_ _14"> </span>się <span class="_ _5"> </span>do <span class="_ _14"> </span>dynamicznej <span class="_ _14"> </span>sytuacji </div><div class="t m0 x1 hf y51d ff6 fs4 fc2 sc0 ls0 ws0">rynkowej. </div><div class="t m0 x1 hf y51e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y51f ff6 fs4 fc2 sc0 ls9 ws0">           <span class="ff8 ls0">Wzrost udziału paliw zawierających zaawansowane bi<span class="_ _1"></span>opaliwa II i III generacji<span class="ff6"> </span></span></div><div class="t m0 x1 hf y520 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>związku <span class="_ _3"></span>z <span class="_ _3"></span>rewizją <span class="_ _0"></span>otoczenia <span class="_ _3"></span>legislacyjnego <span class="_ _3"></span>i <span class="_ _0"></span>geopolitycznego, <span class="_ _3"></span>skoncentrowano <span class="_ _3"></span>się <span class="_ _3"></span>na <span class="_ _0"></span>realizacji <span class="_ _3"></span>wytycz<span class="_ _0"></span>nych <span class="_ _3"></span>związanych <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _3"></span>impl<span class="_ _0"></span>ementacją </div><div class="t m0 x1 hf y447 ff7 fs4 fc2 sc0 ls0 ws0">kluczowych <span class="_ _3"></span>dyrektyw, <span class="_ _3"></span>w <span class="_ _4"></span>tym <span class="_ _3"></span>RED <span class="_ _3"></span>II <span class="_ _3"></span>(wymóg <span class="_ _3"></span>3,1%<span class="_ _0"></span> <span class="_ _3"></span>udziału <span class="_ _3"></span>biopaliw <span class="_ _3"></span>zaawansowanych <span class="_ _4"></span>II <span class="_ _3"></span>generacji <span class="_ _3"></span>w <span class="_ _3"></span>2026 <span class="_ _3"></span>ro<span class="_ _0"></span>ku). <span class="_ _3"></span>Systematycznie <span class="_ _3"></span>r<span class="_ _0"></span><span class="ff6">o<span class="_ _0"></span>zwijano </span></div><div class="t m0 x1 hf y32f ff7 fs4 fc2 sc0 ls0 ws0">kompetencje działu <span class="_ _3"></span>handlowego <span class="_ _0"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>paliw <span class="_ _0"></span>niskoemisyjnych. <span class="_ _0"></span>Przeszkolo<span class="_ _0"></span>no <span class="_ _0"></span>zespoły <span class="_ _0"></span>hurtu <span class="_ _0"></span>paliw <span class="_ _0"></span>oraz <span class="_ _3"></span>stacji AVIA <span class="_ _3"></span>w<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span>zakresie </span></div><div class="t m0 x1 hf y330 ff7 fs4 fc2 sc0 ls0 ws0">regularnej sprzedaży <span class="_ _0"></span>tego <span class="_ _0"></span>typu <span class="_ _0"></span>produktów. <span class="_ _0"></span>W <span class="_ _0"></span>odpowiedzi na <span class="_ _0"></span>oczekiwania odbiorców<span class="_ _0"></span>, <span class="_ _0"></span>w <span class="_ _0"></span>ramach tzw. <span class="_ _0"></span>„pakietów <span class="_ _0"></span>niskoem<span class="_ _0"></span>isyjnych” <span class="_ _0"></span>Grupa w<span class="_ _0"></span> </div><div class="t m0 x1 hf y331 ff7 fs4 fc2 sc0 ls0 ws0">2024  roku  skoncentrowała <span class="_ _18"> </span>się  przede  wszystkim  na <span class="_ _18"> </span>oferow<span class="_ _0"></span>aniu  paliwa  HVO100  (<span class="_ _0"></span>Hydrogenated  Vegetable<span class="_ _1"></span>  Oil <span class="_ _15"> </span><span class="ff6">-<span class="ls1e">  </span>paliwo <span class="_ _18"> </span>syntetyczne </span></div><div class="t m0 x1 hf y521 ff7 fs4 fc2 sc0 ls0 ws0">przeznaczone <span class="_ _9"></span>do silników <span class="_ _9"></span>wysokoprężnych; <span class="_ _1"></span>w <span class="_ _9"></span>poró<span class="_ _0"></span>wnaniu <span class="_ _1"></span>z <span class="_ _1"></span>olejem <span class="_ _9"></span>napędowym,<span class="_ _0"></span> <span class="_ _1"></span>charakteryzuje <span class="_ _9"></span>się nawet <span class="_ _9"></span>do <span class="_ _1"></span>90% <span class="_ _1"></span>niższą <span class="_ _9"></span>e<span class="_ _3"></span>misyjnością <span class="_ _1"></span>gazów </div><div class="t m0 x1 hf y522 ff7 fs4 fc2 sc0 ls0 ws0">cieplarnianych, <span class="_ _0"></span>kalkulowaną <span class="_ _3"></span>z <span class="_ _3"></span>uwzględnieniem <span class="_ _3"></span>całego <span class="_ _3"></span>cyklu <span class="_ _0"></span>życ<span class="_ _0"></span>ia <span class="_ _0"></span>paliwa; <span class="_ _3"></span>ograniczenie <span class="_ _3"></span>emisji <span class="_ _0"></span>gazów<span class="_ _0"></span> <span class="_ _0"></span>c<span class="_ _0"></span>ieplarnianych <span class="_ _0"></span>wynika <span class="_ _3"></span>z <span class="_ _3"></span>zas<span class="_ _3"></span><span class="ff6">tosowania </span></div><div class="t m0 x1 hf y523 ff7 fs4 fc2 sc0 ls0 ws0">zasad  gospodarki  cyrkularnej,  tj.  wykorzystania  odnawialnych  surowców,  takich  jak  np.  zużyte<span class="_ _1"></span>  oleje  rośl<span class="_ _0"></span><span class="ff6">inne)  dla  klientów  z  sektora </span></div><div class="t m0 x1 hf y524 ff7 fs4 fc2 sc0 ls0 ws0">transportowego oraz użytkowników agregatów prądotwórczych.<span class="ff6"> </span></div><div class="t m0 x1 hf y525 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y526 ff8 fs4 fc2 sc0 ls0 ws0">Zwiększenie udziału sprzedaży paliw na rynkach sąsiadując<span class="_ _1"></span>ych<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x1 hf y527 ff7 fs4 fc2 sc0 ls0 ws0">Kontynuowano <span class="_ _17"> </span>działania <span class="_ _16"> </span>w <span class="_ _17"> </span>zakresie <span class="_ _16"> </span>ekspansji <span class="_ _17"> </span>i <span class="_ _17"> </span>dywers<span class="_ _1"></span>yfikacji <span class="_ _17"> </span>logistycznej, <span class="_ _16"> </span>podejmując <span class="_ _17"> </span>próbę <span class="_ _17"> </span>wejścia <span class="_ _16"> </span>na <span class="_ _17"> </span>rynki <span class="_ _17"> </span>czeski <span class="_ _16"> </span>i <span class="_ _17"> </span>słowack<span class="_ _0"></span><span class="ff6">i. </span></div><div class="t m0 x1 hf y528 ff7 fs4 fc2 sc0 ls0 ws0">Optymalizowano <span class="_ _4"></span>koszty <span class="_ _4"></span>zakupu <span class="_ _4"></span>poprzez <span class="_ _4"></span>wykorzystanie <span class="_ _4"></span>sytuacji <span class="_ _4"></span>p<span class="_ _0"></span>opytowej <span class="_ _4"></span>na <span class="_ _4"></span>rynku <span class="_ _4"></span>niemieckim, <span class="_ _4"></span>co <span class="_ _4"></span>umożliwiło <span class="_ _4"></span>zwiększenie <span class="_ _4"></span>wolumenó<span class="_ _3"></span><span class="ff6 ls1f">w </span></div><div class="t m0 x1 hf y529 ff6 fs4 fc2 sc0 ls0 ws0">z<span class="ff7">akupowych oraz obniżenie cen zakupu<span class="_ _1"></span>.<span class="ff6"> </span></span></div><div class="t m0 x1 hf y14b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y52a ff5 fs4 fc2 sc0 ls0 ws0">Rozwój oferty </div><div class="t m0 x1 hf y3d5 ff7 fs4 fc2 sc0 ls0 ws0">Uruchomiono <span class="_ _3"></span>fizyczne <span class="_ _3"></span>dostawy <span class="_ _3"></span>(autocysterny) <span class="_ _3"></span>paliwa <span class="_ _3"></span>żeglugowego <span class="_ _4"></span>MGO<span class="ff6">/DMA <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _3"></span></span>bazach <span class="_ _3"></span>w <span class="_ _3"></span>Gdańsku <span class="_ _3"></span>i <span class="_ _3"></span>Szczecinie. <span class="_ _3"></span>Roz<span class="_ _0"></span>poznano <span class="_ _3"></span>możliwości </div><div class="t m0 x1 hf y52b ff7 fs4 fc2 sc0 ls0 ws0">rozpoczęcia realizacji dostaw „dużej skali” bun<span class="_ _1"></span>kierką, we współpracy z firmą Peninsula.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y52c ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _9"></span>2025 <span class="_ _1"></span>roku <span class="_ _9"></span>kontynuowano <span class="_ _9"></span>ro<span class="_ _0"></span>zwój <span class="_ _9"></span>działalności <span class="_ _9"></span>bunkrowej <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _9"></span>segmencie <span class="_ _9"></span>„małej <span class="_ _9"></span>skal<span class="_ _0"></span>i”, <span class="_ _9"></span>obejmującym <span class="_ _1"></span>jednostki<span class="_ _1"></span> <span class="_ _9"></span>ob<span class="_ _0"></span>sługi <span class="_ _9"></span>portowej, <span class="_ _9"></span>prz<span class="_ _3"></span>ybrzeżnej </div><div class="t m0 x1 hf y128 ff7 fs4 fc2 sc0 ls0 ws0">i śródlądowej. W oparciu o uruchomione dostawy autocystern<span class="_ _1"></span>owe paliwa MGO/DMA udział Gru<span class="_ _1"></span>py w tym rynku osiągnął poziom sza<span class="_ _0"></span><span class="ff6">cowany </span></div><div class="t m0 x1 hf y52d ff6 fs4 fc2 sc0 ls0 ws0">na <span class="_ _3"></span>20<span class="ff7">–25%. <span class="_ _3"></span>Jednocześnie <span class="_ _3"></span>podjęto<span class="_ _0"></span> <span class="_ _3"></span>szereg <span class="_ _3"></span>działań <span class="_ _3"></span>mającyc<span class="_ _0"></span>h <span class="_ _3"></span>na <span class="_ _3"></span>celu <span class="_ _3"></span>wejście <span class="_ _3"></span>na <span class="_ _3"></span>rynek <span class="_ _3"></span>bunkrowy <span class="_ _4"></span>„dużej <span class="_ _3"></span>skali”, <span class="_ _3"></span>obejmujący <span class="_ _3"></span>obsługę <span class="_ _3"></span>statków<span class="_ _3"></span></span> </div><div class="t m0 x1 hf y52e ff7 fs4 fc2 sc0 ls0 ws0">pełnomorskich. <span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">35<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">Wzrost aktywności w sprzedaży oleju opałowego oraz sprzedaż paliwa lotniczego na lotn<span class="_ _1"></span>iskach w Krakowie i Katowicach.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y398 ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y52f ff5 fs4 fcb sc0 ls0 ws0">Stacje paliw AVIA i AVIA Card </div><div class="t m0 x1 hf y530 ff7 fs4 fc2 sc0 ls0 ws0">W 2025 ro<span class="_ _0"></span>ku spółka konsekwentnie realizowała założenia strategiczne w segmencie Stacji Paliw AVIA, o<span class="_ _0"></span>siągając wynik EBITDA sko<span class="_ _3"></span><span class="ff6">rygowana </span></div><div class="t m0 x1 hf y531 ff7 fs4 fc2 sc0 ls0 ws0">na <span class="_ _4"></span>poziomie <span class="_ _4"></span>17,5 <span class="_ _4"></span>mln <span class="_ _4"></span>zł <span class="_ _4"></span>co <span class="_ _4"></span>stanowi <span class="_ _4"></span>51,1 <span class="_ _4"></span>% <span class="_ _3"></span>z<span class="_ _0"></span>akładanego <span class="_ _4"></span>celu <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _3"></span>2028 <span class="_ _4"></span>r. <span class="_ _4"></span>(34,2 <span class="_ _5"></span>mln <span class="_ _4"></span>zł). <span class="_ _4"></span>Kluczowe <span class="_ _3"></span>działania <span class="_ _4"></span>koncentrowały <span class="_ _4"></span>się <span class="_ _4"></span>n<span class="_ _3"></span>a <span class="_ _4"></span>wzroście </div><div class="t m0 x1 hf y318 ff7 fs4 fc2 sc0 ls0 ws0">wolumenu sprzedaży paliw, zwiększeni<span class="_ _1"></span>u sprzedaży pozapaliwowej oraz poprawie efektywności operacyjnej i rozbudowie sieci stacj<span class="_ _0"></span><span class="ff6 ls17">i.<span class="ls0"> </span></span></div><div class="t m0 x21 h16 y532 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y533 ff8 fs4 fc2 sc0 ls0 ws0">Rozwój sieci stacji paliw AVIA i konceptu AVIA<span class="_ _1"></span> Truck, wzrost efektywności<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x1 hf y534 ff7 fs4 fc2 sc0 ls0 ws0">Uruchomiono 9 stacji <span class="_ _0"></span>AVIA w<span class="_ _0"></span> tym <span class="_ _0"></span>jedną automatycz<span class="_ _0"></span>ną stację pali<span class="_ _0"></span>w Avia T<span class="_ _0"></span>ruck zlokalizowaną <span class="_ _0"></span> przy <span class="_ _0"></span>autostradzie A4. <span class="_ _0"></span>Ponadto podpi<span class="_ _3"></span>saliśmy 5 </div><div class="t m0 x1 hf y535 ff7 fs4 fc2 sc0 ls0 ws0">umów <span class="_ _5"> </span>na <span class="_ _5"> </span>budowę <span class="_ _5"> </span>kolejnych <span class="_ _5"> </span>sta<span class="_ _0"></span>cji <span class="_ _5"> </span>automatycznych <span class="_ _5"> </span>AVIA <span class="_ _14"> </span>TRUCK <span class="_ _5"></span> <span class="_ _5"></span>w <span class="_ _5"> </span>strategicznych <span class="_ _5"> </span>lokalizacjach, <span class="_ _14"> </span>najczęściej <span class="_ _4"></span>przygranicz<span class="_ _0"></span>nych <span class="_ _5"></span>o  <span class="ff6">wysokim </span></div><div class="t m0 x1 hf y536 ff7 fs4 fc2 sc0 ls0 ws0">potencjale sprzedażowym (realizacja w 2026/2027 roku).<span class="ff6"> </span></div><div class="t m0 x21 h16 y537 ff5 fs4 fc2 sc0 ls0 ws0">Rozwój karty flotowej AVIA Card </div><div class="t m0 x1 hf y538 ff6 fs4 fc2 sc0 ls0 ws0">Odnotowano rok do roku 6<span class="ff7">9% wzrost wolumenu sprzedaży realizowanej z wykorzystaniem karty flotowej na Avia Card bez rozbudowy </span></div><div class="t m0 x1 h16 y539 ff7 fs4 fc2 sc0 ls0 ws0">zewnętrznej sieci akceptacji te<span class="_ _1"></span>j karty.<span class="ff5"> </span></div><div class="t m0 x21 h16 y53a ff8 fs4 fc2 sc0 ls0 ws0">Dochodowość stacji<span class="ff5"> </span></div><div class="t m0 x1 hf y53b ff7 fs4 fc2 sc0 ls0 ws0">Dochodowość stacji pozostała na podobnym poziomie r/r. Utrzymanie<span class="_ _1"></span> tego wskaźnika wynika m.in. z następujących przyczyn:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y53c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Rozwoju segmentu floty na stacjach Avia <span class="ff7">–</span> <span class="ff7">udział sprzedaży flotowej osiągnął poziom 20% całkowitej sprzed<span class="_ _1"></span>aży paliw (wzrost rok </span></span></span></div><div class="t m0 x17 hf y53d ff6 fs4 fc2 sc0 ls0 ws0">do roku o ponad 6%). </div><div class="t m0 x47 hf y53e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">W 2025 roku osiągnięto wynika EBITDA w wysokości 17,5 mln zł vs 17,4 mln zł w 2024 roku (+0,5%)<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y53f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrostu dochodów ze sprzedaży pozapaliwowej rok do roku o 15 %  w modelu CODO.<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y540 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Optymalizacji kosztów operacyjnych w modelu CODO.  </span></span></div><div class="t m0 x47 hf y541 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Marża zrealizowana na podobnym poziomie<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y542 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Przeszkodą okazał się wzrost kosztów zarządczych (alokacje) oraz niższy całkowity wolumen p<span class="_ _1"></span>aliw (detal + flota) <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 h16 y543 ff5 fs4 fcb sc0 ls0 ws0">LPG </div><div class="t m0 x1 hf y544 ff6 fs4 fc2 sc0 ls0 ws0">W segmencie LPG Grupa <span class="_ _0"></span>UNIMOT <span class="_ _0"></span><span class="ff7">konsekwentnie realizuje przyjęte zał<span class="_ _0"></span>ożenia strategiczne, osiągając EBITDA Skorygowana <span class="_ _0"></span>na poziomie <span class="_ _3"></span></span>-7,7 </div><div class="t m0 x1 hf y32c ff7 fs4 fc2 sc0 ls0 ws0">mln <span class="_ _0"></span>zł, <span class="_ _0"></span><span class="ff6">wo<span class="_ _0"></span>bec <span class="_ _0"></span>celu <span class="_ _0"></span>na <span class="_ _0"></span>rok <span class="_ _0"></span>2028 <span class="_ _3"></span>na poziomie <span class="_ _3"></span></span>23,5 mln <span class="_ _3"></span>zł. <span class="_ _0"></span>Działania <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>obszarze <span class="_ _0"></span>ko<span class="_ _0"></span>ncentrują się <span class="_ _0"></span>na <span class="_ _3"></span>zwiększeniu<span class="_ _1"></span> <span class="_ _0"></span>udziału <span class="_ _0"></span>w <span class="_ _3"></span>rynku po<span class="_ _0"></span>przez </div><div class="t m0 x1 hf y545 ff7 fs4 fc2 sc0 ls0 ws0">dywersyfikację logistyki, źródeł zakupu i rynków zbytu.<span class="ff6"> </span></div><div class="t m0 x1 hf y546 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y448 ff8 fs4 fc2 sc0 ls0 ws0">Ekspansja na rynki sąsiadujące<span class="ff5"> </span></div><div class="t m0 x1 hf y547 ff7 fs4 fc2 sc0 ls0 ws0">Rozwijano obecność na <span class="_ _0"></span>rynkach zagranicznych, dywersyfikując kanały <span class="_ _0"></span>sprzedaży i zwiększając udział w<span class="_ _0"></span> kluczowych obszarach. Dzi<span class="_ _3"></span>ałalność w </div><div class="t m0 x1 hf y548 ff7 fs4 fc2 sc0 ls0 ws0">Niemczech dzięki terminalowi w Wilhelmshaven oraz ekspans<span class="_ _1"></span>ja w Po<span class="_ _0"></span>łudniowej Europie.<span class="ff6"> </span></div><div class="t m0 x1 hf y549 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y54a ff8 fs4 fc2 sc0 ls0 ws0">Dywersyfikacja źródeł dostaw LPG<span class="ff5"> </span></div><div class="t m0 x1 hf y54b ff7 fs4 fc2 sc0 ls0 ws0">Zrealizowano <span class="_ _3"></span>strategię <span class="_ _0"></span>zabezpiecz<span class="_ _0"></span>enia <span class="_ _0"></span>alternatywnych <span class="_ _3"></span>źródeł <span class="_ _3"></span>dostaw <span class="_ _3"></span>LPG, <span class="_ _3"></span>osiągając <span class="_ _3"></span>100% <span class="_ _3"></span>założonego <span class="_ _0"></span>c<span class="_ _0"></span>elu. <span class="_ _0"></span>Gru<span class="_ _0"></span>pa <span class="_ _3"></span>nie <span class="_ _3"></span>jest <span class="_ _0"></span>uzal<span class="_ _0"></span>eż<span class="_ _3"></span><span class="ff6">niona <span class="_ _3"></span>od </span></div><div class="t m0 x1 hf y2b ff7 fs4 fc2 sc0 ls0 ws0">produktu pochodzącego z Rosji.<span class="ff6"> </span></div><div class="t m0 x1 hf y54c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y54d ff8 fs4 fc2 sc0 ls0 ws0">Reakcja na sankcje na rosyjskie LPG / Dywersyfikacja łańcucha dostaw<span class="ff5"> </span></div><div class="t m0 x1 hf y54e ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>odpowiedzi <span class="_ _0"></span>na <span class="_ _0"></span>sa<span class="_ _0"></span>nkcje <span class="_ _0"></span>i <span class="_ _0"></span>zw<span class="_ _0"></span>iązane <span class="_ _0"></span>z <span class="_ _0"></span>nimi <span class="_ _3"></span>ryzyka <span class="_ _0"></span>zerwania <span class="_ _0"></span>łańcuc<span class="_ _0"></span>hów <span class="_ _0"></span>dostaw, <span class="_ _3"></span>w <span class="_ _0"></span>2024 <span class="_ _0"></span>r<span class="_ _3"></span><span class="ff6">oku <span class="_ _0"></span></span>podjęto <span class="_ _0"></span>działania <span class="_ _0"></span>minimalizujące <span class="_ _0"></span>pot<span class="_ _0"></span>encjalne </div><div class="t m0 x1 hf y54f ff7 fs4 fc2 sc0 ls0 ws0">zakłócenia. <span class="_ _3"></span>Wyczarterowanie <span class="_ _3"></span>gazowca <span class="_ _3"></span>LPG <span class="_ _3"></span>zwiększyło <span class="_ _3"></span>bezpieczeństwo <span class="_ _4"></span>dostaw, <span class="_ _3"></span>a <span class="_ _3"></span>zawarcie <span class="_ _3"></span>dodatkowych <span class="_ _3"></span>kontraktów <span class="_ _3"></span>na <span class="_ _4"></span>LPG <span class="_ _3"></span>pozwoliło <span class="_ _5"></span><span class="ff6">na </span></div><div class="t m0 x1 hf y31 ff7 fs4 fc2 sc0 ls0 ws0">zabezpieczenie d<span class="_ _1"></span>ostaw i kontr<span class="_ _1"></span>olę nad <span class="_ _1"></span>łańcuchem <span class="_ _1"></span>logistycznym, w tym <span class="_ _1"></span>kosztami tran<span class="_ _1"></span>sportu. W celu <span class="_ _1"></span>dodatkowego wzmocnien<span class="_ _1"></span>ia niezale<span class="_ _1"></span>żności </div><div class="t m0 x1 hf y550 ff7 fs4 fc2 sc0 ls0 ws0">operacyjnej <span class="_ _3"></span>pod<span class="_ _0"></span>pisano <span class="_ _4"></span>umowę <span class="_ _4"></span>na <span class="_ _4"></span>magazynowanie <span class="_ _4"></span>gazu <span class="_ _4"></span>LPG <span class="_ _4"></span>w <span class="_ _5"></span>Wilhelmshaven, <span class="_ _3"></span>zw<span class="_ _0"></span>iększono <span class="_ _4"></span>pojemność <span class="_ _4"></span>bazy <span class="_ _4"></span>magazynowej <span class="_ _4"></span>w <span class="_ _4"></span>Piotrko<span class="_ _3"></span><span class="ff6">wie </span></div><div class="t m0 x1 hf y551 ff7 fs4 fc2 sc0 ls0 ws0">Trybunalskim oraz rozbudowano flotę transp<span class="_ _1"></span>ortową, co przełożyło się na większą efektywność w zarządzaniu dostawami.<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y552 ff7 fs4 fc2 sc0 ls0 ws0">Kontynuując  te <span class="_ _15"> </span>działania <span class="_ _18"> </span>w <span class="_ _15"> </span>2025 <span class="_ _15"> </span>roku, <span class="_ _15"> </span>zdecydowano  o<span class="_ _0"></span> <span class="_ _18"> </span>utrzy<span class="_ _0"></span>maniu <span class="_ _18"> </span>pozyc<span class="_ _0"></span>ji  lo<span class="_ _0"></span>gistycznych  po<span class="_ _0"></span>przez  dalsze <span class="_ _15"> </span>wykorzystanie <span class="_ _18"> </span>t<span class="_ _0"></span>erminala <span class="_ _18"> </span>w<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y553 ff7 fs4 fc2 sc0 ls0 ws0">Wilhelmshaven <span class="_ _9"></span>o<span class="_ _0"></span>raz przed<span class="_ _1"></span>łużenie czarteru <span class="_ _9"></span>statku na <span class="_ _9"></span>kolejne 12 <span class="_ _9"></span>mie<span class="_ _0"></span>sięcy. <span class="_ _1"></span>Obrana <span class="_ _1"></span>strategia <span class="_ _1"></span>pozostaje <span class="_ _1"></span>niezmieniona <span class="_ _1"></span>i <span class="_ _1"></span>nie <span class="_ _9"></span>przewi<span class="_ _0"></span>d<span class="ff6">uje istotnych </span></div><div class="t m0 x1 hf y554 ff7 fs4 fc2 sc0 ls0 ws0">korekt, <span class="_ _0"></span>chyba <span class="_ _3"></span>że <span class="_ _3"></span>sytuacja <span class="_ _3"></span>geopolityczna <span class="_ _0"></span>na <span class="_ _3"></span>Wschodzie <span class="_ _3"></span>miałaby <span class="_ _0"></span>be<span class="_ _0"></span>zpośredni <span class="_ _0"></span>wpływ<span class="_ _0"></span> <span class="_ _0"></span>na <span class="_ _3"></span>możliwość <span class="_ _3"></span>realizacji <span class="_ _0"></span>dostaw <span class="_ _3"></span>przez <span class="_ _3"></span>dotychcza<span class="_ _3"></span><span class="ff6">sowych </span></div><div class="t m0 x1 hf yc7 ff7 fs4 fc2 sc0 ls0 ws0">dostawców, w tym potencjalne ogłoszenie si<span class="_ _1"></span>ły wyższej przez źródła zaopatrzenia.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y555 ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y556 ff5 fs4 fcb sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/0AAAXpCAIAAACryu+AAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde7RlV1Un/u+cc6299znnPupWKlWVpELeIW8gvAkE0yqitNoiPgagiKhti6Mb1G60G/31QOSndrd2izT6UwSVtwmCAeWZkBd5VN6ppPJ+VSX1vHVf57H3XmvO+fvj3KoESff4kR9hpMfYn1E16t4xzj2Pffap+11rzzUXuTs6nU6n0+l0AABuaBkEFAoQMqMFBCgMZJgE9AxQQ8oICQUSKFqEhibSGlABMxkI3YHsdJ51us9lp9PpdDqdJ9A3fyXwHpQAKMGkYLSMghnMkNDCFBSZ4HAgAtEB645ip9Pl/k6n0+l0Os92FsEKZAYBBGVkuIEBZiJylA0AEYANLoCBXQhAsZ77/cnDh06n0+X+TqfT6XQ6zz6k7GDiBBhAIIcwkYoZKIDKDDCciEAwwACGCRgQgGEI1gWMTqfL/Z1Op9PpdJ7VjJzd4BBiBxgyjf4OMJgzIABADkxLehQ4fDuBgXx6g06n0+X+TqfT6XQ6z14KYyUQmAGbZnomQBkGhISlMKlApQuTqDB4PeczAIeDMnHsjmOn0+X+TqfT6XQ6z2rOSIpSmtSWHjCuQQayqqAcBA0tVIsYGkYlilI2zkzABZjXK/rZAQW63N/pdLm/0+l0Op3OsxqhAKszODj2LV72nt/vj0al5nHEaoWFsYxkcasNZFwsnX7yy/7dz9vGBQ4FPWkpb9fOp9Ppcn+n0+l0Op1nuwwQc4JLO1795CV8yT8cvTqaz8lIlwuaSbS/9BntD3n2+NNOpf4gyOECH4BA5JCul0+n0+X+TqfT6XQ6z3KkEKGxjqq2uerjH908Xhmk4ZylDBsJk8nmpvI0ards2PaTr/OKauIAKIHhwZ2UA3dHsdPpcn+n0+l0Op1neTIgwNAnwp59k117wFibCdQiEy/OFGXmDa1j0KPTjsFJm9dCJLA4MsFg8C7ydzrPXt3ns9PpdDqdzhNqcngrwMNX3nDMmGdaaVUmVmrqh/GgN9yAVlcn9YYXPw+DyiCVAg1kvajfwF53B7HTeVYid++OQqfT6XQ6z5xDwAC5hMMCjNZ73ksCK6yCAglwIABVhjuUR9GMebal9d6ZAOoIriEJXKCNCAGhhawBBi1A85kAgsBa2ATBgT6sVIUDIdZAA8yvGSqCE3S9DT8mCRU3MZWIIGkJjrXSC9T57gfuXbr3vhOzSErDAuMoYlSoVb7pUZ5se/l5x2/ZChaAkQAAedrR39BT1BF9gKevFDWBspdOsGnLHwK6pj9PT9tAM0JPA2dqItYYPWCQgbZBGcHekISMJpghzSRDjijCdO/lEWmJNriC+kfyH2HaxCkjBDPnQAY4DsALtxmwwFPgFlB4gPenNwdAluARBLeWgsKL6f5tjonnxDwLqaECLwCAAapBGQjwCgpnJVJQYdYytwB5EpLS2YFm/Ry1aB5IQNNGUTmjaEADEBwTdzACaATd4NQSt0glOCpGLID3U+tFBKDmqqIMNqdAQiC4wGn6+qcfiIAGHuACwKzhkD0lkllrmAOBFWyg6fZ0OHz0snobiFRNpPBsFMSdAKbpndv0hZu7ETOczUG8TJiBBc+gAo7GoY6CVJgIGQgKtvWnB4YDxEfeLV9P8E+cE9MbOpRAAMxIiA6/tV3u73Q6nU7nu5nUgGhGUOXQgjIA0xmukzeJBsk5ehCGwxOsBEpDMq4Z5FQRTX/T7yVsdK9czREoqKMVF7TBk3touAruZXK4e+BGCI4AEzc3WAgOp1YD0yhQAgSUAYH33cSpBgqIJMChAZxBAdkRGGZmDGNSQuEQddQZFbfiRQJIjHwULAMMJK97JAEEhBGoACrPSgaAMyUXjkVhzu5Gztzt7/VtS1CBsTJAiTkTgrslLUmgZuyTSP1EdQRgFchMM1FpEQxjuJtAjYy9BPnh1djTARu5g4SMkB2MCVFQDe4k4oyGSeECL0DsBMDdnJwBOLuaEQkTUtIYjclNhTi7RzhPS8CIzaHkrJlCZDMTUbMAZObsJu6FOSBwMoKxMzlng5EX4pQYBKcJqJcdLgpHcGG0bS4kJOEMr6Dk0jgZ0HMDHEJmhExOYHcwuYChTvRNuZ9sQigIYgqIE5s7yNmN4BBxkIHWRzDT9GyemKCamZg5upFx606E4E7TFA5yJgXc3QACyAxkkRwgdzJIVleigimwg9ydbD3zg6Z/HU+8UdM/cnhIMX0mDnNPcGUCk7gLE39rXU9X39/pdDqdzjOrcMAYBHJiAgNFM0yXX1mwS2RPIqHngmDWcwcMiSNXq55mX/PKVfYeYgYUoPsfpwcejJEte/DootETsgIUqlk/YQu2bYUGBCoByopAzsHVeW3C42G++XYYlSU8QgxhOmmraEIcbl7YcMZzJRQYmkxnFu9/TO57EGQ2YLUclAt3uMNseaaaPel4Pm4zigoZjDyb28n2W8NwaL3ISeOK+oAiBU4Et1AkGDB7dHzJuQfQbuQiIyu47M6Mb59AOAsUFq2lVALBBDG4gTKxSEs6OLivxwlbtwCxMYQYjZ2g7EASxFgD/cM5chop3Y1IiOnBh/bvenyflD32FlSZFiyRsPbi809hyYAfnkI2wHbev2dpqYUHozrlSa+aFSqzTl70wlM0T3qxMMiju/bs3zdRL5tUE7eGJobinOeeNSMQ4pwzBSIPADn48X2jxx8/1LqbZEJiE/JIpC980cmKLMxEMI/bb7q3yWIhkcbgBXyV4+b+zMq5Z56orReRiCQ57bx719owMQNupuygsoqTyej4bVuec9wGmcZytyOT4swhKU0muOvuh5xMrSEJ7KVnCqybt8wce9zRpUy3spuOGExIkmbm0pzbhBigKEG47749t9+xM4SQcw6Rzzv3rFNO3AxCzhAG2KYHXpjAruara83d9zzM3Nds5C0Fdub1g03/vC+uT9O8K5ymFx8IBuSZfjj77FNzamIITPQUs/1d7u90Op1O55nmBCKAmB2lo4QvfeOW7f/m3RuXllYqVi5ZwYRoVqjWwR0iqBY3zXz/371/5pyzImgCPxH04Je/ctf7/huatUEsCKFxnTErstbkbdXb+ktvOvs//QcwZUYA4BkuGRycSMPiV6688rf+r62jZhI8swe3Qo2cG/fdveL0d/zc80/Z6uWGYo4ca3Rw6ao/+J38pWsG9WTMVlAsMyt7GzSoX3/Cmb/8h++RrVsaRhFA4wa33fW1n3j70aOmCc5KR0/CoWoMlFUKiW25n4JZ2HrMhV++ZLB1owC1qxEOVxp1vg08LaaKMPY+jNwNpogMlshwDFSxY8dXP/aJ7/vAf8+lltJHneuKBV6CwMjfkgYdRgw4ta3/Px/6yMc/eUmdSUApe5S5uq43bgw7dlwmiER5OkwADNDf/O3fvfrqW2OowJlEU+MwnpuNO+64qoq9ZM5Mn/mHf/ovf/BnkDkOMmlXg5i7/fTrf/x9v/ebvRIhFNMc3WYPwp/73Jfe83t/lBFMMpAZRCZB0tev/PSpzznOAVM0Wd/4M78wbrhFAyuilYRh68XzX7D50s/8db/suQJgd/7j//7By664fmV1WYIISs+kmmKB1/3Q9/3p//jd/nTcSXbkA9qaisR/+sqV73rX7yytrfZmB03TBKoEkpqVt/38T73nd991uEZtPYu7EyEyUWvgiDt2Pv7nf/7xm2++5YEHH656g9G4dncJVAQ+/rgtr77wlb/4C28++YQFpTZIIYDmmmDC8e67H3njG98xHMns3ELKo0kzcWKC0/rk/uH0709K82RwJhfAGUbIL3npeZ/+xAd7RZWzm1EoniL5d7m/0+l0Op1nFtn6L2CHK1nIzeLlV52yZ/noNBq3UtuocAYQzUqzlh3gwsK+0fjQFdcdf+bprqFvRQ6rJ7/w9F3N0vFtU6zsc2JQ7GVmt0RaRxy64RqMx+jPJyA4QA63FmCCHFrbfcmlzz20uLFxJ2VoodpzDwiOYmfsnfeq79FQjj07QobT1dfSNdtP27d/ljwbeh4ZtBpsrfCoeOVzzy7POrMRql1r4gFj7yc+e97eQ5WOJJaWrKL+QjokNqi8mJCNmqaXbWWkkyu+Ufz4ayESIYquyf/TG0QCjJYhbuTmxMoBxDWD0Fajenj59j1vfevRubx7/Bsn//ov+vnnSFkWDgIbQYXYUdk/LwBxt5RqKSpFHDdi0neIAY1Woeo3OuYwLSsRWq86cQCZe0oDpp5aQ1CnQOQrayMWJMuBCnWYi6JSK1MNkvlsbSBc8rmvnHnmuW976+sI6i7MHoKowbwA9RyVQZ2yAcRitrJ58xZzJzgLpZY4DHLj2QK8gkcicgmGIsRem6ffuwOP7Nq3uqZSbnJC21K/6ufJSGGXXXH97XfteuHzjy/oiQRP4MBh0vhH/uaTy6NE5cZhC6KeehBHKPD4/kPZAD5cdAOHM4GY0GZ8/cqb/+wvP3bjLbePh9HdQfPDVowLYs6w1OaHdg3v+auLL/nMl1720pf96jt+5HnnPLdgEQYzqZqbtKl0HiyNQFJQKODicF+vxTI6nPoBkDEAZSUXQMgBz0yJqBcDsiEIgfyJyxJPHjd2n6BOp9PpdJ5ZCiOAoOQTaoF6uP3mvudVSanIVrTD0K6WWOzhYIVh4Q3DQIPGx9ftRCvOJVpKYR5nnSEvfdEqV4ICMZJygziWKnMFyPi2ndizCLUAUM4gNVdjNAQ88MCuKy6foVHDXAvV4iul761oFbSGUJ19Fs45R7Q36z3ViHrw0MeuWHgsR+kdLOJqb+ZQKPcVxcGyHIbecpx54a+9FRu55TAw6RmFAwcf+KcvNuXk8U3N4+VyW6Td5XBxMFyuRgfK8aFqnMPYeEx5eMuH/4bHTUMwCrGb7H9acoQKCoMYOYdMMbgEg5P1SPnAwQff+TvblsbHrQ314ku3v/FX7a4dE0ohQ1pxiBEkg9snxqSHRxMei8IIxFVCVO+3SohVBtdJSaL5EyXmWK8hYVBJXA0npl61OboVRTHDFN0ROcAzCEyiRu4Fcz9bz3km5VhP7D3v+f29ew+ZchQQpktIoKZZyT0YSkVpiIbgHlJtBAGICMIhK6myeXAU6kGNVJmlICAwASDytrbJMAGVemw0ulR1UqNoFNYm6UMf+SgxfL1efxqQ2YDdj+276aY7iHpOvaxVtl72CtxXC7sf26d65IhNRws0XTb/tx/90s/9wq9fc8OOpWGmEEwosyklpTZRyuQZnmGh6h0aDr/y9a++6c3vvv3WZaKQUgUUIpEI6smktTBOMmwxNGqMGqXWKGVWpaSUlbIjOzXOdaI2U5upUTRKraEGtyRwAnFLvAZO33r+dLm/0+l0Op1nGOWWrM0KeIRhaSXvfDDmFhIoaZG8NAyIyTSJG0wptZzV6uV7HoB5E4CAXkYqZ8593Q+36Be5DK2UFsVLRclWFDnOrNa48SZoa+uzgo4gACTbg5deuo0DtC4U0QFTZVsrfKXilV4I55yKCGOBwQL6i4f2Xrt9rmnNmkzmUPRYQy5yO9P6hg0bcfq2tuwB09iFyX27w+KqUao5CVuRc8+pVFTm7glkmNRCLqSju+/jA0sZmJiSd/P9Tyv3A9kdZm7WQhxsjoZRweiBR69+x28Ndj1GRGM0R8ew6ZHHH/mrT87oKFOGQxJKA3L+1vTHxIBNK34I4hCwuyuYWMSg3zRx7NMASXAicK/oEZgpEHFKmSkIAdAwvTTgJBTgpOpMoupl2TNj5nDlFdeGQDAnWM41uQEWZX1qmw+fIUwiiEw8nWp3uIgAIGK4EZwFQsHUD0dbB9wtLy0txVi4sUg0NxLEMqi7Oa68+ppx7QCrKZzcyYwY4c4778zZYixVKcaSWQgMgIn27t2bEqbtcI4MgszxJ+//9O+977+0icYTdYQ2KSEwBVVlZsBTSiJFUqQMlqJVrKymn3vb2x96OItMuwOxAyEIyFg0RIc3QpnJTRMzE5ER+/pianVXchNyYmUyYmdS4ulhhDDcDfzUCb/L/Z1Op9PpPMPEWphEEdMyjfd++rNHHViJQC3BVKLKQH1mMuqnpkBbaF2g1l5NPKQH7h5fcwV7gwhMMCl5/vtfXpxx4kQQKDOaLHUKySkRNTNa33jJp9GOEqBiJqTuJVAsLa9c842FxcWgcKndxn3WylO0xtlXg2582blNCQJSnR3Yv/3GQT0KXgv7TOP9xiftOKOZVS08+AUvRn+uyGFGJbPD8oErr9/QtNFs0wgLtReGmcZ6bVU1Xpn31Oc9BkgANh1YHV1zQ/C24ADtTounIyIHarNoihKNY0ZNRtDm+ltu/Ym3b/3ajXMYLUafVFiR1XmZhA9dvOd33p9HB3PhUKBRq5DiZL1YxQHwk0t3AHdiBxupkYEUlADFE50rjwRIocOrfHl9HAD2aa05eL02HYCDHHB2J1gvls2k7fVnJxP95Kf+YdzADK4aAhNZER3eEpR9vcEQQdmJnHn9bsAwdiV3hgPTp9fC6PBD63TNMRxtnTwrA54zkynaZC2YzWl5dXjHjruTGYHXF98QHLjpxjuLWNWTNpJAFWbkbqruvroyrCdKgLsTyJzUccnnvvq+P/yT0YSTxqo3SxwYA01CJqQmsMJprpzxxKVsIMyk1GdZUMr7Dx34yZ/+6Ud27ctqWdU9pzQmy8iGVisS0UxZI6Inohwj+q4FWcVeBhTigc1Ync3ZjNxJ4UbCIIdphPfcnuKSWlff3+l0Op3OM8vJC7A5JCccXL3tbz99XqonzJOC3cjgQlYQ19oQhaBEwdc0DQa9uXF714c+df4rXplnyuAYQ+dOO+60t71hx923bZ40oaBxRMtKMOYctFm7/Y7m5jvKCy/kwBlwkpDQ7Ly7vn/nfJQ1qdoYkFWhllF4b5XKAwsbnvfSl40yF+DYYzgeveraiGYiOYIrK51jXbWQtmmxryiPes2FdSirkSOiKXLQcXPN9aUlEAatKPGBHgfjYW/DYGUkMSTPUYoJ8STQTJ4sX/+N4376NcOicOkK/J/eENLAtkRWoVc0gPgANZbX7vqt3zv+rodiM1yN7SHheacoMLTHTfjB9/3PtHH2qH/3lljNFoqWvCGehwFyuMhF1ivICSAFzOECZbjBDq/iPbxE5YnOkrSexWE+jdogkAFGDnbApxd1iGAEIzKC56xFDJNJ2+tvuOGmOy/+7OU/++MXcShVRywwa0EZbkQ0Lf7BtGH99HQhAApS0PoDTxexgJTW++UbgGl7zqy5Sa1ZyczILRdwM3NhDszVZLx26207nn/uaRLhQEpZpMiC666/1Tz0qn6TkwQWAoyhxsKTSdNkw+Hmn9k8A3/8/g/NzG85sLha9gaTumGmKNk4uY1+5AdfdeJJ21JtH//4Z7goko6buo29ygiOwsG7Hlu8+JIv/Yff+FlzO+20E/70/e8FBgqToDAruJi0eP+fffjOO+9Xj0xMgJCpNvNzvd/+j+8abGC4sD/Rz2d2JpjBzMoogBF1/Xw6nU6n0/muq4FgcHUQ4xs38UO7Ayyx91oqjcQxQRhs2RbWVnPTkLUwVUxqlQLF6vb7eP9wZWbDAtnAg6MYvOKCZmZDOW4MSYz6mctMGkJpacPq+PGvXXvSyy8EeyRKRGxYfOC+4JOmoLHFOOFIvUxZqFd4f0/Rw5nnYPNxZeipIyjictO7886gjUhCdgG3bhHKmiuiRH7MmWctAlsGBDVBi7WV5t4H5lWNSZxb4UngXka7dUuY7KoEnMk5KHNCCpyWHtx5nLsBDaHqzoynNYgEOICjA+6AYnn1sT/+oNx8a9ssJ2aWIITKqKibUJWLPnoOH3XXBz92wuu/f3zScSYDARkYsG/tp0TTiE9K0GlJCK2n/CMR0vHU4zUHzInXryIQnIicHJju1XZ45GBuqkDZ69dtDS7f/z8/9C+/98INGxBi1ZrHqnR805ZU0+WpTodXIk+3FDu8dRWcp0+Hfdr0kp2MQA6Mxo0ZAMa0O78zAAGbCTELlzvvergqg+VMZEQgxtIqHnlsf91af8DaaBAzEMzc3IQcNKlbeInptQfCNdfetmvPgeUVwAszqmLRpnGr+2cG5Tve+Yv/9u1vJICBd//HX37d637mznsemZufHbWr4OhphjSrxe033GWONttRR82+4ccuyg5yEMHdhDkDH/vU38aiYXDbrhVFYdbEQufm+E0/c8H6Ucf6jwAQckZOqQFNV2GHb32LuzqfTqfT6XSeWRkSlQshTJqbPvg3J0xsEuoJN3O1DhIK82ElG3/0B4575SuSR0jpJv1QNZZc62MfX2lvuHWEJonOJibt4djjF846r8glmxSZ5hvuZYk5BoRiefWRf/waltY8ZVggJ7g222+a57yWR6X2iqx9JwOEY2y8nZt7/r95sw5iSD6BgZM+9hjfdutgslJ5YuGayIl6kzQzbgBfOOPU4uRTCoM5wLnKw6WvfhX795SaC0XIIeRQZh40GLz6onZ21pMVrSOzpNBzCajX7roDt909m2DdafH0EMHijAV2oKJ0/713//I797z/z7eMllDaOOrEeSG5J4UUozalfjmMw+N2PX7FD79l+YMfldU1ylxAADsSnw9v3mWAMzK5gpQ0kgUygcm0gQw9sVfs9Gf0cIMZOKZbTZnRdJMruAsgCijYiZ5UL6TOVLcZUkEGOx/c8453/vaotuyRODRNO63oMRx+wOlGvWQKOJnTtG8pOdggDnaX9a+JFKRECmTwngOL2QBmdw+R4Q4X4dItwEtQdcMNt7atg4WJQmS1/Hd/f9niSu0U21ZjEQFlZGYLQRzgotq/uEQguAOYNOn//oM/GtcZXPZn5rO6aY4Bvcre8Pof/Ndv+0nx2tMhtnE/6Ht+552Bk+mE2ZI2TomDkIQbbrxt3/7VGIWRNI8icuE55KagFt7AVLUhcjgkROagZoAnbVNG6XWJpkSKpAEpoIXVbkmE3MkheKolNF3u73Q6nU7nGY5qEDRAxtqux/bdvrOX80o/D2dhQuPgK6Xun3f86IuLf3HOStmkgTcy1nap6GXh4bZmZfmaqwRLi5xB6gGjhbjwqhescl4rdVLkzLkRGxe2HK2YLcb7Dhx86AGUASkzGJN2dNuOuTZJSgtajPr1WjFaLUepakrKx5+57eiLnpepRT1RGsKXtn/2Y746oSwpS5LeqvRGoe/Uy1Ts7RUn/tS/Wt501NFjFEMEc6yuffGvP+ylt2JG5EQEicbBqXrtRb71qBSYhR0STarG+25zS6urF3+RliZFd1o8TQxjSpQJ2fK1H/jLta9euXU8LEKqm7UihCYWC40702KkoYgolqWtsfriexeX3vX+PZdeLiFUifyf3auvV+8APp3vJw/kkTwQhL61H+R6+f6RXvK+XstPfmQ5LqaF9kRORzpQaojkbhSKSc6NEaT3tcuvveHGHdmQHaEs1af3wEdy/3QeH9Nae5ivjz+miwvEIYAcubGBjMggh5aXMwAWcwthOm5h5sgWYFETP/7YvptvvpMO9+U00w/8+YdcSgoFS8yaVbMjAy7CKWcn2ndgESBVBfDIo7tvueP27FT1Z8ZNS8SAu+lzjj3pvb/7G/0ieLIy9ih7IXLBS89//jkv0oaYBsID50Ncjpu8lGzy9//whekFlSIUnkAIjNI1BCpdZbbaqKlw6wdeGI8pyILmkrxPDkIgBEJkF0ZkKpgqoBTuwwrP6/vydbm/0+l0Op3vqsIJwUCra/fcsmV5bXMrG4bFUcNgnke9BOhsbyPOPA8/8kPNYOao1dXSxrM0M7/UI5t9dMD7Hn30mGGcQ0+pbrAKyODUl+4tZyqXvherlnNFxZj6acuxy/qy/Q/r3be2iCj7rI6lx8P99/YmM0mOWS4OVe3GlmRDm+eG/mA5OOZHfwzFQk1hPNvfMOrhsdFjV38laF0XpcqgN8EAQ6KDVVuHtr+44djeD140Qy16WJq1ESm+fPO2Ow/M1i17riMOBBORGumOE1CeeHZ54SsOFDBMvKxBdTAsxhJW7Lz489C11ZxgqOHwjLpGqltYi/VycjiQuxPnqRjDDeVkkWq9+bpjP/Xxk1cWNR69aFukF5QPLYx4cVYOxdGML57YLB3X+ObxUXt6x948G1YKvfdv/opWdyPsX/FACqoVltzzmGQN0Y1m6kG/GbQCD61Jo5yMs8n6xQF/0uJeB4xbJ3cwvIQX5ELO5NPJ+gTyGaDwRlGpz5CV5OJcJNeI4bxPeu7uvbFUX/r69apaAdxq4cFdMlOm9Y1qCU4OArMLe2QTNmeoQAlKpERkcRUeBCjMotcFWBOIyJCcY87BmTiwaSYatnTAezbSmSuu3BGsBYaAPry32XdwF3ukJG4NU1sUfUeViZJz4Hk2Prj3IWdoaBX60EP7UG8paKPnUREmIi2ciYs3/PAFfYGwUYiOHmIfkqRsL3z184tIUEPWwgaeKgkbMvrXb7/LAEZFkBADBB6nL8V6Ym2z5kKZHbY6iC1soixgDwZQAMm0n+rh9qrEzABIwMVTZ/wu93c6nU6n88xKgEWH26Grt89JbMycObE7WZkpeth64qnozWF+YW7rcQYxiTV5Qi5MBzmv3HIH7n08OkDi8ABeOO90OnaLJqhm6ZepTUWILaex1WJ06PYdkhUOtO0jX/hHmzSZqeXERu5NMBp4aWb5hE2D770AQUpDcnem5b/7h2rnrvXKCoaxsysDHkIOfPRzT8W2YwIJEiJYxqPbPv25+dWGDJMg5FQpcbIKxXG9zZuO3XrKRa+qe1XwaG124QyfAfdb7R0aLX74UxsU5nA3d0ch09aMwUGO9fYxXSXQU8kBgCMVW1aGN/zZX2DURJoxTU6NKMc2QLKMquPqo9fomCuOP/Gmt/3I6h/+25f913e/8r3//hXv/a2zX/9Te+7Z57ZQkpsDgd0yEcQ9wKYlLEbPyIrr6ZR/XddFEcldAplmEVLD57/wxX37D6hBbbpPgD+piP/pfuhSmobg6VjFnVSzI4lQWfTbNlaVo84AACAASURBVAF28cV/vzbMlrODtt9wS27UzEKQaQtOM5teeyAiwFV1eXnF3ASirg8/souZp3P/Zga4w9z8wgsvFJkW6AumSzDcheXcc88JIRyJ5mYWQtCsu3fvbtonHaBnWJf7O51Op9N5ZhFhyAlN3Vxx05xJQzCi2rOxlwmq0jvjTN3Q100b49lnrkq5VhQrFbVV0KDZRgtrq/iLj8YGRIE9CAinbNly0QUc+m45BQ0eRLimRmLP3Jdvvj3k7ClhPLr77y+tjJroHC04+tFDokrLRBzOPw2nHZ+kqECRSJt65ycuPXt/Tc4gJLbMFl3Z0TA3vWr25S9CyQAhILpWux5buebGYxPEuAkC9wFIzIiK577gVb5QxO950eSME0ahyM4rhQ8rMrOo2hsN7/3kZ/ngKgsiiREpTAnizAp3pPW2LN2J8xRCQo6yHIVXVg596SszHuFcpIwiu4deWwZq+lbc06sWfuUXX/uZz5z+Uz+z++Zbv/qB//Gp//Z7n/2vv7/jj/8yf/qKcP9q2dYs0GAuDiA6KkCm4z2i//Wxf9rZdH0Y1+v1cpvOOfusGKUoSHUi0tu7f+k//fb7kiE7OfO0KdCTHvHbfVACMB6PD3/6piVMAfCidPXkTkTsbHv3Lu68+xEOg3HT3rD9TjN2BzFME8FS08p6Nb9NuwTt33+ASRQuFPbvPxhCYGZ/4gaoeuVztm1LCXBzW99k18zccc45Zw96FZkDPt0EgJmJePfu3SsroyeO7TN82ne5v9PpdDqdZ1bMKIDx1y7vPbgbOU2YCcJkHswkHirK3rnnTLi/hmLhlNPVo1g0JxNqObdFy3l4/+cvbe+535wIBbnVpZ/81jePin4AW0pCXOcanNvIY6C4/6F8w40Ebx94oNxxjziNkCpr3Exz6+QNySEOR7/6grEEJYZTgTS5Ywfuf3ihbskEgLJnyeReGrUSdotvedWLxzG6cRLENu+56ob54Qq34+AcciRwIDh0f6/A639ImTHXP+OiV5OHBRoEZWXk1HBBJNn27G5vvR1qatlIWvB6BxIFTVtCdj0+/1cclOye7VePdj0qElZI68CIjKQmtCa+EvnAS04871Pve/y8429/7weWf/w3jrv4q6fdff/L962dtWtxy6MP7/vAnz76o29Yu/M+5NyQZSYAbNPu+G7kmfAtu6p9R94PA9C2bQhhbm72ta/5Pk1j9gYk7uXXr7zxsiu3l/1ZNXVSgvK0D+gTiwO+vdy/vLyqau5ORO7TEG5bt86dcPwxpFLFKmmbKV53/U71WJSD666/jRAJQrCqlFNOOakqSyKBr0/nM8u+AwfNQS4GW1lZyTlPO4oSTa8q+Nzc7FFHzQcGEU9HTwQQA465waDX64EAcwITOGcFaLg23vP43m85ws/UB6DL/Z1Op9PpPMO531GN6js//PGZ0cgCLIgkL0HZ81BwYKaYO/u5AgT41pNPV+O5CW8ccn/sUb1iLnNbrK3d9YlPozGjaGSJCM8/u3/uOSCuMthJxUuyEazplZsOrTzyiUvQpgPbt5+wMmECB55pWzC7GwIOxXBofuOxL3wpQQnIJEHzwSuuOMotg9mJHOKqbMpWZBpD6JzTquedCaoIGBHYMLnsqh7nEU0ihUGOBjL2DKxu24h/cV7hcAqnXvDqIpRzxvO1zTSYyVyoVkiDerj/umthSgwFEcf1oEmgI60HpTtxnsJKAdm3f/hrvy93PVaefk4qimUeHexZ0DKC9/Q9vPY1Z17xqbnXfP8Lt52bHtyP4UohzZzr7NBmlD2krb1Je89VD37kE8jq8AQzO9wJkpDZjSH+v4vU3+ZAhYHDHXrgZnDzpUMH/vN/fufGhV6U5A7istXqbz566dzCJiWApqEfdKR0/f/boOKbDtTyCCAiOTy5HiXQ3AY568yTcpvdXQLVybbfdE/28oFHHnv4kb1MJcxynpjVLzr/eU3drG9MRjZ9FgcOHCInJgG4aVpg/bC5r9dGxRhCIGKY5fXrDAQiIgbzeoUPM4PW10GbWwghpXRkUPdM63J/p9PpdDrPMAL2La3cdpeQJnFVFUiUQEAbqK3KfPT8EpoaGp6zsDTLOUpPyoIiO2TczlrQldH+a66VurH1X94OeDj7jFZRtM5OUkRO6ixJ0Mu6uuMu7D04eejhGcvuJsSUNbkC4qZ1L9ZbN2PbiT3zEjZhQja6515pxysFAyyOYADMCOzUiBx1/jm2YY7NhGBwrA3HDzxSRIzFsufC4ObGziJ81Fy7MBiLjyPjlGNWZ/oTkAFMHpg55YHajObhQw9jbehYr4+ebj4EBmi90LzL/U8pw3Db7Udv39Hu2nvqK17FLffVPbCSmKGZn517y1ser2ZV53DOC1/43t986Lj+kDxrGErVxl5QWl45UM1X4b5dSNk8C0LW9c2TD8+tW1wvUfnOzjobACIiIm1Tr8TZZz8XqAGoela+5fadcxs2kfCTNwh7WsmWADTtevI2M4dNq3F6JT/nOVuLGDRl9Rxied+Du51w9dXb21YFzMxRIMFOOfnEQgI503TO310Nk3FDhDa3DJ7e+fRufb2bEcxseiyZGEDTNAC5r1++UtX1W7q7+3QYUJZlWZbftfOny/2dTqfT6XyHua+X8E6/mARbvf6mzUvjFGxCGojIwURurqpnn3IaBtV8HvXaNWybG504sxRz7TZitBwLrpDBsSzvvre57c5pl/XSob2quOCF495MiQjyOrcFoqh7SsRpeMdd+uWrRttvU6Rgxq2SBKJgRhE4GHDeW96M+VlYhmUFcGhFb7iuaCbjomAQmZVqAm8ZiqLZuOncn/+ZSSgqC6o+q+PJrbfVDz+C1DibMTKcAFInstOec1KYqKQmtC3m+n7WsY+VaVxgIhgHMQ6umT3tu+1WHDxEmhUpTrv3EEwAeOEQIHWlPk9lPk92fuGzgnrvP37xpB94bXj5+SWq45e1cN/bn3nBr/za/PdeNIPKCHkh2GtfcNrP/kSF0hh1oSG1WyZ5M5e5bfP2HTi4HB2Ah1Aao4U6QU1FRNYLZMgdRLweVp84uQGQuU2/ma5tDSFMoy0zu8O/6WeOfEVEBPe6nuSEt77lDYQJoREm4d7+A8NPfuoz8xsWHEow/v+3snc8mqxvPUbTByXN+ZhjNr38Jeeyt1FA4Oy0e8/BHTv3fvErVzpN+4G6U3P++Wc95/hNROZq5HA3gxVFubi0bI4iFOo6Nzdnpu4GoCiK6SLgybgej2uz9SdeluX0fwJzP3jw0PoiYDcQWMhMmSiEsLCw4YkJgmdYt19vp9PpdDrf4dBPhzuiTNNPS5Ol667f3PIyaVFVvNwae6sWEea4iHsOHnj7fxoWIStmSWcWV+bVS8U4UBM4ZGlIlkvZNqn3Xn3NiRe9qAUHpZZ98wUv3DE3v2lk5nUQ0dZ7kODNmHWT4f4/+rN25fFJ9EGjDJqESI7IMeU8c9rpW3/8hyc97pmDrAcc/PLl2LWr71S7KHIgEiCbO8lqLJ77L38QZ52RqEQGhOLK8Nq/+qsNdV0mK0ORTK2QSCEkzW7pxjvv+6V326rHng/QhIf3Vpp7zGuOOrJYEKdJYWnf3vE/fbl4+xsdLBRhmG4SG6e7M7F0Jf5Pndvq9s677ji+J5tvu/eWD/7pWe97x61vfvDUB/a3ZZMueMXcW39hVBVz1iAULUPQ2/ZTr7/4w39xSo2NzbhkVg9mRcjFYDjCww/xSQuCYBlewECAmysRwWAwJifm6Vm8Pv3uh9fJgpgCEYcQmGO2lHNmR4zRbAwCE5s6T+fu4U6YtuUkYqjBVQg/+AMXXPDy5112+f1VOZc1MBef/8KX+rMVHd6xd/0UoG83/jOA4XDk7keSNBMkyAnbjn3FS19geVWp5CDmtjaqP/LXl2y/cad5QQ6hLNy86Y3/amFDsX7xwx1MRGRKbaNtk2PfAcxvmIsxJlBWZRYCiYS14ejA4tKGo44xkGP9xTOJAfsOHlgdjkAMcjcVoZQVrkdv3rJl68IT1zfoycOk77xuvr/T6XQ6ne8kelIbxOlc4wzqlXvvo7oVlqaZSIARzCAIGNeTR3cvff6ymc9fU3z+G0v/eOX8obWqqQNcHEEhBgKRc9GM5P4HMJ4wAKdIZEdvKk8/ZdgrjL2ta+JC1Au1FNAX4kcfmxm3iRlkDs4UyVmtSbF37PnnY/NCDXKOoCCT9OBXLyucihBl0jiRu2dVdieS5arY8pqLIOLT3Vo944FHlu+4q1R3BZuDrEFyzexMRPrwrgOf+Pzgn64rLr3m0Ke+LLv2baAgbVuqszE5AxQMc0kfuuY6bia9w1OQT+4QT9+Nqc//M6nVi6s9C/O5Xrrsyn0P7Xrpe/793WcetWdzf2njHAZ9JShzskw1yIGTT0gvfn5DVZlDCrRShJr6sLlQsk5G7CTgwE+O2aaenUlEVNXMRMTdx5Mnj2ynS10xneSeDm7NbFq4oqpMT/4gPBE1p6MGM2PynLIQ3v4rvzA/X6o2MCcukmI0mtCT0v50j95vf/CNts1ENL1qAcDhlvWohY3zc+UJJxxTFpySxSoa+de+euVkrICJiFuanetf+OqXxxhdldeLeZQIZpaSTiYThzt00CsceqTIxwE4pzZPJpO1tZZIsmafvnyinLG8vJpzNoeZA55SA4CFNm3atH6c6LvRubbL/Z1Op9PpfIf5YdPMIXfc1dx5XwCCCwFGKuysRMolUGkzT63XhzivlN4K5Rx4LJ7ZexmFepXtqIkGb5avvx7LI1NTZkrZetXzfvVfP9AXZ+shOlUOZ84ObkbjDZaOqjVqmARNAreKjSS0iwsbj3/zm6xHheeM2CLIfQ80l39DLax5mkWrAiPXSGLMieyME/CK8xOXFRglRNuVv/jIpsf2z2ZqJYwAgpWm7N4IjcmqPDkTCjsgkwMbK4bkFR6PQ1a2MkuRY5lkfsJbh3nfN25I9z8cLQE+Df80rexnEBC7Pp5PbWZb/9hAOi7GZxwcr/36n9x17z3Pf/+7t/7KW8qqp48/Msi1mShzJLXVtmn11Rf96ObRXGiLCQrWWOWeYWbNsxy32QjIBAMpBESGhQ0bkmkWTDtUEpGqquYD+w+aHx4bTJvkwFdXV3LOqjptS09EOecQgtm0muXJpT525JsQgqrGQIBf9KpXvOvXf6kqjHl6fSC6Y7oZL9a7Cn375T4OAJPJBM5H+vm4pciyYW5DEfxNP/0jyG3gmHPiQI/vXdYcWabb2+qP/dhrt26a6/VKETx5iYOBUrK14RqDABx77DGq6m7rrTydzJxIvn7FVf1BkVRZYspugJpz4Msu/3rORkQkgRjTf831JS950fo2A0+8TOvm+zudTqfT+T/JdKbfzFJK7Qc/Mb+4EiGcIVGymGseUEUuCm3RtKHREt4Xp1QGqSmNCk/iBGuDNkEZStF9967xVy4rwO107WIIs9//PXMvPjcj9TmkRDmgllS4FCIIedYx08iw0lq4ygU5uUzk3LPxgnNazgOr2WHA8rU3nLi40iIOyxBDm1wztA1wR2Gy6VUv0bmCwEFRs6a15Yc+94Vta20/YyVirS9ieaOTu6+x22yppXmsx+WYSk15SMHa0lPFmcFOmbkJAtCM2oZx/dj/y97dB9ue3XWd/3y/a/1+e+9zzn3qvn37KelO0h0hIeTBJJ2QQEIQgRhQQBmMiIzUOM7gAyOUzqCjNVDITIkFljWWqExZI6UMCeLIgIPIQ4ICSSATQ1ASSToJJJ10cp/vOWfv/fut9f3OH/vcm6Y7VGl3xNZ6v6qruvo+9L1n9d6332vt9Vvrne+2VFp0l6RBMlM3pcy4r/fTWi3ufe2rr+aVWUfj4Hd88lL73h986x/+9tWv3vg9f+iNZVnK9ePhymZ5/Yre+7D/4D/++b/2nfc89LxFLU1xPE6jDquurpdXpzML3XtHt6IwdblUJVM+85n3lnGYLVpru5Q3MzN/29ve1ntKppS5RcTx8fGVK1dKKbc+4Npt7r/77rtP3gK7s3B+y7vi5gcFbSrFzXIzHf63f+IPv+iFn93nqZQxQ3lrdnFz30v+e0VwPKZsd+d4XnV3d1futt4pIu647byyveENX3ThwvnoSgtZZJZaV5mttXl/f/kN3/B1TdOZM3vK3fGdN/cZpUlls11Lqlae9/znj+MoqZQSEbtnIdzKm970pmvXNinT7jBPk7tfvnL9p3/6Z1JKeaYyolaPiGEYXv/61/un9vb8R5/s0v0AAPzHkpnzPH/8X73roBVJnj635tXcZC0sva4WvaRlDJvJDtd7U9bD9cJrWEiZltuq4yG3NTfzZuX2jre8VVLLLqXSVO2zHnpJqSVa91K9lDlDkeM4rucjU4zps2d3ebhkqTz33AdmU1Mo0lNNOvzgwwfbZl61XKynQy8usywm6WB1sLj3ru1YJBXToaZHPvKbfrw+FT5IW9M8uMl83tY6TEXb7Ift+Mi3e9FXU69ts2qRR8cWfRdxU/F1tU31NI2pS7/+AVlGRNrJ3p5P3dTKfb2fztGoC696cd2rt8fwaKwvDdNnX48vvKirb/7FH/zTf/onv/Vbfubbv/Mdf/v73vKd3/Xw133De//Ut4yPfkh3+vX9eTvMc932YT0N1zfjlTue9Qwtx5Q0t936+m5t/cyZM7XWZllKcffempltNtu3v/3tJ30dKWme58PDw8uXL8/zvEv53SRhGIazZ8+anRxo81unwrmr5MystUZERNsbl8X0ioceWq1W0zStVvvKmz/xqTXwen28m37v9uHUWrbrzblzt5vb/fff9cIXPH93I29EXy73pqmZq5Ry6tSpB55zwaXVatl795TJZI85saef3Cl2/o47hqHs5hgRYXayaP+hD33oHe/85VrKerN1V0o98uEPPnzx4sWbE5RM7eYJ/dTBwXOfe1vqcS931vsBAHh6CqnttjxnprZSpGy2CM2Z3ub3/8Cbr334vR7XNz5tazs9l1NH6u6PLDdzWZ893J6b0mIx1f2+t9iOMlvubRYH20UP34wH2izPbctBrDfL5cH6sP7sW49+4qdXKcma8tqq3v71f+T49ntTJerVPq8P2tnFPM7boxjr1bpZ69qdx4tFTofLS1b6I+MDZ1/xglqOmoaoB5bHB4cfv/yLv6DUQd/aep7qHdLRuW07u66Xl/tvPxjPv+a1Wy3WCtd8fnNj85M/far1S6vpI3vT2bDbrs7NdWXQnNPCNE55KvZK38/cv76oh+O4ttgri0UrQ7ch2rJtFnFodnRtuT5z/dqFf/EuXbl+VDK6ylqafXeC6GxzLGZeXE80Z5z5gtec+t1ffc1vP2c39uLRq+XSkV87Nz3yqoevf9aPvfP8P/j7p//q37zj+/7PZ/2bf/NgTJ4r9TPq587Ni9Nbyxh9vm3v+BkfecOXKw5WW2v7db0XUWZFZi+v/bwXP/P8flXrzSQr3iLW5uMP/+jPfdO3/tV3/Or7126/8fGr//if/qs/+vV/frN2d0tNMk1zyHqLq1/ypV/gJlNVxGSZpnHeq72G9eZznwdre7NyLlPxMvZFjenrv/b1pxbbhXJ7QxanW+7NHq1sJFPsRS6bhi5JXdk9BlNk9siF5KapdDXd0VUz0+262bqHLl1rW19s0jNVu0Wbh9NjPbVMzWPZvvErX3sq5nEew20u13o59Dao91e+/LklppXyYDhV6jgVX7tvxxb1qMhsvWjz7LGoGu48M3zjN3yp6Vqkh/ZbKn0ju7GpF77pW/7Xn3vbe31RQ9F6PPLx6a//9R8MO73pLf2w1o36uWjN48YXv+5FVaopV5V2nyyEyUu60rpZmjyyZM6uuSjMxu61D/3Jvn44zwcAgKfApKomqyFLlXLyjRuPI7Xbt0f/+h+8+UuOaslsnmkxV20UCyvnZ6+yNg7TtD7r8youbWeLUrZF63Ect35W5WrRZk8bZRv9tnVdNA0XN+/+hz/yqi/8Io1DCR2UojvuXr7sd1++/C+tRbhFuocyrHkelrZYnNput6u6l3OWrg8++/xLX/l5a9sLlUladte//sCN9344ZB4xbGNVx+Nmm7oYoi6nxflXv7A+9zn7siEtLD3L5ufeVeUlNc7dLMOye+7VoR9NC9km1wfldO9tX+uN5oUvN5aX+2Z/WJTuzcp60FzH2bVUH2J9+f0fuv9X/t3pL3hpq6NGyWWyQc6Nvb+ds93l/rzv+uaf+rWff9EHr51a1otjKRmnN1spM+L03Pb61YsLmao03Ll3tr//4fH48mn3j2zmcrB3cdPz7P7zv+SLNJZwC8nlPafqRRb7q8V//fV/5C9/1/eWspdp5u6u1nK71Y//s5/70R/9iaG4WrS5uVXz027Viyv9YLmatlfPnz/7tf/VH8pQWLi6FLIWPqVXqcu6eVeGuYU3yeUWuX3OA3f+xb/0Z//Hb/vrXpc9Q9alnkrZJHWzya1JVdaknqa0nhbSnObKltYVG/Mmm6XI3uXabA/Nu0kZLbwrzcLuvvveHm0owxd/8etuu+3vHV86MtlmM7sG01DK9hUPvbS4p9pQRzM7uXMgyu6x3TS7cXQYmUVWir7lW77pzT/ykx99dLOoo7wqfJ5iakvl8DVf+82f/+oXPfeB+29cP/5//ulPtVhlnlsufIp2fHR8qrbW1mcOFr//K7745gGnu8cf/OSPlN0jF3JZl4XtLrJWk3m40ud8suv2dD8AAE9emg6llE77yWf1LikyFaHJH/7Ne9736LKvZuvd+thKyV56KaFhWHxojEv7wyaGC3XosZ7c1GO7P/Rp+9mX+oVWlrmtqdr6sXJv2hvlt0963y+8U5eu6t47Rtsde183n/PZm3/5jlM3Dt16kdc0C8mzF3Vrg/XF3FrfjFrG5z5Pd905afd4sbTNqz/zjrOHc9dcU6elmKZlHZr7MGUdh/tf86pYjmMoJuXYdfXY/91Hx7YYIvajmHJWTB59srnuXxxsszxzoyi8LppmxXJcHG+OD87sl6tHdx32Ifqi56Kru5TTKRs2m/nRn/r5Ox96aZbWSt1t9fGU0jnT59MLaVH1uQ8uX/7i8pHj7eba4WlPl6mPUyvZD/o8KG8s7JNbG6VTZ+64+P73qbYPr6/EmUGHMdx9T3vVC2971jPkadVTCsXoZVefXvTVf+DLv/dvft+1w+w9Qm7hpeyl2jxH9MVmsx3q4Bq9jL2XDNVa5nnb53kx2h94w5edP7dXLKU4uV7O4tYmFktJYWbhu11F3axUs6nPX/0Hv+xv/K2/+/BvXFyu9qeI3UW4aekZsnaziFNSWpilnWy7zzSlWfbmN7fiyD1TPZrtDgS13QlVpsgzB4tUj4j9fb/7rguPXv+NFjIrxYZoZbD+wLPv7W32amZWq0+f+szJ01zhh8fHJ1vReuwt/DWvfuiH/8lbpDw+Oh6GYaj7w+r0jeuXl3v17b/8nrf+q7e3qS1X547W0zCO1qJFO1jt2XR8sKynD5avePlLM+Xlt64jnIxUSLuJx2O3AOVu+9+TfmvQ/QAAPJXw12DZZAqpS66QvETXtND24s+/42WX111+fcxt1dhTVib3ZV9cXezf+Re+8cV/4g+Vsso52lhMPmxju5Ie/c23fcWfHD980aIOMR9MrjkujdNe3fNpc8f1S1fe8ZaDr/rKZsPClIu88IWf987v/TsXYj6uk1VPO9kq3zxb9j33uR+11XBp7K/4b/5YrBY108w8Zn3gg+990z+5c15fW23dYugebq0Ox9vNHeVgvnDu7Ne+PkbXJmO0ZtPlH/sx+8Qjm5IpG9Jl0azMGuYy/sbB4vO+/VvH178uV0uL0sbaIz1Vivv6+s99x3dffNO/uOfoaIi2DAv59SEP9xR9/rc/9s/v/IrfO7/iBRuVhWwhebr6yQcpeHz2F811cLff/Re+5Zfe+7ELH/jIanMc3rYWsYzMfkM6Kkc19i+Ne9fOnn3J8x58+/f/3fPbQz+1n11Xz9x+2zd81f3f/I1x9qD3NJmd3FYVaZZmxXTvncOf/Pqv+e7v+2EpFuPePCujpHlTykpZ7GdkL95T7mV36P+imkV7wWc9+1u/+RsP9mQhd0WkrCqrZBZmVpWuLJmpKMqaKpJFmEn7e3rjG7/8u7/n+1tbmxZpuxaOzPDdoyySsqYy07tKRqQ85akSUtldNZyDbCGVq9d6my17RoSby0ZTnDt9aigqGhUK04tf/Lx3/tv3ucvLGN0l21/Zi1/8OeZmKl6tVlfrnhZ5cv5smC5dvW7FMtM9+9z/7J/6Y7/wC+/62CevLcaFmWfmenM4LGvP6frxehgHL+O2x2J/ETG3Pi9G6+1w1PoLXv15/8tf+XNnTg2urt3TLY9dw0+XFcmUxbJIxWN3yJGlMp/CkZ/s7wcA4MmznsspD7rUpJCnwhRVpnZK/crbf+lA21FXi19XvRL1Wq+H03i88e2VIU69/HMP73rG9TvujLvvms5fiPPn864Lh7dd6M/5nLte8tIbPvSszRZr32vDuevjdH3oyvW9vr38tp8dyrS2mMu8Hfzsi59/xzPuGbuGPirHzIXFosRimBf7cTDMY8vF5cXq4oP33P/ah1y5H31Pbbk9/MQP/ZB/+MNV23kR05jzEG2Rk89VNo02vPK5uu9sKFT6VJrduPKeH/hHq/lwXlzaLC9d2bv8yf3rF/cP14vNXKbjs4vxS16lB+6e77xTd94TF5bbu872u28/vnBqe/9tn/Xlnx8+V217mZv1dc15MdzInsrlRz/5gX/4I7W1ol52a5t+MqHCE7Wi0cvQF6sXv+i1P/EDn3joRQd+7s7N6ty6HEzDoOWV1erozP4zDlfHZ29fv/F1l4+unnn7B0/5KtrptZ+//dv+zP3f+T/o9P7aPOsypVEa5S7r2dLTirLrz/3pb/zy13/+vXed2h5fqj4X68po01Tq0Hu23Ys8c9sOyzBv1lddx6f37Hu++9tuO72ynqbWepOZ7w4mwgAAIABJREFU5MrBskrVcmE5ephHsVgol6lRKuqroSyK6Wv+4FfeduagulsM3lfelxYLqVgUj7rrfuWQWRQLi9GiWhTlkDl6mmV1WcQqc/zYR65v191UPYqiKkdPu+/eu3YfEZhnpl720IMZR9VbNUXbmudXfeWX3nZ2Vb1IKkXnzp1yNVf47jMopRTXb2x2t0yYxTjmA8+5+61vefMXv+6hoWzXx1dM82IYsslt7H2IXLY+lmGvdRW3IuW0WVj/ije89vv/zl97zrPvHopMYfbEB3lNqspiOVqOHoPthvHkr/FJvzmYSgMA8BS4uqm7fFDJk20q2fspuX7z8qV3ve92zdXaqW3szb1kSDGEuuJy9XP3P/NQ2TM8tR/p4QqdcZXsz3n589/9z3/0zLz2NrnXRY73bA7UFgca5kuHh7/4Hn3i+NT5VXiGLPfPPvDGr/rEd33PuSlTsswiZbdmMSrHtKmMF+d290teGKN5dJXMbPbxS+//8bfc1kuN4dRhLNKWUSKjm5R+eTWsXvuKaahKrUebtdWvPHz7ux65c+NH0UsolVOxlO9NHhm6826dOzWpb4vXyGFaaChD0+DFzO986UNXxyJbW2kWLvODaTW0VUs/s9WHf/RfPvBnPjk+55mS5qIj07LePI4Rj+u2DNt2aZiHsd39zM///u/96N9/0/ZX3vPoL//yqavrVbNz1/WJNn3s+b/r/v/uj59/wXPf+m3fcbYurj54z96XvO6FX/hFy9e8rJeiVZiqSTVNu4OjiildbtO8WQzL6v63//f/+Zfe8a7/64f+2c/+7NsuXrk62DAufJ6Oh1p3p1SN46LUteX6hS981ute/cpv+hNvvOfu22qVlCmrvoibAavcFi9Sz2hm7q7erBbbHd9UiveWKvbMe2/7K3/pz//Fv/K/bVruTvu3DKkr22pUdqWpR0ry7IP3zMmsRDazWNQSbd792ko9+ugn+rStVeYhpUex3N57z+1uOrmQuOTznv/gcpznjOjTWOs4zH/8G74me0YJyUrJ++678yMf+1jJapFKl1JWTu7iMs+cc94uxr0e/fv/3nf+ox/68Te9+f99z3veOx315WKYpu1qGE+matt1cdc8jRYve8nnfsUbvvCNf/j37O8pu5TdLJR+Mtl9zCs+QzL1NhdFqKnNw2itt6GMGfOTfmvQ/QAAPHnNbS0LyUwLabF7AK8UXV5f/Ln/74NH17f3nj7qp5atF7W0PvRcNJ98PHrB83TXvaZhYeqSXKMrUmZyr+Pvf90H//EPPPrhD59bHly/sT7YO6V1bbnYr3Z8lJ+8eOU57/vNeuaOeTFKsjqc/rLf85b/+4f3PnZRaR6lpHXT2qaF+XLSRjo6f/YlX/CqVsax925lK19/6KP/5uKVO86dqjnutT42L1lKeNh69OUHDsqXff6rpINsJQZfaO8j7374I3VxdMbaeNZ7esZc1E1jL72Ve1/wQp0+v9W4Vh0GeS62pupKaetn9k7Z5iUvf+d73n6s7R22N81R5FPvw7hXNuXDh5cfeN+v33H/M2XKoiY104L1/k87zczUqLQco4xN7dn33fft/73W6/t+7dc//BNvvfZrv3H/ZvnsL3hhfvVr3/2u9/zz7/5bz3vWfS/6s1+vV3+e7rlvXaq2Kj2vlvW+bNCtM1PT0otbSHWoUshtpf6aV73k1a98yeWr7Rd+4Zd/4id/+qMf/egnLl28fv36YrG44/ydp0+ffvVrX/L6L/2yZ959+3LY3bOWUtfJTb1m0tTmcZxLudH7erHwqa0t3UJnzjzz6pVLZ0+fM83SohRLi2L21V/9ez/+8Y99z/f8H5lNknwrm2tuLn3yE/c/60KP8Oq5nSKv16LoGy8lYvai4+uf3N+7bWqxHNRm226vVj+SHZcipcxKzfn0QZmnvhzNFFPfPPfB+171ys/9tfd9YLF3cHS4vf++e5/3Wc+UwsxNNrW87xkX3v6OrVmX7TbUzzJfHx7tnhroXWUcMqbVYugqX/dHft8f+6Nv+KVfev+P/PA/ff8HPvDuX3n38bR1H3r2g9MHz33gWW/4si995Ste+uLPeWCoVnafaJXY/XKSnWz1ucVkFtvtdrlqyhuDt9XSN9ujwYu6DfVMPtmNPnbrRFIAAPAfalc6u4fvBqnMUsamtKW6HrmoD39QS5Pu1BTSrLEpumZJZT6ztM/5rG34vina5GNXDt1qk8bsNm+OfvVX9+fUFFoeqJu0llwlpNa66u96SZxZRZEkn+W5nX/tPUPrSldzyVRCi6JMHTepRs7+u5413XZhTLtW+qxy7urV8r5HlJOGWbOUJquS1I9ly9Csl73Ah301bQa5NHzgEXvkI1qF4pS6FF01VHbbH6rOntGD917PvizDOGs7KqRVUzfdKDozyf7twzq+plXVvK/jSXuT7GKWajekYWgPPqNcuNtUt9JW2kvVJg28vp6ob5Vb+Sp9aIqqtLlkU5ulJlVdT63qtPT1lRtnjlP70m0u7Sn3m1RCUTRrXmh4zAO3IZdcXZLCT67cmlIls6Z5pLazxlHTfLImXV3uJz/bQoPLJWW/ufPcpZKpbvO1G5uPfvTQfRU5W20uM9Wi/uADd2asizeLA3lPtZ4pW33y8uEnP3msXEopm2Xz6PNnP3hfKqTWFT3Khz706DRb5GBeejYrubRlqesH7z/fYlN978q1/sjHLp1s0Ekphmq5GPuznnX3HIeDF6lmDjLNTWkqRSktUmaZ6q2HfHj44U/MU6YNN68P9sy8cEe5/czpRdHuAl9l72YhN41d5tK8jTp6pC5dvXF8vNk72D99em9wWWY1c7XM7ra4+WfGyWk+JwvxeWvJv7e+CcV6O944TLNFy6nUtPBio/vm4JT26pLuBwDgP0X4m7KkpdRNpuMSVb221sp8ZD11bi9lpmNlVV8pMmLjltJpFU0pn1VnZU0bumqXh8KkSJXd+UBdbnMrJkVRDt0shnSLrkGKok3RJqeFlVFWw8M0m7bqUl+kjVljGzaU7rLIo2qzdKb1sVkf89hjITNZk4c05Bzz3Mel0vY3rqJ1UQ0Nyqn2tTXXcpRqnvwSodiTDb3vFkoVpm20/clVvXl6OXKTctV8qlorD8JsVh+3k02mqG07lHG2sWtVZTUVpprhLTSwK+HxQn1WdrnJxrSyi+FqW88j60Xa79kiq6p5mUqbNTXNS+3XPrg0uzyjKsrJjo+bd8SayezmzbhhysxJKrKSWXfH49RaI0OZJs80SemtqMhMkZZpJW/OJFwqSnU7NI09quQhmTcpFF5U3Exap9ZupzPb7m6sObKUhVTzU++u9Mzss7tCTW5SUe5udvY0xe7cm/RiLXVYZMoxc5kmWey+IlNRWvQs1SKnVLi5wt1rm9OK9S6VXHiPTJmZfA5Zmt+8ijjs1hcWFicPLpgrcparZyrNzS2LzCMjU+4eocy0IkuZ9Yz03Y1m9tgb6nz3L7sZ5pIis5vNoSYtt3Op1Xd/uCgsey3eS9ma9uh+AAB+x7tf6qamsJNQsgz1jFJ9Vt+qjRrG3RkcfnONz2Ly5spqiuhu49bGJq12q+fSsG0qdVOjqA+bjYqr72eJGFxSacrtsY0LWVEqvR+W3Y8IdVO4yi60Qn3qPUpdKUzrXJ8aTHKTpUpP76nBZ1eVbL4ZbD1zsI2ltVg274PNmUuZ5tTCsqedrKHq5KhNi2iT16LiXTErTJ4aTVEURTq5WzjDdnsaMhRdvaovw7a+dGVkt17HItkkVTXv9eQTFDzhBRepVHiEqWSR2VraSgvl3rar+27YcvCWGnrK++S2URmlZVe23pTDUOXxmE53u9WDFqm+XW+GceleM3d30UaPuZiZubKcdOrJa1ptTrMsg+lTr4yilGwrlcw6zRHRFssMbatWykEpqcs3yv3Mbm6Rzc17xs27fm+2cLrCtvNmXFYpe0bRaDo5/DJt93nbEDHL1pIUo2Is1WW7z0BcuZAU0jTNPlhxuRQ9SgwqNs+tjhaaS6a89jSzEpnFTk4b3f1WQiFF9jZt21gXdRh6k9fdTRPhij73YkW1ZipD5eRETvUuc7lLqXnOYbA8+VTk1hzJdetkTgspMiyV5tN2jrEeSNrON1ZjjV7cRmXKjuX7dD8AAL/j3Z+aXaHoksnKHGMWmaIqdtfP+rGi7A4xPHmAz5WujO7VUhFdrdQm7Ydkaqa6lpoO93IsOU6zvGmzr1Vso0WOy0Fm65T1aajVZJvNFGVcDf3mgThVaWERykiF6mBpmkwLTRljk/pur4YUGW7hVreSpKLMzKJ0z7atVua+reNoaZpSdZCk2Mh2vWJKV7iKhWWa5c29H2MoTd16qlWZpaSiMLVZmjSY+qC2UFEvc1FKtRUvkq2loja2om5a8Pp6vN280SOt75bcu5WNJGl/99HTvNFooWEuXqS6lnI+XLUDc82mUtKL7Y5J9ZgVIZnc5TU/teskrZmqdk+XanefWtzcmmKKXfrfnMfq5EWdJrP41IwwXZm5mzfszuHUZNajD2715CfmRmWZoZDcZSen9E+7v+3mFgqXFZladPN0KxZ26/yb9Eg105iZssnNI9x3sw5vsq7cfQKQdnKtgCLDFS6z3Q9Tl0fkxjXISk9zq6GIth1KVZrM03pq3l2maxp285ZIxe740Mxq6XK1iKGbiuQm9Z7Zex0/NUz5qcOqHjNBOinyT3W/creG0HtX8RIhLy1ztlycHPfp7WRXHt0PAMDvnK6UmsuzZ0aYVVmkNzN31VB01TLJdkd2eN6qp1SV1KXd6ZWuMHlPucLMZ0laD5K0CoWa+e5ftnuqMF2zlEWjK9Qn2dCtyuRSSru1+5pZZM1ylkkq0thnFd9dNZCeKm65+7BCQ8ptdxipXBbZBjOLkKtHuPvuTPEuVfWQmizlRXYrZG6u/j82ciIUfrKNwXXzTtJURs86Z446Kq0oxyghd1lpJlPWLqP7f5vuN4VlKkqm0mUeJktZqHtOFkU5ZtmYSVo2yTV5G6dQi7as4XVsUsk0hfLWLp/ymB48uZ355n/UzDRLZchkeXK7mlKP3ZB+88KpW1Frn9q7ImXIXJndPDPMVLLffE/svqzYbRfa3Xj92I3vplB2s6JQmtvJfODWLMUzMpTFXakwswxlmJ8cCNVPZiA6+S1HynZfw62NNpbySO163SLdzFJhGY952DZzd9pmSnKzmmFmu4vJTqrdIiTLMt/62u1km1BIGZkpcyuhm9Og3zJwt7o/pcw4mWztvjtT5pm9mVXF7k0eKk/mLH66HwCAp9Rh3bWV9iIUIUnmmxKT6qC+SpssBk7Pe6LsljHHZLXusqj44Ce7pndPiOaTW9EE8NvhHQUAwFNysuDtbuZKqfVqtvDZrt1QaBy6cmSUnjBqpjoMc8ibInq1thy67ORGInNZZ5CAzyzW+wEAeAoipZzd+s2HHJehVLerVz70N/7O1R//FxbrdP5X+3hbX4RWB5OVqB+v+ez/6U8+62t+X1gt3bJoa5Jyyc1dwGcU6/0AADwFnqleVU1qUkmlabK+WJouf8Le+2unx1gcNcbpcXqfM+K89qv2y2Jhjz5iPoe8qJycEE/0A3Q/AABPH03a7U6pJyeKS9KRxcKnI5unasfqg3Ee5eONy65cT9veo9niXFu2tXqoD3LJilT7rZNOAND9AAD8p1bSSrilVNQlmTKySopx/3jYXx8sYlvi8Gn7+7cnrKr/Du3/7W3j3mvNya6rnzIryppS7A5ZuXWlEQC6HwCAp0M3h6mZXM1iltyiKpYyzT6Vg4u+V4bVMLC//wmzi9iP5WrTtVdOfcz6Xp4e21JZFLubEJpKl1YMFPCZ/POK53oBAHjydtd4WoZ1KYeQdR2XkMs+9NG4ePn6Qqe3rLI9XknbtmnwcVhHr4Oec3e96/YSssgY+6x5oS4dMFAA3Q8AwNNDqpm2yoV6ldRNU9+u6pHmlfqovKY+6DTj9DhbpWRL6SClluuS3X2QFl0quxtYWe8H6H4AAJ4+ItNzs0vU1O5m0NnSNZd109wUa417jNPj1aJSNIVScg/v02Il2ZhyKS2lbuxGBj6zbzuGAACAJ8+yq0uuVhTKqtnUIpet//pPv+Xqz79z1easPJ/6hOmSxcpKbqe5lhsrv//1r7v7oZdPNnRVT1Na88opSADdDwDA00WaF3nNrUrJKmWOlq24H8/+4z9x6gfevNfTcmagHmfovhkzcrptGnJvf33hHnvo1aOqWcrC0pkqAZ9xvK0AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAwH95UilJZje/wRgTgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAADgP3+VIQAA4EmbpCuKU1b3FV3u3ezQ6qmuvc16nPemG3t+3HLJQD2OZ93vS7U6RBnnHGIr20pVYVu3ormuJ632GSiA7gcA4GlhEbqQ7tGVqoO6SaOapcuO3IbV3uE8tzzHQD3eMG/rtqbHcbtxsCo1JWvSsPvepE8Auh8AgKcZT8lMRccWxb2YamSN5cG0HKa9ZcshNozS4wfN83A9y+pQV2HDkINmG0xKpWvrVhcDowTQ/QAAPG2YWlWXpfJYWpoWRaOqZu35/lbDqFXxy4zT47s/6qk8HUMNG46vb5fHoea7pw5DmqXJNTJMAN0PAMDTRcpDZkrXUqqZkjVXZo6veVnr2WpvWjNOj1OiePqUXWXcH3zvZc9roxWlhQ2KVHM1aY+BAj6DLDMZBQAAnqQudckkjyxSmM3ajHbD5nPZ67ZrDNkpxukJIqxJsuO1rZY3zGeVPWkZKW+hydWlswwT8BnEej8AAE+BS640mRRSUcq8SKOGbqUsY80zqp9OyptGSYu9MU6GTi4pu+Qul4xRAj6zWO8HAODJC2naLfdLpiyR1jyLelGRlJpMiwwG6gnhbzJLyVKSmkmmupsBWMpTSllhnAC6HwCAp0m/Srv/kdpjvkUpt92sgOT/tFzdlbu50qcZzB2yH/iM4rNHAACecvrfslv5z1Sm5C75bjEbn3bCFHYyX7o1d9r9I7Ml4D8C1vsBAHgq9ZqplNzyZIt/M9XsnpJ5yiwkI2N/u+G7Vfop72HZZC6racqTYz0BfKaw3g8AwFPpfoV+y1OoIYXJLZuyyYaiQsA+wVbqUrk5boNS6rOiqS9ksiKVW7f3AviMYL0fAAAA+C8fKxAAAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAADg6cHuf/1fZhSA/yAf+mffwSAAAID/zLo/MxkFAAAA4L9s7PMBAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED34/9v145tAAShKIqGxD2Yh86FaBiK0lnY5LuBtvI9ZwMezQ0BAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAPIqtXUrsLs1hxEAAJ66PyKsAADm8yejAAAPuUlEQVQAufnnAwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAOC7Sm196wOsOdwiAAC8dH9EWAEAAHLzzwcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQDgT45zXFYAAIDcvPcDAIDuBwAA9ncDZbOCj9YxIO4AAAAASUVORK5CYII="/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">36<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y5e ff5 fs4 fcb sc0 ls0 ws0">Infrastruktura i logistyka <span class="ff8">–</span> terminale  </div><div class="t m0 x1 hf y557 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _16"> </span>segmencie <span class="_ _17"> </span>Infrastruktury <span class="_ _16"> </span>i <span class="_ _17"> </span>Logistyki <span class="_ _16"> </span>Grupa <span class="_ _17"> </span>UNIMOT <span class="_ _16"> </span>ko<span class="_ _0"></span>nsekwentnie <span class="_ _16"> </span>realizuje <span class="_ _17"> </span>przyjęte <span class="_ _16"> </span>założ<span class="_ _0"></span>enia <span class="_ _16"> </span>strategiczne, <span class="_ _16"> </span>o<span class="_ _0"></span>siągając <span class="_ _17"> </span>EBITDA<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y558 ff7 fs4 fc2 sc0 ls0 ws0">Skorygowana na <span class="_ _0"></span>poziomie <span class="_ _0"></span>116,6 <span class="_ _0"></span>mln <span class="_ _0"></span>zł, <span class="_ _0"></span>co <span class="_ _0"></span>stanowi <span class="_ _0"></span>117,9% <span class="_ _0"></span>zakładanego celu <span class="_ _0"></span>w <span class="_ _0"></span>2028 r. <span class="_ _0"></span>(98,9 <span class="_ _3"></span>mln zł). <span class="_ _0"></span>Działania <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>obszarze <span class="_ _0"></span>ko<span class="_ _3"></span><span class="ff6">ncent</span>rują </div><div class="t m0 x1 hf y52f ff7 fs4 fc2 sc0 ls0 ws0">się na zwiększeniu skali działalności oraz dalszym otwarciu na rynek zewnętrzny.<span class="ff6"> </span></div><div class="t m0 x1 hf y559 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y159 ff7 fs4 fc2 sc0 ls0 ws0">Rok <span class="_ _0"></span>2024 <span class="_ _0"></span>był <span class="_ _0"></span>pierwszym rokiem, w<span class="_ _0"></span> <span class="_ _0"></span>którym Spółka <span class="_ _0"></span>świadczyła <span class="_ _0"></span>usługę blendowania <span class="_ _0"></span>i <span class="_ _0"></span>dystrybucji <span class="_ _0"></span>HVO <span class="_ _0"></span>jako <span class="_ _0"></span>paliwa <span class="_ _0"></span>samoistnego. W<span class="_ _0"></span> rok<span class="_ _3"></span><span class="ff6">u <span class="_ _0"></span>2025 </span></div><div class="t m0 x1 hf y55a ff7 fs4 fc2 sc0 ls0 ws0">kontynuowano <span class="_ _15"> </span>realizację <span class="_ _27"> </span>wydań <span class="_ _27"> </span>HVO, <span class="_ _27"> </span>a <span class="_ _27"> </span>jej <span class="_ _15"> </span>wo<span class="_ _0"></span>lumen <span class="_ _15"> </span>był <span class="_ _27"> </span>uzależniony <span class="_ _15"> </span>o<span class="_ _0"></span>d <span class="_ _15"> </span>z<span class="_ _0"></span>apotrzebowania <span class="_ _15"> </span>rynkowego. <span class="_ _27"> </span>Rozpoczęto <span class="_ _27"> </span>również <span class="_ _15"> </span>proces </div><div class="t m0 x1 hf y10a ff6 fs4 fc2 sc0 ls0 ws0">dostosowania infrastruktury <span class="_ _0"></span>w <span class="_ _0"></span>Bazie <span class="_ _0"></span>Paliw <span class="_ _0"></span>w Czechowicach<span class="_ _0"></span>-Dziedzicach <span class="_ _0"></span>do magaz<span class="_ _0"></span>ynowania i <span class="_ _0"></span>wydawania HVO <span class="_ _0"></span>oraz <span class="_ _0"></span>innych biopaliw <span class="_ _0"></span>II <span class="_ _0"></span>lub III </div><div class="t m0 x1 hf y55b ff6 fs4 fc2 sc0 ls0 ws0">generacji. </div><div class="t m0 x1 hf y55c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y55d ff7 fs4 fc2 sc0 ls0 ws0">Zrealizowano <span class="_ _15"> </span>modernizację <span class="_ _18"> </span>przy<span class="_ _0"></span>stosowania <span class="_ _15"> </span>dwóch <span class="_ _15"> </span>zbiorników <span class="_ _15"> </span>magazynowych <span class="_ _15"> </span>o <span class="_ _15"> </span>ł<span class="_ _0"></span>ącznej <span class="_ _18"> </span>poje<span class="_ _0"></span>mności <span class="_ _15"> </span>1 <span class="_ _15"> </span>tys. <span class="_ _18"> </span>m</div><div class="t m0 x8b h36 y66 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x8c hf y55d ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _15"> </span><span class="ff7">wraz <span class="_ _15"> </span>z <span class="_ _15"> </span>infrastrukturą </span></div><div class="t m0 x1 hf y55e ff7 fs4 fc2 sc0 ls0 ws0">przeładunkową <span class="_ _0"></span>dla <span class="_ _0"></span>HVO <span class="_ _0"></span>w <span class="_ _3"></span>termin<span class="_ _1"></span>alu <span class="_ _0"></span>w <span class="_ _0"></span>Piotrkowie <span class="_ _0"></span>Trybunalskim. <span class="_ _0"></span>Opracow<span class="_ _0"></span>ano <span class="_ _0"></span>także <span class="_ _0"></span>plan <span class="_ _0"></span>przystosowania <span class="_ _0"></span>zbiornika <span class="_ _0"></span>o <span class="_ _3"></span>pojemności 2 <span class="_ _0"></span>ty<span class="_ _3"></span><span class="ff6">s. <span class="_ _0"></span>m</span></div><div class="t m0 x8d h36 y55f ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x8a hf y55e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y560 ff6 fs4 fc2 sc0 ls0 ws0">do <span class="_ _1"></span>wydawania <span class="_ _9"></span>HVO <span class="_ _1"></span>albo <span class="_ _9"></span>innego <span class="_ _1"></span>paliwa <span class="_ _9"></span>II lub <span class="_ _9"></span>III <span class="_ _1"></span>gene<span class="_ _1"></span>racji <span class="_ _1"></span>w <span class="_ _9"></span>bazie pa<span class="_ _1"></span>liw <span class="_ _9"></span>w Czech<span class="_ _1"></span>owicach-<span class="ff7">Dziedzicach. <span class="_ _1"></span>Wybrano <span class="_ _9"></span>wykonawcę <span class="_ _1"></span>i <span class="_ _1"></span>zawarto <span class="_ _9"></span>etapową </span></div><div class="t m0 x1 hf y561 ff7 fs4 fc2 sc0 ls0 ws0">umowę na realizację, na podstawie której w drugiej połowie 2026 r. będ<span class="_ _1"></span>zie dostępna wspomniana funkcjonalność. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y562 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y563 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>minionym <span class="_ _3"></span>roku <span class="_ _3"></span>z<span class="_ _0"></span>akończono <span class="_ _3"></span>inwestycję <span class="_ _3"></span>zwiększającą <span class="_ _3"></span>pojemność <span class="_ _3"></span>LPG <span class="_ _3"></span>w <span class="_ _4"></span>bazie <span class="_ _3"></span>paliw <span class="_ _3"></span>w <span class="_ _3"></span>Piotrkowie <span class="_ _3"></span>Trybunalskim. <span class="_ _3"></span>Podjęto <span class="_ _3"></span>także <span class="_ _4"></span>dział<span class="_ _0"></span><span class="ff6">ania </span></div><div class="t m0 x1 hf y564 ff7 fs4 fc2 sc0 ls0 ws0">operacyjne i organizacyjne umożliwiające zwiększenie<span class="_ _1"></span> ilościowych możliwości dystrybucji tego produktu w skali roku.<span class="ff6"> </span></div><div class="t m0 x1 hf y565 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y566 ff5 fs4 fcb sc0 ls0 ws0">Infrastruktura i logistyka <span class="ff8">–</span> kolej  </div><div class="t m0 x1 hf y567 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>segmencie <span class="_ _0"></span>Infra<span class="_ _0"></span>struktury <span class="_ _0"></span>i <span class="_ _3"></span>Logistyki <span class="_ _0"></span>Kolejow<span class="_ _0"></span>ej <span class="_ _0"></span>Grupa <span class="_ _3"></span>UNIMOT <span class="_ _0"></span>konsekwentnie <span class="_ _0"></span>rea<span class="_ _0"></span>lizuje <span class="_ _0"></span>przyjęte <span class="_ _3"></span>założenia, <span class="_ _3"></span>realizując <span class="_ _0"></span>pracę <span class="_ _3"></span>pr<span class="_ _0"></span>zewozową </div><div class="t m0 x1 hf y568 ff6 fs4 fc2 sc0 ls0 ws0">na poziomie 9<span class="ls7">82</span> <span class="ff7">M ntkm. Działania w tym obszarze koncentrują się<span class="_ _1"></span> na wzroście skali działalności przy maksymalizacji możliwej do uzys<span class="_ _1"></span>kania </span></div><div class="t m0 x1 hf y569 ff7 fs4 fc2 sc0 ls0 ws0">rentowności działalności.<span class="ff6"> </span></div><div class="t m0 x1 hf y53f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y540 ff8 fs4 fc2 sc0 ls0 ws0">Wzrost wolumenu przewożonych towarów<span class="ff5"> </span></div><div class="t m0 x1 hf y56a ff7 fs4 fc2 sc0 ls0 ws0">Wzrost wolumenu przewożonych towarów był kontynuowany, zwiększając pracę przewozową z 670 M ntkm w 2023 r.<span class="_ _3"></span><span class="ff6 ls20">, <span class="ls0">906 M ntkm w<span class="_ _0"></span> 2024 </span></span></div><div class="t m0 x1 hf y56b ff6 fs4 fc2 sc0 ls21 ws0">r.<span class="ls0"> <span class="_ _5"> </span>do <span class="_ _5"> </span>982 <span class="_ _14"> </span>M <span class="_ _5"></span>ntkm <span class="_ _5"> </span>w <span class="_ _14"> </span>2025 <span class="_ _5"></span>r. <span class="_ _5"> </span><span class="ff7">dzięki <span class="_ _5"></span>rozszerzeniu <span class="_ _5"></span>współpracy <span class="_ _5"> </span>z <span class="_ _14"> </span>dotychczasowymi <span class="_ _5"></span>klientami <span class="_ _4"></span>oraz<span class="_ _0"></span> <span class="_ _5"> </span>uruchomieniu <span class="_ _5"></span>przewozów <span class="_ _14"> </span>nowych <span class="_ _4"></span>grup </span></span></div><div class="t m0 x1 hf y56c ff6 fs4 fc2 sc0 ls0 ws0">towarowych.  </div><div class="t m0 x1 hf y56d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y56e ff5 fs4 fc2 sc0 ls0 ws0">Inwestycje w park taborowy </div><div class="t m0 x1 hf y56f ff7 fs4 fc2 sc0 ls0 ws0">Kontynuowano mode<span class="_ _1"></span>rnizację <span class="_ _1"></span>parku <span class="_ _1"></span>taborowego —<span class="ff6"> <span class="_ _1"></span><span class="ff7">w II <span class="_ _9"></span>półroczu 2<span class="_ _1"></span>025 r. <span class="_ _9"></span>odebrano kolejn<span class="_ _1"></span>e <span class="_ _1"></span>2 l<span class="_ _1"></span>okomotywy typu <span class="_ _9"></span>Dragon spośród <span class="_ _1"></span>zamówionych </span></span></div><div class="t m0 x1 hf y570 ff7 fs4 fc2 sc0 ls0 ws0">20 sztuk, zwiększając stan posiadani<span class="_ _1"></span>a do 6 lokomotyw własnych oraz 14 dzierżawionych l<span class="_ _1"></span>okomotyw liniowych. Flota została u<span class="_ _1"></span>zupe<span class="_ _0"></span><span class="ls15">łn</span><span class="ff6">iona o 2 </span></div><div class="t m0 x1 hf y3f2 ff7 fs4 fc2 sc0 ls0 ws0">lokomotywy <span class="_ _0"></span>manewrowe, <span class="_ _0"></span>osiągając <span class="_ _0"></span>na <span class="_ _0"></span>koniec <span class="_ _3"></span>2025 r. <span class="_ _0"></span>liczbę <span class="_ _3"></span>4 tego <span class="_ _0"></span>typu <span class="_ _0"></span>pojaz<span class="_ _0"></span>dów. <span class="_ _0"></span>W <span class="_ _0"></span>lipcu <span class="_ _0"></span>2025 <span class="_ _0"></span>r. <span class="_ _0"></span>do <span class="_ _0"></span>eksploatacji <span class="_ _0"></span>w<span class="_ _0"></span>prowadzono <span class="_ _0"></span>pi<span class="_ _0"></span>erwszą </div><div class="t m0 x1 hf y3a5 ff7 fs4 fc2 sc0 ls0 ws0">lokomotywę multisystemową Vectron MS, przeznaczoną do realizacji przewozów na teren<span class="_ _1"></span>ie Polski, Niemiec i Holandii.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y571 ff6 fs4 fc2 sc0 ls0 ws0">Na 2026 <span class="_ _0"></span>rok <span class="_ _0"></span>zaplanowano <span class="_ _0"></span>odbiór <span class="_ _0"></span>ko<span class="_ _0"></span>lejnych 4 <span class="_ _0"></span>loko<span class="_ _0"></span>motyw <span class="_ _0"></span>Dragon, <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>po raz<span class="_ _0"></span> <span class="_ _0"></span>pierwszy dwóch <span class="_ _0"></span>jednostek <span class="_ _0"></span>Dragon <span class="_ _0"></span>MS <span class="_ _0"></span>z <span class="_ _0"></span>dopuszczeniem <span class="_ _4"></span>do </div><div class="t m0 x1 hf y572 ff7 fs4 fc2 sc0 ls0 ws0">ruchu w<span class="_ _0"></span> <span class="_ _0"></span>Polsce, <span class="_ _0"></span>Cz<span class="_ _0"></span>echach <span class="_ _0"></span>i <span class="_ _0"></span>na <span class="_ _0"></span>Słow<span class="_ _0"></span>acji. <span class="_ _0"></span>Spółka <span class="_ _0"></span>planuje <span class="_ _0"></span>również <span class="_ _3"></span>zmniejszenie udziału <span class="_ _3"></span>lokomotyw <span class="_ _0"></span>obcych <span class="_ _0"></span>we <span class="_ _0"></span>flocie <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>pozyskani<span class="_ _3"></span><span class="ff6">e <span class="_ _0"></span>kolejnej </span></div><div class="t m0 x1 hf y573 ff7 fs4 fc2 sc0 ls0 ws0">lokomotywy  Vectron <span class="_ _14"> </span>do  obsłu<span class="_ _1"></span>gi  połączeń <span class="_ _14"> </span>międzynarodowych  z <span class="_ _14"> </span>Belgii  do <span class="_ _14"> </span>Polski,<span class="_ _0"></span>  rozwijając <span class="_ _14"> </span>tym  samym <span class="_ _14"> </span>ofertę  w  zakre<span class="_ _1"></span>sie  przewozów </div><div class="t m0 x1 hf y574 ff6 fs4 fc2 sc0 ls0 ws0">transgranicznych.  </div><div class="t m0 x1 hf y575 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf5 ff7 fs4 fc2 sc0 ls0 ws0">Po <span class="_ _14"> </span>dniu <span class="_ _14"> </span>bilansowym, <span class="_ _14"> </span>27  stycznia <span class="_ _14"> </span>2026 <span class="_ _14"> </span>r., <span class="_ _14"> </span>Olavion <span class="_ _14"> </span>sfinalizował <span class="_ _14"> </span>proces <span class="_ _14"> </span>nabycia <span class="_ _14"> </span>60  proc. <span class="_ _14"> </span>udziałów <span class="_ _14"> </span>w <span class="_ _14"> </span>niemieckiej <span class="_ _14"> </span>spółce <span class="_ _14"> </span>RBP<span class="_ _3"></span><span class="ff6">-Rheini<span class="_ _1"></span>sche </span></div><div class="t m0 x1 hf y576 ff6 fs4 fc2 sc0 ls0 ws0">Bahnpersonal- <span class="ff7">und Verkehrsgesellschaft mBH, co wpisuje się w główny cel strategiczny se<span class="_ _1"></span>gmentu kolejowego na lata 2024<span class="_ _0"></span>–<span class="ff6 ls7">2028.<span class="ls0"> </span></span></span></div><div class="t m0 x1 hf y577 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y578 ff5 fs4 fcb sc0 ls0 ws0">Bitumen </div><div class="t m0 x1 hf y579 ff6 fs4 fc2 sc0 ls0 ws0">W segmencie Bitumen Grupa UNIMOT <span class="_ _0"></span><span class="ff7">konsekwentnie realizuje przyjęte założenia strategiczne, osiągając EBITDA Skorygowana na poziomie </span></div><div class="t m0 x1 hf y57a ff6 fs4 fc2 sc0 ls0 ws0">117,8 <span class="ff7">mln zł tj., przekraczając cel na rok 2028 (114,9 mln zł). </span> </div><div class="t m0 x1 h16 y57b ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y57c ff8 fs4 fc2 sc0 ls0 ws0">Działania<span class="ff5"> </span></div><div class="t m0 x1 hf y57d ff7 fs4 fc2 sc0 ls0 ws0">Rok  2025  był  okresem  konse<span class="_ _1"></span>kwentnej  realizacji  przyjętej  strategii  rozwoju  biznes<span class="_ _1"></span>u  ukierunkowanej  na  umocnienie  pozycji  rynkow<span class="_ _0"></span><span class="ff6">ej, </span></div><div class="t m0 x1 hf y57e ff7 fs4 fc2 sc0 ls0 ws0">zwiększenie <span class="_ _9"></span>efektywności operacyjnej<span class="ff6">, </span>a <span class="_ _9"></span>także zapewnie<span class="_ _1"></span>nie <span class="_ _1"></span>dostępności <span class="_ _1"></span>produktu <span class="_ _9"></span>o<span class="_ _0"></span>raz stab<span class="_ _1"></span>ilności <span class="_ _1"></span>łańcucha <span class="_ _1"></span>dostaw. <span class="_ _1"></span>Podjęte <span class="_ _1"></span>działania <span class="_ _9"></span>w roku </div><div class="t m0 x1 hf y57f ff7 fs4 fc2 sc0 ls0 ws0">2025 <span class="_ _17"> </span>miały <span class="_ _17"> </span>na <span class="_ _17"> </span>celu <span class="_ _17"> </span>zapewnienie <span class="_ _17"> </span>bezpieczeństwa <span class="_ _17"> </span>finansowego <span class="_ _17"> </span>Spółki <span class="_ _17"> </span>poprzez <span class="_ _17"> </span>roz<span class="_ _0"></span>wój <span class="_ _17"> </span>współpracy <span class="_ _17"> </span>z <span class="_ _17"> </span>dotychczasowymi <span class="_ _17"> </span>partnerami </div><div class="t m0 x1 hf y580 ff6 fs4 fc2 sc0 ls0 ws0">biznesowymi, <span class="_ _16"> </span>jak <span class="_ _16"> </span>i <span class="_ _16"> </span>aktywne <span class="_ _16"> </span>poszukiw<span class="_ _0"></span><span class="ff7">anie <span class="_ _16"> </span>nowych <span class="_ _16"> </span>możliwości <span class="_ _16"> </span>sprzedażowych. <span class="_ _16"> </span>Istotny <span class="_ _16"> </span>wpływ<span class="_ _0"></span> <span class="_ _16"> </span>na <span class="_ _16"> </span>wyniki <span class="_ _16"> </span>organizacji <span class="_ _16"> </span>miały <span class="_ _17"> </span>również </span></div><div class="t m0 x1 hf y581 ff6 fs4 fc2 sc0 ls22 ws0">ko<span class="ff7 ls0">mpetencje <span class="_ _9"></span>w <span class="_ _9"></span>z<span class="_ _0"></span>akresie <span class="_ _9"></span>zarządzania <span class="_ _1"></span>ryzykiem <span class="_ _9"></span>cenowym <span class="_ _1"></span>oraz <span class="_ _9"></span>umiejętności <span class="_ _9"></span>wykorzystania <span class="_ _1"></span>warunków <span class="_ _9"></span>rynkowyc<span class="_ _0"></span>h, <span class="_ _9"></span>które <span class="_ _1"></span>wpłynęły <span class="_ _9"></span>na <span class="_ _9"></span>stabi<span class="_ _3"></span>lność </span></div><div class="t m0 x1 hf y582 ff6 fs4 fc2 sc0 ls0 ws0">realizowanych kontraktów handlowych. </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">37<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff7 fs4 fc2 sc0 ls0 ws0">Utrzymano <span class="_ _1"></span>efektywną <span class="_ _9"></span>działalność operacyjną <span class="_ _9"></span>poprzez <span class="_ _1"></span>optymalizację <span class="_ _1"></span>procesów <span class="_ _1"></span>logistycznych <span class="_ _9"></span>oraz produkcyjnych.<span class="ff6"> </span>Zwiększono <span class="_ _1"></span>udział <span class="_ _9"></span>tradingu </div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">w strukturze sprzedaży<span class="_ _0"></span><span class="ff6 lsb">. <span class="ls0">Do <span class="_ _0"></span>ok. 6<span class="_ _0"></span>0% aktywnych <span class="_ _0"></span>kontrahentów kraj<span class="_ _0"></span>owych <span class="_ _0"></span>realizowan<span class="ls11">o </span>dostawy <span class="_ _0"></span>z tradingu. <span class="_ _0"></span>Zrealizowano <span class="_ _0"></span>100% kontraktów <span class="_ _0"></span>z </span></span></div><div class="t m0 x1 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">dostawcami zewnętrznymi, co potwierdza elastyczność i<span class="ff6"> </span>skuteczności zakupową Spółki<span class="ff6">. </span></div><div class="t m0 x1 hf y399 ff7 fs4 fc2 sc0 ls0 ws0">Udział <span class="_ _5"> </span>importu <span class="_ _14"> </span>w <span class="_ _14"> </span>zaopatrzeniu <span class="_ _5"></span>Spółki <span class="_ _5"> </span>w<span class="_ _0"></span>zrósł <span class="_ _14"> </span>do <span class="_ _14"> </span><span class="ff6">11%, <span class="_ _5"></span>wobec <span class="_ _14"> </span>10% <span class="_ _5"> </span>przed <span class="_ _5"> </span>ro<span class="_ _0"></span>kiem. <span class="_ _14"> </span></span>Utrzymanie <span class="_ _5"></span>tego <span class="_ _14"> </span>wskaźnika <span class="_ _5"> </span>w <span class="_ _14"> </span>zaopatrzeniu <span class="_ _5"> </span>Spółki <span class="_ _14"> </span>na </div><div class="t m0 x1 hf y39a ff7 fs4 fc2 sc0 ls0 ws0">podobnym  poziomie  r/r  potwierdza  skuteczność  przyjętej  strategii  w  zakresie  dywersyfikacji  źródeł  zao<span class="_ _0"></span>patrzenia,  która  jest  wa<span class="_ _3"></span>żnym </div><div class="t m0 x1 hf y3da ff6 fs4 fc2 sc0 ls0 ws0">czynnikiem ograniczenia ryzyk rynkowych oraz przewagi konkure<span class="_ _1"></span>ncyjnej wzmac<span class="_ _0"></span><span class="ff7">niającej odporność Spółki na zakłócenia.</span> </div><div class="t m0 x1 hf y583 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y408 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>roku <span class="_ _4"></span>2025 <span class="_ _5"> </span>optymaliz<span class="_ _0"></span>owano <span class="_ _5"></span>receptury <span class="_ _5"> </span>produkcyjne<span class="_ _0"></span> <span class="_ _5"></span><span class="ff7">asfaltu <span class="_ _5"></span>w <span class="_ _5"> </span>celu <span class="_ _5"></span>poprawy <span class="_ _5"> </span>efektywności <span class="_ _5"></span>technologicznej <span class="_ _5"></span>oraz <span class="_ _5"> </span>ekonomicznej <span class="_ _5"></span>procesu </span></div><div class="t m0 x1 hf y3ba ff7 fs4 fc2 sc0 ls0 ws0">produkcji. <span class="_ _5"></span>Zwiększono <span class="_ _5"> </span>udział <span class="_ _14"> </span>komponentów <span class="_ _5"> </span>przy <span class="_ _14"> </span>produkcji <span class="_ _5"></span>asfaltów <span class="_ _14"> </span>drogowych <span class="_ _5"></span>w <span class="_ _5"> </span>z<span class="_ _0"></span>akładzie <span class="_ _5"></span>produkcyjnym <span class="_ _5"></span>w <span class="_ _5"> </span>Jaś<span class="_ _0"></span>le. <span class="_ _5"></span>Dodatkowo<span class="_ _0"></span>, <span class="_ _5"></span>Spółk<span class="_ _3"></span><span class="ff6 lse">a </span></div><div class="t m0 x1 hf y2e9 ff7 fs4 fc2 sc0 ls0 ws0">aktywnie <span class="_ _0"></span>uczestniczyła <span class="_ _0"></span>w <span class="_ _3"></span>projektach <span class="_ _0"></span>rozwo<span class="_ _0"></span>jowych <span class="_ _0"></span>a <span class="_ _3"></span>ich <span class="_ _0"></span>zwieńczeniem <span class="_ _0"></span>j<span class="_ _0"></span>est <span class="_ _0"></span>poszerzenie <span class="_ _0"></span>o<span class="_ _0"></span>ferty <span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _0"></span>produkty <span class="_ _0"></span>w <span class="_ _3"></span>technologii <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>Bitumen<span class="ff6 ls23">. </span></div><div class="t m0 x1 hf y584 ff7 fs4 fc2 sc0 ls0 ws0">Wprowadzone <span class="_ _3"></span>zmiany <span class="_ _3"></span>pozwoliły <span class="_ _3"></span>na <span class="_ _0"></span>lepsze <span class="_ _3"></span>wykorzy<span class="_ _0"></span>stanie <span class="_ _0"></span>dos<span class="_ _0"></span>tępnych <span class="_ _3"></span>surowców <span class="_ _3"></span>oraz <span class="_ _3"></span>dostosowanie <span class="_ _3"></span>parametrów <span class="_ _3"></span>produktów <span class="_ _3"></span>do <span class="_ _3"></span>wymagań </div><div class="t m0 x1 hf y585 ff6 fs4 fc2 sc0 ls0 ws0">ryn<span class="ff7">kowych <span class="_ _3"></span>i <span class="_ _3"></span>technologicznych <span class="_ _3"></span>odbiorców. <span class="_ _3"></span>Jednocześnie, <span class="_ _3"></span>działania <span class="_ _3"></span>te <span class="_ _3"></span>przyczyniły <span class="_ _3"></span>się <span class="_ _3"></span>do <span class="_ _3"></span>optymalizacji <span class="_ _3"></span>kosztów <span class="_ _3"></span>produkcji <span class="_ _3"></span>oraz <span class="_ _3"></span>wzmoc<span class="_ _3"></span></span>nienia </div><div class="t m0 x1 hf y586 ff7 fs4 fc2 sc0 ls0 ws0">konkurencyjności oferty Spółki.<span class="ff6"> </span></div><div class="t m0 x1 hf y587 ff6 fs4 fc2 sc0 ls0 ws0">W ramach poszerzania <span class="_ _0"></span>bazy klientów<span class="_ _0"></span> <span class="_ _0"></span><span class="ff7">Ukraina stała się <span class="_ _0"></span>czwartym kierunkiem pod<span class="_ _0"></span> względem wielkoś<span class="_ _0"></span>ci sprzedaży na <span class="_ _0"></span>eksport. Ro<span class="_ _0"></span>zważana jest </span></div><div class="t m0 x1 hf y588 ff7 fs4 fc2 sc0 ls0 ws0">dalsza <span class="_ _9"></span>ekspansja, <span class="_ _1"></span>pod <span class="_ _9"></span>warunkiem <span class="_ _1"></span>utrzymania <span class="_ _9"></span>stabilnych <span class="_ _9"></span>warunków geopolitycznych, <span class="_ _a"></span>logistycznych <span class="_ _1"></span>oraz <span class="_ _9"></span>o<span class="_ _0"></span>płacalności <span class="_ _9"></span>ekonomicznej <span class="ff6">transakcji. </span></div><div class="t m0 x1 hf y589 ff6 fs4 fc2 sc0 ls0 ws0">U<span class="ff7">dział kontraktów w<span class="_ _0"></span> formule stałych <span class="_ _0"></span>cen</span> <span class="_ _0"></span><span class="ff7">osiągnął poziom <span class="_ _0"></span>21</span><span class="ls1f">% </span><span class="ff7">w <span class="_ _0"></span>całkowitym portfelu sprzedaży, <span class="_ _0"></span>co poz<span class="_ _0"></span>woliło na elastyczne rea<span class="_ _0"></span>gowanie na </span></div><div class="t m0 x1 hf y58a ff7 fs4 fc2 sc0 ls0 ws0">zmieniające się warunki rynkowe oraz optymalizację struktury s<span class="_ _1"></span>przedaży w zależności od sytuacji rynkowej<span class="ff6">. </span></div><div class="t m0 x1 hf y58b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y58c ff8 fs4 fcb sc0 ls0 ws0">Paliwa stałe<span class="ff5"> </span></div><div class="t m0 x1 hf y58d ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>segmencie Paliw Stałych <span class="_ _0"></span>Grup<span class="_ _0"></span>a UNIMOT <span class="_ _0"></span>ko<span class="_ _0"></span>nsekwentn<span class="_ _1"></span>ie r<span class="_ _0"></span>ealizuje przyjęte z<span class="_ _0"></span>ałożenia <span class="_ _0"></span>strategiczne. EBIT<span class="_ _0"></span>DA skorygowana <span class="_ _0"></span>wyniosła <span class="_ _3"></span><span class="ff6">4,1 <span class="_ _0"></span>mln </span></div><div class="t m0 x1 hf y58e ff7 fs4 fc2 sc0 ls0 ws0">zł, co stanowi <span class="ff6 ls7">46<span class="ls0">% celu na rok 2028 </span></span>(9 mln zł)<span class="ff6 lsb">. <span class="ls0"> </span></span></div><div class="t m0 x1 hf y58f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y590 ff8 fs4 fc2 sc0 ls0 ws0">Wzrost wolumenu sprzedanego węgla <span class="ff5"> </span></div><div class="t m0 x1 hf y591 ff7 fs4 fc2 sc0 ls0 ws0">Dzięki <span class="_ _0"></span>poz<span class="_ _0"></span>yskaniu <span class="_ _3"></span>nowych <span class="_ _3"></span>klientów <span class="_ _3"></span>oraz <span class="_ _3"></span>przygotowaniu <span class="_ _3"></span>indywidualnych <span class="_ _0"></span>mi<span class="_ _0"></span>eszanek <span class="_ _3"></span>węglowych <span class="_ _3"></span>dostosowanych <span class="_ _3"></span>do <span class="_ _3"></span>specyficznych <span class="_ _3"></span>instal<span class="_ _3"></span><span class="ff6">acji </span></div><div class="t m0 x1 hf y592 ff7 fs4 fc2 sc0 ls0 ws0">odbiorców, <span class="_ _14"> </span>a <span class="_ _5"> </span>także <span class="_ _14"> </span>dzięki <span class="_ _5"> </span>współpracy <span class="_ _14"> </span>z <span class="_ _14"> </span>dotychczasowymi <span class="_ _14"> </span>partnerami <span class="_ _5"></span>wolumen <span class="_ _5"> </span>sprzedanego <span class="_ _14"> </span>węgla <span class="_ _14"> </span>wzrósł <span class="_ _14"> </span>o <span class="_ _5"> </span>4%<span class="_ _0"></span>. <span class="_ _5"> </span>Spółka <span class="_ _14"> </span>kontynuowała </div><div class="t m0 x1 hf y593 ff6 fs4 fc2 sc0 ls0 ws0">o<span class="ff7">ptymalizację procesów <span class="_ _0"></span>produkcji <span class="_ _0"></span>węgli <span class="_ _0"></span>sortow<span class="_ _0"></span>anych oraz<span class="_ _0"></span> dział<span class="_ _0"></span>ań operacyjnych. <span class="_ _0"></span>Istotnym <span class="_ _0"></span>czynnikiem <span class="_ _0"></span>otocz<span class="_ _0"></span>enia był <span class="_ _0"></span>kolejny <span class="_ _0"></span>etap <span class="_ _0"></span>w<span class="_ _3"></span>ejścia <span class="_ _0"></span>w </span></div><div class="t m0 x1 hf y594 ff7 fs4 fc2 sc0 ls0 ws0">życie <span class="_ _3"></span>Rozporządzenia <span class="_ _4"></span>dotyczącego <span class="_ _3"></span>jakości <span class="_ _4"></span>paliw <span class="_ _3"></span>stałych <span class="_ _4"></span>dla <span class="_ _3"></span>instalacji <span class="_ _4"></span>poniżej <span class="_ _3"></span>1 <span class="_ _4"></span>MW, <span class="_ _3"></span>co <span class="_ _3"></span>wymagał<span class="_ _0"></span>o <span class="_ _3"></span>pogłębionej <span class="_ _4"></span>analizy <span class="_ _3"></span>rynku <span class="_ _5"></span><span class="ff6">dostawców <span class="_ _4"></span>i </span></div><div class="t m0 x1 hf y595 ff7 fs4 fc2 sc0 ls0 ws0">pozyskiwania <span class="_ _9"></span>surowców <span class="_ _1"></span>umożliwiających <span class="_ _9"></span>spełnienie <span class="_ _9"></span>now<span class="_ _0"></span>ych <span class="_ _9"></span>wymagań <span class="_ _1"></span>jakościowych. <span class="_ _9"></span>Kontynuowan<span class="_ _0"></span>o <span class="_ _9"></span>budowę <span class="_ _1"></span>stabilnego <span class="_ _9"></span>portfela <span class="_ _1"></span>dostawc<span class="_ _0"></span><span class="ff6">ów </span></div><div class="t m0 x1 hf y596 ff7 fs4 fc2 sc0 ls0 ws0">oraz współpracę z partnerami o potwierdzonej wiarygodności.<span class="ff6"> </span></div><div class="t m0 x1 hf y597 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y598 ff7 fs4 fc2 sc0 ls0 ws0">Na działalność segmentu wpływały również czynniki ekonomiczne <span class="_ _0"></span>—<span class="ff6"> </span>utrzymujące <span class="_ _0"></span>się relatywnie wysokie ceny węgla importowanego (<span class="_ _0"></span>API2) </div><div class="t m0 x1 hf y599 ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _3"></span>niższe <span class="_ _0"></span>ceny <span class="_ _0"></span>w<span class="_ _0"></span>ęgli <span class="_ _0"></span>polskich <span class="_ _3"></span>producentów <span class="_ _0"></span>(PSCMI1),<span class="_ _0"></span> <span class="_ _0"></span>przy <span class="_ _3"></span>jednoczesnej <span class="_ _0"></span>nadpodaży <span class="_ _3"></span>węgla <span class="_ _0"></span>z <span class="_ _3"></span>2024 <span class="_ _3"></span>r., <span class="_ _3"></span>co <span class="_ _0"></span>ograniczało <span class="_ _3"></span>marżowość. <span class="_ _4"></span><span class="ff6">Pomimo </span></div><div class="t m0 x1 hf y59a ff7 fs4 fc2 sc0 ls0 ws0">zwiększonej <span class="_ _0"></span>aktywności <span class="_ _3"></span>konkurencji <span class="_ _0"></span>i <span class="_ _3"></span>dużej <span class="_ _0"></span>zmienności <span class="_ _0"></span>cenowej <span class="_ _3"></span>wynikającej <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>ko<span class="_ _0"></span>nieczności <span class="_ _0"></span>upłynnienia <span class="_ _0"></span>zapasów<span class="_ _0"></span> <span class="_ _0"></span>przez <span class="_ _3"></span>niektóre <span class="_ _0"></span>p<span class="_ _3"></span><span class="ff6">odmioty, </span></div><div class="t m0 x1 hf y59b ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _9"></span>utrzymała <span class="_ _1"></span>stabilność <span class="_ _9"></span>działania <span class="_ _1"></span>dzięki <span class="_ _9"></span>długoterminowym u<span class="_ _1"></span>mowom <span class="_ _1"></span>z <span class="_ _9"></span>odbiorcami. <span class="_ _1"></span>Po <span class="_ _9"></span>pozytywnym <span class="_ _9"></span>przejściu <span class="_ _1"></span>audytu <span class="_ _9"></span>po<span class="_ _3"></span><span class="ff6">zyskano <span class="_ _9"></span>ce<span class="_ _0"></span>rtyfikat </span></div><div class="t m0 x1 hf y59c ff7 fs4 fc2 sc0 ls0 ws0">KZR INiG, umożliwiający <span class="_ _0"></span>handel zrównoważoną biomasą, z <span class="_ _0"></span>planowanym rozpoczęciem działalności w <span class="_ _0"></span>2026 r. <span class="_ _0"></span>Wstrzymano natomiast ro<span class="_ _3"></span><span class="ff6">zwój </span></div><div class="t m0 x1 hf y59d ff7 fs4 fc2 sc0 ls0 ws0">sprzedaży miałów węglowych w pakiecie z uprawnieniami d<span class="_ _1"></span>o emisji CO₂ z uwagi na przesunięcie wdrożenia syste<span class="_ _0"></span><span class="ff6">mu ETS2. </span></div><div class="t m0 x1 hf y59e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y59f ff5 fs4 fcb sc0 ls0 ws0">Gaz ziemny </div><div class="t m0 x1 hf y5a0 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"> </span>segmencie <span class="_ _5"></span>Gazu <span class="_ _14"> </span>Ziemnego <span class="_ _4"></span>G<span class="_ _0"></span>rupa <span class="_ _5"></span>UNIMOT <span class="_ _14"> </span>konsekwentnie <span class="_ _4"></span>re<span class="_ _0"></span>alizuje <span class="_ _5"></span>przyjęte <span class="_ _5"> </span>założ<span class="_ _0"></span>enia <span class="_ _5"></span>strategiczne. <span class="_ _5"></span>W <span class="_ _5"> </span>2025 <span class="_ _5"> </span>r. <span class="_ _14"> </span>EBITDA <span class="_ _5"> </span>skorygow<span class="_ _0"></span>ana </div><div class="t m0 x1 hf y2d ff7 fs4 fc2 sc0 ls0 ws0">wyniosła  <span class="ff6">22,8  </span>mln <span class="_ _14"> </span>zł,  co  stanowi  <span class="ff6">27,6</span>%  zak<span class="_ _1"></span>ładanego <span class="_ _14"> </span>celu  na  rok  2028<span class="ff6">  </span>(82,5  mln <span class="_ _14"> </span>zł).  Założenia  wynikowe <span class="_ _14"> </span>były  niższe  od  p<span class="_ _1"></span>ierwotnie </div><div class="t m0 x1 hf ya4 ff7 fs4 fc2 sc0 ls0 ws0">planowanych <span class="_ _14"> </span>z  uwagi  n<span class="_ _1"></span>a  większą <span class="_ _14"> </span>niż  zakładano  e<span class="_ _1"></span>rozję  marży <span class="_ _14"> </span>jednostkowej  w <span class="_ _14"> </span>obszarze  sprzedaży <span class="_ _14"> </span>o<span class="_ _0"></span>raz  ryn<span class="_ _1"></span>kową  zmianę <span class="_ _14"> </span>strukturalną,<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5a1 ff7 fs4 fc2 sc0 ls0 ws0">polegającą <span class="_ _9"></span>na ograniczeniu <span class="_ _9"></span>s<span class="_ _0"></span>preadów <span class="_ _1"></span>pomiędzy <span class="_ _9"></span>miesiącami letnimi <span class="_ _9"></span>a zimowymi, <span class="_ _9"></span>na których dotychczas <span class="_ _9"></span>Grupa <span class="_ _1"></span>realizowała dodatkowe<span class="_ _1"></span> <span class="_ _9"></span>marż<span class="_ _0"></span>e. </div><div class="t m0 x1 hf y5a2 ff7 fs4 fc2 sc0 ls0 ws0">Działania <span class="_ _3"></span>strategiczne <span class="_ _0"></span>w <span class="_ _3"></span>tym <span class="_ _3"></span>obszarze <span class="_ _3"></span>nadal <span class="_ _3"></span>koncentrują <span class="_ _3"></span>się <span class="_ _3"></span>na <span class="_ _3"></span>budowie <span class="_ _3"></span>pozycji <span class="_ _3"></span>największego <span class="_ _0"></span>niez<span class="_ _0"></span>ależnego <span class="_ _0"></span>sprzedawcy <span class="_ _3"></span>gazu <span class="_ _3"></span>ziem<span class="_ _3"></span><span class="ff6">nego <span class="_ _3"></span>w </span></div><div class="t m0 x1 hf y5a3 ff6 fs4 fc2 sc0 ls0 ws0">Polsce </div><div class="t m0 x1 hf y33 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y5a4 ff8 fs4 fc2 sc0 ls0 ws0">Wzrost udziału w rynku gazu ziemnego<span class="ff5"> </span></div><div class="t m0 x1 hf y5a5 ff7 fs4 fc2 sc0 ls0 ws0">W 2025 r. <span class="_ _0"></span>Spółka UNIMOT Energia <span class="_ _0"></span>i Gaz <span class="_ _0"></span>osiągnęła docelowe zatrudnienie w ramach zespołów<span class="_ _0"></span> sprzedażowych i <span class="_ _0"></span>kontynuowała doskonal<span class="_ _3"></span><span class="ff6">enie </span></div><div class="t m0 x1 hf y5a6 ff7 fs4 fc2 sc0 ls0 ws0">procesów <span class="_ _2a"> </span>sprzedażowych <span class="_ _2a"> </span>w <span class="_ _2a"> </span>k<span class="_ _1"></span>ierunku <span class="_ _2a"> </span>zakładanego <span class="_ _2a"> </span>poziomu <span class="_ _2a"> </span>obsług<span class="_ _1"></span>i <span class="_ _2a"> </span>oraz <span class="_ _2a"> </span>doskonałości <span class="_ _2a"> </span>o<span class="_ _1"></span>peracyjnej. <span class="_ _2a"> </span>Prowadzone <span class="_ _2a"> </span>były <span class="_ _2b"> </span>działania </div><div class="t m0 x1 hf y5a7 ff6 fs4 fc2 sc0 ls0 ws0">ukierun<span class="ff7">kowane <span class="_ _0"></span>zarówno <span class="_ _3"></span>na <span class="_ _3"></span>segment <span class="_ _0"></span>MŚP, <span class="_ _3"></span>jak <span class="_ _0"></span>i <span class="_ _3"></span>na <span class="_ _0"></span>dużych <span class="_ _3"></span>odbiorców <span class="_ _3"></span>przemysłowych, <span class="_ _0"></span>w <span class="_ _3"></span>celu <span class="_ _0"></span>budowy <span class="_ _3"></span>odpowiedniego <span class="_ _0"></span>portfela <span class="_ _0"></span>zamó<span class="_ _0"></span>wień. </span></div><div class="t m0 x1 hf y5a8 ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _1"></span>realizowała <span class="_ _1"></span>założone ce<span class="_ _1"></span>le <span class="_ _1"></span>strategiczne <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _9"></span>w<span class="_ _0"></span>olumenów dostaw <span class="_ _9"></span>gaz<span class="_ _0"></span>u <span class="_ _1"></span>ziemnego <span class="_ _1"></span>oraz u<span class="_ _9"></span>działu w ryn<span class="_ _1"></span>ku, <span class="_ _1"></span>a <span class="_ _1"></span>na <span class="_ _1"></span>kolejne <span class="_ _1"></span>ok<span class="_ _0"></span><span class="ff6">resy Grupa </span></div><div class="t m0 x1 hf y5a9 ff6 fs4 fc2 sc0 ls0 ws0">n<span class="ff7">ie zakłada istotnych odchyleń od przyjętych założeń wolumenowych.</span> </div><div class="t m0 x1 hf y5aa ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">38<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x21 h16 y5e ff8 fs4 fc2 sc0 ls0 ws0">Rozwój infrastruktury obsługi klienta<span class="ff5"> </span></div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _3"></span>r. <span class="_ _3"></span>podjęto <span class="_ _3"></span>działania <span class="_ _0"></span>planistyczne <span class="_ _3"></span>dotyczące <span class="_ _3"></span>wdrożenia <span class="_ _0"></span>zintegrowanego <span class="_ _3"></span>systemu <span class="_ _3"></span>obsługi <span class="_ _0"></span>kli<span class="_ _0"></span>enta, <span class="_ _0"></span>którego <span class="_ _3"></span>uruchomienie <span class="_ _3"></span>pie<span class="_ _3"></span><span class="ff6">rwotnie </span></div><div class="t m0 x1 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">planowano na <span class="_ _1"></span>2025 r. <span class="_ _1"></span>Celem wdrożenia <span class="_ _1"></span>jest p<span class="_ _1"></span>oprawa procesów sprzedażowych p<span class="_ _1"></span>o stronie <span class="_ _1"></span>obsługowej. Termi<span class="_ _1"></span>n uru<span class="_ _1"></span>chomienia systemu<span class="_ _0"></span><span class="ff6"> </span>został </div><div class="t m0 x1 hf y399 ff7 fs4 fc2 sc0 ls0 ws0">przesunięty  na <span class="_ _18"> </span>2026 <span class="_ _15"> </span>r., <span class="_ _15"> </span>z <span class="_ _18"> </span>uwagi <span class="_ _15"> </span>na  ko<span class="_ _0"></span>nieczność  zapewnienia <span class="_ _15"> </span>pełnej  integracji <span class="_ _18"> </span>z <span class="_ _15"> </span>istniejącymi <span class="_ _15"> </span>procesami  o<span class="_ _0"></span>raz <span class="_ _18"> </span>systemami. <span class="_ _15"> </span>W <span class="_ _18"> </span>2025 <span class="_ _27"> </span><span class="ff6">r. </span></div><div class="t m0 x1 hf y39a ff7 fs4 fc2 sc0 ls0 ws0">uruchomiono profesjonalną <span class="_ _0"></span>obsł<span class="_ _0"></span>ugę w <span class="_ _0"></span>ramach <span class="_ _0"></span>now<span class="_ _0"></span>o <span class="_ _0"></span>utworzonego <span class="_ _0"></span>contact <span class="_ _0"></span>centre, co <span class="_ _0"></span>stanowi <span class="_ _0"></span>isto<span class="_ _0"></span>tny krok <span class="_ _0"></span>w <span class="_ _0"></span>kierunku <span class="_ _0"></span>podniesie<span class="_ _3"></span>nia <span class="_ _0"></span>jako<span class="_ _0"></span>ści </div><div class="t m0 x1 hf y3da ff7 fs4 fc2 sc0 ls0 ws0">kontaktu <span class="_ _15"> </span>z <span class="_ _15"> </span>kl<span class="_ _0"></span>ientami <span class="_ _15"> </span>oraz <span class="_ _27"> </span>standaryzacji <span class="_ _15"> </span>obsługi. <span class="_ _27"> </span>Grupa <span class="_ _15"> </span>podejmuje <span class="_ _27"> </span>ciągłe <span class="_ _15"> </span>działania <span class="_ _27"> </span>w <span class="_ _15"> </span>celu <span class="_ _27"> </span>automatyz<span class="_ _0"></span>acji <span class="_ _15"> </span>i <span class="_ _15"> </span>udoskonalania <span class="_ _27"> </span>proces<span class="_ _3"></span><span class="ff6">ów </span></div><div class="t m0 x1 hf y583 ff7 fs4 fc2 sc0 ls0 ws0">obsługowych.<span class="ff6"> </span></div><div class="t m0 x1 hf y408 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y3ba ff5 fs4 fc2 sc0 ls0 ws0">Strategia magazynowania i tradingu </div><div class="t m0 x1 hf y2e9 ff7 fs4 fc2 sc0 ls0 ws0">W ostatnim kwartale 2024 <span class="_ _0"></span>r. utw<span class="_ _0"></span>orzono zespół <span class="_ _0"></span>odpowiedzialny za trading gazem <span class="_ _0"></span>ziemnym, równolegle <span class="_ _0"></span>prowadząc działania z<span class="_ _0"></span>mierzaj<span class="_ _0"></span>ące do </div><div class="t m0 x1 hf y584 ff7 fs4 fc2 sc0 ls0 ws0">wejścia na rynki zagraniczne oraz <span class="_ _0"></span>uzyskania dostępu do infrastruktury importu LNG. W<span class="_ _0"></span> 2025 r. ko<span class="_ _0"></span>ntynu<span class="_ _1"></span>owano rozwój tego <span class="_ _0"></span>obszar<span class="_ _3"></span><span class="ff6 ls10">u </span>–<span class="ff6"> </span>Spółka </div><div class="t m0 x1 hf y585 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT  Energi<span class="_ _1"></span>a  i  G<span class="_ _1"></span>az  stała  si<span class="_ _1"></span>ę  członkie<span class="_ _1"></span>m  europejs<span class="_ _1"></span>kiej  giełdy  EEX, <span class="_ _14"> </span>co  zwiększyło  możliwości <span class="_ _14"> </span>handlu  gazem <span class="_ _14"> </span>ziemnym  i  zaowocowało<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5ab ff7 fs4 fc2 sc0 ls0 ws0">pierwszymi <span class="_ _9"></span>transakcjami <span class="_ _9"></span>po <span class="_ _1"></span>dniu <span class="_ _9"></span>bilansowym. <span class="_ _1"></span>Grupa, <span class="_ _9"></span>za <span class="_ _9"></span>pośrednictwem <span class="_ _1"></span>UNIMOT <span class="_ _9"></span>Energia <span class="_ _9"></span>i <span class="_ _9"></span>Gaz,<span class="_ _0"></span> <span class="_ _9"></span>posiada <span class="_ _9"></span>o<span class="_ _0"></span>becnie <span class="_ _9"></span>możliwość <span class="_ _1"></span>fiz<span class="_ _0"></span><span class="ff6">ycznego <span class="_ _9"></span>handlu </span></div><div class="t m0 x1 hf y5ac ff7 fs4 fc2 sc0 ls0 ws0">na <span class="_ _5"></span>rynkach <span class="_ _5"> </span>państw <span class="_ _14"> </span>bałtyckich, <span class="_ _5"></span>Finlandii, <span class="_ _5"> </span>Danii, <span class="_ _5"> </span>Ni<span class="_ _0"></span>emiec <span class="_ _5"></span>oraz <span class="_ _5"> </span>Ukr<span class="_ _0"></span>ainy, <span class="_ _5"></span>przy <span class="_ _5"> </span>jednoczesnym <span class="_ _5"> </span>roz<span class="_ _0"></span>patrywaniu <span class="_ _5"></span>dalszej <span class="_ _5"> </span>ekspansji <span class="_ _14"> </span>na <span class="_ _5"> </span>in<span class="_ _3"></span><span class="ff6">ne <span class="_ _5"></span>rynki </span></div><div class="t m0 x1 hf y5ad ff7 fs4 fc2 sc0 ls0 ws0">europejskie. Grupa rozw<span class="_ _0"></span>aża także zajęcie <span class="_ _0"></span>pozycji w <span class="_ _0"></span>ramach europejskiej <span class="_ _0"></span>infrastruktury do im<span class="_ _0"></span>portu LNG, <span class="_ _0"></span>konty<span class="_ _0"></span>nuując <span class="_ _0"></span>działania zainicjo<span class="_ _0"></span>wane </div><div class="t m0 x1 hf y5ae ff6 fs4 fc2 sc0 ls0 ws0">w 2024 r. </div><div class="t m0 x21 h16 y461 ff8 fs4 fc2 sc0 ls0 ws0">Inwestycje własne w projekty gazowe<span class="ff5"> </span></div><div class="t m0 x1 hf y5af ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>ramach dywersyfikacji <span class="_ _0"></span>źródeł <span class="_ _3"></span>oraz poszerzania <span class="_ _0"></span>oferty <span class="_ _0"></span>produkto<span class="_ _0"></span>wej, <span class="_ _0"></span>Grupa prowadzi <span class="_ _0"></span>rów<span class="_ _0"></span>nież <span class="_ _0"></span>prace <span class="_ _0"></span>nad <span class="_ _0"></span>projektami <span class="_ _0"></span>transformacyj<span class="_ _3"></span><span class="ff6">nymi <span class="_ _0"></span>w </span></div><div class="t m0 x1 hf y5b0 ff7 fs4 fc2 sc0 ls0 ws0">obszarze <span class="_ _1"></span>gazu, w<span class="_ _1"></span> <span class="_ _1"></span>szczególności <span class="_ _9"></span>biogazu. W <span class="_ _1"></span>2025 <span class="_ _1"></span>r. <span class="_ _1"></span>UNIMOT <span class="_ _9"></span>S.A. uzyskał <span class="_ _9"></span>decyzję o <span class="_ _9"></span>poz<span class="_ _0"></span>woleniu <span class="_ _9"></span>na budowę <span class="_ _1"></span>biogazowni <span class="_ _1"></span>rolniczej <span class="_ _9"></span>o<span class="_ _0"></span> <span class="ff6">mocy 3 <span class="_ _9"></span>MW, </span></div><div class="t m0 x1 hf y5b1 ff7 fs4 fc2 sc0 ls0 ws0">konwertującej b<span class="_ _1"></span>iogaz do biometanu. De<span class="_ _1"></span>cyzja o realizacji <span class="_ _1"></span>tej inwestycji nie <span class="_ _1"></span>została jeszcze p<span class="_ _1"></span>odjęta. W kręgu <span class="_ _1"></span>zainteresowania Gr<span class="_ _0"></span>upy pozostają </div><div class="t m0 x1 hf y5b2 ff7 fs4 fc2 sc0 ls0 ws0">także <span class="_ _27"> </span>projekty <span class="_ _27"> </span>związane <span class="_ _27"> </span>z<span class="_ _0"></span> <span class="_ _27"> </span>energetyką <span class="_ _27"> </span>wiatrową, <span class="_ _16"> </span>zielonym <span class="_ _27"> </span>prądem <span class="_ _27"> </span>oraz <span class="_ _27"> </span>c<span class="_ _0"></span>iepłem <span class="_ _27"> </span>systemowym, <span class="_ _27"> </span>zgodnie <span class="_ _27"> </span>z <span class="_ _27"> </span>kierunk<span class="_ _3"></span><span class="ff6">ami <span class="_ _27"> </span>transfo<span class="_ _0"></span>rmacji </span></div><div class="t m0 x1 hf y5b3 ff6 fs4 fc2 sc0 ls0 ws0">energetycznej. </div><div class="t m0 x1 hf y5b4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y5b5 ff5 fs4 fcb sc0 ls0 ws0">Energia elektryczna </div><div class="t m0 x1 hf y116 ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT realizuje <span class="_ _0"></span>założenia strategiczne w<span class="_ _0"></span> segmencie E<span class="_ _0"></span>nergii Elektrycznej, osiągając <span class="_ _0"></span>EBITDA skorygowaną <span class="_ _0"></span>w 2025 <span class="_ _0"></span>r. na <span class="_ _0"></span>poz<span class="_ _3"></span><span class="ff6">iomie 4,1 </span></div><div class="t m0 x1 hf y5b6 ff7 fs4 fc2 sc0 ls0 ws0">mln zł, co stanowiło <span class="ff6">5,5</span>% zakładanego celu na 2028 rok (73,9 mln zł).<span class="ff6"> </span></div><div class="t m0 x1 hf y5b7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5b8 ff7 fs4 fc2 sc0 ls0 ws0">Działania <span class="_ _9"></span>w <span class="_ _1"></span>tym <span class="_ _9"></span>obszarze <span class="_ _9"></span>koncentrują <span class="_ _9"></span>się <span class="_ _9"></span>na <span class="_ _1"></span>wzroście <span class="_ _9"></span>wolumenów <span class="_ _1"></span>sprzedaży, <span class="_ _9"></span>zwiększeniu <span class="_ _9"></span>udziału <span class="_ _9"></span>z<span class="_ _0"></span>ielonej <span class="_ _9"></span>energii <span class="_ _9"></span>w <span class="_ _1"></span>ofercie <span class="_ _9"></span>oraz<span class="_ _3"></span><span class="ff6"> <span class="_ _9"></span>na <span class="_ _1"></span>rozwijani<span class="_ _1"></span>u </span></div><div class="t m0 x1 hf y5b9 ff7 fs4 fc2 sc0 ls0 ws0">usług to<span class="_ _0"></span>warzyszących <span class="_ _0"></span>o<span class="_ _0"></span>bsłudze i<span class="_ _0"></span>nstalacji <span class="_ _0"></span>wytwórczych. <span class="_ _3"></span>Realizacja celów <span class="_ _3"></span>strategicznych <span class="_ _0"></span>pozostaje <span class="_ _0"></span>zależna <span class="_ _0"></span>o<span class="_ _0"></span>d <span class="_ _0"></span>dynamiczn<span class="_ _3"></span><span class="ff6">ej <span class="_ _0"></span>sytuacji <span class="_ _0"></span>n<span class="_ _0"></span>a <span class="_ _0"></span>rynku </span></div><div class="t m0 x1 hf y5ba ff7 fs4 fc2 sc0 ls0 ws0">energii oraz zmian regulacyjnych, które w istotny sp<span class="_ _1"></span>osób wpływają na rentowność działalności.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x21 h16 y5bb ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y5bc ff8 fs4 fc2 sc0 ls0 ws0">Rozwój sprzedaży zielonej energii<span class="ff5"> </span></div><div class="t m0 x1 hf y5bd ff7 fs4 fc2 sc0 ls0 ws0">W 2024 r. <span class="_ _0"></span>około <span class="_ _0"></span>63% sprzedawanej klientom ko<span class="_ _0"></span>ńcowym energii elektrycznej przez UNIMOT <span class="_ _0"></span>Energia <span class="_ _0"></span>i Gaz poc<span class="_ _0"></span>hodziło z o<span class="_ _0"></span>dnawialnych <span class="_ _3"></span>źródeł </div><div class="t m0 x1 hf y5be ff7 fs4 fc2 sc0 ls0 ws0">energii. <span class="_ _3"></span>W <span class="_ _4"></span>2025 <span class="_ _4"></span>r. <span class="_ _3"></span>udział <span class="_ _4"></span>ten <span class="_ _4"></span>wzrósł <span class="_ _4"></span>do <span class="_ _3"></span>ok. <span class="_ _4"></span>84%, <span class="_ _4"></span>zgodnie <span class="_ _3"></span>ze <span class="_ _4"></span>strukturą <span class="_ _4"></span>paliw. <span class="_ _3"></span>Ko<span class="_ _0"></span>ntynuowano <span class="_ _3"></span>działania <span class="_ _4"></span>w <span class="_ _4"></span>zakresie <span class="_ _3"></span>pozyskiwania <span class="_ _14"> </span><span class="ff6">gwarancji </span></div><div class="t m0 x1 hf y5bf ff7 fs4 fc2 sc0 ls0 ws0">pochodzenia <span class="_ _15"> </span>ze <span class="_ _27"> </span>źródeł, <span class="_ _27"> </span>od <span class="_ _27"> </span>których <span class="_ _27"> </span>Grupa <span class="_ _27"> </span>odkupuje <span class="_ _27"> </span>energię, <span class="_ _27"> </span>obejmując <span class="_ _27"> </span>również <span class="_ _27"> </span>zapotrzebowanie <span class="_ _15"> </span>wewnątrzgrupowe. <span class="_ _27"> </span>Trwa<span class="_ _0"></span>ła <span class="_ _15"> </span>także </div><div class="t m0 x1 hf y5c0 ff7 fs4 fc2 sc0 ls0 ws0">stabilizacja  miksu <span class="_ _14"> </span>zaku<span class="_ _0"></span>powego,  obejmującego <span class="_ _14"> </span>zaró<span class="_ _0"></span>wno  jednostki  OZE, <span class="_ _14"> </span>jak  i  wytwórców  zasilanych  gazem <span class="_ _14"> </span>ziemnym,  co  pozwalało  na<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5c1 ff7 fs4 fc2 sc0 ls0 ws0">budowanie zrównoważonego portfela origination.<span class="ff6"> </span></div><div class="t m0 x1 hf y5c2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y476 ff8 fs4 fc2 sc0 ls0 ws0">Modele współpracy rynkowej<span class="ff5"> </span></div><div class="t m0 x1 hf y5c3 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"> </span>2024 <span class="_ _14"> </span>r. <span class="_ _14"> </span>podjęto <span class="_ _14"> </span>działania <span class="_ _5"> </span>w <span class="_ _14"> </span>zakresie <span class="_ _5"> </span>aktyw<span class="_ _0"></span>nego <span class="_ _14"> </span>rozwoju <span class="_ _14"> </span>model<span class="_ _1"></span>u <span class="_ _14"> </span>CPPA <span class="_ _5"> </span>(Co<span class="_ _0"></span>rporate <span class="_ _5"> </span>Pow<span class="_ _0"></span>er <span class="_ _5"> </span>Purchase <span class="_ _14"> </span>Agreements), <span class="_ _14"> </span>oferując <span class="_ _5"> </span>klientom<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y4a4 ff7 fs4 fc2 sc0 ls0 ws0">rozwiązania <span class="_ _4"></span>oparte <span class="_ _3"></span>na <span class="_ _4"></span>długoterminowych <span class="_ _3"></span>kontraktach <span class="_ _4"></span>zakupu <span class="_ _3"></span>e<span class="_ _0"></span>nergii, <span class="_ _3"></span>umożliwiające <span class="_ _4"></span>stabilizację <span class="_ _4"></span>ceny <span class="_ _3"></span>w <span class="_ _4"></span>długim <span class="_ _3"></span>okresie <span class="_ _4"></span>oraz <span class="_ _4"></span>wspi<span class="_ _3"></span>erają<span class="ff6">ce </span></div><div class="t m0 x1 hf y5c4 ff7 fs4 fc2 sc0 ls0 ws0">rozwój <span class="_ _0"></span>OZE. W <span class="_ _0"></span>2025 <span class="_ _0"></span>r. <span class="_ _0"></span>kontynuowano <span class="_ _0"></span>rozwój <span class="_ _0"></span>tego <span class="_ _0"></span>modelu, a <span class="_ _0"></span>Grupa <span class="_ _0"></span>zakontraktowała <span class="_ _0"></span>dostawę o<span class="_ _0"></span>k. 90 <span class="_ _0"></span>GWh <span class="_ _0"></span>energii w <span class="_ _0"></span>ramach <span class="_ _0"></span>umów <span class="_ _0"></span>CPPA <span class="_ _4"></span><span class="ff6 ls24">z </span></div><div class="t m0 x1 hf y5c5 ff7 fs4 fc2 sc0 ls0 ws0">realizacją w 2026 r., poszerzając zakres wsp<span class="_ _1"></span>ółpracy z klientami korporacyjnymi.<span class="ff6"> </span></div><div class="t m0 x1 hf y5c6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y5c7 ff8 fs4 fc2 sc0 ls0 ws0">Strategia rynkowa i usługowa<span class="ff5"> </span></div><div class="t m0 x1 hf y5c8 ff7 fs4 fc2 sc0 ls0 ws0">Wdrażane <span class="_ _1"></span>w 2024 <span class="_ _9"></span>r. alerty <span class="_ _9"></span>ce<span class="_ _0"></span>nowe, m.in. <span class="_ _9"></span>dla sytuacji <span class="_ _1"></span>występowania cen<span class="_ _1"></span> <span class="_ _1"></span>ujemnych oraz <span class="_ _9"></span>aktywne uczestnictwo <span class="_ _1"></span>w <span class="_ _1"></span>rynku <span class="_ _9"></span>I<span class="_ _0"></span>ntra Day <span class="_ _9"></span>24<span class="_ _3"></span><span class="ff6"> <span class="_ _1"></span><span class="ff7">stanowią </span></span></div><div class="t m0 x1 hf y5c9 ff7 fs4 fc2 sc0 ls0 ws0">podstawę <span class="_ _3"></span>elastycznego <span class="_ _3"></span>zarządzania <span class="_ _3"></span>dostawami <span class="_ _3"></span>energii. <span class="_ _3"></span>W <span class="_ _4"></span>2025 <span class="_ _3"></span>r. <span class="_ _3"></span>rozw<span class="_ _0"></span>inięto <span class="_ _3"></span>te <span class="_ _3"></span>działania <span class="_ _3"></span>o <span class="_ _4"></span>rozwiązania <span class="_ _3"></span>w <span class="_ _3"></span>zakresie <span class="_ _3"></span>wirtualne<span class="_ _0"></span><span class="ff6">j <span class="_ _4"></span>elektrowni, </span></div><div class="t m0 x1 hf y5ca ff7 fs4 fc2 sc0 ls0 ws0">obejmującej  wytwórców <span class="_ _14"> </span>wchodzących  w  skład <span class="_ _14"> </span>portfela  wytwórczeg<span class="_ _1"></span>o  Grupy. <span class="_ _14"> </span>Planowane  jest  także <span class="_ _14"> </span>dołączenie  do  s<span class="_ _1"></span>ystemu <span class="_ _14"> </span>o<span class="_ _0"></span>dbiorców </div><div class="t m0 x1 hf y5cb ff7 fs4 fc2 sc0 ls0 ws0">końcowych, <span class="_ _14"> </span>co <span class="_ _14"> </span>umożliwi <span class="_ _14"> </span>efektywniejsze <span class="_ _14"> </span>bilansowanie <span class="_ _14"> </span>kosztowe <span class="_ _14"> </span>wytwarzania <span class="_ _14"> </span>i <span class="_ _14"> </span>sprzedaży <span class="_ _14"> </span>energii. <span class="_ _14"> </span>W <span class="_ _14"> </span>2025 <span class="_ _14"> </span>r.  podjęto <span class="_ _5"> </span>również <span class="_ _18"> </span>d<span class="_ _0"></span>ziałania </div><div class="t m0 x1 hf y5cc ff7 fs4 fc2 sc0 ls0 ws0">zmierzające <span class="_ _4"></span>do <span class="_ _5"></span>wejścia <span class="_ _4"></span>na <span class="_ _4"></span>rynek <span class="_ _5"></span>jako <span class="_ _4"></span>agregator <span class="_ _5"></span>oraz <span class="_ _4"></span>dostawca <span class="_ _5"></span>usług <span class="_ _4"></span>bilansujących, <span class="_ _4"></span>co <span class="_ _4"></span>w<span class="_ _0"></span>pisuje <span class="_ _4"></span>się <span class="_ _4"></span>w <span class="_ _5"> </span>rozwój <span class="_ _5"></span>kompetencji <span class="_ _4"></span>usługow<span class="_ _3"></span><span class="ff6">ych <span class="_ _4"></span>w </span></div><div class="t m0 x1 hf y5cd ff7 fs4 fc2 sc0 ls0 ws0">ramach segmentu i zwiększa możliwości komercjalizacji portfela wytwórczego.<span class="ff6"> </span></div><div class="t m0 x1 hf y5ce ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5cf ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">39<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y5e ff5 fs4 fcb sc0 ls0 ws0">Fotowoltaika </div><div class="t m0 x1 hf y557 ff6 fs4 fc2 sc0 ls0 ws0">W segmencie Fotowoltaika <span class="_ _0"></span>Grupa UNIMOT <span class="_ _0"></span><span class="ff7">realizuje przyjęte zało<span class="_ _0"></span>żenia strategiczne, osiągając EBI<span class="_ _0"></span>TDA Skorygowana na poziomie <span class="_ _3"></span></span>-2,8 <span class="ff7">mln zł </span></div><div class="t m0 x1 hf y558 ff7 fs4 fc2 sc0 ls0 ws0">(cel <span class="_ _1"></span>na <span class="_ _1"></span>rok 2028:<span class="_ _1"></span> <span class="_ _1"></span>14,8 <span class="_ _9"></span>mln zł). <span class="_ _1"></span>Działania <span class="_ _9"></span>w<span class="_ _0"></span> tym<span class="_ _1"></span> <span class="_ _1"></span>obszarze <span class="_ _9"></span>ko<span class="_ _0"></span>ncentrują <span class="_ _1"></span>się <span class="_ _1"></span>na <span class="_ _1"></span>zwiększeniu<span class="_ _1"></span> u<span class="_ _1"></span>działu <span class="_ _1"></span>w ryn<span class="_ _1"></span>ku <span class="_ _1"></span>realizacji <span class="_ _1"></span>instalacji<span class="ff6"> </span>OZE <span class="_ _1"></span>oraz <span class="_ _1"></span>sprzedaży<span class="_ _1"></span> </div><div class="t m0 x1 hf y52f ff7 fs4 fc2 sc0 ls0 ws0">komponentów, przy jednoczesnym dostosowywaniu się do dynamicznie zmieni<span class="_ _1"></span>ającego się rynku energetycznego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y559 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y159 ff5 fs4 fc2 sc0 ls0 ws0">Instalacje OZE </div><div class="t m0 x1 hf y55a ff7 fs4 fc2 sc0 ls0 ws0">Zwiększono zakres prac realizowanych wewnętrzn<span class="_ _1"></span>ie<span class="ff6 ls20">, </span>obecnie możliwe jest wykonywanie<span class="ff6"> ponad <span class="ls7">100</span> <span class="ls22">MW</span></span>. Zwiększyły się również możliwości </div><div class="t m0 x1 hf y10a ff6 fs4 fc2 sc0 ls0 ws0">wykonawcze EPC <span class="_ _0"></span><span class="ff7">(Engeenering Procurement Construction, tj. <span class="_ _0"></span>prowadzenie cał<span class="_ _0"></span>ego procesu od <span class="_ _0"></span>idei <span class="_ _0"></span>do energetyzacji) <span class="_ _3"></span></span>dla magazynów <span class="_ _0"></span>energii </div><div class="t m0 x1 hf y55b ff7 fs4 fc2 sc0 ls0 ws0">o <span class="_ _5"> </span>pojemności <span class="_ _5"> </span>1000 <span class="_ _14"> </span>MWh. <span class="_ _5"> </span>Realizacja <span class="_ _14"> </span>dojścia <span class="_ _5"></span>do <span class="_ _5"> </span>celu <span class="_ _5"> </span>na <span class="_ _14"> </span>poziomie <span class="_ _5"> </span>150 <span class="_ _5"> </span>MW <span class="_ _14"> </span>rocznie <span class="_ _5"></span>znajduje <span class="_ _5"> </span>się <span class="_ _14"> </span>na <span class="_ _5"></span>prawidłowej <span class="_ _5"> </span>ścieżce <span class="_ _5"> </span>ro<span class="_ _0"></span>zwojowej.<span class="_ _3"></span><span class="ff6"> <span class="_ _4"></span><span class="ls25">W </span></span></div><div class="t m0 x1 hf y55c ff7 fs4 fc2 sc0 ls0 ws0">minionym okresie rozbudowano sieć sprzedaży do ponad 100 aktywnych partn<span class="_ _1"></span>erów<span class="_ _0"></span><span class="ff6">.   </span></div><div class="t m0 x1 hf y55d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y55e ff8 fs4 fc2 sc0 ls0 ws0">Rozwój usług operatorskich<span class="ff5"> </span></div><div class="t m0 x1 hf y560 ff7 fs4 fc2 sc0 ls0 ws0">Rozwój <span class="_ _17"> </span>własnego <span class="_ _16"> </span>systemu <span class="_ _17"> </span>SCADA<span class="ff6"> <span class="_ _17"> </span>(Supervisory <span class="_ _17"> </span></span>Control <span class="_ _16"> </span>and <span class="_ _17"> </span>Data <span class="_ _17"> </span>Acquisition, <span class="_ _16"> </span>tj. <span class="_ _17"> </span>klasa <span class="_ _17"> </span>systemów <span class="_ _17"> </span>informatycznych <span class="_ _17"> </span>używan<span class="_ _1"></span>ych <span class="_ _17"> </span>do </div><div class="t m0 x1 hf y561 ff7 fs4 fc2 sc0 ls0 ws0">monitorowania, <span class="_ _14"> </span>nadzorowania <span class="_ _14"> </span>i <span class="_ _5"> </span>sterowania <span class="_ _14"> </span>procesami <span class="_ _14"> </span>przemysł<span class="_ _0"></span>owymi<span class="_ _0"></span><span class="ff6"> w <span class="_ _14"> </span>czasie <span class="_ _14"> </span>rzeczywistym) <span class="_ _14"> </span>stanowi <span class="_ _14"> </span>jeden <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>kluczowych <span class="_ _14"> </span>elementów </span></div><div class="t m0 x1 hf y562 ff7 fs4 fc2 sc0 ls0 ws0">transformacji <span class="_ _5"> </span>z <span class="_ _14"> </span>tradycyjnego <span class="_ _14"> </span>dostawcy <span class="_ _5"> </span>instalacji <span class="_ _14"> </span>i <span class="_ _14"> </span>komponentów <span class="_ _14"> </span>w <span class="_ _5"> </span>pełnoprawnego <span class="_ _14"> </span>operatora <span class="_ _5"> </span>usług <span class="_ _14"> </span>energetycznych.<span class="_ _0"></span><span class="ff6"> <span class="_ _14"> </span>Wraz <span class="_ _14"> </span>z <span class="_ _5"> </span>r<span class="_ _0"></span>ozwojem </span></div><div class="t m0 x1 hf y563 ff7 fs4 fc2 sc0 ls0 ws0">systemu <span class="_ _3"></span>rośnie <span class="_ _4"></span>jego <span class="_ _4"></span>rola <span class="_ _4"></span>również <span class="_ _4"></span>w <span class="_ _4"></span>procesach <span class="_ _4"></span>komercyjnych. <span class="_ _4"></span>SCADA <span class="_ _3"></span>staje <span class="_ _4"></span>się <span class="_ _4"></span>integralnym <span class="_ _4"></span>elementem <span class="_ _4"></span>oferty <span class="_ _4"></span>instalacyjnej <span class="_ _3"></span>podnosz<span class="_ _3"></span>ąc <span class="_ _4"></span>jej </div><div class="t m0 x1 hf y564 ff7 fs4 fc2 sc0 ls0 ws0">wartość i konkurencyjność. <span class="ff6">Równolegle z pracami n</span>ad fun<span class="_ _1"></span>kcjonalnościami technologicznymi prowadzony jest proces skal<span class="_ _1"></span>owania systemu na </div><div class="t m0 x1 hf y565 ff7 fs4 fc2 sc0 ls0 ws0">kolejne wdrożen<span class="_ _1"></span>ia. Wdrożenia pilotażowe prowadzone <span class="_ _1"></span>są w <span class="_ _1"></span>instalacjach przemysłowych oraz farm<span class="_ _1"></span>ach PV, a <span class="_ _1"></span>kolejne <span class="_ _1"></span>obiekty dołącza<span class="_ _3"></span>ne <span class="_ _1"></span>są do </div><div class="t m0 x1 hf y566 ff6 fs4 fc2 sc0 ls0 ws0">platformy wraz z rozwojem sieci sprzed<span class="ff7">ażowej.</span> </div><div class="t m0 x1 hf y5d0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y34c ff8 fs4 fc2 sc0 ls0 ws0">Rozwój sprzedaży komponentów<span class="ff5"> </span></div><div class="t m0 x1 hf y5d1 ff7 fs4 fc2 sc0 ls0 ws0">Aby <span class="_ _3"></span>osiągnąć <span class="_ _3"></span>cel <span class="_ _3"></span>w<span class="_ _0"></span>ejścia <span class="_ _3"></span>do <span class="_ _3"></span>TO<span class="_ _0"></span>P <span class="_ _3"></span>3 <span class="_ _4"></span>największych <span class="_ _3"></span>dystrybutorów <span class="_ _3"></span>komponentów <span class="_ _4"></span>OZE <span class="_ _3"></span>w <span class="_ _3"></span>Polsce, <span class="_ _4"></span>Avia <span class="_ _3"></span>Solar <span class="_ _3"></span>realizuje <span class="_ _3"></span>wieloetapową <span class="_ _3"></span>stra<span class="_ _3"></span>tegię </div><div class="t m0 x1 hf y5d2 ff7 fs4 fc2 sc0 ls0 ws0">opartą <span class="_ _14"> </span>na  wzmacnianiu <span class="_ _14"> </span>kompetencji  produktowych, <span class="_ _14"> </span>zwiększaniu  ni<span class="_ _1"></span>ezależności <span class="_ _14"> </span>od  zewnętrznych <span class="_ _14"> </span>dostawców<span class="_ _0"></span>  ora<span class="_ _1"></span>z  b<span class="_ _1"></span>udowaniu <span class="_ _14"> </span>trwał<span class="_ _0"></span>ych </div><div class="t m0 x1 hf y5d3 ff6 fs4 fc2 sc0 ls0 ws0">p<span class="ff7">rzewag  konkurencyjnych<span class="_ _1"></span>  w  obszarze  logistyki  i  obsługi  i<span class="_ _1"></span>nstalatorów.<span class="ff6">  W<span class="_ _0"></span>prowadzanie  kolejnych  lin<span class="_ _1"></span>ii  produktów  <span class="ff7">—</span>  <span class="ff7">takich  jak  moduły </span></span></span></div><div class="t m0 x1 hf y116 ff7 fs4 fc2 sc0 ls0 ws0">fotowoltaiczne, konstrukcje montażowe, mikroinwertery czy ele<span class="_ _1"></span>menty zabezpieczeń —<span class="ff6"> </span>umożliwia two<span class="_ _0"></span>rzenie komplemen<span class="_ _1"></span>tarnych zestawów, </div><div class="t m0 x1 hf y5b6 ff7 fs4 fc2 sc0 ls0 ws0">które podnoszą wygodę zakupową i skracają czas projektowania instalacji. Rozszerzanie portfolio jest również narzędziem do st<span class="_ _3"></span><span class="ff6">abilizowania </span></div><div class="t m0 x1 hf y5b7 ff7 fs4 fc2 sc0 ls0 ws0">marż i uniezależniania się od wahań cen globalnych producentów.<span class="ff6"> </span></div><div class="t m0 x1 hf y5b8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y5b9 ff5 fs4 fc2 sc0 ls0 ws0">Rozwój platformy marketplace i marki </div><div class="t m0 x1 hf y5ba ff7 fs4 fc2 sc0 ls0 ws0">Wdrożono platformę w<span class="_ _0"></span>ymiany informacji <span class="_ _0"></span>sprzedażowej, obejmującą pełen asortym<span class="_ _0"></span>ent komponentów<span class="_ _0"></span>, w <span class="_ _0"></span>tym m.in. mo<span class="_ _0"></span>duły fotowoltaiczn<span class="_ _3"></span><span class="ff6">e, </span></div><div class="t m0 x1 hf y5bb ff7 fs4 fc2 sc0 ls0 ws0">konstrukcje, <span class="_ _3"></span>zabezpieczenia, <span class="_ _3"></span>magazyny <span class="_ _3"></span>energii <span class="_ _3"></span>dla <span class="_ _3"></span>domu <span class="_ _3"></span>i <span class="_ _4"></span>przemysłu, <span class="_ _3"></span>kompensatory <span class="_ _3"></span>mocy <span class="_ _4"></span>i <span class="_ _3"></span>inne. <span class="_ _3"></span>Prowadzone <span class="_ _3"></span>są <span class="_ _3"></span>działania <span class="_ _3"></span>marketi<span class="_ _3"></span><span class="ff6 ls10">ngo<span class="ls0">we </span></span></div><div class="t m0 x1 hf y5bc ff7 fs4 fc2 sc0 ls0 ws0">mające n<span class="_ _1"></span>a cel<span class="_ _1"></span>u <span class="_ _1"></span>zwiększenie <span class="_ _9"></span>roz<span class="_ _0"></span>poznawalności marki<span class="_ _1"></span> p<span class="_ _1"></span>oprzez u<span class="_ _1"></span>dział w <span class="_ _9"></span>targach i <span class="_ _1"></span>konferencjach <span class="_ _9"></span>branżo<span class="_ _0"></span>wych, wzmożoną <span class="_ _9"></span>aktywność w <span class="_ _1"></span>k<span class="_ _0"></span>anałach </div><div class="t m0 x1 hf y5bd ff7 fs4 fc2 sc0 ls0 ws0">social <span class="_ _5"></span>media <span class="_ _5"></span>oraz <span class="_ _14"> </span>inaugu<span class="_ _1"></span>rację <span class="_ _5"></span>cyklu <span class="_ _5"> </span>spotkań <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _5"> </span>instalatorami <span class="_ _5"> </span>(Open <span class="_ _5"> </span>Days).<span class="_ _0"></span><span class="ff6"> <span class="_ _14"> </span></span>W <span class="_ _5"></span>kolejnych <span class="_ _5"> </span>etapach <span class="_ _5"> </span>roz<span class="_ _0"></span>woju <span class="_ _5"></span>marketplace <span class="_ _5"></span>będzie <span class="_ _14"> </span><span class="ff6">stopniowo </span></div><div class="t m0 x1 hf y5be ff7 fs4 fc2 sc0 ls0 ws0">integrowany <span class="_ _3"></span>z <span class="_ _3"></span>innymi <span class="_ _3"></span>systemami <span class="_ _3"></span>w <span class="_ _4"></span>tym <span class="_ _3"></span>z <span class="_ _3"></span>platformą <span class="_ _3"></span>SCADA <span class="_ _3"></span>i <span class="_ _3"></span>rozwiązaniami <span class="_ _3"></span>finansowania, <span class="_ _3"></span>co <span class="_ _4"></span>pozwoli <span class="_ _3"></span>użytkownikom <span class="_ _3"></span>obsługiwać <span class="_ _3"></span>cały <span class="_ _4"></span><span class="ff6">c<span class="_ _0"></span>ykl </span></div><div class="t m0 x1 hf y5bf ff7 fs4 fc2 sc0 ls0 ws0">życia instalacji —<span class="ff6"> <span class="_ _0"></span></span>od zakupu komponentów przez <span class="_ _0"></span>montaż, monitoring i serwis, aż <span class="_ _0"></span>po zarządzanie pracą <span class="_ _0"></span>źródeł energii. <span class="_ _0"></span>To <span class="_ _0"></span>połączenie sprawi, </div><div class="t m0 x1 hf y5c0 ff7 fs4 fc2 sc0 ls0 ws0">że <span class="_ _3"></span>marketplace <span class="_ _0"></span>stanie <span class="_ _3"></span>się <span class="_ _3"></span>centralnym <span class="_ _3"></span>elementem <span class="_ _3"></span>oferty <span class="_ _3"></span>dla <span class="_ _3"></span>rynku <span class="_ _3"></span>OZE, <span class="_ _3"></span>zdolnym <span class="_ _3"></span>obsługiwać <span class="_ _3"></span>zarówno <span class="_ _3"></span>małe <span class="_ _3"></span>firmy <span class="_ _3"></span>instalatorskie, <span class="_ _0"></span>ja<span class="_ _3"></span>k <span class="_ _3"></span>i <span class="_ _3"></span>duże </div><div class="t m0 x1 hf y5c1 ff7 fs4 fc2 sc0 ls0 ws0">przedsiębiorstwa energetyczne.<span class="ff6"> </span></div><div class="t m0 x1 hf y5c2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y476 ff8 fs4 fc2 sc0 ls0 ws0">Nowe modele sprzedaży<span class="ff5"> </span></div><div class="t m0 x1 hf y5c3 ff7 fs4 fc2 sc0 ls0 ws0">Rozbudowano <span class="_ _0"></span>sieć sprzedaży <span class="_ _0"></span>do <span class="_ _0"></span>ponad <span class="_ _0"></span>100 <span class="_ _0"></span>aktywnych <span class="_ _0"></span>partnerów. <span class="_ _3"></span><span class="ff6">Kontynuowano <span class="_ _0"></span>model <span class="_ _0"></span>biznesowy <span class="_ _0"></span>w <span class="_ _0"></span>formule PV<span class="_ _0"></span> <span class="_ _0"></span>as <span class="_ _0"></span>a Service, <span class="_ _0"></span>oferowany </span></div><div class="t m0 x1 hf y4a4 ff7 fs4 fc2 sc0 ls0 ws0">klientom spełniającym wymagania finansowe jako alternatywa dla tradycyjneg<span class="_ _1"></span>o systemu inwestycyjnego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x21 h16 y5c4 ff5 fs4 fc2 sc0 ls0 ws0">Ekspansja zagraniczna </div><div class="t m0 x1 hf y5c5 ff7 fs4 fc2 sc0 ls0 ws0">Reaktywowano <span class="_ _4"></span>spółkę <span class="_ _4"></span><span class="ff6">Unimot <span class="_ _4"></span>Energy <span class="_ _3"></span>L<span class="_ _0"></span>LC <span class="_ _4"></span>na <span class="_ _4"></span>Ukrainie <span class="_ _4"></span>co <span class="_ _4"></span>stanowi <span class="_ _4"></span>istotny <span class="_ _4"></span>krok <span class="_ _4"></span>w <span class="_ _4"></span>realizacji <span class="_ _4"></span>planów <span class="_ _4"></span>ekspansji <span class="_ _4"></span>na <span class="_ _4"></span>rynki <span class="_ _4"></span>zagraniczne. <span class="_ _4"></span></span>Dzięki </div><div class="t m0 x1 hf y5c6 ff7 fs4 fc2 sc0 ls0 ws0">obecności <span class="_ _0"></span>lokalnego <span class="_ _0"></span>podmiotu <span class="_ _0"></span>m<span class="_ _0"></span>ożliwe <span class="_ _0"></span>stało <span class="_ _3"></span>się ucz<span class="_ _0"></span>estnictwo <span class="_ _0"></span>w <span class="_ _3"></span>projektach <span class="_ _0"></span>związanych <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>odbudową <span class="_ _3"></span>infrastruktury e<span class="_ _0"></span>nergetycznej<span class="_ _0"></span><span class="ff6">. <span class="_ _3"></span>Lokalny </span></div><div class="t m0 x1 hf y5c7 ff7 fs4 fc2 sc0 ls0 ws0">hub <span class="_ _1"></span>logistyczny pozwala s<span class="_ _1"></span>krócić czas <span class="_ _1"></span>dostaw, obn<span class="_ _1"></span>iżyć koszty <span class="_ _1"></span>operacyjne <span class="_ _1"></span>oraz zapewnić <span class="_ _1"></span>klientom <span class="_ _1"></span>bardziej <span class="_ _1"></span>przewidywalny p<span class="_ _1"></span>oziom d<span class="_ _0"></span>ostępności </div><div class="t m0 x1 hf y5c8 ff6 fs4 fc2 sc0 ls0 ws0">towarów. <span class="ff7">Uruchomiono sprzedaż na Cyprze, w Szwajcarii i Czechach. Udział sprzedaży zagranicznej wzrósł do 23% wobec 6% rok wcze<span class="_ _1"></span>śniej<span class="_ _0"></span><span class="ff6">. </span></span></div><div class="t m0 x1 hf y5c9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y5ca ff5 fs4 fcb sc0 ls0 ws0">RCEkoenergia </div><div class="t m0 x1 hf y5d4 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>segmencie <span class="_ _0"></span>R<span class="_ _0"></span>CEkoenergia <span class="_ _0"></span>Grupa <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>bardzo <span class="_ _0"></span>aktywnie <span class="_ _3"></span>realizuje<span class="_ _1"></span> <span class="_ _0"></span>przyjęte <span class="_ _3"></span>założenia <span class="_ _3"></span>strategi<span class="_ _1"></span>czne. <span class="_ _3"></span>Działania <span class="_ _0"></span>operacyjne <span class="_ _3"></span>podejmo<span class="_ _0"></span><span class="ff6">w<span class="_ _0"></span>ane </span></div><div class="t m0 x1 hf y5d5 ff7 fs4 fc2 sc0 ls0 ws0">zarówno <span class="_ _14"> </span>w  2024, <span class="_ _14"> </span>jak <span class="_ _14"> </span>i <span class="_ _14"> </span>w <span class="_ _14"> </span>2025 <span class="_ _14"> </span>roku  koncen<span class="_ _1"></span>trują <span class="_ _14"> </span>się <span class="_ _14"> </span>na  maks<span class="_ _1"></span>ymalnym <span class="_ _14"> </span>zw<span class="_ _0"></span>iększeniu <span class="_ _14"> </span>efektywności <span class="_ _14"> </span>energetycznej <span class="_ _14"> </span>poprzez <span class="_ _14"> </span>optymalizację<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5d6 ff7 fs4 fc2 sc0 ls0 ws0">produkcji <span class="_ _9"></span>energii <span class="_ _9"></span>elektrycznej <span class="_ _1"></span>i <span class="_ _9"></span>cieplnej <span class="_ _a"></span>na <span class="_ _1"></span>zdywersyfikowanych <span class="_ _9"></span>źródłach <span class="_ _1"></span>wytwórczych. <span class="_ _9"></span>Spółka <span class="_ _1"></span>r<span class="_ _1"></span>ozwija <span class="_ _9"></span>kogeneracyjne <span class="_ _9"></span>źródła <span class="_ _1"></span>ene<span class="_ _0"></span><span class="ff6">rgii, <span class="_ _9"></span>instalacje<span class="_ _0"></span> </span></div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">40<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff7 fs4 fc2 sc0 ls0 ws0">fotowoltaiczne <span class="_ _5"> </span>o<span class="_ _0"></span>raz <span class="_ _5"> </span>systemy <span class="_ _5"> </span>dys<span class="_ _0"></span>trybucji <span class="_ _5"> </span>energii <span class="_ _5"> </span>e<span class="_ _0"></span>lektrycznej, <span class="_ _5"> </span>ciepła, <span class="_ _14"> </span>pary, <span class="_ _14"> </span>gazu <span class="_ _5"> </span>i <span class="_ _5"> </span>w<span class="_ _0"></span>ody, <span class="_ _5"> </span>jednocześnie <span class="_ _5"> </span>prowadząc <span class="_ _14"> </span>działania <span class="_ _14"> </span>inw<span class="_ _0"></span><span class="ff6">estycyjne </span></div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">zmierzające do modernizacji infrastruktury oraz ograniczenia emisji. <span class="ff6"> </span></div><div class="t m0 x1 hf y398 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y399 ff5 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">Modernizacja/wymiana źródła energii</span> </div><div class="t m0 x1 hf y39a ff7 fs4 fc2 sc0 ls0 ws0">W 2024 roku<span class="_ _1"></span> wykonano <span class="_ _1"></span>wielowariantowe <span class="_ _1"></span>koncepcje <span class="_ _1"></span>modernizacji źródła e<span class="_ _1"></span>nergii, <span class="_ _1"></span>rozpoczęto prace <span class="_ _1"></span>badawcze i <span class="_ _1"></span>projektowe, p<span class="_ _1"></span>rzeprowa<span class="_ _0"></span><span class="ff6">dzo<span class="_ _0"></span>no </span></div><div class="t m0 x1 hf y3da ff7 fs4 fc2 sc0 ls0 ws0">analizy <span class="_ _9"></span>prawne, dialog <span class="_ _9"></span>techniczny oraz <span class="_ _9"></span>uzyskano warunki<span class="_ _1"></span> <span class="_ _1"></span>przyłączeniowe <span class="_ _1"></span>na <span class="_ _9"></span>gaz z <span class="_ _9"></span>PSG i <span class="_ _9"></span>na odbiór <span class="_ _9"></span>cie<span class="_ _0"></span>pła <span class="_ _1"></span>z <span class="_ _9"></span>PI<span class="_ _0"></span>M <span class="_ _1"></span>Czechowice<span class="_ _0"></span>–<span class="ff6">Dziedzice. <span class="_ _1"></span>W <span class="_ _1"></span>2025 </span></div><div class="t m0 x1 hf y583 ff6 fs4 fc2 sc0 ls0 ws0">roku kontynu<span class="_ _1"></span>owano proces modernizacji <span class="ff7">–</span> <span class="_ _1"></span><span class="ff7">rozpoczęto prace rozbiórkowe <span class="_ _1"></span>oraz procedury <span class="_ _1"></span>uzyskiwania <span class="_ _1"></span>zgód środowiskowych i<span class="_ _1"></span> budowlanych. </span></div><div class="t m0 x1 hf y408 ff7 fs4 fc2 sc0 ls0 ws0">Modernizacja <span class="_ _3"></span>istniejącego <span class="_ _0"></span>źró<span class="_ _0"></span>dła <span class="_ _3"></span>ciepła <span class="_ _3"></span>i <span class="_ _3"></span>energii <span class="_ _0"></span>elektrycznej <span class="_ _3"></span>obejmuje <span class="_ _3"></span>działania <span class="_ _3"></span>ukierunkowane <span class="_ _3"></span>na <span class="_ _3"></span>poprawę <span class="_ _3"></span>efekt<span class="_ _0"></span>ywności <span class="_ _3"></span>energetycznej, </div><div class="t m0 x1 hf y3ba ff7 fs4 fc2 sc0 ls0 ws0">ograniczenie <span class="_ _27"> </span>emisji <span class="_ _16"> </span>i <span class="_ _27"> </span>śladu <span class="_ _16"> </span>węglowego <span class="_ _16"> </span>oraz <span class="_ _16"> </span>zwiększeni<span class="_ _1"></span>e <span class="_ _27"> </span>potencjał<span class="_ _0"></span>u <span class="_ _27"> </span>wytw<span class="_ _0"></span>arzania <span class="_ _27"> </span>energii <span class="_ _27"> </span>elektrycznej <span class="_ _16"> </span>na <span class="_ _16"> </span>potrzeby <span class="_ _27"> </span>zakładu, <span class="_ _16"> </span>w <span class="_ _16"> </span>tym<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y2e9 ff7 fs4 fc2 sc0 ls0 ws0">dywersyfikację wykorzystywanego paliwa na paliwa o niższej emisyjności.<span class="ff6"> </span></div><div class="t m0 x1 hf y584 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y585 ff5 fs4 fc2 sc0 ls0 ws0">Inwestycje w nowoczesne technologie: </div><div class="t m0 x21 h16 y5ab ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y5ac ff5 fs4 fc2 sc0 ls0 ws0">Instalacje fotowoltaiczne:  </div><div class="t m0 x1 hf y5ad ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>2024 <span class="_ _3"></span>r. <span class="_ _3"></span>uruchomiono <span class="_ _0"></span>instalacj<span class="_ _0"></span>ę <span class="_ _3"></span>PV <span class="_ _3"></span>o <span class="_ _3"></span>mocy <span class="_ _3"></span>249 <span class="_ _3"></span>kWp <span class="_ _3"></span>oraz <span class="_ _0"></span>z<span class="_ _0"></span>akończono <span class="_ _3"></span>budowę <span class="_ _3"></span>pilotażowej <span class="_ _3"></span>instalacji <span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _3"></span>mocy <span class="_ _3"></span>48 <span class="_ _3"></span>kWp, <span class="_ _3"></span>przeznaczonej<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span>do </span></div><div class="t m0 x1 hf y5ae ff6 fs4 fc2 sc0 ls0 ws0">rozbudowy d<span class="_ _1"></span>o poziomu <span class="_ _9"></span>o<span class="_ _0"></span>k. 500 <span class="_ _9"></span>k<span class="_ _0"></span>Wp<span class="ff7">. W <span class="_ _1"></span>2025 <span class="_ _1"></span>r. <span class="_ _1"></span>zakończono kolejny <span class="_ _1"></span>etap rozbu<span class="_ _1"></span>dowy farmy <span class="_ _9"></span>fo<span class="_ _0"></span>towoltaicznej <span class="_ _1"></span>na działce <span class="_ _9"></span>po dołach kwasowych, </span></div><div class="t m0 x1 hf y461 ff7 fs4 fc2 sc0 ls0 ws0">zwiększając sumaryczną moc instalacji PV Spółki do 0,72 MW. <span class="ff6"> </span></div><div class="t m0 x21 hf y5af ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y5b0 ff5 fs4 fc2 sc0 ls0 ws0">HVO:<span class="ff6"> </span></div><div class="t m0 x1 hf y5b1 ff7 fs4 fc2 sc0 ls0 ws0">W 2024 r. <span class="_ _1"></span>złożono d<span class="_ _1"></span>o OSD <span class="_ _1"></span>wnioski o <span class="_ _1"></span>określeni<span class="_ _1"></span>e warunków przyłącz<span class="_ _1"></span>eniowych d<span class="_ _1"></span>la jednostek <span class="_ _1"></span>zasilanych paliwe<span class="_ _1"></span>m HVO w <span class="_ _1"></span>czterech lokal<span class="ff6">izacjac<span class="_ _0"></span>h. </span></div><div class="t m0 x1 hf y5b2 ff7 fs4 fc2 sc0 ls0 ws0">Działania te wpisują się w proces dywersyfikacji źródeł wytwórczych<span class="ff6"> </span></div><div class="t m0 x21 hf y5b3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y5b4 ff8 fs4 fc2 sc0 ls0 ws0">Modernizacja procesu oczyszczania ści<span class="_ _1"></span>eków:<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x1 hf y5b5 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2025 r. <span class="_ _0"></span>roz<span class="_ _0"></span>poczęto projekt <span class="_ _0"></span>modernizacji instalacji <span class="_ _0"></span>oczyszcz<span class="_ _0"></span>ania ścieków, <span class="_ _0"></span>obejmujący <span class="_ _0"></span>optymalizację, <span class="_ _0"></span>pełną automatyzację <span class="_ _0"></span>oraz<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span></span>wdrożenie </div><div class="t m0 x1 hf y5d7 ff7 fs4 fc2 sc0 ls0 ws0">najwyższych standardów technologicznych.<span class="ff6"> </span></div><div class="t m0 x21 hf y5d8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 he y5d9 ff5 fs4 fc2 sc0 ls0 ws0">Magazyny energii<span class="fs6"> </span><span class="ff8">i ciepła, kotły elektrodowe / pompy ci<span class="_ _1"></span>epła:<span class="_ _0"></span><span class="ff5"> </span></span></div><div class="t m0 x1 hf y5da ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _14"> </span>2024 <span class="_ _14"> </span>r. <span class="_ _14"> </span>planowano <span class="_ _14"> </span>procedowanie <span class="_ _14"> </span>uzyskania <span class="_ _14"> </span>zgód <span class="_ _14"> </span>na <span class="_ _14"> </span>budowę <span class="_ _14"> </span>i <span class="_ _14"> </span>eksploatację <span class="_ _14"> </span>magazynu <span class="_ _14"> </span>energii <span class="_ _14"> </span>współpracującego <span class="_ _14"> </span>z <span class="_ _14"> </span>nową <span class="_ _14"> </span>jednostką </div><div class="t m0 x1 hf y5db ff7 fs4 fc2 sc0 ls0 ws0">wytwórczą. <span class="_ _0"></span>W <span class="_ _3"></span>2025 <span class="_ _0"></span>r. <span class="_ _0"></span>rozszerzono <span class="_ _0"></span>zakres <span class="_ _0"></span>prac <span class="_ _3"></span>–<span class="ff6"> <span class="_ _3"></span></span>procedowane <span class="_ _0"></span>jest <span class="_ _3"></span>uzyskanie z<span class="_ _0"></span>gód <span class="_ _0"></span>środowiskowych <span class="_ _0"></span>i <span class="_ _3"></span>budowlanych <span class="_ _0"></span>dla <span class="_ _0"></span>magazynów <span class="_ _3"></span>energii </div><div class="t m0 x1 hf y5dc ff6 fs4 fc2 sc0 ls11 ws0">or<span class="ff7 ls0">az rozpoczęto <span class="_ _0"></span>prace projektowe <span class="_ _0"></span>dotyczące akumulatorów <span class="_ _0"></span>ciepła. <span class="_ _0"></span>Trwa także <span class="_ _0"></span>dobór <span class="_ _0"></span>nowoczesnych, bezemisyjnych kotłów <span class="_ _0"></span>elektrodowy<span class="_ _3"></span><span class="ff6">ch </span></span></div><div class="t m0 x1 hf y5dd ff7 fs4 fc2 sc0 ls0 ws0">i przemysłowych pomp ciepła, które docelowo zostaną zainstalowane.<span class="ff6"> </span></div><div class="t m0 x1 hf y5de ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y5df ff8 fs4 fc2 sc0 ls0 ws0">Rozszerzenie profilu działalności –<span class="ff5"> nowe produkty, nowi klienci,<span class="_ _1"></span> modernizacje:<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf y77 ff7 fs4 fc2 sc0 ls0 ws0">2024 <span class="_ _0"></span>i <span class="_ _3"></span>2025 <span class="_ _3"></span>r. <span class="_ _3"></span>Spółka <span class="_ _0"></span>kontynuowała <span class="_ _3"></span>rozwój <span class="_ _3"></span>oferty, <span class="_ _3"></span>obejmujący <span class="_ _0"></span>pozyskiwanie <span class="_ _0"></span>nowych <span class="_ _3"></span>klientów <span class="_ _0"></span>pop<span class="_ _0"></span>rzez <span class="_ _3"></span>przyłączenia <span class="_ _0"></span>elektroenerget<span class="_ _3"></span><span class="ff6">yczne <span class="_ _0"></span>i </span></div><div class="t m0 x1 hf y5e0 ff7 fs4 fc2 sc0 ls0 ws0">cieplne oraz rozwój nowych technologii i p<span class="_ _1"></span>roduktów, w tym rozbudowę instalacji PV oraz wdrożenie techn<span class="_ _1"></span>ologii bezemisyjnych.<span class="_ _0"></span><span class="ff6"> </span>Działania te </div><div class="t m0 x1 hf y5e1 ff7 fs4 fc2 sc0 ls0 ws0">wzmacniają pozycję rynkową RCEkoenergia jako dostawcy energii<span class="_ _1"></span> o rosnącym udziale niskoemisyjnych źródeł.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5e2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y421 ff5 fs4 fc2 sc0 ls0 ws0">Budowanie wizerunku lokalnego: </div><div class="t m0 x1 hf y5e3 ff6 fs4 fc2 sc0 ls0 ws0">R<span class="ff7">ealizowano działania służące budowaniu rozpoznawalności marki RCEkoene<span class="_ _1"></span>rgia jako przyszłego dostawcy energ<span class="_ _1"></span>ii dla społeczności <span class="_ _0"></span><span class="ff6">lokalnej, </span></span></div><div class="t m0 x1 hf y5e4 ff7 fs4 fc2 sc0 ls0 ws0">kładącego <span class="_ _4"></span>nacisk <span class="_ _14"> </span>na <span class="_ _4"></span>troskę <span class="_ _5"> </span>o <span class="_ _5"> </span>śro<span class="_ _0"></span>dowisko <span class="_ _5"></span>naturalne. <span class="_ _4"></span>Spółka <span class="_ _5"> </span>wspierała <span class="_ _5"> </span>finansowo <span class="_ _5"> </span>organizacje <span class="_ _5"> </span>działające <span class="_ _5"> </span>na <span class="_ _5"></span>rzecz <span class="_ _5"> </span>lokalnych <span class="_ _5"></span>s<span class="_ _3"></span>połeczności, </div><div class="t m0 x1 hf y5e5 ff7 fs4 fc2 sc0 ls0 ws0">wzmacniając relacje oraz pozytywny odbiór marki w regi<span class="_ _1"></span>onie.<span class="ff6"> </span></div><div class="t m0 x1 hf y5e6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y4ee ff5 fs3 fc5 sc0 ls16 ws0">2.3.3.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">REALIZACJA CELÓW W ZA<span class="_ _0"></span>KRESIE ESG<span class="_ _0"></span> </span></span></div><div class="t m0 x1 h16 y5e7 ff8 fs4 fcb sc0 ls0 ws0">Strategiczne ramy zrównoważonego rozwoju<span class="ff6 fc2"> </span></div><div class="t m0 x1 hf y5e8 ff7 fs4 fc2 sc0 ls0 ws0">Cele <span class="_ _0"></span>oraz <span class="_ _3"></span>zobowiązania <span class="_ _3"></span>w <span class="_ _0"></span>obszarach <span class="_ _0"></span>E<span class="_ _0"></span> <span class="_ _3"></span>(Environmental), <span class="_ _0"></span>S <span class="_ _0"></span>(Soc<span class="_ _0"></span>ial) <span class="_ _0"></span>i <span class="_ _3"></span>G <span class="_ _0"></span>(Governance) <span class="_ _3"></span>zostały <span class="_ _0"></span>ujęte <span class="_ _3"></span>w <span class="_ _0"></span>Zał<span class="_ _0"></span>ączniku <span class="_ _0"></span>nr <span class="_ _3"></span>1 <span class="_ _0"></span>do <span class="_ _3"></span>Strategi<span class="_ _0"></span><span class="ff6">i <span class="_ _3"></span>Biznesowej </span></div><div class="t m0 x1 hf y5e9 ff6 fs4 fc2 sc0 ls0 ws0">Grupy. </div><div class="t m0 x1 hf y5ea ff7 fs4 fc2 sc0 ls0 ws0">Kompleksowe <span class="_ _0"></span>podsumowanie st<span class="_ _0"></span>opnia <span class="_ _0"></span>realizacji <span class="_ _0"></span>tych <span class="_ _0"></span>celów<span class="_ _0"></span> <span class="_ _0"></span>prezentowane <span class="_ _0"></span>jest <span class="_ _0"></span>corocznie <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>Sprawozdaniu <span class="_ _0"></span>zrównoważonego <span class="_ _0"></span>rozwoju <span class="_ _0"></span>Grup<span class="_ _3"></span><span class="ff6 ls26">y </span></div><div class="t m0 x1 hf y5eb ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT. Poniżej przedstawiono najważniejsze dane i wybrane działania zrealizowane w raportowanym okre<span class="_ _1"></span>sie.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y5ec ff8 fs4 fcb sc0 ls0 ws0">Środowisko (E –<span class="ff5"> Environmental) </span></div><div class="t m0 x1 hf y5ed ff7 fs4 fc2 sc0 ls0 ws0">Działania Grupy koncentrują się na dekarboni<span class="_ _1"></span>zacji transportu, rozwoju odnawialnych źródeł energii (OZE) oraz optymalizacji lo<span class="_ _3"></span><span class="ff6">gistyki. </span></div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">41<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf y482 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Transformacja <span class="_ _3"></span>paliw <span class="_ _3"></span>i <span class="_ _3"></span>transportu: <span class="_ _3"></span>Grupa <span class="_ _3"></span>wdraża <span class="_ _3"></span>paliwa <span class="_ _0"></span>z<span class="_ _0"></span>aawansowane, <span class="_ _3"></span>takie <span class="_ _0"></span>jak <span class="_ _3"></span>H<span class="_ _0"></span>VO100, <span class="_ _3"></span>przygotowując <span class="_ _3"></span>rynek <span class="_ _3"></span>do <span class="_ _3"></span>ich <span class="_ _3"></span>szerokiej </span></span></div><div class="t m0 x17 hf y483 ff7 fs4 fc2 sc0 ls0 ws0">dystrybucji. <span class="_ _3"></span>Spółka <span class="_ _3"></span>O<span class="_ _0"></span>lavion <span class="_ _3"></span>rozwija <span class="_ _3"></span>flotę <span class="_ _4"></span>lokomotyw <span class="_ _3"></span>elektrycznych <span class="_ _3"></span>Dragon <span class="_ _4"></span>–<span class="ff6"> <span class="_ _4"></span></span>w <span class="_ _3"></span>2025 <span class="_ _3"></span>r.<span class="_ _0"></span> <span class="_ _3"></span>zakupiono <span class="_ _4"></span>dwie <span class="_ _3"></span>takie <span class="_ _3"></span>jednostki, <span class="_ _3"></span>a<span class="_ _0"></span> <span class="_ _3"></span>ł<span class="_ _0"></span>ączna </div><div class="t m0 x17 hf y484 ff6 fs4 fc2 sc0 ls0 ws0">liczba <span class="ff7">przewiezionych towarów wzrosła o 7,5% r/r do poziomu 1,9 mln<span class="_ _1"></span> ton.<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x47 hf y5ee ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozwój <span class="_ _0"></span>OZE: <span class="_ _0"></span>Udział <span class="_ _0"></span>z<span class="_ _0"></span>ielonej energii <span class="_ _0"></span>w <span class="_ _3"></span>całkowitej <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>Grupy <span class="_ _0"></span>wyniósł <span class="_ _3"></span>w <span class="_ _0"></span>2025 <span class="_ _0"></span>r. <span class="_ _0"></span>84%, <span class="_ _0"></span>znacząco <span class="_ _0"></span>przekraczając <span class="_ _3"></span>cel <span class="_ _0"></span>strategicz<span class="_ _0"></span><span class="ff6">ny </span></span></span></div><div class="t m0 x17 hf y486 ff7 fs4 fc2 sc0 ls0 ws0">wyznaczony na poziomie 25% do 2028 r.. W segme<span class="_ _1"></span>ncie fotowoltaiki zakontraktowano projekty o łącznej mocy 13,5 MW.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y5ef ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Efektywność <span class="_ _3"></span>i <span class="_ _3"></span>źródła <span class="_ _3"></span>własne: <span class="_ _3"></span>Spółka <span class="_ _3"></span>RCEkoenergia <span class="_ _0"></span>zwiększyła <span class="_ _3"></span>udział <span class="_ _3"></span>energii <span class="_ _3"></span>z <span class="_ _3"></span>OZE <span class="_ _3"></span>w <span class="_ _3"></span>wytwarz<span class="_ _0"></span>aniu <span class="_ _0"></span>do <span class="_ _3"></span>17,5%<span class="_ _0"></span> <span class="_ _3"></span>w <span class="_ _3"></span>2025 <span class="_ _3"></span>r. <span class="_ _3"></span>Instalacja </span></span></div><div class="t m0 x17 hf y488 ff7 fs4 fc2 sc0 ls0 ws0">fotowoltaiczna w Jaśle wyprodukowała w 2025 r. 892 487 kW, co stan<span class="_ _1"></span>owi wzrost o ponad 82% względem roku poprzedniego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y5f0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Gospodarka o o<span class="_ _0"></span>biegu zamkniętym: W 2025 <span class="_ _0"></span>r. w ramach <span class="_ _0"></span>akcji ograniczania marnowania ż<span class="_ _0"></span>ywności na 37 stacjach <span class="_ _0"></span>AVIA sprzedano 1 </span></span></div><div class="t m0 x17 hf y48a ff7 fs4 fc2 sc0 ls0 ws0">567 paczek z żywnością (aplikacja Foodsi).<span class="ff6"> </span></div><div class="t m0 x1 h16 y5f1 ff8 fs4 fcb sc0 ls0 ws0">Społeczeństwo (S –<span class="ff5"> Social) </span></div><div class="t m0 x47 hf y5f2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Grupa stawia na rozwój pracowników, bezpieczeństwo oraz inkluzywność w relacjach z klientami i społecznościami lokalnymi.<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y5f3 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Bezpieczeństwo i rozwój: Wskaźnik wypad<span class="_ _1"></span>kowości spadł z 2,14 w<span class="_ _1"></span> 2024 r. do 1,47 <span class="_ _1"></span>w 2025 r. Śre<span class="_ _1"></span>dnia liczba godzin szkoleniowych n<span class="ff6 ls27">a </span></span></span></div><div class="t m0 x17 hf y5f4 ff7 fs4 fc2 sc0 ls0 ws0">pracownika wyniosła 12 godzin.<span class="ff6"> </span></div><div class="t m0 x47 hf y5f5 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Inicjatywy <span class="_ _0"></span>pracownicze <span class="_ _3"></span>i społeczne: <span class="_ _0"></span>Kontynuowano <span class="_ _0"></span>projekt <span class="_ _3"></span>Klub <span class="_ _0"></span>Kobiet <span class="_ _3"></span>–<span class="ff6"> <span class="_ _0"></span></span>Kobieta <span class="_ _0"></span>z <span class="_ _3"></span>Energią, <span class="_ _0"></span>a <span class="_ _0"></span>w <span class="_ _3"></span>ramach polityki <span class="_ _0"></span>dobrego <span class="_ _3"></span>sąsiada </span></span></div><div class="t m0 x17 hf y5f6 ff6 fs4 fc2 sc0 ls0 ws0">zrealizowano 53 projekty sponsoringowe. </div><div class="t m0 x47 hf y5f7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Dostępność: <span class="_ _0"></span>Na <span class="_ _0"></span>50 <span class="_ _3"></span>stacjach <span class="_ _0"></span>własnych <span class="_ _0"></span>AVIA <span class="_ _0"></span>wprowadzo<span class="_ _0"></span>no <span class="_ _0"></span>udogodnienia <span class="_ _0"></span>dla <span class="_ _0"></span>osób <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>niepełnosprawnościami <span class="_ _3"></span>(kasy <span class="_ _0"></span>pierwszeństwa, </span></span></div><div class="t m0 x17 hf y5f8 ff7 fs4 fc2 sc0 ls0 ws0">przywołanie obsługi klaksonem) oraz „ciche godziny” d<span class="_ _1"></span>la osób w spektrum autyzmu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y5f9 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Dialog <span class="_ _3"></span>s<span class="_ _0"></span>połeczny: <span class="_ _4"></span>W <span class="_ _3"></span>2025 <span class="_ _4"></span>r. <span class="_ _4"></span>przeprowadzono <span class="_ _4"></span>ponad <span class="_ _3"></span>50<span class="_ _0"></span> <span class="_ _4"></span>spotkań <span class="_ _3"></span>konsultacyjnych <span class="_ _4"></span>z <span class="_ _4"></span>przedstawicielami <span class="_ _4"></span>pracowników <span class="_ _3"></span>i <span class="_ _4"></span>związkami </span></span></div><div class="t m0 x17 hf y5fa ff6 fs4 fc2 sc0 ls0 ws0">zawodowymi. </div><div class="t m0 x1 h16 y5fb ff8 fs4 fcb sc0 ls0 ws0">Ład Korporacyjny (G –<span class="ff5"> Governance) </span></div><div class="t m0 x47 hf y5fc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Transparentność, etyka i zarządzanie ryzykiem st<span class="_ _1"></span>anowią podstawę operacyjną Grupy.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y590 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Etyka w łańcuchu wartości: W 2025 r. 65,68% polsk<span class="_ _0"></span>ich dostawców spółki UNIMOT Paliwa potwierdziło<span class="_ _0"></span> zapoznanie się z Kodeksem </span></span></div><div class="t m0 x17 hf y5fd ff7 fs4 fc2 sc0 ls0 ws0">Partnerów Biznesowych. Od 2024 r. nie odnotowano naruszeń Kodeksu.<span class="ff6"> </span></div><div class="t m0 x47 hf y49a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">System <span class="_ _9"></span>zgłaszania naruszeń<span class="_ _1"></span>: <span class="_ _1"></span>W <span class="_ _9"></span>2025 r. <span class="_ _9"></span>zarejestrowano <span class="_ _1"></span>10 <span class="_ _9"></span>zgłoszeń <span class="_ _1"></span>w <span class="_ _1"></span>ramach <span class="_ _9"></span>systemu <span class="_ _1"></span>whistleblowing, <span class="_ _9"></span>które zostały<span class="_ _1"></span> <span class="_ _1"></span>zweryfikowane<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y5fe ff6 fs4 fc2 sc0 ls0 ws0">zgodnie z procedurami ochrony sygnalistów. Przeszkolono 167 pracowników w zakresie ochrony sygn<span class="_ _1"></span>alistów.<span class="_ _0"></span> </div><div class="t m0 x47 hf y5ff ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Audyt i <span class="_ _1"></span>kontrola: W 2025 <span class="_ _1"></span>r. przeprowadzono 8 au<span class="_ _1"></span>dytów wewnętrz<span class="_ _1"></span>nych, w tym <span class="_ _1"></span>w obszarach <span class="_ _1"></span>cyberbezpieczeństwa, <span class="_ _1"></span>bezpieczeństwa </span></span></div><div class="t m0 x17 hf y600 ff7 fs4 fc2 sc0 ls0 ws0">informacji oraz systemu kontroli wewnętrznej.<span class="ff6"> </span></div><div class="t m0 x47 hf y601 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Cyberbezpieczeństwo: <span class="_ _5"> </span>Grupa <span class="_ _14"> </span>koncentruje <span class="_ _5"> </span>się <span class="_ _14"> </span>na <span class="_ _14"> </span>dostosowaniu <span class="_ _5"> </span>do <span class="_ _14"> </span>wymogów <span class="_ _14"> </span>dyrektywy <span class="_ _5"> </span>NIS2; <span class="_ _14"> </span>w <span class="_ _14"> </span>2025 <span class="_ _5"> </span>r. <span class="_ _14"> </span>nie <span class="_ _5"> </span>zidentyfikowano </span></span></div><div class="t m0 x17 hf y75 ff6 fs4 fc2 sc0 ls0 ws0">incydentów krytycznych. </div><div class="t m0 x47 hf y602 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Relacje z rynkiem: Grupa nie otrzymała kar od KNF, a odpowiedzi na pytan<span class="_ _1"></span>ia inwestorów udzielane są w terminie do 3 dni.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y603 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y604 ff5 fs5 fc5 sc0 ls12 ws0">2.4.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">PROGNOZY </span></span></div><div class="t m0 x1 hf y605 ff6 fs4 fc2 sc0 ls0 ws0">Emitent  <span class="ff7">odstąpił  od  publikacji  prognozy  wyników  finansowych.  Od<span class="_ _1"></span>stąpienie  od  publikacji  p<span class="_ _1"></span>rognoz  wynika  z  zewnętrznych  czynn<span class="_ _1"></span>ików </span></div><div class="t m0 x1 hf y606 ff7 fs4 fc2 sc0 ls0 ws0">niezależnych od Emitenta, w<span class="_ _0"></span> tym <span class="_ _0"></span>w <span class="_ _0"></span>szczególności z dużej <span class="_ _0"></span>zmienności <span class="_ _0"></span>i niepewności syt<span class="_ _0"></span>uacji na <span class="_ _0"></span>rynku paliw. W<span class="_ _0"></span> konsekwencji <span class="_ _0"></span>mogą<span class="_ _3"></span><span class="ff6"> </span>wystąpić </div><div class="t m0 x1 hf y607 ff6 fs4 fc2 sc0 ls0 ws0">t<span class="ff7">rudne <span class="_ _4"></span>do <span class="_ _5"> </span>przewidzenia <span class="_ _5"></span>zmiany <span class="_ _5"> </span>otocz<span class="_ _0"></span>enia <span class="_ _4"></span>makroekonomicznego, <span class="_ _5"></span>rynkowego <span class="_ _5"></span>i <span class="_ _4"></span>regulacyjnego, <span class="_ _5"> </span>które <span class="_ _5"></span>będą <span class="_ _5"></span>decydować, <span class="_ _5"></span>m.in. <span class="_ _4"></span>o<span class="_ _0"></span> <span class="_ _5"></span>wysokości<span class="_ _3"></span></span> </div><div class="t m0 x1 hf y608 ff7 fs4 fc2 sc0 ls0 ws0">popytu na paliwa oraz uzyskiwanych przez Emitenta marżach.<span class="ff6"> </span></div><div class="t m0 x1 hf y44e ff7 fs4 fc2 sc0 ls0 ws0">Biorąc <span class="_ _0"></span>pod uwagę <span class="_ _0"></span>powyższe <span class="_ _0"></span>czynniki, w <span class="_ _0"></span>ocenie Zarzą<span class="_ _0"></span>du Emitenta, <span class="_ _0"></span>publikacja <span class="_ _0"></span>prognoz finansowych <span class="_ _0"></span>byłaby o<span class="_ _0"></span>barczona zbyt <span class="_ _0"></span>dużym <span class="_ _0"></span>ryz<span class="_ _3"></span><span class="ff6">ykiem i </span></div><div class="t m0 x1 hf y609 ff7 fs4 fc2 sc0 ls0 ws0">mogłaby wprowadzić inwestorów w błąd.<span class="ff6"> </span></div><div class="t m0 x1 hf y60a ff6 fs4 fca sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x5 y59 w28 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">42<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h35 y1b9 ff5 fs2 fca sc0 lsf ws0">3.<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff5">AKCJE EMITENTA I<span class="_ _1"></span> POLITYKA DYWI<span class="_ _1"></span>DENDOWA<span class="_ _1"></span> </span></span></div><div class="t m0 x47 hd y35b ff5 fs5 fc5 sc0 ls12 ws0">3.1.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">STRUKTURA AKCJONARIATU EMITENTA  </span></span></div><div class="t m0 x1 hf y35c ff7 fs4 fc2 sc0 ls0 ws0">Akcjonariusze  posiadający  bezp<span class="_ _0"></span>ośrednio  lub <span class="_ _18"> </span>pośrednio  poprzez<span class="_ _0"></span>  podmioty <span class="_ _18"> </span>z<span class="_ _0"></span>ależne  co  najmniej<span class="_ _0"></span>  5% <span class="_ _15"> </span>ogólnej  liczby  głosów <span class="_ _15"> </span>na  Walnym </div><div class="t m0 x1 hf y35d ff7 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu <span class="_ _a"></span>E<span class="_ _0"></span>mitenta <span class="_ _9"></span>na <span class="_ _1"></span>dzień <span class="_ _9"></span>przekazania <span class="_ _9"></span>niniejszego <span class="_ _1"></span>raportu <span class="_ _9"></span>okresowego <span class="_ _9"></span>oraz <span class="_ _1"></span>zmiana <span class="_ _9"></span>w <span class="_ _1"></span>stanie<span class="_ _1"></span> <span class="_ _9"></span>po<span class="_ _0"></span>siadania, <span class="_ _9"></span>w <span class="_ _9"></span>o<span class="_ _0"></span>kresie <span class="_ _a"></span>o<span class="_ _0"></span>d <span class="_ _9"></span>dnia <span class="ff6">przekazania </span></div><div class="t m0 x1 hf y35e ff6 fs4 fc2 sc0 ls0 ws0">poprzedniego raportu okresowego tj. od 18 listopada 2025 r. </div></div><div class="c x1 y60b w29 h72"><div class="t m0 x8e h14 y15e ff5 fs9 fc2 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x8f y60b w2a h72"><div class="t m0 x56 h14 y15e ff5 fs9 fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xd y60b w2b h72"><div class="t m0 x7b h14 y60c ff8 fs9 fc2 sc0 ls0 ws0">Udział w </div><div class="t m0 x1c h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">kapitale % </div></div><div class="c x90 y60b w2a h72"><div class="t m0 x91 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5c h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x92 y60b w2a h72"><div class="t m0 x93 h14 y15e ff8 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff5"> </span></div></div><div class="c x94 y60b w2b h72"><div class="t m0 x7b h14 y60c ff8 fs9 fc2 sc0 ls0 ws0">Udział w </div><div class="t m0 x5a h14 y35 ff8 fs9 fc2 sc0 ls0 ws0">głosach %<span class="ff5"> </span></div></div><div class="c x95 y60b w2a h72"><div class="t m0 x91 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5c h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x1 y60d w29 h73"><div class="t m0 xa h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">UNIMOT Express S<span class="_ _1"></span>p. z o.o.  </div><div class="t m0 x96 h74 y2f7 ff5 fs1a fc2 sc0 ls0 ws0">1</div><div class="t m0 x97 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x8f y60d w2a h73"><div class="t m0 x5c h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c xd y60d w2b h73"><div class="t m0 x5d h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">43,84% </div></div><div class="c x90 y60d w2a h73"><div class="t m0 x58 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x92 y60d w2a h73"><div class="t m0 x5c h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x94 y60d w2b h73"><div class="t m0 x5d h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">42,04% </div></div><div class="c x95 y60d w2a h73"><div class="t m0 x58 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y60f w29 h75"><div class="t m0 xa h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">Zemadon Limited </div></div><div class="c x8f y60f w2a h75"><div class="t m0 x5c h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">1 616 661 </div></div><div class="c xd y60f w2b h75"><div class="t m0 x5d h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">19,72% </div></div><div class="c x90 y60f w2a h75"><div class="t m0 x58 h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x92 y60f w2a h75"><div class="t m0 x5c h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">1 966 661 </div></div><div class="c x94 y60f w2b h75"><div class="t m0 x5d h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">23,01% </div></div><div class="c x95 y60f w2a h75"><div class="t m0 x58 h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y611 w29 h76"><div class="t m0 xa h14 y612 ff5 fs9 fc2 sc0 ls0 ws0">Nationale-Nederland<span class="_ _1"></span>en Powszec<span class="_ _1"></span>hne Towarzystw<span class="_ _1"></span>o </div><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">Emerytalne S.A (po<span class="_ _1"></span>rtfel) </div><div class="t m0 x98 h74 y614 ff5 fs1a fc2 sc0 ls0 ws0">2</div><div class="t m0 x99 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x8f y611 w2a h76"><div class="t m0 x25 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">542 400 </div></div><div class="c xd y611 w2b h76"><div class="t m0 x58 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">6,62% </div></div><div class="c x90 y611 w2a h76"><div class="t m0 x58 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x92 y611 w2a h76"><div class="t m0 x25 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x94 y611 w2b h76"><div class="t m0 x58 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">6,35% </div></div><div class="c x95 y611 w2a h76"><div class="t m0 x58 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y616 w29 h5a"><div class="t m0 xa h1a y2f4 ff6 fs9 fc2 sc0 ls0 ws0">w tym: Nationa<span class="_ _1"></span>le-Nederl<span class="_ _1"></span>anden Otwarty Fundusz </div><div class="t m0 xa h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0">Emerytalny </div></div><div class="c x8f y616 w2a h5a"><div class="t m0 x25 h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c xd y616 w2b h5a"><div class="t m0 x58 h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">5,23% </div></div><div class="c x90 y616 w2a h5a"><div class="t m0 x58 h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">0,00%<span class="ff6"> </span></div></div><div class="c x92 y616 w2a h5a"><div class="t m0 x25 h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x94 y616 w2b h5a"><div class="t m0 x5f h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">5,02% </div></div><div class="c x95 y616 w2a h5a"><div class="t m0 x58 h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">0,00%<span class="ff6"> </span></div></div><div class="c x1 y134 w29 h73"><div class="t m0 xa h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">Zbigniew Juroszek <span class="ff8">po<span class="_ _1"></span>średnio i<span class="ff5"> </span>bezp<span class="_ _1"></span>ośrednio<span class="ff5"> </span></span></div></div><div class="c x8f y134 w2a h73"><div class="t m0 x25 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">556 845 </div></div><div class="c xd y134 w2b h73"><div class="t m0 x58 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">6,79% </div></div><div class="c x90 y134 w2a h73"><div class="t m0 x58 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x92 y134 w2a h73"><div class="t m0 x25 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x94 y134 w2b h73"><div class="t m0 x58 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">6,51% </div></div><div class="c x95 y134 w2a h73"><div class="t m0 x58 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y347 w29 h77"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">w tym: Fundacja Zbi<span class="_ _1"></span>gniewa Juro<span class="_ _1"></span>szka Fundacja </div><div class="t m0 xa h1a y618 ff6 fs9 fc2 sc0 ls0 ws0">Rodzinna </div></div><div class="c x8f y347 w2a h77"><div class="t m0 x25 h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">393 345 </div></div><div class="c xd y347 w2b h77"><div class="t m0 x58 h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">4,80% </div></div><div class="c x90 y347 w2a h77"><div class="t m0 x91 h1a y160 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x92 y347 w2a h77"><div class="t m0 x25 h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x94 y347 w2b h77"><div class="t m0 x5f h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">4,60% </div></div><div class="c x95 y347 w2a h77"><div class="t m0 x91 h1a y160 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y619 w29 h78"><div class="t m0 xa h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">Juroszek Hod<span class="_ _1"></span>ling Sp. z o.o. </div></div><div class="c x8f y619 w2a h78"><div class="t m0 x25 h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">105 000 </div></div><div class="c xd y619 w2b h78"><div class="t m0 x58 h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">1,28% </div></div><div class="c x90 y619 w2a h78"><div class="t m0 x58 h14 y15d ff5 fs9 fc2 sc0 ls0 ws0">0,00%<span class="ff6"> </span></div></div><div class="c x92 y619 w2a h78"><div class="t m0 x25 h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x94 y619 w2b h78"><div class="t m0 x5f h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">1,23% </div></div><div class="c x95 y619 w2a h78"><div class="t m0 x58 h14 y15d ff5 fs9 fc2 sc0 ls0 ws0">0,00%<span class="ff6"> </span></div></div><div class="c x1 y61a w29 h79"><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">Zbigniew Jur<span class="_ _1"></span>oszek </div></div><div class="c x8f y61a w2a h79"><div class="t m0 x9a h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">58 500 </div></div><div class="c xd y61a w2b h79"><div class="t m0 x58 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">0,71% </div></div><div class="c x90 y61a w2a h79"><div class="t m0 x91 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x92 y61a w2a h79"><div class="t m0 x9a h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x94 y61a w2b h79"><div class="t m0 x5f h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">0,68% </div></div><div class="c x95 y61a w2a h79"><div class="t m0 x91 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y61b w29 h75"><div class="t m0 xa h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">Pozostali </div></div><div class="c x8f y61b w2a h75"><div class="t m0 x5c h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c xd y61b w2b h75"><div class="t m0 x5d h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">23,03% </div></div><div class="c x90 y61b w2a h75"><div class="t m0 x58 h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x92 y61b w2a h75"><div class="t m0 x5c h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x94 y61b w2b h75"><div class="t m0 x5d h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">22,09% </div></div><div class="c x95 y61b w2a h75"><div class="t m0 x58 h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y61c w29 h73"><div class="t m0 xa h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x8f y61c w2a h73"><div class="t m0 x5c h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">8 197 818 </div></div><div class="c xd y61c w2b h73"><div class="t m0 x7b h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x90 y61c w2a h73"><div class="t m0 x91 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x92 y61c w2a h73"><div class="t m0 x5c h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">8 547 818 </div></div><div class="c x94 y61c w2b h73"><div class="t m0 x7b h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x95 y61c w2a h73"><div class="t m0 x91 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y3c0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y61d ff7 fs4 fc2 sc0 ls0 ws0">Akcjonariusze  posiadający  bezp<span class="_ _0"></span>ośrednio  lub <span class="_ _18"> </span>pośrednio  poprzez<span class="_ _0"></span>  podmioty <span class="_ _18"> </span>z<span class="_ _0"></span>ależne  co  najmniej<span class="_ _0"></span>  5% <span class="_ _15"> </span>ogólnej  liczby  głosów <span class="_ _15"> </span>na  Walnym </div><div class="t m0 x1 h16 y61e ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu Emitenta <span class="ff8">na pierwszy dzień okresu sprawozdawczego 01.01.2025 r.<span class="ff5"> </span></span></div></div><div class="c x1 y61f w2c h7a"><div class="t m0 x49 h14 y156 ff5 fs9 fc2 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x9b y61f w2d h7a"><div class="t m0 x1b h14 y156 ff5 fs9 fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x9c y61f w2e h7a"><div class="t m0 x1d h14 y156 ff8 fs9 fc2 sc0 ls0 ws0">Udział w kapital<span class="_ _1"></span>e<span class="ff5"> </span></div></div><div class="c x9d y61f w2f h7a"><div class="t m0 x3f h14 y156 ff8 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff5"> </span></div></div><div class="c x9e y61f w30 h7a"><div class="t m0 x5c h14 y60c ff8 fs9 fc2 sc0 ls0 ws0">Udział w </div><div class="t m0 x5e h14 y35 ff8 fs9 fc2 sc0 ls0 ws0">głosach %<span class="ff5"> </span></div></div><div class="c x1 y620 w2c h73"><div class="t m0 xa h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">UNIMOT Express S<span class="_ _1"></span>p. z o.o.  </div><div class="t m0 x96 h74 y2f7 ff5 fs1a fc2 sc0 ls0 ws0">1</div><div class="t m0 x97 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x9b y620 w2d h73"><div class="t m0 x11 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x9c y620 w2e h73"><div class="t m0 x4c h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">43,84% </div></div><div class="c x9d y620 w2f h73"><div class="t m0 x25 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x9e y620 w30 h73"><div class="t m0 x9f h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">42,04% </div></div><div class="c x1 y621 w2c h73"><div class="t m0 xa h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">Zemadon Limited </div></div><div class="c x9b y621 w2d h73"><div class="t m0 x11 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">1 616 661 </div></div><div class="c x9c y621 w2e h73"><div class="t m0 x4c h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">19,72% </div></div><div class="c x9d y621 w2f h73"><div class="t m0 x9f h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">1 966 661 </div></div><div class="c x9e y621 w30 h73"><div class="t m0 x9f h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">23,01% </div></div><div class="c x1 y622 w2c h7b"><div class="t m0 xa h14 y623 ff5 fs9 fc2 sc0 ls0 ws0">Nationale-Nederland<span class="_ _1"></span>en Powszec<span class="_ _1"></span>hne Towarzystw<span class="_ _1"></span>o Emerytalne <span class="_ _1"></span>S.A </div><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">(portfel) </div><div class="t m0 xa0 h74 y614 ff5 fs1a fc2 sc0 ls0 ws0">2</div><div class="t m0 x36 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x9b y622 w2d h7b"><div class="t m0 x33 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x9c y622 w2e h7b"><div class="t m0 xa1 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">6,62% </div></div><div class="c x9d y622 w2f h7b"><div class="t m0 x58 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x9e y622 w30 h7b"><div class="t m0 x9a h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">6,35% </div></div><div class="c x1 y624 w2c h5b"><div class="t m0 xa h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">w tym: Nationa<span class="_ _1"></span>le-Nederl<span class="_ _1"></span>anden Otwarty Fundusz Emeryt<span class="_ _1"></span>alny </div></div><div class="c x9b y624 w2d h5b"><div class="t m0 x33 h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x9c y624 w2e h5b"><div class="t m0 xa1 h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">5,23% </div></div><div class="c x9d y624 w2f h5b"><div class="t m0 x58 h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x9e y624 w30 h5b"><div class="t m0 x9a h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">5,02% </div></div><div class="c x1 y625 w2c h75"><div class="t m0 xa h14 y610 ff8 fs9 fc2 sc0 ls0 ws0">Zbigniew Juroszek po<span class="_ _1"></span>średnio i<span class="ff5"> </span>bezp<span class="_ _1"></span>ośrednio<span class="ff5"> </span></div></div><div class="c x9b y625 w2d h75"><div class="t m0 x33 h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x9c y625 w2e h75"><div class="t m0 xa1 h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">6,79% </div></div><div class="c x9d y625 w2f h75"><div class="t m0 x58 h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x9e y625 w30 h75"><div class="t m0 x9a h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">6,51% </div></div><div class="c x1 y626 w2c h7c"><div class="t m0 xa h1a y23 ff6 fs9 fc2 sc0 ls0 ws0">w tym: Fundacja Zbi<span class="_ _1"></span>gniewa Juro<span class="_ _1"></span>szka Fundacja Ro<span class="_ _1"></span>dzinna </div></div><div class="c x9b y626 w2d h7c"><div class="t m0 x33 h1a y23 ff6 fs9 fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x9c y626 w2e h7c"><div class="t m0 xa1 h1a y23 ff6 fs9 fc2 sc0 ls0 ws0">4,80% </div></div><div class="c x9d y626 w2f h7c"><div class="t m0 x58 h1a y23 ff6 fs9 fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x9e y626 w30 h7c"><div class="t m0 x9a h1a y23 ff6 fs9 fc2 sc0 ls0 ws0">4,60% </div></div><div class="c x1 y627 w2c h79"><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">Juroszek Hod<span class="_ _1"></span>ling Sp. z o.o. </div></div><div class="c x9b y627 w2d h79"><div class="t m0 x33 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x9c y627 w2e h79"><div class="t m0 xa1 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">1,28% </div></div><div class="c x9d y627 w2f h79"><div class="t m0 x58 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x9e y627 w30 h79"><div class="t m0 x9a h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">1,23% </div></div><div class="c x1 y628 w2c h79"><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">Zbigniew Jur<span class="_ _1"></span>oszek </div></div><div class="c x9b y628 w2d h79"><div class="t m0 xa2 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x9c y628 w2e h79"><div class="t m0 xa1 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">0,71% </div></div><div class="c x9d y628 w2f h79"><div class="t m0 xa3 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x9e y628 w30 h79"><div class="t m0 x9a h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">0,68% </div></div><div class="c x1 y629 w2c h73"><div class="t m0 xa h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">Pozostali </div></div><div class="c x9b y629 w2d h73"><div class="t m0 x11 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x9c y629 w2e h73"><div class="t m0 x4c h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">23,03% </div></div><div class="c x9d y629 w2f h73"><div class="t m0 x9f h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x9e y629 w30 h73"><div class="t m0 x9f h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">22,09% </div></div><div class="c x1 y608 w2c h75"><div class="t m0 xa h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x9b y608 w2d h75"><div class="t m0 x11 h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">8 197 818 </div></div><div class="c x9c y608 w2e h75"><div class="t m0 xa4 h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x9d y608 w2f h75"><div class="t m0 x9f h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">8 547 818 </div></div><div class="c x9e y608 w30 h75"><div class="t m0 x5c h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h36 y62a ff6 fsd fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y62b ff7 fs4 fc2 sc0 ls0 ws0">Akcjonariusze  posiadający  bezp<span class="_ _0"></span>ośrednio  lub <span class="_ _18"> </span>pośrednio  poprzez<span class="_ _0"></span>  podmioty <span class="_ _18"> </span>z<span class="_ _0"></span>ależne  co  najmniej<span class="_ _0"></span>  5% <span class="_ _15"> </span>ogólnej  liczby  głosów <span class="_ _15"> </span>na  Walnym </div><div class="t m0 x1 h16 y62c ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu Emitenta <span class="ff8">na ostatni dzień okresu sprawozdawc<span class="_ _1"></span>zego 31.12.2025 r.<span class="_ _0"></span><span class="ff5"> </span></span></div></div><div class="c x1 y62d w2c h72"><div class="t m0 x49 h14 y15e ff5 fs9 fc2 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x9b y62d w2d h72"><div class="t m0 x1b h14 y15e ff5 fs9 fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x9c y62d w2e h72"><div class="t m0 x1d h14 y15e ff8 fs9 fc2 sc0 ls0 ws0">Udział w kapital<span class="_ _1"></span>e<span class="ff5"> </span></div></div><div class="c x9d y62d w2f h72"><div class="t m0 x3f h14 y15e ff8 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff5"> </span></div></div><div class="c x9e y62d w30 h72"><div class="t m0 x5c h14 y60c ff8 fs9 fc2 sc0 ls0 ws0">Udział w </div><div class="t m0 x5e h14 y2 ff8 fs9 fc2 sc0 ls0 ws0">głosach %<span class="ff5"> </span></div></div><div class="c x1 y62e w2c h7d"><div class="t m0 xa h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">UNIMOT Express S<span class="_ _1"></span>p. z o.o.  </div><div class="t m0 x96 h74 y2f7 ff5 fs1a fc2 sc0 ls0 ws0">1</div><div class="t m0 x97 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x9b y62e w2d h7d"><div class="t m0 x11 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x9c y62e w2e h7d"><div class="t m0 x4c h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">43,84% </div></div><div class="c x9d y62e w2f h7d"><div class="t m0 x9f h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x9e y62e w30 h7d"><div class="t m0 x9f h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">42,04% </div></div><div class="c x1 y62f w2c h75"><div class="t m0 xa h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">Zemadon Limited </div></div><div class="c x9b y62f w2d h75"><div class="t m0 x11 h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">1 616 661 </div></div><div class="c x9c y62f w2e h75"><div class="t m0 x4c h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">19,72% </div></div><div class="c x9d y62f w2f h75"><div class="t m0 x9f h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">1 966 661 </div></div><div class="c x9e y62f w30 h75"><div class="t m0 x9f h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">23,01% </div></div><div class="c x1 y630 w2c h76"><div class="t m0 xa h14 y612 ff5 fs9 fc2 sc0 ls0 ws0">Nationale-Nederland<span class="_ _1"></span>en Powszec<span class="_ _1"></span>hne Towarzystw<span class="_ _1"></span>o Emerytalne <span class="_ _1"></span>S.A </div><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">(portfel) </div><div class="t m0 xa0 h74 y614 ff5 fs1a fc2 sc0 ls0 ws0">2</div><div class="t m0 x36 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x9b y630 w2d h76"><div class="t m0 x33 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x9c y630 w2e h76"><div class="t m0 xa1 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">6,62% </div></div><div class="c x9d y630 w2f h76"><div class="t m0 x58 h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x9e y630 w30 h76"><div class="t m0 x9a h14 y615 ff5 fs9 fc2 sc0 ls0 ws0">6,35% </div></div><div class="c x1 y631 w2c h5b"><div class="t m0 xa h1a y174 ff6 fs9 fc2 sc0 ls0 ws0">w tym: Nationa<span class="_ _1"></span>le-Nederl<span class="_ _1"></span>anden Otwarty Fundusz Emeryt<span class="_ _1"></span>alny </div></div><div class="c x9b y631 w2d h5b"><div class="t m0 x33 h1a y174 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x9c y631 w2e h5b"><div class="t m0 xa1 h1a y174 ff6 fs9 fc2 sc0 ls0 ws0">5,23% </div></div><div class="c x9d y631 w2f h5b"><div class="t m0 x58 h1a y174 ff6 fs9 fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x9e y631 w30 h5b"><div class="t m0 x9a h1a y174 ff6 fs9 fc2 sc0 ls0 ws0">5,02% </div></div><div class="c x1 y1b8 w2c h73"><div class="t m0 xa h14 y632 ff8 fs9 fc2 sc0 ls0 ws0">Zbigniew Juroszek po<span class="_ _1"></span>średnio i<span class="ff5"> </span>bezp<span class="_ _1"></span>ośrednio<span class="ff5"> </span></div></div><div class="c x9b y1b8 w2d h73"><div class="t m0 x33 h14 y632 ff5 fs9 fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x9c y1b8 w2e h73"><div class="t m0 xa1 h14 y632 ff5 fs9 fc2 sc0 ls0 ws0">6,79% </div></div><div class="c x9d y1b8 w2f h73"><div class="t m0 x58 h14 y632 ff5 fs9 fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x9e y1b8 w30 h73"><div class="t m0 x9a h14 y632 ff5 fs9 fc2 sc0 ls0 ws0">6,51% </div></div><div class="c x1 y129 w2c h7e"><div class="t m0 xa h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">w tym: Fundacja Zbi<span class="_ _1"></span>gniewa Juro<span class="_ _1"></span>szka Fundacja Ro<span class="_ _1"></span>dzinna </div></div><div class="c x9b y129 w2d h7e"><div class="t m0 x33 h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x9c y129 w2e h7e"><div class="t m0 xa1 h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">4,80% </div></div><div class="c x9d y129 w2f h7e"><div class="t m0 x58 h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x9e y129 w30 h7e"><div class="t m0 x9a h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">4,60% </div></div><div class="c x1 y633 w2c h78"><div class="t m0 xa h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">Juroszek Hod<span class="_ _1"></span>ling Sp. z o.o. </div></div><div class="c x9b y633 w2d h78"><div class="t m0 x33 h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x9c y633 w2e h78"><div class="t m0 xa1 h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">1,28% </div></div><div class="c x9d y633 w2f h78"><div class="t m0 x58 h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x9e y633 w30 h78"><div class="t m0 x9a h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">1,23% </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">43<span class="ls0"> </span></div></div><div class="c x1 y634 w2c h79"><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">Zbigniew Jur<span class="_ _1"></span>oszek </div></div><div class="c x9b y634 w2d h79"><div class="t m0 xa2 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x9c y634 w2e h79"><div class="t m0 xa1 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">0,71% </div></div><div class="c x9d y634 w2f h79"><div class="t m0 xa3 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x9e y634 w30 h79"><div class="t m0 x9a h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">0,68% </div></div><div class="c x1 y635 w2c h7d"><div class="t m0 xa h14 y636 ff5 fs9 fc2 sc0 ls0 ws0">Pozostali </div></div><div class="c x9b y635 w2d h7d"><div class="t m0 x11 h14 y636 ff5 fs9 fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x9c y635 w2e h7d"><div class="t m0 x4c h14 y636 ff5 fs9 fc2 sc0 ls0 ws0">23,03% </div></div><div class="c x9d y635 w2f h7d"><div class="t m0 x9f h14 y636 ff5 fs9 fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x9e y635 w30 h7d"><div class="t m0 x9f h14 y636 ff5 fs9 fc2 sc0 ls0 ws0">22,09% </div></div><div class="c x1 y637 w2c h73"><div class="t m0 xa h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x9b y637 w2d h73"><div class="t m0 x11 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">8 197 818 </div></div><div class="c x9c y637 w2e h73"><div class="t m0 xa4 h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x9d y637 w2f h73"><div class="t m0 x9f h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">8 547 818 </div></div><div class="c x9e y637 w30 h73"><div class="t m0 x5c h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h36 y638 ff6 fsd fc2 sc0 ls0 ws0">1</div><div class="t m0 x15 h16 y639 ff5 fs4 fc2 sc0 ls0 ws0"> <span class="_ _3"></span><span class="ffa">P<span class="_ _0"></span><span class="ff9 fs9">ośrednio <span class="_ _3"></span>kontrolującym <span class="_ _0"></span>Emitenta <span class="_ _4"></span>oraz <span class="_ _3"></span>spółki <span class="_ _3"></span>U<span class="ffa">NIMOT <span class="_ _3"></span>Express <span class="_ _4"></span>sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>oraz <span class="_ _4"></span>Zemadon <span class="_ _3"></span></span>Ltd., <span class="_ _3"></span>za <span class="_ _3"></span>pośrednictwem <span class="_ _3"></span>„Family <span class="_ _3"></span>First <span class="_ _3"></span>Foundation” <span class="_ _3"></span>i <span class="_ _3"></span>w <span class="_ _4"></span>związku <span class="_ _3"></span>z </span></span></div><div class="t m0 x1 h13 y63a ff9 fs9 fc2 sc0 ls0 ws0">porozumieni<span class="_ _1"></span>em <span class="_ _0"></span>zawartym <span class="_ _0"></span>dnia 5.12.2016 <span class="_ _3"></span>r. <span class="_ _0"></span>pomiędzy małżonkami Adamem <span class="_ _0"></span>Antonim <span class="_ _0"></span>Sikorskim i <span class="_ _0"></span>Magdaleną <span class="_ _0"></span>Sikorską <span class="_ _0"></span>i <span class="_ _0"></span>ich <span class="_ _0"></span>córkami <span class="_ _0"></span>(ane<span class="_ _0"></span><span class="ffa">ksowanym <span class="_ _0"></span>w <span class="_ _3"></span>dniu<span class="_ _1"></span> <span class="_ _0"></span>9 </span></div><div class="t m0 x1 h13 y25e ff9 fs9 fc2 sc0 ls0 ws0">grudnia 2025 <span class="_ _3"></span>r.) <span class="_ _3"></span>(„Poro<span class="_ _1"></span>zumienie”) <span class="_ _0"></span>co <span class="_ _0"></span>do <span class="_ _0"></span>prowadzen<span class="ffa">ia <span class="_ _0"></span>wspólnej <span class="_ _0"></span>polityki <span class="_ _0"></span>w<span class="_ _0"></span>obec <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>Express <span class="_ _0"></span>sp. <span class="_ _0"></span>z <span class="_ _3"></span>o.o. <span class="_ _0"></span>oraz <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>S.A., <span class="_ _3"></span>jest <span class="_ _0"></span><span class="ff13">Pan <span class="_ _0"></span>A<span class="_ _0"></span>dam <span class="_ _0"></span>Antoni Sikorski </span></span></div><div class="t m0 x1 h13 y63b ff18 fs9 fc2 sc0 ls0 ws0">wraz z rodziną<span class="ff9">. Szczegó<span class="_ _1"></span>łowy opis st<span class="_ _1"></span>ruktury p<span class="_ _1"></span>odmiotów sp<span class="_ _1"></span>rawujących kont<span class="_ _1"></span>rolę nad Emit<span class="_ _1"></span>entem znajduje si<span class="_ _1"></span>ę w punkcie po<span class="_ _1"></span>niżej Sprawo<span class="_ _1"></span>zdania. <span class="_ _0"></span><span class="ffa"> </span></span></div><div class="t m0 x1 h36 y63c ff6 fsd fc2 sc0 ls0 ws0">2</div><div class="t m0 x15 hf y63d ff6 fs4 fc2 sc0 ls0 ws0">  <span class="ffa fs9">Nationale-<span class="ff9">Nederlanden<span class="_ _1"></span>  Powszechne <span class="_ _18"> </span>Towarzystwo  Emerytalne  S.A.  z<span class="_ _0"></span>a  pośrednictwem  wskazanego  powyżej <span class="_ _18"> </span>National<span class="_ _1"></span>e<span class="_ _0"></span><span class="ffa">-Nederlanden  Otwarty  F<span class="_ _0"></span>undusz </span></span></span></div><div class="t m0 x1 h13 y15b ffa fs9 fc2 sc0 ls0 ws0">Emerytalny  oraz:  Natio<span class="_ _1"></span>nale-Nederlanden<span class="_ _1"></span>  Dobrowolny  Fundu<span class="_ _1"></span>sz  Emerytalny,  Nationale-Nederland<span class="_ _1"></span>en  Dobrowolny  Fundu<span class="_ _1"></span>sz  Emerytalny  Nasze  Jutro  2025, </div><div class="t m0 x1 h13 y63e ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _14"> </span>Dobrowo<span class="_ _1"></span>lny  Fundusz <span class="_ _14"> </span>Emerytalny <span class="_ _5"> </span>Nasze  Jutro  2030, <span class="_ _5"> </span>Nationale-Nederlanden <span class="_ _14"> </span>Dobrowolny <span class="_ _5"> </span>F<span class="_ _0"></span>undusz  Emeryta<span class="_ _1"></span>lny <span class="_ _14"> </span>Nasze  J<span class="_ _1"></span>utro  2035, </div><div class="t m0 x1 h13 y63f ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _14"> </span>Dobrowo<span class="_ _1"></span>lny  Fundusz <span class="_ _14"> </span>Emerytalny <span class="_ _5"> </span>Nasze  Jutro  2040, <span class="_ _5"> </span>Nationale-Nederlanden <span class="_ _14"> </span>Dobrowolny <span class="_ _14"> </span>Fundusz <span class="_ _14"> </span>Emerytalny <span class="_ _14"> </span>Nasze <span class="_ _14"> </span>Jutro <span class="_ _14"> </span>2045, </div><div class="t m0 x1 h13 y640 ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _14"> </span>Dobrowo<span class="_ _1"></span>lny  Fundusz <span class="_ _14"> </span>Emerytalny <span class="_ _5"> </span>Nasze  Jutro  2050, <span class="_ _5"> </span>Nationale-Nederlanden <span class="_ _14"> </span>Dobrowolny <span class="_ _5"> </span>F<span class="_ _0"></span>undusz  Emeryta<span class="_ _1"></span>lny <span class="_ _14"> </span>Nasze  J<span class="_ _1"></span>utro  2055, </div><div class="t m0 x1 h13 y641 ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden<span class="_ _1"></span> Dobrowolny Fundu<span class="_ _1"></span>sz Emerytalny Na<span class="_ _1"></span>sze Jutro 2060 i<span class="_ _1"></span> Nationale-Nederla<span class="_ _1"></span>nden Dobro<span class="_ _1"></span>wolny Fundusz Emeryta<span class="_ _1"></span>lny Nasze Ju<span class="_ _1"></span>tro 2065. </div><div class="t m0 x1 hf y642 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y36f ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y2c3 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y643 ff5 fs5 fc5 sc0 ls12 ws0">3.2.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">ZESTAWIENIE STANU POSIADANIA AKCJI <span class="_ _1"></span>EMITENTA PRZEZ OSOBY ZARZĄDZAJĄCE I </span></span></div><div class="t m0 x49 hd y644 ff8 fs5 fc5 sc0 ls0 ws0">NADZORUJĄCE <span class="ff5 fs4"> </span></div><div class="t m0 x1 h16 y645 ff7 fs4 fc2 sc0 ls0 ws0">Zestawienie stanu <span class="_ _0"></span>posiadania <span class="_ _0"></span>akcji <span class="_ _0"></span>Emitenta <span class="_ _0"></span>przez <span class="_ _0"></span>osoby <span class="_ _0"></span>zarządzając<span class="_ _0"></span>e i <span class="_ _0"></span>nadzorujące <span class="_ _0"></span>Emitenta <span class="_ _3"></span><span class="ff8">na <span class="_ _0"></span>dzień <span class="_ _0"></span>przekazania <span class="_ _0"></span>raportu<span class="ff6"> <span class="_ _0"></span>oraz <span class="_ _0"></span>zmiana <span class="_ _0"></span>w </span></span></div><div class="t m0 x1 hf yb8 ff6 fs4 fc2 sc0 ls0 ws0">stanie posiadania, w okresie od dnia przekazania poprzednieg<span class="_ _1"></span>o raportu okresowego tj. od 18.11.2025 r.<span class="_ _0"></span> </div></div><div class="c x1 y646 w31 h34"><div class="t m0 xa h14 y647 ff5 fs9 fc2 sc0 ls0 ws0">Akcjonariusz  </div></div><div class="c xa5 y646 w32 h34"><div class="t m0 x9f h14 y647 ff5 fs9 fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x52 y646 w33 h34"><div class="t m0 x1d h1a y647 ff7 fs9 fc2 sc0 ls0 ws0">Udział w kapital<span class="_ _1"></span>e<span class="ff6"> </span></div></div><div class="c xa6 y646 w32 h34"><div class="t m0 x13 h1a y648 ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x58 h14 y649 ff5 fs9 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c xa7 y646 w33 h34"><div class="t m0 x1c h14 y647 ff8 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff5"> </span></div></div><div class="c xa8 y646 w32 h34"><div class="t m0 x1d h14 y647 ff8 fs9 fc2 sc0 ls0 ws0">Udział w głosach<span class="ff5"> </span></div></div><div class="c xa9 y646 w34 h34"><div class="t m0 x13 h14 y648 ff5 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x9a h14 y649 ff5 fs9 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x1 y5e2 w31 h7f"><div class="t m0 xa h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">Robert<span class="_ _1"></span> Brzozowski </div></div><div class="c xa5 y5e2 w32 h7f"><div class="t m0 xa4 h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">109 632 </div></div><div class="c x52 y5e2 w33 h7f"><div class="t m0 xaa h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">1,34% </div></div><div class="c xa6 y5e2 w32 h7f"><div class="t m0 xaa h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c xa7 y5e2 w33 h7f"><div class="t m0 xa4 h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">109 632 </div></div><div class="c xa8 y5e2 w32 h7f"><div class="t m0 xaa h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">1,28% </div></div><div class="c xa9 y5e2 w34 h7f"><div class="t m0 xaa h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y44b w31 h80"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Filip Kuropa<span class="_ _1"></span>twa </div></div><div class="c xa5 y44b w32 h80"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">29 337 </div></div><div class="c x52 y44b w33 h80"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,36% </div></div><div class="c xa6 y44b w32 h80"><div class="t m0 xaa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c xa7 y44b w33 h80"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">29 337 </div></div><div class="c xa8 y44b w32 h80"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,34% </div></div><div class="c xa9 y44b w34 h80"><div class="t m0 xaa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y44c w31 h80"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Michał Hojowski<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xa5 y44c w32 h80"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c x52 y44c w33 h80"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,27% </div></div><div class="c xa6 y44c w32 h80"><div class="t m0 xaa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c xa7 y44c w33 h80"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c xa8 y44c w32 h80"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,26% </div></div><div class="c xa9 y44c w34 h80"><div class="t m0 xaa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x1 y64b w31 h12"><div class="t m0 xa h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">Aneta Szczesna-Kowalsk<span class="_ _1"></span>a </div><div class="t m0 xa h1a y64c ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xa5 y64b w32 h12"><div class="t m0 x65 h1a y15d ff6 fs9 fc2 sc0 ls6 ws0">674<span class="ls0"> </span></div></div><div class="c x52 y64b w33 h12"><div class="t m0 xaa h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">0,01% </div></div><div class="c xa6 y64b w32 h12"><div class="t m0 xaa h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c xa7 y64b w33 h12"><div class="t m0 x65 h1a y15d ff6 fs9 fc2 sc0 ls6 ws0">674<span class="ls0"> </span></div></div><div class="c xa8 y64b w32 h12"><div class="t m0 xaa h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">0,01% </div></div><div class="c xa9 y64b w34 h12"><div class="t m0 xaa h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">0,00% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y64d ff6 fs4 fc2 sc0 ls0 ws0">Pani Aneta Szczesna-<span class="ff7">Kowalskia kupiła w styczniu 2026 r. 100 szt. akcji Emitenta. </span> </div><div class="t m0 x1 hf y4a4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y5c4 ff7 fs4 fc2 sc0 ls0 ws0">Zestawienie <span class="_ _1"></span>stanu <span class="_ _9"></span>posiadania akcji <span class="_ _9"></span>Emitenta przez <span class="_ _9"></span>osoby <span class="_ _1"></span>zarządzające <span class="_ _1"></span>i <span class="_ _9"></span>na<span class="_ _0"></span>dzorujące <span class="ff8">na <span class="_ _1"></span>pierwszy <span class="_ _1"></span>dzień <span class="_ _9"></span>okresu <span class="_ _1"></span>sprawozdawczego <span class="_ _1"></span>01.01.2025 </span></div><div class="t m0 x1 h16 y5c5 ff5 fs4 fc2 sc0 ls1f ws0">r.<span class="ff6 ls0"> </span></div></div><div class="c x1 y64e w35 h81"><div class="t m0 xa h14 y64f ff5 fs9 fc2 sc0 ls0 ws0">Akcjonariusz  </div></div><div class="c xab y64e w36 h81"><div class="t m0 x12 h14 y64f ff5 fs9 fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xac y64e w31 h81"><div class="t m0 xa4 h14 y64f ff8 fs9 fc2 sc0 ls0 ws0">Udział w kapital<span class="_ _1"></span>e<span class="ff5"> </span></div></div><div class="c xad y64e w37 h81"><div class="t m0 x11 h14 y64f ff8 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff5"> </span></div></div><div class="c xae y64e w31 h81"><div class="t m0 xaf h14 y64f ff8 fs9 fc2 sc0 ls0 ws0">Udział w głosach<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c x1 y650 w35 h7f"><div class="t m0 xa h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">Robert<span class="_ _1"></span> Brzozowski </div></div><div class="c xab y650 w36 h7f"><div class="t m0 x3 h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">159 632 </div></div><div class="c xac y650 w31 h7f"><div class="t m0 x43 h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">1,95% </div></div><div class="c xad y650 w37 h7f"><div class="t m0 x3 h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">159 632 </div></div><div class="c xae y650 w31 h7f"><div class="t m0 x43 h1a y35 ff6 fs9 fc2 sc0 ls0 ws0">1,87% </div></div><div class="c x1 y651 w35 h80"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Filip Kuropa<span class="_ _1"></span>twa </div></div><div class="c xab y651 w36 h80"><div class="t m0 xb0 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">59 337 </div></div><div class="c xac y651 w31 h80"><div class="t m0 x43 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,72% </div></div><div class="c xad y651 w37 h80"><div class="t m0 xb0 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">59 337 </div></div><div class="c xae y651 w31 h80"><div class="t m0 x43 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,69% </div></div><div class="c x1 y652 w35 h80"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Michał Hojowski<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xab y652 w36 h80"><div class="t m0 xb0 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c xac y652 w31 h80"><div class="t m0 x43 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,27% </div></div><div class="c xad y652 w37 h80"><div class="t m0 xb0 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c xae y652 w31 h80"><div class="t m0 x43 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,26% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y653 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y654 ff7 fs4 fc2 sc0 ls0 ws0">Zestawienie stanu posiadania <span class="_ _0"></span>akcji E<span class="_ _0"></span>mitenta przez o<span class="_ _0"></span>soby zarządzające i nadzorujące <span class="_ _3"></span><span class="ff8">na ostatni <span class="_ _0"></span>dzień okresu <span class="_ _0"></span>sprawozdawczego 31.12.2025 </span></div><div class="t m0 x1 h16 y581 ff5 fs4 fc2 sc0 ls1f ws0">r.<span class="ff6 ls0"> </span></div></div><div class="c xb1 y655 w38 h82"><div class="t m0 xb2 hf y656 ff6 fs4 fca sc0 ls0 ws0">43,8%</div><div class="t m0 xb3 hf y657 ff6 fs4 fca sc0 ls0 ws0">19,7%</div><div class="t m0 xb4 hf y658 ff6 fs4 fca sc0 ls0 ws0">23,0%</div><div class="t m0 x44 hf y659 ff6 fs4 fca sc0 ls0 ws0">6,8%</div><div class="t m0 xb5 hf y65a ff6 fs4 fca sc0 ls0 ws0">6,6%</div><div class="t m0 x50 h10 y65b ff8 fs3 fc2 sc0 ls0 ws0">Udział w kapitale UNIMOT <span class="_ _0"></span>S.A.</div><div class="t m0 xb6 h1a y65c ff6 fs9 fc12 sc0 ls0 ws0">Unimot Express sp.z o.<span class="_ _1"></span>o.</div><div class="t m0 xb6 h1a y65d ff6 fs9 fc12 sc0 ls0 ws0">Zemadon Limited</div><div class="t m0 xb6 h1a y222 ff6 fs9 fc12 sc0 ls0 ws0">Pozostali</div><div class="t m0 xb6 h83 y65e ff6 fs1b fc12 sc0 ls0 ws0">Zbigniew J<span class="_ _1"></span>uroszek</div><div class="t m0 xb6 h1a y65f ff6 fs9 fc12 sc0 ls0 ws0">N-N PTE</div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">44<span class="ls0"> </span></div></div><div class="c x1 y660 w39 h84"><div class="t m0 xa h14 y64f ff5 fs9 fc2 sc0 ls0 ws0">Akcjonariusz  </div></div><div class="c xab y660 w3a h84"><div class="t m0 x12 h14 y64f ff5 fs9 fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xac y660 w3a h84"><div class="t m0 xa4 h14 y64f ff8 fs9 fc2 sc0 ls0 ws0">Udział w kapital<span class="_ _1"></span>e<span class="ff5"> </span></div></div><div class="c xad y660 w37 h84"><div class="t m0 x11 h14 y64f ff8 fs9 fc2 sc0 ls0 ws0">Liczba głosów<span class="ff5"> </span></div></div><div class="c xae y660 w31 h84"><div class="t m0 xaf h14 y64f ff8 fs9 fc2 sc0 ls0 ws0">Udział w głosach<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c x1 y661 w39 h7f"><div class="t m0 xa h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">Robert<span class="_ _1"></span> Brzozowski </div></div><div class="c xab y661 w3a h7f"><div class="t m0 x3 h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">109 632 </div></div><div class="c xac y661 w3a h7f"><div class="t m0 x43 h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">1,34% </div></div><div class="c xad y661 w37 h7f"><div class="t m0 x3 h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">109 632 </div></div><div class="c xae y661 w31 h7f"><div class="t m0 x43 h1a y2 ff6 fs9 fc2 sc0 ls0 ws0">1,28% </div></div><div class="c x1 y662 w39 h85"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Filip Kuropa<span class="_ _1"></span>twa </div></div><div class="c xab y662 w3a h85"><div class="t m0 xb0 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">29 337 </div></div><div class="c xac y662 w3a h85"><div class="t m0 x43 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,36% </div></div><div class="c xad y662 w37 h85"><div class="t m0 xb0 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">59 337 </div></div><div class="c xae y662 w31 h85"><div class="t m0 x43 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,34% </div></div><div class="c x1 y663 w39 h80"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Michał Hojowski<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xab y663 w3a h80"><div class="t m0 xb0 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c xac y663 w3a h80"><div class="t m0 x43 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,27% </div></div><div class="c xad y663 w37 h80"><div class="t m0 xb0 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">22 338 </div></div><div class="c xae y663 w31 h80"><div class="t m0 x43 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,26% </div></div><div class="c x1 y664 w39 h80"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">Aneta Szczesna-Kowalsk<span class="_ _1"></span>a </div><div class="t m0 xa h1a y665 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xab y664 w3a h80"><div class="t m0 xb7 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">574<span class="ls0"> </span></div></div><div class="c xac y664 w3a h80"><div class="t m0 x43 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,01% </div></div><div class="c xad y664 w37 h80"><div class="t m0 xb7 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">574<span class="ls0"> </span></div></div><div class="c xae y664 w31 h80"><div class="t m0 x43 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,01% </div></div><div class="c x8a y664 w3b h80"><div class="t m0 xa hc y2db ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y666 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y667 ff5 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _0"></span>Adam <span class="_ _3"></span>Antoni <span class="_ _3"></span>Sikorski<span class="ff6"> <span class="_ _0"></span><span class="ff7">–<span class="_ _0"></span></span> <span class="_ _3"></span><span class="ff7">Prezes <span class="_ _0"></span>Zarządu <span class="_ _3"></span>Emitenta, <span class="_ _3"></span>posiada <span class="_ _3"></span>pośrednio <span class="_ _0"></span>100% <span class="_ _3"></span>udziałów <span class="_ _3"></span>w<span class="_ _0"></span></span> <span class="ff7">Zemadon <span class="_ _0"></span>L<span class="_ _0"></span>td. <span class="_ _0"></span>na<span class="_ _0"></span> <span class="_ _0"></span>Cyprze <span class="_ _3"></span>poprzez <span class="_ _3"></span>„Family <span class="_ _3"></span>First </span></span></div><div class="t m0 x1 hf y668 ff7 fs4 fc2 sc0 ls0 ws0">Foundation” z siedzibą w Vaduz w Lichtensteinie, którą kontr<span class="_ _1"></span>oluje i której beneficjentami jest rodzina Pana Adama Antoniego S<span class="_ _0"></span><span class="ff6">ikorskiego.   </span></div><div class="t m0 x1 h16 y669 ff8 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _9"></span>Zemado<span class="_ _0"></span>n <span class="_ _1"></span>Ltd.<span class="ff6"> <span class="_ _9"></span><span class="ff7">z siedzibą <span class="_ _9"></span>w<span class="_ _0"></span> N<span class="_ _1"></span>ikozji <span class="_ _1"></span>na <span class="_ _9"></span>Cy<span class="_ _0"></span>prze <span class="_ _1"></span>na <span class="_ _9"></span>dzie<span class="_ _0"></span>ń p<span class="_ _1"></span>ublikacji <span class="_ _1"></span>raportu <span class="_ _9"></span>okreso<span class="_ _0"></span>wego <span class="_ _1"></span>posiada <span class="_ _9"></span>19,72%<span class="_ _0"></span> <span class="_ _1"></span>w <span class="_ _1"></span>kapitale<span class="_ _1"></span> <span class="_ _1"></span>zakładowym <span class="_ _1"></span>Emitenta </span></span></div><div class="t m0 x1 hf y66a ff7 fs4 fc2 sc0 ls0 ws0">oraz  23,01%  w  głosach  na  Walnym  Zgromadzeniu  Emiten<span class="_ _1"></span>ta.  W  okresie  od  dnia  przekazania  poprzedniego  raportu  okresowego  stan </div><div class="t m0 x1 hf y40d ff6 fs4 fc2 sc0 ls0 ws0">posiadania nie ul<span class="ff7">egł zmianie.</span> </div><div class="t m0 x1 hf y283 ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _4"></span>Zemadon <span class="_ _5"> </span>Ltd. <span class="_ _5"></span>z <span class="_ _5"> </span>siedzibą <span class="_ _5"> </span>w <span class="_ _5"> </span>Nikozji <span class="_ _5"> </span>na <span class="_ _5"></span>Cyprze <span class="_ _5"></span>jest <span class="_ _4"></span>również<span class="_ _0"></span> <span class="_ _5"></span>udziałowcem <span class="_ _5"></span>w <span class="_ _4"></span>U<span class="_ _3"></span><span class="ff6">NIMOT <span class="_ _4"></span></span>Express <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o. <span class="_ _5"> </span>(głównym <span class="_ _5"></span>akcjonariuszem </div><div class="t m0 x1 hf y66b ff7 fs4 fc2 sc0 ls0 ws0">Emitenta), <span class="_ _0"></span>w <span class="_ _0"></span>której <span class="_ _3"></span>posiada 49,75% <span class="_ _3"></span>udziału <span class="_ _0"></span>w <span class="_ _0"></span>kapitale <span class="_ _0"></span>zakładowym <span class="_ _0"></span>i <span class="_ _3"></span>głosach <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span>publikacji <span class="_ _0"></span>ra<span class="_ _0"></span>portu <span class="_ _0"></span>okresowego. <span class="_ _0"></span>Drugim <span class="_ _0"></span>wsp<span class="_ _0"></span><span class="ff6">ó<span class="_ _0"></span>lnikiem </span></div><div class="t m0 x1 hf y66c ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="ff7">Ex<span class="_ _0"></span>press sp. z o.o<span class="_ _0"></span>. jest Pan <span class="_ _0"></span>Adam Władysław Sikorski (<span class="_ _0"></span>bratanek Pana A<span class="_ _0"></span>dama Antoniego S<span class="_ _0"></span>ikorskiego) posiadający 49,75% <span class="_ _0"></span>w <span class="_ _0"></span>udziale <span class="_ _3"></span></span><span class="ls28">i </span></div><div class="t m0 x1 hf y347 ff7 fs4 fc2 sc0 ls0 ws0">głosach na zgromadzeniu wspólników na dzień publikacji raportu<span class="_ _1"></span> okresowego. Pozo<span class="_ _0"></span>stały mniejszościowy udział, stanowiący 0,5% w<span class="_ _0"></span><span class="ff6"> <span class="ls29">ka</span>pitale </span></div><div class="t m0 x1 hf y66d ff7 fs4 fc2 sc0 ls0 ws0">zakładowym i głosach w <span class="ff6">UNIMOT </span>Express Sp. z o.o. na dzień publikacji raportu okresowego, posiadają członkowie Porozumienia.<span class="ff6"> </span></div><div class="t m0 x1 h16 y66e ff5 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _0"></span>Express <span class="_ _0"></span>Sp. z <span class="_ _0"></span>o.o.<span class="ff6"> <span class="_ _0"></span><span class="ff7">na <span class="_ _0"></span>dzień p<span class="_ _0"></span>ublikacji raportu <span class="_ _0"></span>okresowego <span class="_ _0"></span>posiada <span class="_ _0"></span>43,84% <span class="_ _0"></span>w <span class="_ _0"></span>kapitale zakładowym <span class="_ _0"></span>i <span class="_ _0"></span>42,04% <span class="_ _0"></span>w <span class="_ _0"></span>głosach na <span class="_ _0"></span>Walnym </span></span></div><div class="t m0 x1 hf y66f ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu UNIMOT <span class="ff7">S.A. W okresie od dnia przekazania poprzedniego raportu okresowego stan posi<span class="_ _1"></span>adania nie uległ zmianie. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf y670 ff7 fs4 fc2 sc0 ls0 ws0">Od <span class="_ _4"></span>5 <span class="_ _4"></span>grudnia <span class="_ _4"></span>2016 <span class="_ _5"></span>r. <span class="_ _4"></span>rodzina <span class="_ _4"></span>Siko<span class="_ _0"></span>rskich <span class="_ _4"></span>kontroluje <span class="_ _4"></span>łącznie <span class="_ _4"></span>63,56% <span class="_ _5"></span>kapitału <span class="_ _4"></span>zakładowego <span class="_ _4"></span>o<span class="_ _0"></span>raz <span class="_ _4"></span>65,05% <span class="_ _4"></span>głosów <span class="_ _4"></span>na <span class="_ _4"></span>Walnym <span class="_ _5"></span>Zgromadze<span class="_ _0"></span><span class="ff6">niu </span></div><div class="t m0 x1 hf y671 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="ff7">S.A. <span class="_ _1"></span>z uwagi na łączące ich <span class="_ _1"></span>Porozumienie <span class="_ _1"></span>co do prowadzenia <span class="_ _1"></span>wspólnej polityki wobec <span class="ff6">UNIMOT Express Sp. z <span class="_ _1"></span>o.o. oraz UNIMOT S.A., </span></span></div><div class="t m0 x1 hf y672 ff7 fs4 fc2 sc0 ls0 ws0">pośrednio poprzez <span class="ff6">UNIMOT Express Sp. z o.o. oraz Zemadon Ltd. </span></div><div class="t m0 x1 hf y673 ff7 fs4 fc2 sc0 ls0 ws0">Jednostką <span class="_ _0"></span>powiązaną <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>Emitentem, <span class="_ _0"></span>z<span class="_ _0"></span>e <span class="_ _0"></span>względu <span class="_ _0"></span>na <span class="_ _0"></span>podleganie <span class="_ _3"></span>wspólnej <span class="_ _0"></span>kontroli <span class="_ _0"></span>przez <span class="_ _4"></span><span class="ff6">UNIMOT <span class="_ _0"></span>Express <span class="_ _0"></span>S<span class="_ _0"></span>p. <span class="_ _0"></span>z <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _0"></span>jest <span class="_ _3"></span>UNIMOT <span class="_ _0"></span>-Truc<span class="_ _0"></span>k <span class="_ _0"></span>Sp. <span class="_ _0"></span>z </span></div><div class="t m0 x1 hf y674 ff7 fs4 fc2 sc0 ls0 ws0">o.o. <span class="_ _1"></span>z <span class="_ _9"></span>siedzibą <span class="_ _9"></span>w <span class="_ _1"></span>Warszawie, <span class="_ _9"></span>w <span class="_ _1"></span>której <span class="_ _1"></span><span class="ff6">UNIMOT <span class="_ _9"></span><span class="ff7">Express <span class="_ _1"></span>Sp. <span class="_ _9"></span>z <span class="_ _1"></span>o.o. <span class="_ _9"></span>posiada <span class="_ _1"></span>52,02% <span class="_ _9"></span>udziału <span class="_ _1"></span>w <span class="_ _9"></span>kapitale <span class="_ _1"></span>zakładowym <span class="_ _1"></span>oraz <span class="_ _9"></span>Ammerviel <span class="_ _9"></span>Ltd <span class="_ _1"></span>z <span class="_ _1"></span>sied<span class="_ _1"></span>zibą </span></span></div><div class="t m0 x1 hf y675 ff6 fs4 fc2 sc0 ls0 ws0">w Nikozji na Cyprze, w której UNIMOT <span class="ff7">Express Sp. z o. o. posiada 100% udziałów. </span>  </div><div class="t m0 x1 hf y676 ff7 fs4 fc2 sc0 ls0 ws0">Spółką <span class="_ _0"></span>powiąz<span class="_ _0"></span>aną <span class="_ _0"></span>z <span class="_ _3"></span>Emitentem <span class="_ _0"></span>j<span class="_ _0"></span>est <span class="_ _0"></span>rów<span class="_ _0"></span>nież <span class="_ _0"></span>PZL <span class="_ _3"></span>Sędziszów <span class="_ _3"></span>S.A. <span class="_ _0"></span>z <span class="_ _3"></span>siedzibą <span class="_ _3"></span>w <span class="_ _0"></span>Sę<span class="_ _0"></span>dziszowie <span class="_ _0"></span>Mało<span class="_ _0"></span>polskim, <span class="_ _0"></span>w <span class="_ _3"></span>której <span class="_ _3"></span>Pan <span class="_ _0"></span>Adam <span class="_ _3"></span>Antoni <span class="_ _0"></span>S<span class="_ _4"></span><span class="ff6">ikorski </span></div><div class="t m0 x1 hf yb5 ff6 fs4 fc2 sc0 ls0 ws0">posiada 48,78%, a UNIMOT <span class="ff7">Express Sp. z o.o. posiada 48,78% udziału w kapitale zakładowym. </span>  </div><div class="t m0 x1 hf y677 ff7 fs4 fc2 sc0 ls0 ws0">Jednostką powiąz<span class="_ _0"></span>aną z<span class="_ _0"></span> E<span class="_ _0"></span>mitentem, <span class="_ _0"></span>ze <span class="_ _0"></span>względu <span class="_ _0"></span>na <span class="_ _0"></span>podleganie <span class="_ _0"></span>wspólnej ko<span class="_ _0"></span>ntroli <span class="_ _0"></span>przez <span class="_ _0"></span>Pana <span class="_ _0"></span>Adama <span class="_ _0"></span>Antoniego <span class="_ _3"></span>Sikorskiego (pośrednio<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span>przez </span></div><div class="t m0 x1 hf y678 ff7 fs4 fc2 sc0 ls0 ws0">Zemadon Ltd.), jest U.C. Energy Ltd. z siedzibą na Cyprze.<span class="ff6"> </span></div><div class="t m0 x1 hf y679 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>o<span class="_ _0"></span>kresie <span class="_ _3"></span>od <span class="_ _4"></span>dnia <span class="_ _4"></span>przekazania <span class="_ _4"></span>poprzedniego <span class="_ _3"></span>raportu<span class="_ _0"></span> <span class="_ _3"></span>o<span class="_ _0"></span>kresowego <span class="_ _4"></span>nastąpiła <span class="_ _3"></span>zmiana <span class="_ _4"></span>w <span class="_ _4"></span>strukturze <span class="_ _4"></span>bezpośredniego <span class="_ _3"></span>posiadania <span class="_ _4"></span>udziałó<span class="_ _3"></span><span class="ff6">w <span class="_ _4"></span>w </span></div><div class="t m0 x1 hf y67a ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT  <span class="ff7">Ex<span class="_ _0"></span>press  Sp.  z  o.o<span class="_ _0"></span>.  stanowiących <span class="_ _18"> </span>0,5%<span class="_ _0"></span>  w  kapitale  zakładowym <span class="_ _15"> </span>i  głosach,  w <span class="_ _18"> </span>w<span class="_ _0"></span>yniku  której  Pan  Adam  A<span class="_ _0"></span>ntoni  Sikorski <span class="_ _18"> </span>nabył<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y67b ff7 fs4 fc2 sc0 ls0 ws0">bezpośrednio 1 udział w <span class="ff6">UNIMOT </span>Express Sp. z o.o. Łączny udział członków Porozumienia w <span class="ff6">UNIMOT </span>Express Sp. z o.o. nie uległ zmianie.<span class="ff6"> </span></div><div class="t m0 x1 h16 y67c ff5 fs4 fc2 sc0 ls0 ws0">Pan Robert <span class="_ _0"></span>Brzozowski<span class="ff6"> <span class="_ _0"></span><span class="ff7">–</span> <span class="_ _0"></span><span class="ff7">Wiceprezes <span class="_ _0"></span>Zarządu Emite<span class="_ _0"></span>nta na <span class="_ _0"></span>dzień <span class="_ _0"></span>przekazania <span class="_ _0"></span>raportu<span class="_ _0"></span></span> posiada <span class="_ _0"></span>109 <span class="ff7">632 <span class="_ _0"></span>sztuk <span class="_ _0"></span>akcji <span class="_ _0"></span>Emitenta dającyc<span class="_ _0"></span>h <span class="_ _0"></span>prawo </span></span></div><div class="t m0 x1 hf y67d ff6 fs4 fc2 sc0 ls0 ws0">do <span class="_ _3"></span>109<span class="_ _0"></span> <span class="ff7">632 <span class="_ _3"></span>gło<span class="_ _0"></span>sów <span class="_ _3"></span>na <span class="_ _4"></span>Walnym <span class="_ _3"></span>Zgromadzeniu, <span class="_ _3"></span>których <span class="_ _4"></span>udział <span class="_ _4"></span>w <span class="_ _3"></span>kapitale <span class="_ _3"></span>zakładow<span class="_ _0"></span>ym <span class="_ _3"></span>w<span class="_ _0"></span>ynosi <span class="_ _3"></span>1,34%, <span class="_ _4"></span>a <span class="_ _3"></span>udział <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _3"></span>ogólnej <span class="_ _4"></span>liczbie <span class="_ _3"></span>głosów <span class="_ _4"></span>na </span></div><div class="t m0 x1 hf y67e ff6 fs4 fc2 sc0 ls0 ws0">Walnym Zgromad<span class="ff7">zeniu stanowił 1,28%. </span> </div><div class="t m0 x1 hf y67f ff7 fs4 fc2 sc0 ls0 ws0">W okresie od dnia przekazania poprzedniego raportu okresowego stan p<span class="_ _1"></span>osiadania Pana Roberta Brzozowskiego nie uległ zmianie. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y680 ff5 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _0"></span>Filip <span class="_ _3"></span>Kuropatwa<span class="ff6"> <span class="_ _3"></span>- <span class="_ _0"></span><span class="ff7">Wiceprezes <span class="_ _3"></span>Zarządu <span class="_ _0"></span>Emitenta <span class="_ _3"></span>na <span class="_ _0"></span>dzień <span class="_ _3"></span>przekazania <span class="_ _3"></span>raportu <span class="_ _0"></span>posiada <span class="_ _3"></span>29 <span class="_ _0"></span>337 <span class="_ _3"></span>sztuk <span class="_ _3"></span>akcji <span class="_ _0"></span>Emitenta <span class="_ _3"></span>dających <span class="_ _0"></span>prawo<span class="_ _0"></span> <span class="_ _3"></span>do </span></span></div><div class="t m0 x1 hf y47a ff6 fs4 fc2 sc0 ls7 ws0">29<span class="ls0"> <span class="ff7">337 głosów na <span class="_ _1"></span>Walnym Zgromadzeniu, których <span class="_ _1"></span>udział w kap<span class="_ _1"></span>itale zakładowym wynosi 0,36%, a <span class="_ _1"></span>udział w ogólnej <span class="_ _1"></span>liczbie głosów na Wa<span class="_ _0"></span><span class="ff6">lnym </span></span></span></div><div class="t m0 x1 hf y681 ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu stanowi 0,34%. </div><div class="t m0 x1 hf y3d4 ff7 fs4 fc2 sc0 ls0 ws0">W okresie od dnia przekazania poprzedniego raportu okresowego stan p<span class="_ _1"></span>osiadania Pana Filipa Kuropatwy nie uległ zmianie. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y682 ff8 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _0"></span>Michał <span class="_ _0"></span>Hojowski<span class="ff6"> <span class="_ _0"></span>- <span class="_ _0"></span><span class="ff7">Wiceprezes <span class="_ _3"></span>Zarządu Emitenta <span class="_ _0"></span>na <span class="_ _3"></span>dzień <span class="_ _0"></span>przekazania <span class="_ _0"></span>raportu <span class="_ _0"></span>posiada <span class="_ _0"></span>22 <span class="_ _3"></span>338 <span class="_ _0"></span>sztuk <span class="_ _0"></span>akcji <span class="_ _0"></span>Emitenta <span class="_ _0"></span>dających <span class="_ _3"></span>prawo <span class="_ _0"></span>do </span></span></div><div class="t m0 x1 hf y683 ff6 fs4 fc2 sc0 ls7 ws0">22<span class="ls0"> <span class="ff7">338 głosów na <span class="_ _1"></span>Walnym Zgromadzeniu, których <span class="_ _1"></span>udział w kap<span class="_ _1"></span>itale zakładowym wynosi 0,27%, a <span class="_ _1"></span>udział w ogólnej <span class="_ _1"></span>liczbie głosów na Wa<span class="_ _0"></span><span class="ff6">lnym </span></span></span></div><div class="t m0 x1 hf y684 ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu stanowi 0,26%. </div><div class="t m0 x1 hf y5a7 ff7 fs4 fc2 sc0 ls0 ws0">W okresie od dnia przekazania poprzedniego raportu okresowego stan p<span class="_ _1"></span>osiadania Pana Michała Hojowskiego nie uległ zmianie. <span class="_ _0"></span><span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">45<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y5e ff5 fs4 fc2 sc0 ls0 ws0">Pani <span class="_ _9"></span>Aneta S<span class="_ _1"></span>zczesna-Kowalska<span class="ff6"> <span class="_ _1"></span>- <span class="_ _1"></span><span class="ff7">Wiceprezes<span class="_ _1"></span> <span class="_ _1"></span>Zarządu <span class="_ _9"></span>Emitenta n<span class="_ _1"></span>a d<span class="_ _1"></span>zień <span class="_ _9"></span>przekazania raportu <span class="_ _9"></span>posiada <span class="_ _1"></span>674 <span class="_ _1"></span>sztuk <span class="_ _9"></span>akcji Emite<span class="_ _1"></span>nta <span class="_ _9"></span>dających p<span class="_ _1"></span>rawo </span></span></div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">do 674 g<span class="_ _1"></span>łosów na Walnym <span class="_ _1"></span>Zgromadzeniu, których udział w <span class="_ _1"></span>kapitale zakładowym wynosi <span class="_ _1"></span>0,01%, a u<span class="_ _1"></span>dział w ogólne<span class="_ _1"></span>j liczbie g<span class="_ _1"></span>łosów na<span class="_ _0"></span><span class="ff6"> Walnym </span></div><div class="t m0 x1 hf y398 ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu stanowi 0,01%. </div><div class="t m0 x1 hf y52f ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>okresie <span class="_ _3"></span>od <span class="_ _3"></span>dnia <span class="_ _3"></span>p<span class="_ _0"></span>rzekazania <span class="_ _3"></span>poprzedniego <span class="_ _3"></span>raportu <span class="_ _3"></span>o<span class="_ _0"></span>kresowego <span class="_ _3"></span>Pani <span class="_ _4"></span>Aneta <span class="_ _0"></span>Szcz<span class="_ _0"></span>esna-<span class="ff7">Ko<span class="_ _0"></span>walskia <span class="_ _3"></span>nabyła <span class="_ _4"></span>w <span class="_ _3"></span>styczniu <span class="_ _3"></span>2026 <span class="_ _3"></span>r. <span class="_ _4"></span>100 <span class="_ _3"></span>szt. <span class="_ _3"></span>akcji </span></div><div class="t m0 x1 hf y559 ff6 fs4 fc2 sc0 ls0 ws0">Emitenta.  </div><div class="t m0 x1 hf y531 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y685 ff5 fs5 fc5 sc0 ls12 ws0">3.3.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">POLITYKA DYWIDENDOWA     </span></span></div><div class="t m0 x1 hf y65 ff7 fs4 fc2 sc0 ls0 ws0">Polityka  dywidendowa <span class="_ _15"> </span>określa  długoterminowy <span class="_ _18"> </span>cel <span class="_ _15"> </span>w <span class="_ _15"> </span>zakresie  minimalnego  poziomu <span class="_ _15"> </span>dywidendy,  która <span class="_ _15"> </span>jest  w<span class="_ _0"></span>yliczana <span class="_ _18"> </span>na <span class="_ _15"> </span>podstawie </div><div class="t m0 x1 hf y16 ff7 fs4 fc2 sc0 ls0 ws0">osiąganych <span class="_ _1"></span>wyników <span class="_ _1"></span>skonsolidowanych, a <span class="_ _9"></span>n<span class="_ _0"></span>ie <span class="_ _1"></span>jednostkowych. Związane <span class="_ _1"></span>jest <span class="_ _1"></span>to <span class="_ _1"></span>ze zmianami <span class="_ _1"></span>organizacyjnymi <span class="_ _1"></span>w G<span class="_ _1"></span>rupie Emitenta, <span class="_ _1"></span>któ<span class="_ _0"></span><span class="ff6">re zasz</span>ły </div><div class="t m0 x1 hf y686 ff7 fs4 fc2 sc0 ls0 ws0">dnia <span class="_ _0"></span>1 <span class="_ _3"></span>sierpnia <span class="_ _0"></span>2022 <span class="_ _3"></span>r., <span class="_ _0"></span>tj. <span class="_ _3"></span>wraz <span class="_ _0"></span>z <span class="_ _3"></span>przenie<span class="_ _1"></span>sieniem <span class="_ _0"></span>c<span class="_ _0"></span>zęści <span class="_ _0"></span>przedsiębiorstwa <span class="_ _3"></span>Emitenta <span class="_ _0"></span>do <span class="_ _3"></span>spółki <span class="_ _0"></span>w <span class="_ _3"></span>100% <span class="_ _0"></span>zależnej <span class="_ _4"></span>–<span class="ff6"> <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>Paliwa <span class="_ _0"></span>sp. <span class="_ _0"></span>z <span class="_ _3"></span>o.o. <span class="_ _0"></span>i </span></div><div class="t m0 x1 hf y687 ff7 fs4 fc2 sc0 ls0 ws0">tym samym zmianie uległa struktura generowania zysków przez poszczególne p<span class="_ _1"></span>odmioty z Grupy Emitenta.<span class="ff6"> </span></div><div class="t m0 x1 hf y688 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _9"></span>zw<span class="_ _0"></span>iązku <span class="_ _9"></span>z <span class="_ _1"></span>tym, <span class="_ _9"></span>Zarząd <span class="_ _1"></span>Emitenta <span class="_ _a"></span>przyjął,<span class="_ _0"></span> <span class="_ _9"></span>że <span class="_ _1"></span>w <span class="_ _9"></span>przypadku <span class="_ _9"></span>osiągnięcia <span class="_ _1"></span>w <span class="_ _9"></span>danym <span class="_ _1"></span>roku <span class="_ _9"></span>obrotowym <span class="_ _1"></span>jednostkowego <span class="_ _9"></span>zysku <span class="_ _9"></span>netto, <span class="_ _1"></span>Zarząd<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span>Emitenta </span></div><div class="t m0 x1 hf y689 ff7 fs4 fc2 sc0 ls0 ws0">będzie rekomendował <span class="_ _0"></span>ZWZ <span class="_ _0"></span>wypłatę dywidendy <span class="_ _0"></span>w <span class="_ _0"></span>takiej wysokości, <span class="_ _0"></span>aby <span class="_ _0"></span>jej w<span class="_ _0"></span>artość wynosiła <span class="_ _0"></span>minimum 30% <span class="_ _0"></span>skonsolidowanego <span class="_ _0"></span>zysku<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span>netto, </span></div><div class="t m0 x1 hf ye9 ff7 fs4 fc2 sc0 ls0 ws0">z zastrzeżeniem, że rekomendacja Zarządu będzie każdorazowo zale<span class="_ _1"></span>żała od sytuacji operacyjno<span class="_ _0"></span><span class="ff6">-finansowej Grupy Emitenta. </span></div><div class="t m0 x1 hf y68a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y68b ff8 fs4 fc2 sc0 ls0 ws0">Wypłata dywidendy<span class="ff5"> </span></div><div class="t m0 x1 hf y68c ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _14"> </span>dniu <span class="_ _14"> </span>9  czerwca <span class="_ _14"> </span>2025 <span class="_ _14"> </span>r.  Zwyczajne <span class="_ _14"> </span>Walne <span class="_ _14"> </span>Zgromadzenie  UNIMOT  <span class="ff7">S.A<span class="_ _1"></span>. <span class="_ _14"> </span>podjęło  u<span class="_ _1"></span>chwałę <span class="_ _14"> </span>o  wypłacie <span class="_ _14"> </span>dla <span class="_ _14"> </span>akcjonariuszy  <span class="ff6">UNIMO<span class="_ _0"></span>T <span class="_ _14"> </span>S.A. </span></span></div><div class="t m0 x1 hf y68d ff7 fs4 fc2 sc0 ls0 ws0">dywidendy z zysków <span class="_ _0"></span>lat ubiegłych w<span class="_ _0"></span> wysokości <span class="_ _0"></span>49 187 <span class="_ _0"></span>tys. zł <span class="_ _0"></span>(6,00<span class="_ _0"></span><span class="ff6"> </span>zł <span class="_ _0"></span>na 1<span class="ff6"> </span>akcję). <span class="_ _0"></span>Dzień dywidendy ustalono <span class="_ _0"></span>na 15 cz<span class="_ _0"></span>erwca 2025 r., <span class="_ _3"></span>a termin </div><div class="t m0 x1 hf y68e ff7 fs4 fc2 sc0 ls0 ws0">jej wypłaty na 30 czerwca 2025 r.<span class="ff6"> </span></div><div class="t m0 x1 hf y68f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y690 ff8 fs4 fc2 sc0 ls0 ws0">Propozycja podziału zysku Spółki za rok 2025<span class="ff5"> </span></div><div class="t m0 x1 hf y691 ff7 fs4 fc2 sc0 ls0 ws0">Spółka w roku<span class="_ _1"></span> 2025 osiąg<span class="_ _1"></span>nęła zysk <span class="_ _1"></span>netto w <span class="_ _1"></span>kwocie 142 <span class="_ _1"></span>976 tys. <span class="_ _1"></span>zł. Zarząd <span class="_ _1"></span>U<span class="ff6">NIMOT </span>S.A. proponuje podział zysku<span class="_ _1"></span> Spółki <span class="_ _1"></span>za rok obroto<span class="_ _1"></span>wy 2025 </div><div class="t m0 x1 hf y692 ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _0"></span>sposób następujący: <span class="_ _0"></span>przeznaczyć <span class="_ _0"></span>kwotę <span class="_ _0"></span>49 <span class="_ _0"></span>187 tys. <span class="_ _0"></span>zł <span class="_ _0"></span>na <span class="_ _0"></span>wypłatę dywidendy (<span class="_ _0"></span>dywidenda 6<span class="_ _3"></span><span class="ff6">,00 </span>zł<span class="_ _0"></span> na <span class="_ _0"></span><span class="ff6">1 <span class="_ _0"></span></span>akcję), <span class="_ _0"></span>pozostałą <span class="_ _0"></span>kwotę 93 <span class="_ _0"></span>789 <span class="_ _0"></span>tys. </div><div class="t m0 x1 hf y693 ff7 fs4 fc2 sc0 ls0 ws0">zł przekazać <span class="_ _9"></span>na kapitał <span class="_ _9"></span>z<span class="_ _0"></span>apasowy. <span class="_ _1"></span>Rekomendacja <span class="_ _1"></span>Zarządu <span class="_ _1"></span>zostanie <span class="_ _1"></span>przedstawiona <span class="_ _9"></span>Zwyc<span class="_ _0"></span>zajnemu <span class="_ _1"></span>Walnemu <span class="_ _1"></span>Zgromadzeniu <span class="_ _9"></span>U<span class="_ _3"></span><span class="ff6">NIMOT S.A., <span class="_ _9"></span>które </span></div><div class="t m0 x1 hf y694 ff7 fs4 fc2 sc0 ls0 ws0">podejmie ostateczną decyzję w tej kwestii.<span class="ff6"> </span></div><div class="t m0 x1 hf y695 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y696 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y697 ff5 fs5 fc5 sc0 ls12 ws0">3.4.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">AKCJE UNIMOT S.A. NA GPW W WARSZAWIE   </span></span></div><div class="t m0 x1 hf y698 ff7 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _1"></span>obrotu <span class="_ _9"></span>na Gie<span class="_ _1"></span>łdzie <span class="_ _1"></span>Papierów <span class="_ _1"></span>Wartościowych <span class="_ _1"></span>w <span class="_ _1"></span>Wars<span class="_ _1"></span>zawie <span class="_ _1"></span>(„GPW&quot;) <span class="_ _9"></span>dopuszczo<span class="_ _0"></span>ne <span class="_ _9"></span>są akcje <span class="_ _9"></span>na <span class="_ _1"></span>okaziciela <span class="_ _9"></span>serii: C, <span class="_ _9"></span>D, E, <span class="_ _9"></span>F, <span class="_ _1"></span>G, <span class="_ _1"></span>H, I, <span class="_ _1"></span>J, <span class="_ _1"></span>K <span class="_ _9"></span>w łącznej </div><div class="t m0 x1 hf y699 ff7 fs4 fc2 sc0 ls0 ws0">ilości: <span class="_ _3"></span>7 <span class="_ _3"></span>497 <span class="_ _4"></span>818 <span class="_ _3"></span>szt. <span class="_ _3"></span>Wchodzą <span class="_ _4"></span>one <span class="_ _3"></span>w <span class="_ _3"></span>skład <span class="_ _3"></span>i<span class="_ _0"></span>ndeksów: <span class="_ _3"></span>WIGdivplus, <span class="_ _4"></span>GPWB<span class="_ _0"></span><span class="ff6">-CENTR, <span class="_ _3"></span>WIG140, <span class="_ _3"></span>CE<span class="_ _0"></span>Eplus, <span class="_ _3"></span>sWIG80TR, <span class="_ _3"></span>WIG<span class="_ _0"></span>-Poland, <span class="_ _3"></span>W<span class="_ _0"></span>IG-paliwa, </span></div><div class="t m0 x1 hf y69a ff6 fs4 fc2 sc0 ls0 ws0">sWIG80, <span class="_ _0"></span>WIG, <span class="_ _0"></span>GPWB<span class="_ _0"></span>-<span class="ff7">CENTR, <span class="_ _0"></span>CEEplus. Po<span class="_ _0"></span>zostałe <span class="_ _0"></span>akcje <span class="_ _3"></span>niedopuszczone do <span class="_ _3"></span>obrotu <span class="_ _0"></span>na <span class="_ _0"></span>GPW <span class="_ _0"></span>serii: <span class="_ _0"></span>A <span class="_ _3"></span>i <span class="_ _0"></span>B <span class="_ _3"></span>w <span class="_ _0"></span>ilości <span class="_ _0"></span>700<span class="_ _0"></span></span> <span class="ff7">000 <span class="_ _3"></span>szt. <span class="_ _0"></span>są <span class="_ _0"></span>w <span class="_ _3"></span>posiadaniu<span class="_ _1"></span>: </span></div><div class="t m0 x1 hf y69b ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT Express Sp. z o.o. i Zemadon <span class="ff7">Limited. Nie istnieją ograniczenia w przenoszeniu praw własności akcji na okaziciela.</span> </div><div class="t m0 x1 hf y24e ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2025 r. <span class="_ _0"></span>kurs <span class="_ _0"></span>akcji <span class="_ _0"></span>UNIMOT<span class="_ _0"></span> S.A<span class="_ _0"></span>. <span class="_ _0"></span>spadł o <span class="_ _0"></span>5,70%,<span class="_ _0"></span> w<span class="_ _0"></span> <span class="_ _0"></span>tym samym <span class="_ _0"></span>cz<span class="_ _0"></span>asie indeks <span class="_ _0"></span>sWIG80 <span class="_ _0"></span>wz<span class="_ _0"></span>rósł <span class="_ _0"></span>o <span class="_ _0"></span>25,41%. Po<span class="_ _0"></span>d w<span class="_ _0"></span>zględem wartości <span class="_ _0"></span>obrot<span class="_ _3"></span><span class="ff6">ów<span class="_ _0"></span> w<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y69c ff6 fs4 fc2 sc0 ls0 ws0">2025 <span class="_ _9"></span>r. <span class="_ _1"></span>UNIMOT <span class="_ _9"></span><span class="ff7">był <span class="_ _1"></span>na <span class="_ _9"></span>111. <span class="_ _9"></span>miejscu <span class="_ _9"></span>spośród <span class="_ _9"></span>414 <span class="_ _1"></span>spółek <span class="_ _9"></span>notowanych <span class="_ _1"></span>na <span class="_ _9"></span>Rynku <span class="_ _9"></span>Głównym <span class="_ _1"></span>GPW. <span class="_ _9"></span>Kurs <span class="_ _9"></span>minimalny <span class="_ _9"></span>w<span class="_ _0"></span>yniósł <span class="_ _9"></span>121,40 <span class="_ _1"></span>zł, <span class="_ _9"></span>maksymalny </span></div><div class="t m0 x1 hf y69d ff7 fs4 fc2 sc0 ls0 ws0">163,00 zł. Wartość obrotów to 110,25 mln zł, a średni wolumen<span class="_ _1"></span> na sesję 3<span class="ff6"> </span>021 sztuk. Kapitalizacja UNIMOT<span class="_ _0"></span> S.A. wyniosła: 1<span class="ff6"> </span>065,72 mln zł.<span class="ff6"> </span></div><div class="t m0 x1 hf y69e ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>tym <span class="_ _3"></span>samym <span class="_ _3"></span>o<span class="_ _0"></span>kresie <span class="_ _3"></span>indeks <span class="_ _3"></span>szerokiego <span class="_ _3"></span>rynku <span class="_ _3"></span>WIG <span class="_ _3"></span>zyskał <span class="_ _3"></span>47,33%. <span class="_ _4"></span>Podobnie<span class="_ _1"></span> <span class="_ _3"></span>zachował<span class="_ _0"></span>y <span class="_ _3"></span>się <span class="_ _3"></span>indeksy <span class="_ _3"></span>WIG20 <span class="_ _3"></span>i <span class="_ _3"></span>WIG30 <span class="_ _4"></span>tracąc <span class="_ _0"></span>o<span class="_ _0"></span>dpowiedni<span class="_ _0"></span><span class="ff6">o: </span></div><div class="t m0 x1 hf yf6 ff7 fs4 fc2 sc0 ls0 ws0">45,26% i 45,65%. Największy wzr<span class="_ _1"></span>ost wśród indeksów sekt<span class="_ _1"></span>orowych zanotował WIG<span class="_ _0"></span><span class="ff6">-</span>górnictwo 131,54%, a największy sp<span class="_ _1"></span>adek WIG<span class="ff6">-leki 9,00<span class="ls1f">%.</span> </span></div><div class="t m0 x20 h16 y69f ff5 fs4 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">46<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 xb8 h16 yca ff5 fs4 fc2 sc0 ls0 ws0">Kurs akcji UNIMOT w porównaniu z indeks<span class="lsd">ami</span> sWIG80 oraz WIG-Paliwa </div><div class="t m0 xb9 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">[lewa oś: zmiana kursu, prawa oś: wolumen obrotu w szt.]<span class="ff6"> </span></div><div class="t m0 xba h13 y6a0 ffa fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h13 y6a1 ffa fs9 fc2 sc0 ls0 ws0">Dane do<span class="_ _1"></span> wykresu: stooq.p<span class="_ _1"></span>l </div><div class="t m0 x1 h1a y6a2 ff7 fs9 fc2 sc0 ls0 ws0">* <span class="_ _3"></span>na <span class="_ _4"></span>różnice <span class="_ _3"></span>pomiędzy <span class="_ _3"></span>prezentowanymi <span class="_ _3"></span>wykresami, <span class="_ _3"></span>a <span class="_ _4"></span>wykresa<span class="_ _1"></span>mi <span class="_ _3"></span>publikowanymi <span class="_ _3"></span>na <span class="_ _3"></span>niektórych <span class="_ _3"></span>portalach <span class="_ _3"></span>internetowych <span class="_ _3"></span>może <span class="_ _4"></span>mieć <span class="_ _3"></span>wpł<span class="_ _0"></span>yw <span class="_ _3"></span>uwzględniona </div><div class="t m0 x1 h1a y6a3 ff7 fs9 fc2 sc0 ls0 ws0">wartość wy<span class="_ _1"></span>płaconych dy<span class="_ _1"></span>widend i innych zdarzeń <span class="_ _1"></span>na akcjach.<span class="ff6"> </span></div><div class="t m0 x1 h1a y6a4 ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yaf ff8 fs4 fc2 sc0 ls0 ws0">Dane statystyczne notowań akcji UNIMOT<span class="ff5"> </span></div><div class="t m0 x1 h1a y6a5 ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1a y6a6 ff7 fs9 fc2 sc0 ls0 ws0">źródło danych: G<span class="_ _1"></span>PW<span class="ff6"> </span></div><div class="t m0 x1 h1a y5bb ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y6a7 ff5 fs4 fc2 sc0 ls0 ws0">Rekomendacje wydane w 2025 r. </div></div><div class="c x1 y6a8 w3c h86"><div class="t m0 xa h14 y2df ff5 fs9 fc2 sc0 ls0 ws0">Data wydania </div></div><div class="c xbb y6a8 w3c h86"><div class="t m0 x3 h14 y2df ff5 fs9 fc2 sc0 ls0 ws0">Podmiot </div></div><div class="c xbc y6a8 w3c h86"><div class="t m0 x3 h14 y2df ff5 fs9 fc2 sc0 ls0 ws0">Analityk </div></div><div class="c xbd y6a8 w3d h86"><div class="t m0 xc h14 y2df ff5 fs9 fc2 sc0 ls0 ws0">Rekomendacja </div></div><div class="c xbe y6a8 w3c h86"><div class="t m0 xb4 h14 y2df ff5 fs9 fc2 sc0 ls0 ws0">Wycena </div></div><div class="c x1 y41f w3c h18"><div class="t m0 xa h1a y6a9 ff6 fs9 fc2 sc0 ls6 ws0">30<span class="ls0">-</span>11<span class="ls0">-2025  </span></div></div><div class="c xbb y41f w3c h18"><div class="t m0 x33 h1a y6a9 ff7 fs9 fc2 sc0 ls0 ws0">DM BOŚ S.A.<span class="ff6"> </span></div></div><div class="c xbc y41f w3c h18"><div class="t m0 x4c h1a y6a9 ff7 fs9 fc2 sc0 ls0 ws0">Łukasz <span class="ff6">Prokopi<span class="_ _1"></span>uk </span></div></div><div class="c xbd y41f w3d h18"><div class="t m0 x5 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xbe y41f w3c h18"><div class="t m0 x3 h1a y6a9 ff7 fs9 fc2 sc0 ls0 ws0">190,00 zł<span class="ff6"> </span></div></div><div class="c x1 yba w3c h7e"><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls6 ws0">12<span class="ls0">-</span>09<span class="ls0">-2025  </span></div></div><div class="c xbb yba w3c h7e"><div class="t m0 x58 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">BM Bank Pe<span class="_ _1"></span>kao S.A. </div></div><div class="c xbc yba w3c h7e"><div class="t m0 xa1 h1a y158 ff7 fs9 fc2 sc0 ls0 ws0">Krzysztof Kozieł<span class="ff6"> </span></div></div><div class="c xbd yba w3d h7e"><div class="t m0 x26 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">Trzymaj </div></div><div class="c xbe yba w3c h7e"><div class="t m0 x3 h1a y158 ff7 fs9 fc2 sc0 ls0 ws0">159,48 zł<span class="ff6"> </span></div></div><div class="c x1 y6aa w3c h87"><div class="t m0 xa h1a y18f ff6 fs9 fc2 sc0 ls6 ws0">21<span class="ls0">-</span>07<span class="ls0">-2025 </span></div></div><div class="c xbb y6aa w3c h87"><div class="t m0 xc h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">DM Trigon S.A. </div></div><div class="c xbc y6aa w3c h87"><div class="t m0 x4 h1a y18f ff7 fs9 fc2 sc0 ls0 ws0">Michał Kozak<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xbd y6aa w3d h87"><div class="t m0 x5 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xbe y6aa w3c h87"><div class="t m0 x3 h1a y18f ff7 fs9 fc2 sc0 ls0 ws0">168,94 zł<span class="ff6"> </span></div></div><div class="c x1 y145 w3c h87"><div class="t m0 xa h1a y18f ff6 fs9 fc2 sc0 ls6 ws0">17<span class="ls0">-</span>04<span class="ls0">-2025 </span></div></div><div class="c xbb y145 w3c h87"><div class="t m0 xc h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">DM Trigon S.A. </div></div><div class="c xbc y145 w3c h87"><div class="t m0 x4 h1a y18f ff7 fs9 fc2 sc0 ls0 ws0">Michał Kozak<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xbd y145 w3d h87"><div class="t m0 x5 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">Kupuj </div></div><div class="c xbe y145 w3c h87"><div class="t m0 x3 h1a y18f ff7 fs9 fc2 sc0 ls0 ws0">183,70 zł<span class="ff6"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y79 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y6ab ff7 fs4 fc2 sc0 ls0 ws0">Główne działania realizowane przez UNIMOT S.A. w zakresie<span class="_ _1"></span> relacji inwestorskich:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y477 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Zakładka <span class="_ _0"></span>re<span class="_ _0"></span>lacji <span class="_ _0"></span>inwestorskich <span class="_ _0"></span>n<span class="_ _0"></span>a <span class="_ _3"></span>stronie <span class="_ _0"></span>internetowej <span class="_ _0"></span>spółki<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span><span class="ff7">–</span> <span class="_ _3"></span><span class="ff7">spółka <span class="_ _3"></span>na <span class="_ _0"></span>witrynie <span class="_ _0"></span>i<span class="_ _0"></span>nformuje <span class="_ _0"></span>m.in. <span class="_ _3"></span>o <span class="_ _3"></span>najważniejszych <span class="_ _0"></span>wydarzeniach <span class="_ _3"></span>i </span></span></span></span></div><div class="t m0 x47 hf y6ac ff7 fs4 fc2 sc0 ls0 ws0">nowych  rekomend<span class="_ _1"></span>acjach.  Zakładka <span class="_ _14"> </span>jest  także  sys<span class="_ _1"></span>tematycznie  uzupełniana <span class="_ _14"> </span>o  nowe  treści <span class="_ _14"> </span>i  materiały  informacyjne <span class="_ _14"> </span>(w<span class="_ _0"></span>ideo,  audi<span class="_ _1"></span>o, </div><div class="t m0 x47 hf y6ad ff6 fs4 fc2 sc0 ls0 ws0">prezentacje, one-pagery): <span class="fc11">https://www.unimot.pl/relacje-inwestorskie</span>. </div><div class="t m0 x1 h16 y6ae ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Komunikacja <span class="_ _19"> </span>na <span class="_ _19"> </span>Twitterze <span class="_ _19"> </span><span class="ff7">–<span class="ff6"> <span class="_ _19"> </span></span>spółka <span class="_ _19"> </span>prowadzi <span class="_ _19"> </span>akty<span class="_ _1"></span>wną <span class="_ _19"> </span>komunikację <span class="_ _19"> </span>poprzez <span class="_ _19"> </span>med<span class="_ _1"></span>ium <span class="_ _19"> </span>społecznościowe <span class="_ _19"> </span>Twitter <span class="_ _19"> </span>przekazując </span></span></span></div><div class="t m0 x47 hf y6af ff7 fs4 fc2 sc0 ls0 ws0">najważniejsze in<span class="_ _1"></span>formacje oraz odpowiadając na <span class="_ _1"></span>pojawiające się pytania; <span class="_ _1"></span>konto spółki na <span class="_ _1"></span>Twitterze obserwowane <span class="_ _1"></span>jest przez ponad<span class="ff6"> 1820 </span></div><div class="t m0 x47 h16 y6b0 ff6 fs4 fc2 sc0 ls0 ws0">osób.<span class="ff5"> </span></div><div class="t m0 x1 h16 y125 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Powiadomienia IR <span class="ff7">–<span class="ff6"> </span>inwestorzy mogą skorzystać z otrzymywania drogą mailową powiadomień o zaistniałych ważnych wydarzeniach w </span></span></span></div><div class="t m0 x47 hf y6b1 ff7 fs4 fc2 sc0 ls0 ws0">spółce oraz in<span class="_ _1"></span>formacje o materiałach <span class="_ _1"></span>wynikowych. Chęć <span class="_ _1"></span>otrzymywania maili można zgłosić <span class="_ _1"></span>przez stronę <span class="_ _1"></span>internetową w zakładce <span class="_ _1"></span>re<span class="_ _0"></span><span class="ff6">lacje </span></div><div class="t m0 x47 h16 y6b2 ff6 fs4 fc2 sc0 ls0 ws0">inwestorskie <span class="fc11">https://www.unimot.pl/relacje-inwestorskie/materialy-informacyjne/powiadomieni<span class="_ _1"></span>a-inwestorskie <span class="ff5 fc2"> </span></span></div><div class="t m0 x1 h16 y630 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Konferencje <span class="_ _3"></span>wynikowe <span class="_ _3"></span><span class="ff7">–<span class="ff6"> <span class="_ _3"></span></span>spotkania <span class="_ _3"></span>online <span class="_ _3"></span>Zarządu <span class="_ _3"></span>z <span class="_ _3"></span>przedstawicielami <span class="_ _3"></span>instytucji <span class="_ _3"></span>finansowych <span class="_ _3"></span>(analitycy, <span class="_ _3"></span>z<span class="_ _0"></span>rządzający <span class="_ _3"></span>funduszami) <span class="_ _3"></span>po </span></span></span></div><div class="t m0 x47 h16 y6b3 ff7 fs4 fc2 sc0 ls0 ws0">publikacji raportów okresowych oraz w innych terminach w ramach zgłaszanych potrzeb<span class="_ _1"></span>.<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x1 h16 y6b4 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Czaty <span class="_ _5"></span>inwestorskie<span class="ff6"> <span class="_ _4"></span><span class="ff7">–</span> <span class="_ _5"> </span><span class="ff7">spotkania <span class="_ _5"></span>online <span class="_ _4"></span>Zarządu <span class="_ _5"></span>z <span class="_ _5"></span>inwestorom <span class="_ _5"></span>indywidualnymi <span class="_ _4"></span>przeprowadzane <span class="_ _5"></span>po <span class="_ _5"></span>publikacji <span class="_ _4"></span>raportów <span class="_ _5"> </span>okresowych. </span></span></span></span></div><div class="t m0 x47 hf y6b5 ff7 fs4 fc2 sc0 ls0 ws0">Przed <span class="_ _4"></span>czatem <span class="_ _4"></span>jest <span class="_ _5"></span>przedstawiana <span class="_ _4"></span>prezentacja <span class="_ _4"></span>wynikowa <span class="_ _5"></span>prowadzona <span class="_ _4"></span>przez <span class="_ _4"></span>członków <span class="_ _4"></span>Zarzą<span class="_ _0"></span>du. <span class="_ _4"></span>Relacje <span class="_ _4"></span>z <span class="_ _5"></span>czatów <span class="_ _4"></span>są <span class="_ _4"></span>zamieszczone <span class="_ _4"></span>na </div><div class="t m0 x47 h16 y6b6 ff7 fs4 fc2 sc0 ls0 ws0">stronie internetowej Spółki w zakładce relacji inwestorskich.<span class="ff5"> </span></div></div><div class="c x5 y6b7 w3e h88"><div class="t m0 xbf hf y6b8 ff6 fs4 fc7 sc0 ls0 ws0">0</div><div class="t m0 xbf hf y6b9 ff6 fs4 fc7 sc0 ls7 ws0">100 000</div><div class="t m0 xbf hf y27b ff6 fs4 fc7 sc0 ls7 ws0">200 000</div><div class="t m0 xbf hf y6ba ff6 fs4 fc7 sc0 ls7 ws0">300 000</div><div class="t m0 xbf hf y6bb ff6 fs4 fc7 sc0 ls7 ws0">400 000</div><div class="t m0 xbf hf y6bc ff6 fs4 fc7 sc0 ls7 ws0">500 000</div><div class="t m0 x1c hf y6b8 ff6 fs4 fc7 sc0 ls7 ws0">80</div><div class="t m0 x1d hf y6bd ff6 fs4 fc7 sc0 ls7 ws0">100</div><div class="t m0 x1d hf y6be ff6 fs4 fc7 sc0 ls7 ws0">120</div><div class="t m0 x1d hf y6bf ff6 fs4 fc7 sc0 ls7 ws0">140</div><div class="t m0 x1d hf y6c0 ff6 fs4 fc7 sc0 ls7 ws0">160</div><div class="t m0 x1d hf y6c1 ff6 fs4 fc7 sc0 ls7 ws0">180</div><div class="t m0 x1d hf y6c2 ff6 fs4 fc7 sc0 ls7 ws0">200</div><div class="t m0 x1d hf y6c3 ff6 fs4 fc7 sc0 ls7 ws0">220</div><div class="t m0 x1d hf y6c4 ff6 fs4 fc7 sc0 ls7 ws0">240</div><div class="t m0 x3f hf y6c5 ff6 fs4 fc7 sc0 ls0 ws0">30.12.2024<span class="_ _2c"> </span>30.12.2025</div><div class="t m0 xc0 hf y6c6 ff6 fs4 fc7 sc0 ls0 ws0">Wolumen UNIMOT<span class="_ _2d"> </span>UNIMOT<span class="_ _2d"> </span>sWIG80<span class="_ _2d"> </span>WIG-Paliwa</div></div><div class="c x1 y672 w3f h89"><div class="t m0 x18 h1a y60e ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x57 y672 w40 h89"><div class="t m0 x44 h14 y2a ff5 fs9 fc2 sc0 ls6 ws0">2025<span class="ls0"> </span></div></div><div class="c x3b y672 w41 h89"><div class="t m0 x44 h14 y2a ff5 fs9 fc2 sc0 ls6 ws0">2024<span class="ls0"> </span></div></div><div class="c x1 y6c7 w3f h8a"><div class="t m0 xa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">Zmiana indek<span class="_ _1"></span>su sWIG80 </div></div><div class="c x57 y6c7 w40 h8a"><div class="t m0 x2b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">25,41% </div></div><div class="c x3b y6c7 w41 h8a"><div class="t m0 x31 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">3,01% </div></div><div class="c x1 y6c8 w3f h58"><div class="t m0 xa h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">Stopa zwrotu z ak<span class="_ _1"></span>cji UNIMOT </div></div><div class="c x57 y6c8 w40 h58"><div class="t m0 xc1 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-5,70% </div></div><div class="c x3b y6c8 w41 h58"><div class="t m0 xc2 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">19,25% </div></div><div class="c x1 y6ca w3f h8a"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Kapitalizacja <span class="_ _1"></span>(mln zł)<span class="ff6"> </span></div></div><div class="c x57 y6ca w40 h8a"><div class="t m0 xc3 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">1 065,72 </div></div><div class="c x3b y6ca w41 h8a"><div class="t m0 xc3 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">1 177,21 </div></div><div class="c x1 y5da w3f h58"><div class="t m0 xa h1a y6c9 ff7 fs9 fc2 sc0 ls0 ws0">Wartość obr<span class="_ _1"></span>otów (mln zł)<span class="ff6"> </span></div></div><div class="c x57 y5da w40 h58"><div class="t m0 xc1 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">110,25 </div></div><div class="c x3b y5da w41 h58"><div class="t m0 xc1 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">114,73 </div></div><div class="c x1 y6cb w3f h58"><div class="t m0 xa h1a y6c9 ff7 fs9 fc2 sc0 ls0 ws0">Udział w obrotac<span class="_ _1"></span>h<span class="ff6"> </span></div></div><div class="c x57 y6cb w40 h58"><div class="t m0 x31 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">0,02% </div></div><div class="c x3b y6cb w41 h58"><div class="t m0 x31 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">0,03% </div></div><div class="c x1 y56e w3f h8a"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Średni wolume<span class="_ _1"></span>n na sesję (<span class="_ _1"></span>szt.)<span class="ff6"> </span></div></div><div class="c x57 y56e w40 h8a"><div class="t m0 xc4 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">3 021 </div></div><div class="c x3b y56e w41 h8a"><div class="t m0 xc4 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">3 492 </div></div><span class="d m1" style="border-style:none;position:absolute;left:308.580000px;bottom:440.480000px;width:166.920000px;height:13.180000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">47<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y482 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Konferencja <span class="_ _0"></span>WallStreet <span class="_ _3"></span><span class="ff7">–<span class="ff6"> <span class="_ _0"></span></span>Przedstawiciele <span class="_ _0"></span>Spółki <span class="_ _0"></span>biorą <span class="_ _0"></span>aktyw<span class="_ _0"></span>ny <span class="_ _0"></span>udział <span class="_ _3"></span>w <span class="_ _0"></span>największym <span class="_ _0"></span>spotkaniu <span class="_ _0"></span>inwestorów <span class="_ _3"></span>indywidualn<span class="_ _1"></span>ych <span class="_ _0"></span>w <span class="_ _0"></span>Po<span class="_ _0"></span>lsce </span></span></span></div><div class="t m0 x47 h16 y483 ff6 fs4 fc11 sc0 ls0 ws0">https://www.wallstreet.org.pl/<span class="fc2"> <span class="ff5"> </span></span></div><div class="t m0 x1 hc y6cc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Forum <span class="_ _1"></span>Finansów <span class="_ _1"></span>i <span class="_ _1"></span>Inwestycji F<span class="_ _1"></span>orFin <span class="ff6">- <span class="_ _1"></span><span class="ff7">Przedstawiciele <span class="_ _1"></span>Spółki <span class="_ _1"></span>uczestniczą <span class="_ _1"></span>w<span class="ff6 fs6"> </span>największym <span class="_ _1"></span>wydarzeniu <span class="_ _1"></span>finansowo<span class="ff6">-inwestycyjnym, <span class="_ _1"></span>podczas </span></span></span></span></span></div><div class="t m0 x47 hf y5ee ff7 fs4 fc2 sc0 ls0 ws0">którego  wszystkie  osoby  zaintere<span class="_ _1"></span>sowane  zarządzaniem  własnymi  finansami  mogą  wziąć  udział  w  targach, <span class="_ _14"> </span>wykł<span class="_ _0"></span>adach  i  panelach </div><div class="t m0 x47 h16 y486 ff6 fs4 fc2 sc0 ls0 ws0">dyskusyjnych. <span class="fc11">https://www.forfin.pl/</span> <span class="ff5"> </span></div><div class="t m0 x1 h16 y5ef ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Konferencje, <span class="_ _4"></span>prezentacje <span class="_ _4"></span>i <span class="_ _5"></span>komentarze <span class="_ _5"></span>online <span class="_ _4"></span><span class="ff8">–</span> <span class="_ _4"></span><span class="ff7">w<span class="_ _0"></span> <span class="_ _4"></span>przypadku <span class="_ _4"></span>z<span class="_ _0"></span>aistniałych <span class="_ _4"></span>ważnych <span class="_ _5"></span>wydarzeń <span class="_ _4"></span>w <span class="_ _5"></span>spółce <span class="_ _4"></span>lub <span class="_ _4"></span>w <span class="_ _5"> </span>otocz<span class="_ _0"></span>eniu <span class="_ _4"></span>rynkowym </span></span></span></div><div class="t m0 x47 hf y488 ff7 fs4 fc2 sc0 ls0 ws0">przeprowadzane są konferencje <span class="_ _0"></span>online z Prezesem Zarządu <span class="_ _0"></span>i ew. <span class="_ _0"></span>członkami Zarządu lub też <span class="_ _0"></span>przygotowyw<span class="_ _0"></span>ane są prezentacje. Materi<span class="_ _3"></span>ały </div><div class="t m0 x47 h16 y489 ff7 fs4 fc2 sc0 ls0 ws0">te są dostępne na stronie Spółki<span class="ff6"> </span>w zakładce relacji inwestorskich.<span class="ff5"> </span></div><div class="t m0 x1 h16 y48a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">UNIMOT Klub+ </span></span></div><div class="t m0 x31 hf y6cd ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _4"></span>2021 <span class="_ _4"></span>r. <span class="_ _4"></span>został <span class="_ _4"></span>wprowadzony <span class="_ _4"></span>program <span class="_ _4"></span>lojalnościowy <span class="_ _4"></span>dla <span class="_ _4"></span>akcjonariuszy <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>S.A. <span class="_ _4"></span>pod <span class="_ _4"></span>nazw<span class="_ _0"></span>ą <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>Klub+. <span class="_ _4"></span>Celem <span class="_ _4"></span>Klubu <span class="_ _4"></span>j<span class="_ _0"></span>est </div><div class="t m0 x31 hf y6ce ff7 fs4 fc2 sc0 ls0 ws0">budowanie <span class="_ _9"></span>dłu<span class="_ _0"></span>goterminowej <span class="_ _1"></span>relacji z <span class="_ _9"></span>akcjonariuszami in<span class="_ _1"></span>dywidualnymi oraz <span class="_ _1"></span>docen<span class="_ _1"></span>ienie <span class="_ _1"></span>ich <span class="_ _1"></span>długoterminowego <span class="_ _1"></span>zaangażowania <span class="_ _1"></span>w <span class="_ _1"></span>Spółkę.<span class="_ _0"></span> </div><div class="t m0 x31 hf y6cf ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="ff7">Klub+ jest także elementem budowy stabilnego i świadomego akcjonariatu.</span> </div><div class="t m0 x31 hf y6d0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x31 hf y6d1 ff7 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _4"></span>Klubu <span class="_ _3"></span>może <span class="_ _4"></span>zapisać <span class="_ _3"></span>się <span class="_ _4"></span>każdy <span class="_ _4"></span>akcjonariusz <span class="_ _3"></span>posiadający <span class="_ _4"></span>co <span class="_ _4"></span>najmniej <span class="_ _3"></span>100 <span class="_ _4"></span>akcji <span class="_ _4"></span>przez <span class="_ _4"></span>min. <span class="_ _3"></span>6 <span class="_ _4"></span>miesięcy. <span class="_ _4"></span>Członkowie <span class="_ _4"></span>Klubu <span class="_ _3"></span>otrzym<span class="_ _3"></span>ują </div><div class="t m0 x31 hf y6d2 ff7 fs4 fc2 sc0 ls0 ws0">dostęp <span class="_ _1"></span>do <span class="_ _9"></span>szerokiego <span class="_ _1"></span>wachlarza <span class="_ _1"></span>benefitów <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _1"></span>zależności <span class="_ _9"></span>od poziomu <span class="_ _9"></span>czło<span class="_ _0"></span>nkostwa. <span class="_ _1"></span>Wśród <span class="_ _9"></span>benefitów <span class="_ _1"></span>są <span class="_ _9"></span>m.in. jednorazowy <span class="_ _1"></span>zwrot <span class="_ _9"></span>kosz<span class="_ _3"></span><span class="ff6 ls29">tó<span class="ls24">w </span></span></div><div class="t m0 x31 hf y6d3 ff7 fs4 fc2 sc0 ls0 ws0">tankowania <span class="_ _1"></span>paliwa <span class="_ _1"></span>na <span class="_ _1"></span>stacjach <span class="_ _1"></span>AVIA, <span class="_ _1"></span>zniżki <span class="_ _9"></span>związane z <span class="_ _9"></span>przydomo<span class="_ _0"></span>wą <span class="_ _1"></span>instalacją <span class="_ _1"></span>LPG, <span class="_ _1"></span>uczestnictwo <span class="_ _1"></span>w <span class="_ _9"></span>spotkaniach onlin<span class="_ _1"></span>e <span class="_ _1"></span>z Prezes<span class="_ _1"></span>em<span class="_ _0"></span>, zni<span class="_ _1"></span>żki </div><div class="t m0 x31 hf y6d4 ff7 fs4 fc2 sc0 ls0 ws0">na <span class="_ _5"> </span>abonamenty <span class="_ _14"> </span>partnerskich <span class="_ _5"> </span>m<span class="_ _0"></span>ediów <span class="_ _14"> </span>giełdowych <span class="_ _5"> </span>(StockWatch, <span class="_ _14"> </span>Strefa <span class="_ _5"> </span>Inwestoró<span class="_ _0"></span>w, <span class="_ _14"> </span>e<span class="ff6">-</span>Kio<span class="_ _0"></span>sk), <span class="_ _5"> </span>z<span class="_ _0"></span>niżki <span class="_ _5"> </span>na <span class="_ _14"> </span>konferencje <span class="_ _5"> </span>i <span class="_ _14"> </span>szkolenia<span class="ff6"> <span class="_ _14"> </span>o<span class="_ _0"></span>raz </span></div><div class="t m0 x31 hf y6d5 ff7 fs4 fc2 sc0 ls0 ws0">bezpłatny <span class="_ _16"> </span>dostęp <span class="_ _17"> </span>do <span class="_ _17"> </span>materiałów <span class="_ _17"> </span>szkoleniowych <span class="_ _16"> </span>z <span class="_ _17"> </span>zakresu <span class="_ _17"> </span>inwes<span class="_ _1"></span>towania. <span class="_ _17"> </span>Członkowie <span class="_ _16"> </span>Klubu <span class="_ _17"> </span>mogą <span class="_ _17"> </span>też <span class="_ _16"> </span>zo<span class="_ _0"></span>stać <span class="_ _16"> </span>objęci <span class="_ _17"> </span>ochroną </div><div class="t m0 x31 hf y6d6 ff7 fs4 fc2 sc0 ls0 ws0">ubezpieczeniową <span class="_ _3"></span>OC <span class="_ _3"></span>i <span class="_ _3"></span>NW <span class="_ _0"></span>w <span class="_ _3"></span>ż<span class="_ _0"></span>yciu <span class="_ _3"></span>prywatnym. <span class="_ _3"></span>Członkowie <span class="_ _3"></span>Klubu <span class="_ _3"></span>mogą <span class="_ _3"></span>skorzystać <span class="_ _3"></span>z <span class="_ _3"></span>obniżenia <span class="_ _0"></span>lub <span class="_ _3"></span>z<span class="_ _0"></span>niesienia <span class="_ _0"></span>składki <span class="_ _3"></span>cz<span class="_ _0"></span>łonkowskiej <span class="_ _4"></span><span class="ff6 ls24">w </span></div><div class="t m0 x31 hf y6d7 ff6 fs4 fc2 sc0 ls0 ws0">Stowarzyszeniu Inwestorów Ind<span class="_ _1"></span>ywidualnych oraz z <span class="_ _1"></span>preferencyjnych warunków <span class="_ _1"></span>uczestnictwa w Konfere<span class="_ _1"></span>ncji WallStreet. <span class="_ _1"></span>Ponadto co roku </div><div class="t m0 x31 hf y6d8 ff7 fs4 fc2 sc0 ls0 ws0">są też <span class="_ _1"></span>dodatkowe benefity dla <span class="_ _1"></span>stałych członków Klubu<span class="_ _1"></span> np. częściowy <span class="_ _1"></span>zwrot kosztów paliwa z <span class="_ _1"></span>okazji rocznic <span class="_ _1"></span>istnienia <span class="_ _1"></span>Klubu lub <span class="_ _0"></span><span class="ff6">webinaria </span></div><div class="t m0 x31 hf y6d9 ff7 fs4 fc2 sc0 ls0 ws0">z <span class="_ _14"> </span>analitykami <span class="_ _14"> </span>giełdowymi.  Do <span class="_ _5"> </span>Klubu <span class="_ _14"> </span>mo<span class="_ _0"></span>gą <span class="_ _14"> </span>wstąpić <span class="_ _14"> </span>wszyscy  akcjonarius<span class="_ _1"></span>ze <span class="_ _14"> </span>bez  względ<span class="_ _1"></span>u <span class="_ _14"> </span>na  to, <span class="_ _14"> </span>w <span class="_ _14"> </span>której <span class="_ _14"> </span>instytucji <span class="_ _14"> </span>finansowej  mają </div><div class="t m0 x31 hf y6da ff7 fs4 fc2 sc0 ls0 ws0">zdeponowane <span class="_ _5"></span>akcje <span class="_ _5"></span>UNIMOT. <span class="_ _5"> </span>Akcjonariusze <span class="_ _5"></span>posiadający <span class="_ _5"></span>akcje <span class="_ _5"></span>w: <span class="_ _5"> </span>Biuro <span class="_ _5"> </span>Maklerskie <span class="_ _5"></span>Alior <span class="_ _5"></span>Bank <span class="_ _5"> </span>S.A.,<span class="_ _0"></span><span class="ff6"> <span class="_ _14"> </span>Dom <span class="_ _5"> </span>Maklerski <span class="_ _5"></span>Banku <span class="_ _5"></span>Ochrony </span></div><div class="t m0 x31 hf y6db ff7 fs4 fc2 sc0 ls0 ws0">Środowiska S.A., Dom Maklerski Noble Securities S.A., Santander Biuro Maklerskie składają dyspozycję przystąpienia do Klubu w<span class="_ _0"></span><span class="ff6"> swojej </span></div><div class="t m0 x31 hf y6dc ff7 fs4 fc2 sc0 ls0 ws0">instytucji <span class="_ _27"> </span>finansowej, <span class="_ _27"> </span>a <span class="_ _27"> </span>pozo<span class="_ _0"></span>stali <span class="_ _15"> </span>składają <span class="_ _16"> </span>dyspozycję <span class="_ _27"> </span>poprzez <span class="_ _27"> </span>aplikację <span class="_ _27"> </span>dedykowaną <span class="_ _16"> </span>dla <span class="_ _27"> </span>Klubowi<span class="_ _0"></span>czów <span class="_ _16"> </span>przesyłając <span class="_ _27"> </span>skan <span class="_ _27"> </span>historii </div><div class="t m0 x31 hf y6dd ff6 fs4 fc2 sc0 ls0 ws0">rach<span class="ff7">unków papierów wartościowych<span class="_ _1"></span>. Zasady <span class="_ _1"></span>funkcjonowania programu są na bi<span class="_ _1"></span>eżąco modyfikowane, aby <span class="_ _1"></span>jak najbardziej dopasować je </span></div><div class="t m0 x31 hf y50c ff7 fs4 fc2 sc0 ls0 ws0">do <span class="_ _1"></span>potrzeb <span class="_ _9"></span>i <span class="_ _1"></span>oczekiwań <span class="_ _9"></span>klubowiczów. Dla<span class="_ _1"></span> <span class="_ _9"></span>członków Klu<span class="_ _1"></span>bu <span class="_ _9"></span>zo<span class="_ _0"></span>stała <span class="_ _9"></span>przygotow<span class="_ _0"></span>ana <span class="_ _9"></span>platforma i<span class="_ _1"></span>nternetowa, <span class="_ _1"></span>na <span class="_ _9"></span>której <span class="_ _1"></span>po <span class="_ _9"></span>zalogowaniu <span class="_ _1"></span>m<span class="_ _0"></span>ożna </div><div class="t m0 x31 hf y50d ff6 fs4 fc2 sc0 ls0 ws0">spra<span class="ff7">wdzić swój status członkostwa i aktywować benefity.</span> </div><div class="t m0 x31 hf y6de ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x31 hf y6df ff7 fs4 fc2 sc0 ls0 ws0">Partnerem Głównym UNIMOT Klub+ jest S<span class="_ _1"></span>towarzyszenie Inwestorów Indywidualnych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y6e0 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> 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dKKQ4wgGdw+kZweSis8FoURiKuEqN5vlRCrDK6TkkTzJ8rQsV5ewqCSuBpOTL1qc3QrimKGKbojcoBnEJhEjdwL5n62nvNMyrGe2Dvf+Tt79hw05SggTLeZQE2zknswlIrSEA3BPaTaCAIQEYRDVlJl8+Ao1IMaqTJLQUBgAkDkbW2TYQIq9dhodKnqpEbRKKxN0vs/+CFi+HpN/zRSZgN2Pbb3xhtvJ+o59bJW2XrZK3BfLex6bK/q4RGbpg003WP/Vx/6/E/9zC9fff0dS8NMIZhQZlNKSm2ilMkzPMNC1Ts4HH7xK196/Rvecdsty0QhpQooRCIR1JNJa2GcZNhiaNQYNUqtUcqsSkkpK2VHdmqc60RtpjZTo2iUWkMNbkngBOKWeA2cvsGF1CUAnU6n0+k8zSi3ZG1WwCMMSyt5x4Mxt5BASYvkpWFATKZJ3GBKqeWsVi/f8wDMmwAE9DJSOXP2q7+/Rb/IZWiltCheKkq2oshxZrXGDTdCW1ufJ3QEASDZHrzkkm0coHWhiA6YKtta4SsVr/RCOOtkRBgLDBbQXzy455rtc01r1mQyh6LHGnKR25nWN2zYiFO3tWUPmMZfmNy3KyyuGqWak7AVOfecSkVl7p5Ahkkt5EI6uvs+3r+UgYkpebcC8JQSACC7w8zNWoiDzdEwKhg98OhVb/21wc7HiGiM5sgYNj3y+CN//rEZHWXKcEhCaUDO/zj6Y2LApsVABHEI2N0VTCxi0K+ZSvZpAElwInCv6BGYKRBxSpkpCAHQMF0scBIKcFJ1JlH1suyZMXO44vJrQiCYEyznmtwAi7I+2c2HrhAmEUQmnk6+O1xEABAx3AjOAqFg6odCWwfcLS8tLcVYuLFINDcSxDKouzmuuOrqce0Aqymc3MmMGOHOO+/M2WIsVSnGklkIDICJ9uzZkxKmvXMOZ0Pm+MP3fOK33/3f2kTjiTpCm5QQmIKqMjPgKSWRIilSBkvRKlZW00+9+S0PPZxFpj2F2IEQBGQsGqLDG6HM5KaJmYnIiH1957W6K7kJObEyGbEzKfF0GCEMdwP/XyL8LgHodDqdTudpJtbCJIqYlmm85xOfOmL/SgRqCaYSVQbqM5NRPzUF2kLrArX2auIhPXD3+OrL2RtEYIJJyfPf/ZLitOMngkCZ0WSpU0hOiaiZ0fqGiz+BdpQAFTMhdS+BYml55eqvLiwuBoVL7Tbus1aeojXOvhp044vPbkoQkOrswL7tNwzqUfBa2Gca7zc+accZzaxq4cHPfwH6c0UOMyqZHZb3X3HdhqaNZptGWKi9MMw01murqvHKvKc+7zFAArBp/+ro6uuDtwUHaHdZPBUROVCbRVOUaBwzajKCNtfdfMuPvGXrl2+Yw2gx+qTCiqzOyyS8/6Ldv/mePDqQC4cCjVqFFCfrdSwOgJ9c1QO4EzvYSI0MpKAEKJ5ofHk4gBQ6tCWY1xMCsE/r0cHr9esAHOSAszvBerFsJm2vPzuZ6Mc+/rfjBmZw1RCYyIro8Jag7OttiQjKTuTM608DhrEruTMcmL69FkaHXlqnG5ThaOvkWRnwnJlM0SZrwWxOy6vD2++4O5kReH2DDsGBG2+4s4hVPWkjCVRhRu6m6u6rK8N6ogS4O4HMSR0Xf/pL7/69PxxNOGmserPEgTHQJGRCagIrnObKGU9cygbCTEp9lgWlvO/g/h/98R9/ZOferJZV3XNKY7KMbGi1IhHNlDUieiLKMaLvWpBV7GVAIR7YjNXZnM3InRRuJAxymEZ4z+0bLbJ1ewA6nU6n03l6OXkBNofkhAOrt/7VJ85J9YR5UrAbGVzICuJaG6IQlCj4mqbBoDc3bu96/8fPfenL8kwZHGPo3CnHnPLm195x962bJ00oaBzRshKMOQdt1m67vbnp9vKCCzhwBpwkJDQ77q7v3zEfZU2qNgZkVahlFN5bpXL/wobnvOjFo8wFOPYYjkevvCaimUiO4MpK51hXLaRtWuwtyiNeeUEdymrkiGiKHHTcXH1daQmEQStKvL/HwXjY2zBYGUkMyXOUYkI8CTSTJ8vXffWYH3/lsChcuk0ATy2XNLAtkVXoFQ0gPkCN5bW7fu23j73rodgMV2N7UHjeKQoM7TETfvDd/zttnD3iP7wxVrOFoiVviOdhgByqf5H1KnMCSAFzuEAZbrBDW34PbWN5ojElrQflMJ/G3CCQAUYOdsCnyzxEMIIRGcFz1iKGyaTt9Tdcf+OdF33qsp/84Qs5lKojFpi1oAw3IprWBWHa+H56uRAABSlo/YWnG11ASut99w3AtLtn1tyk1qxkZuSWC7iZuTAH5moyXrvl1juee/YpEuFASlmkyIJrr7vFPPSqfpOTBBYCjKHGwpNJ02TDod6h2TwDf/Ce98/Mb9m/uFr2BpO6YaYo2Ti5jX7ge19+/AnbUm0f+cgnuSiSjpu6jb3KCI7CwTsfW7zo4s//p1/5SXM75ZTj/ug97wIGCpOgMCu4mLR4zx9/4M4771ePTEyAkKk283O93/jPbx9sYLiwP9EFaHYmmMHMyiiAEXVdgDqdTqfT+edTA8Hg6iDGV2/kh3YFWGLvtVQaiWOCMNiyLayt5qYha2GqmNQqBYrV7ffxvuHKzIYFsoEHRzF46fnNzIZy3BiSGPUzl5k0hNLShtXx41++5oSXXAD2SJSI2LD4wH3BJ01BY4txwpF6mbJQr/D+7qKH08/C5mPK0FNHUMTlpnfnnUEbkYTsAm7dIpQ1V0SJ/KjTz1gEtgwIaoIWayvNvQ/MqxqTOLfCk8C9jHbrljDZWQk4k3NQ5oQUOC09uOMYdwMaQtVdGU8pmwQ4gKMD7oBiefWxP3if3HRL2ywnZpYghMqoqJtQlYs+ehYfcdf7Pnzca757fMIxJgMBGRiwf9yFiaaxPilBp0UitB7uH44l/Z/oLOOAOfH6ugLBicjJgenhb4dSCHNTBcpev25rcPme//3+f/2dF2zYgBCr1jxWpeNrzria7mV1OrRteXpG2aGzsOA8fTvs056Z7GQEcmA0bswAMKZd/p0BCNhMiFm43HHXw1UZLGciIwIxllbxyGP76tb6A9ZGg5iBYObmJuSgSd3CS0xXIwhXX3Przt37l1cAL8yoikWbxq3umxmUb33bz/77t7yOAAbe8Z9//tWv/ok773lkbn521K6Co6cZ0qwWt19/lznabEccMfvaH7owO8hBBHcT5gx8+ON/FYuGwW27VhSFWRMLnZvj1//E+eujjvUfASDkjJxSA5pu2Q7foNFWVwLU6XQ6nc7TK0OiciGESXPj+/7yuIlNQj3hZq7WQUJhPqxk4w9+zzEve2nyCCndpB+qxpJrffTjK+31t4zQJNHZxKQ9HH3swhnnFLlkkyLTfMO9LDHHgFAsrz7yd1/G0pqnDAvkBNdm+43znNfyqNRekbXvZIBwjI23c3PP/Xdv0EEMyScwcNLHHuNbbxlMVipPLFwTOVFvkmbGDeALp51cnHhSYTAHOFd5uPSlL2Hf7lJzoQg5hBzKzIMGg1dc2M7OerKidWSWFHouAfXaXbfj1rtnE6y7LJ4aIlicscAOVJTuv/fun3/b7vf8yZbREkobR504LyT3pJBi1KbUL4dxeMzOxy///jcuv+9DsrpGmQsIYIfj6EOngRngjEyuICWNZIFMYDJtO0NPnEI7/Rk91JYGjunZVWY0PTUL7gKIAgp2oieVEqkz1W2GVJDBjgd3v/VtvzGqLXskDk3TTot9DIdecHoEMJkCTuY0bXtKDjaIg91l/WsiBSmRAhm8e/9iNoDZ3UNkuMNFuHQL8BJUXX/9LW3rYGGiEFkt//XfXLq4UjvFttVYREAZmdlCEAe4qPYtLhEI7gAmTfp/fvf3x3UGl/2Z+axummNAr7LXvuZ7/+2bf1S89nSQbdwP+s7ffFvgZDphtqSNU+IgJOH6G27du281RmEkzaOIXHgOuSmohTcwVW2IHA4JkTmoGeBJ25RRel2iKZEiaUAKaGG1WxIhd3IIvuE2my4B6HQ6nU7naY7ZIGiAjLWdj+29bUcv55V+Hs7ChMbBV0rdN+/4wRcU/+qslbJJA29krO1S0cvCw23NyvLVVwqWFjmD1ANGC3Hh5c9b5bxW6qTImXMjNi5sOVoxW4z37j/w0AMoA1JmMCbt6NY75tokKS1oMerXa8VotRylqikpH3v6tiMvfE6mFvVEaQhf2v6pD/vqhLKkLEl6q9Ibhb5TL1Oxp1cc/2P/ZnnTEUeOUQwRzLG69rm/+ICX3ooZkRMRJBoHp+pVF/rWI1JgFnZINKka77vNLa2uXvQ5WpoU3WXxFDGMKVEmZMvXvPfP1r50xdbxsAipbtaKEJpYLDTuTIuRhiKiWJa2xuoL7l1cevt7dl9ymYRQJfJ/8Ky+XtgD+HQFgDyQR/JAEPo67SSnJf6He9L7er0/+eG9u5gW4xM5HW5gqSGSu1EoJjk3RpDely+75vob7siG7AhlqT59Bj6cAExn9jGtx4f5eiIy3YAgDgHk8IMNZEQGObi8nAGwmFsI0wSGmSNbgEVN/Phje2+66U461NbTTN/7J+93KSkULDFrVs2ODLgIp5ydaO/+RYBUFcAjj+66+fbbslPVnxk3LRED7qbPOvqEd/3Wr/SL4MnK2KPshcj5Lzr3uWc9XxtiGggPnA9yOW7yUrLJ3/ztZ6dLLEUoPIEQGKVrCFS6ymy1UVPh1g+8MB5TkAXNJXmfHIRACITILozIVDBVQCnchxWe1w/66xKATqfT6XT+eRROCAZaXbvn5i3La5tb2TAsjhgG8zzqJUBnextx+jn4ge9rBjNHrK6WNp6lmfmlHtnsowPe++ijRw3jHHpKdYNVQAYnv2hPOVO59L1YtZwrKsbUT1uOXtYX73tY776lRUTZZ3UsPR7uv7c3mUly1HJxsGo3tiQb2jw39AfLwVE/+EMoFmoK49n+hlEPj40eu+qLQeu6KFUGvQkGGBIdqNo6tP3FDUf3vvfCGWrRw9KsjUjxhZu23bl/tm7Zcx2xP5iI1Ei3H4fy+DPLC166v4Bh4mUNqoNhMZawYsdFn4GureYEQw2HZ9Q1Ut3CWqyXnMOB3F04X48x3FBOFqnWm649+uMfOXFlUeORi7ZFekH54MKIF2flYBzN+OLxzdIxjW8eH7G7d/RNs2Gl0Hv/8s9pdRfCvhUPpKBaYck9j0nWEN1oph70m0Er8NCaNMrJOJusLxf4k3YCO2DcOrmD4SW8IBdyJp9O3yeQzwCFN4pKfYasJBfnIrlGDOd90nN3742l+vxXrlPVCuBWCw/ukpkyrR+BS3ByEJhd2CObsDlDBUpQIiUii6vwIEBhFr0uwJpARIbkHHMOzsSBTTPRsKX93rORzlx+xR3BWmAI6MN7mr0HdrJHSuLWMLVF0XdUmSg5B55n4wN7HnKGhlahDz20F/WWgjZ6HhVhItLCmbh47fef3xcIG4Xo6CH2IUnK9oJXPLeIBDVkLWzgqZKwIaN/3fa7DGBUBAkxQOBx+lGsJ9Y2ay6U2WGrg9jCJsoC9mAABZBM27Ee6s5KzAyABFz8X2L8LgHodDqdTufplQCLDreDV22fk9iYOXNid7IyU/Sw9fiT0ZvD/MLc1mMMYhJr8oRcmA5yXrn5dtz7eHSAxOEBvHDOqXT0Fk1QzdIvU5uKEFtOY6vF6OBtd0hWONC2j3z272zSZKaWExu5N8Fo4KWZ5eM2Db7zfAQpDcndmZb/+m+rHTvXiy4Yxs6uDHgIOfCRzz4Z244KJEiIYBmPbv3Ep+dXGzJMgpBTpcTJKhTH9DZvOnrrSRe+vO5VwaO12YUzfAbcb7V3cLT4gY9vUJjD3dwdhUw7OwYHOdabznRFQl9PDgAcqdiyMrz+j/8UoybSjGlyakQ5tgGSZVQdUx+5RkddfuzxN775B1Z/79+/+L+/42Xv+o8vfdevnfmaH9t9z163hZLcHAjslokg7gE2rW4xelq2Z08XAeq6LopI7hLINIuQGj7z2c/t3bdfDWrT8wb8SYX+T/WmS2kaDU+TFndSzY4kQqXwzigAACAASURBVGXRb9sE2EUX/c3aMFvODtp+/c25UTMLQaYdPM1suhpBRICr6vLyirkJRF0ffmQnM09XA8wMcIe5+QUXXCAyLeIXTLdpuAvL2WefFUI4HKObWQhBs+7atatpnzRA3y5dAtDpdDqdztOLCENOaOrm8hvnTBqCEdWejb1MUJXeaafrhr5u2hjPPH1VyrWiWKmorYIGzTZaWFvFn34oNiAK7EFAOGnLlgvP59B3yylo8CDCNTUSe+a+fNNtIWdPCePR3X9zSWXUROdowdGPHhJVWibicO4pOOXYJEUFikTa1Ds+esmZ+2pyBiGxZbboyo6GuelVsy95PkoGCAHRtdr52MrVNxydIMZNELgPQGJGVDz7eS/3hSJ+x/Mnpx03CkV2Xil8WJGZRdXeaHjvxz7FB1ZZEEmMSGFKEGdWuCOtN3PpLpyvIyTkKMtReGXl4Oe/OOMRzkXKKLJ76LVloKZvxT29auEXfvZVn/zkqT/2E7tuuuVL7/1fH/8fv/2p//47d/zBn+VPXB7uXy3bmgUazMUBREcFyDTxI/qnx/4pB6nr+Vyv18ttOuvMM2KUoiDViUhvz76lX/+NdydDdnLmaSuhJ73iN/uiBGA8Hh+6+6bVTQHwonT15E5E7Gx79izuuPsRDoNx016//U4zdgcxTBPBUtPKesW/TXsL7du3n0kULhT27TsQQmBmf+IBqHrls7ZtSwlwc1s/vtfM3HHWWWcOehWZAz49TICZiXjXrl0rK6Mnxvbbddl3CUCn0+l0Ok+vmFEA4y9f1ntwF3KaMBOEyTyYSTxYlL2zz5pwfw3FwkmnqkexaE4m1HJui5bz8P7PXNLec785EQpyq0s/8U1vGBX9ALaUhLjONTi3kcdAcf9D+fobCN4+8EB5xz3iNEKqrHEzza2TNyQHORz5ivPHEpQYTgXS5PY7cP/DC3VLJgCUPUsm99KolbBLfMvLXzCO0Y2TILZ595XXzw9XuB0H55AjgQPBoft6BV7zfcqMuf5pF76CPCzQICgrI6eGCyLJtntXe8ttUFPLRtKC1/uWKGjaUbJrEfpPcVCye7ZfNdr5qEhYIa0DIzKSmtCa+Erk/S88/pyPv/vxc4697V3vXf7hXznmoi+dcvf9L9m7dsbOxS2PPrz3vX/06A++du3O+5BzQ5aZALBNu+y7kWfCPzqm7Vvy+zAAbduGEObmZl/1yu/SNGZvQOJefuWKGy69YnvZn1VTJyUoT9uIPrGB4JtLAJaXV1XN3YnIfRqN29atc8cdexSpVLFK2maK1163Qz0W5eDa624lRIIQrCrlpJNOqMqSSODrE/zMsnf/AXOQi8FWVlZyztOGpETTdQafm5s94oj5wCDiaRpFADHgmBsMer0eCDAnMIFzVoCGa+Pdj+/5RyP8tN8AXQLQ6XQ6nc7TnAA4qlF95wc+MjMaWYAFkeQlKHseCvbPFHNnPluAAN964qlqPDfhjUPujz2qV8xlbou1tbs++gk0ZhSNLBHhuWf2zz4LxFUGO6l4STaCNb1y08GVRz56Mdq0f/v241YmTODAM20LZndDwMEYDs5vPPq8FxGUgEwSNB+4/PIj3DKYncghrsqmbEWmMYTOOqV6zumgioARgQ2TS6/scR7RJFIY5GggY8/A6raN+FfnFA6ncPL5ryhCOWc8X9tMg5nMhWqFNKiH+669BqbEUBBxXI84CXS4c6F0F87XsVJA9u4b/tLvyF2PlaeelYpimUcHeha0jODdfQ+veuXpl3987pXffd62s9OD+zBcKaSZc50d2oyyh7S1N2nvufLBD34UWR2eYGaHGkkSMrsxxL9RbP1NZiwMHOrrAzeDmy8d3P9f/+vbNi70oiR3EJetVn/5oUvmFjYpATSN/kGHy9v/v2UXXzNQyyOAiOTQdHuUQHMb5IzTT8htdncJVCfbfuM92csHHnns4Uf2MJUwy3liVj//3Oc0dbN+0hnZ9F3s33+QnJgE4KZpgfVhc18vm4oxhEDEMMvrKw8EIiIG83rxDzOD1jdNm1sIIaV0OLv7tukSgE6n0+l0nmYE7F1aufUuIU3iqiqQKIGANlBblfnI+SU0NTQ8a2FplnOUnpQFRXbIuJ21oCujfVdfI3Vj63+8HfBw5mmtomidnaSInNRZkqCXdfWOu7DnwOShh2csu5sQU9bkCoib1r1Yb92Mbcf3zEvYhAnZ6J57pR2vFAywOIIBMCOwUyNyxLln2YY5NhOCwbE2HD/wSBExFsueC4ObGzuL8BFz7cJgLD6OjJOOWp3pT0AGMHlg5pQHajOahw89jLWhY72GenqaERig9WL0LgH4ujIMt9525PY72p17Tn7py7nlvroHVhIzNPOzc2984+PVrOoczjrvvHf96kPH9IfkWcNQqjb2gtLyyv5qvgr37UTK5lkQsq4fy3xott3ievXKt3Ye2gAQERFpm3olzjzz2UANQNWz8s237ZjbsImEn3zi2FOKbAlA066H4GbmsGmhTq/kZz1raxGDpqyeQyzve3CXE666anvbqoCZOQok2EknHl9IIGeargK4q2EybojQ5pbB0yefPq2v90CCmU3HkokBNE0DkPv6gpaqrj/S3d2n+UBZlmVZfvsvpC4B6HQ6nU7nW8x9vcx3+sUk2Op1N25eGqdgE9JARA4mcnNVPfOkUzCo5vOo165h29zo+JmlmGu3EaPlWHCFDI5lefe9za13Tru1lw7tVcX55417MyUiyOvcFoii7ikRp+Htd+kXrhxtv1WRghm3ShKIghlF4EDAOW98A+ZnYRmWFcDBFb3+2qKZjIuCQWRWqgm8ZSiKZuOms3/6JyahqCyo+qyOJ7fcWj/8CFLjbMbIcAJInchOedYJYaKSmtC2mOv7GUc/VqZxgYlgHMQ4uGb2tPfWW3DgIGlWpDjt+UMwAeCFQ4DUVQF9PfN5suOznxLUe/7ucyd8z6vCS84tUR27rIX7nv7M837hl+a/88IZVEbIC8Fe9bxTfvJHKpTGqAsNqd0yyZu5zG2bt9+BA8vRAXgIpTFaqBPUVERkvXaG3EHE61HrExc3ADK36TfTjbAhhGmMy8zu8K/5mcNfERHBva4nOeFNb3wtYUJohEm4t2//8GMf/+T8hgWHEoz//20DHo8m62eZ0fRFSXM+6qhNL3nh2extFBA4O+3afeCOHXs+98UrnKbtRN2pOffcM5517CYiczVyuJvBiqJcXFo2RxEKdZ2bmzNTdwNQFMV0x/BkXI/Htdn6Gy/Lcvp/AnM/cODg+o5hNxBYyEyZKISwsLDhiZmCb5fuJOBOp9PpdL7F0T8d6qMyDYNamixde93mlpdJi6ri5dbYW7WIMMdF3H1g/1t+fViErJglnVlcmVcvFeNATeCQpSFZLmXbpN5z1dXHX/j8FhyUWvbN5593x9z8ppGZ10FEW+9Bgjdj1k2G+3//j9uVxyfRB40yaBIiOSLHlPPMKadu/eHvn/S4Zw6yHnDgC5dh586+U+2iyIFIgGzuJKuxePa//l6ccVqiEhkQiivDa/78zzfUdZmsDEUytUIihZA0u6Ub7rzv595hqx57PkATHt5Tae4xrznqyGJBnCaFpb17xn//heItr3OwUIRhevxsnB73xNJtA/j6cVvd3nnX7cf2ZPOt9978vj86491vveUND578wL62bNL5L51708+MqmLOGoSiZQh6237sNRd94E9PqrGxGZfM6sGsCLkYDEd4+CE+YUEQLMMLGAhwcyUiGAzG5MQ8vYrXJ+T90KZaEFMg4hACc8yWcs7siDGajUFgYlPn6Ww+3AnTrp5EDDW4CuF7v+f881/ynEsvu78q57IG5uIzn/18f7aiQ2cBr18C9M3mAQxgOBy5++GQmgkS5LhtR7/0Rc+zvKpUchBzWxvVH/yLi7ffsMO8IIdQFm5e/7p/s7ChWF8OcQcTEZlS22jb5Nh3APMb5mKMCZRVmYVAImFtONq/uLThiKMM5Fj/8ExiwN4D+1eHIxCD3E1FKGWF65Gbt2zZuvDEigc9OV96GnUrAJ1Op9PpfCvRk7ooTmcfZ1Cv3Hsf1a2wNM1EAoxgBkHAuJ48umvpM5fOfObq4jNfXfq7K+YPrlVNHeDiCAoxEIici2Yk9z+A8YQBOEUiO3JTeepJw15h7G1dExeiXqilgL4QP/rYzLhNzCBzcKZIzmpNir2jzz0XmxdqkHMEBZmkB790aeFUhCiTxoncPauyO5EsV8WWV14IEZ+eA+sZDzyyfPtdpbor2BxkDZJrZmci0od37v/oZwZ/f21xydUHP/4F2bl3AwVp21KdjckZoGCYS/rQ1ddyM+kdmot8cqd5+rZOhj6jqNWLqz0L87leuvSKvQ/tfNE7/+Pdpx+xe3N/aeMcBn0lKHOyTDXIgROPSy94bkNVmUMKtFKEmvqwuVCyTkbsJODAT463TT07k4ioqpmJiLuPJ09Ocaf7YjGd9p5muWY2rWlRVaYn3whPhJrT9MHMmDynLIS3/MLPzM+Xqg3MiYukGI0m9KSwf3r67zefhaNtMxFN1zEAONyyHrGwcX6uPO64o8qCU7JYRSP/8peumIwVMBFxS7Nz/Qte8ZIYo6vyep2PEsHMUtLJZOJwhw56hUMP1/84AOfU5slksrbWEknW7NOPT5QzlpdXc87mMHPAU2oAsNCmTZvWx4m+rY1vuwSg0+l0Op1vMT9kGnzI7Xc1d94XgOBCgJEKOyuRcglU2sxT6/VBziult0I5Bx6LZ/ZeRqFeZTtiosGb5euuw/LI1JSZUrZe9Zxf/LcP9MXZeohOlcOZs4Ob0XiDpSNqjRomQZPArWIjCe3iwsZj3/B661HhOSO2CHLfA81lX1ULa55m0arAyDWSGHMiO+04vPTcxGUFRgnRduVPP7jpsX2zmVoJI4BgpSm7N0JjsipPTofC9stk/8aKIXmFx+OQla3MUuRYJpmf8NZh3vvV69P9D0dLgE+zAJpW/zMIiF0b0K9vZlv/6EA6LsanHRiv/fIf3nXvPc99zzu2/sIby6qnjz8yyLWZKHMktdW2afUVF/7g5tFcaIsJCtZY5Z5hZs2zHLPZCMgEAykERIaFDRuSaRZMG1wSkaqq5v37DpgfShKmrXXgq6srOWdVnba3J6KccwjBbFro8uQqIDv8TQhBVWMgwC98+Uvf/ss/VxXGPF0xiO6YHvOL9V5E33wlkAPAZDKB8+EuQG4psmyY21AEf/2P/wByGzjmnDjQ43uWNUeW6cG5+kM/9Kqtm+Z6vVIET94GYaCUbG24xiAARx99lKq623onUCczJ5KvXH5lf1AkVZaYshug5hz40su+krMREUkgxvS/5vrCFz5//biCJz6mdSsAnU6n0+k8I03n/s0spdS+76PziysRwhkSJYu55gFV5KLQFk0bGi3hfXFKZZCa0qjwJE6wNmgTlKEU3XftHH/x0gLcTjc6hjD73d8x94KzM1KfQ0qUA2pJhUshgpBnHTONDCuthatckJPLRM4+E887q+U8sJodBixfc/3xiyst4rAMMbTJNUPbAHcUJpte/kKdKwgcFDVrWlt+6NOf3bbW9jNWItb6IpY3Orn7GrvNllqax3pcjqnUlIcUrC09VZwZ7JSZmyAAzahtGNeP3fh/2Lv7YNuzur7zn+93rd9v733OuU/dt28/QTfQTRREHgI0CApijErQRE0cxUSdWJNxxjw40UpmTGZSY8o4U9HSVGpSMYlTqYmVOIIxE0czxsQIPgVQhiAaIUIDCg0N9/mec/bev99a3+/8sc+9tN1YlaFFu8r3q7qqq899Omf13ueu9++3fmu901Jp0V2SBslM3ZQy4yTgT2q1uPfVr7yaV2YdjYPf8fFL7ft+6M1f8x2rX73xR/7U68uylOvHw5XN8voVvfth/6F//gt/+zvveeg5i1qa4nicRh1WXV0vr05nFrr3jm5FYepyqUqmfPrT7y3jMFu01nZzejMz87e85S29p2RKmVtEHB8fX7lypZRy65bX7gGAu+++++QtsNtB57e9K27eOmhTKW6Wm+nwv/5zX/OC539mn6dSxgzlrcy4uSQm/7Nmw/GYme1uG9Cr7u7uyt2qPEXEHbedV7bXve4LLlw4H11pIYvMUusqs7U27+8vv+Eb/nTTdObMnnK3++fNJUhpUtls15Kqlec897njOEoqpUTE7nkJt/KGN7zh2rVNyrTbC9Tk7pevXP/pn/53KaU8UxlRq0fEMAyvfe1r/RPLfn7vqpcAAADg0yUz53n+6M+/46AVSZ4+t+bV3GQtLL2uFr2kZQybyQ7Xe1PWw/XCa1hImZbbquMhtzU382bl9rY3vVlSyy6l0lTtMx56UaklWvdSvZQ5Q5HjOK7nI1OM6bNnd3m4ZKk89+wHZlNTKNJTTTp8/8MH22ZetVysp0MvLrMsJulgdbC4967tWCQV06GmRz70W368PhU+SFvTPLjJfN7WOkxF2+yH7fjIt3vRV1OvbbNqkUfHFn03m5uKr6ttqqdpTF36jffJMiLSTpb9fOIMWE4C/mSORl14xQvrXr09hkdjfWmYPvN6fP5FXX3jv/+hv/AXfurbvvXffcd3vu3vf/+bvvO7Hv7T3/DuP/+t46Mf0J1+fX/eDvNct31YT8P1zXjljmc8TcsxJc1td8V9d7X9zJkztdZmWUpx996amW0227e+9a0nE+1ISfM8Hx4eXr58eZ7n3Zx+VwvDMJw9e9bsZBuc397EuZsuZ2atNSIi2t64LKaXPfTQarWapmm12lfe/IVPbjK8Xh/vOny3RKfWsl1vzp273dzuv/+u5z/vubuzfiP6crk3Tc1cpZRTp0498KwLLq1Wy967p0wme8w+P/3kkLLzd9wxDGUXGxFhdnIZ/wMf+MDb3v7LtZT1ZuuulHrkw+9/+OLFizdLJVO7YOinDg6e/ezbUo97uXMHAACAp7iQ2m5ZdGZqK0XKZovQnOltfu8PvvHaB9/tcX3j07a203M5daTu/shyM5f12cPtuSktFlPd73uL7Siz5d5mcbBd9PDNeKDN8ty2HMR6s1werA/rz7z56Cd/epWSrCmvrertX/e1x7ffmypRr/Z5fdDOLuZx3h7FWK/WzVrX7jxeLHI6XF6y0h8ZHzj7sufVctQ0RD2wPD44/Ojlf/+LSh30ra3nqd4hHZ3btrPrenm5/9aD8fyrXr3VYq1wzec3NzY/9dOnWr+0mj60N50Nu+3q3FxXBs05LUzjlKdir/T9zP3ri3o4jmuLvbJYtDJ0G6It22YRh2ZH15brM9evXfg379CV60clo6uspdl3G5DONsdi5sX1RHPGmc971ak//JXX/PZzdmMvHr1aLh35tXPTI694+Ppn/Pjbz/+Tf3z6b/3dO77//3jGr/3agzF5rtTPqJ87Ny9Oby1j9Pm2veOnfeh1X6o4WG2t7df1XkSZFZm9vPpzXvj08/tVrTeTrHiLWJuPP/JjP/vN3/a33var7127/eZHr/7zf/nzf+br/spm7e6WmmSa5pD1Fle/6Is/z02mqojJMk3jvFd7DevN5z4P1vZm5Vym4mXsixrT1331a08ttgvl9oYsTrfcmz1a2Uim2ItcNg1dkrqyewymyOyRC8lNU+lquqOrZqbbdbN1D1261ra+2KRnqnaLNg+nx3pqmZrHsn39l7/6VMzjPIbbXK71cuhtUO8vf+mzS0wr5cFwqtRxKr52344t6lGR2XrR5tljUTXceWb4xm/4YtO1SA/tt1T6RnZjUy9887f+Lz/7lnf7ooai9Xjko9P3fM8PhZ3e9JZ+WOtG/Vy05nHjC1/zgirVlKtKu3sNYfKSrrRuliaPLJmzay4Ks7F77UN/0i8kdgECAOBJMKmqyWrIUqWcfHDjcaR2+/boP/yTN37RUS2ZzTMt5qqNYmHl/OxV1sZhmtZnfV7Fpe1sUcq2aD2O49bPqlwt2uxpo2yj37aui6bh4uad//RHX/H5X6BxKKGDUnTH3cuX/OHLl3/OWoRbpHsow5rnYWmLxantdruqezln6Xr/M8+/+OWfs7a9UJmkZXf9h/fdePcHQ+YRwzZWdTxutqmLIepyWpx/5fPrs5+1LxvSwtKzbH72HVVeUuPczTIsu+deHfrRtJBtcn1QTvfe9rXeaF74cmN5uW/2h0Xp3qysB811nF1L9SHWl9/7gft/5T+d/rwXtzpqlFwmG+ScBfw7Odtd7s/5rm/5t7/+Cy94/7VTy3pxLCXj9GYrZUacnttev3pxIVOVhjv3zvb3PjweXz7t/qHNXA72Lm56nt1/7hd9gcYSbiG5vOdUvchif7X4L7/ua/+n7/q+UvYyzdzd1Vput/qJf/WzP/ZjPzkUV4s2N7dqftqtenGlHyxX0/bq+fNnv/q/+FMZCgtXl0LWwqf0KnVZN+/KMLfwJrncIrfPeuDOv/bX/9J//+3f43XZM2Rd6qmUTVI3m9yaVGVN6mlK62khzWmubGldsTFvslmK7F2uzfbQvJuU0cK70izs7rvv7dGGMnzhF77mttv+0fGlI5NtNrNrMA2lbF/20IuLe6oNdTSzk7MLouye8U2zG0eHkVlkpehbv/Wb3/ijP/XhRzeLOsqrwucpprZUDl/11d/yua98wbMfuP/G9eP/+1/+2xarzHPLhU/Rjo+OT9XW2vrMweKPf9kX3twfdfeIhJ98S9k9liGXdVnY7ohsNZmHK33OJ30BnwAAAOBTl6ZDKaXTfnIb3yVFpiI0+cO/dc97Hl321Wy9Wx9bKdlLLyU0DIsPjHFpf9jEcKEOPdaTm3ps94c+bT/zUr/QyjK3NVVbP1buTXuj/PZJ7/nFt+vSVd17x2i77fPr5rM+c/Nzbzt149CtF3lNs5A8e1G3NlhfzK31zahlfPZzdNedk3bPIkvbvPrv3nb2cO6aa+q0FNO0rENzH6as43D/q14Ry3EMxaQcu64e+3/68NgWQ8R+FFPOismjTzbX/YuDbZZnbhSF10XTrFiOi+PN8cGZ/XL16K7DPkRf9Fx0dZdyOmXDZjM/+m9/4c6HXpyltVJ3q4A8pXR2AvrkQlpUffaDy5e+sHzoeLu5dnja02Xq49RK9oM+D8obC/v41kbp1Jk7Lr73Partg+srcWbQYQx339Ne8fzbnvE0eVr1lEIxetlNQ73oK//El37f3/3+a4fZe4TcwkvZS7V5juiLzWY71ME1ehl7Lxmqtczzts/zYrQ/8bovOX9ur1hKcXJencWt9S2WksLMwncLjrpZqWZTn7/yT37J3/l7//Dh37y4XO1PEbsjdtPSM2Tt5tQ4JaWFWdrJ0vxMU5plb35zlY7cM9Wj2W4/Udvta2WKPHOwSPWI2N/3u++68Oj132whs1JsiFYG6w88897eZq9mZrX69Im7UJ7mCj88Pj5ZpdZjb+GveuVDP/Iv3iTl8dHxMAxD3R9Wp29cv7zcq2/95Xe9+eff2qa2XJ07Wk/DOFqLFu1gtWfT8cGynj5YvuylL86Ul99+QeFkpELaFchjVwflbmXgk39rEAAAADyZAtBg2WQKqUuukLxE17TQ9uIvvO0ll9ddfn3MbdXYU1Ym92VfXF3s3/lXv/GFf+5PlbLKOdpYTD5sY7uSHv2tt3zZN40fvGhRh5gPJtccl8Zpr+75tLnj+qUrb3vTwVd8ebNhYcpFXvj8z3n79/2DCzEf18mqp50sp2+eLfue+9yP2mq4NPaX/VdfH6tFzTQzj1nve/+73/Av7pzX11Zbtxi6h1urw/F2c0c5mC+cO/vVr43RtckYrdl0+cd/3D72yKZkyoZ0WTQrs4a5jL95sPic7/i28bWvydXSorSx9khPleK+vv6zf/O7L77h39xzdDREW4aF/PqQh3uKPv/HH//Xd37ZH51f9ryNykK2kDxd/eTWCh4//y+a6+Buf/ivfusvvfsjF973odXmOLxtLWIZmf2GdFSOauxfGveunT37ouc8+NYf+Ifnt4d+aj+7rp65/bZv+Ir7v+Ub4+xB72kyOzn+KtIszYrp3juHb/q6r/ru7/8RKRbj3jwro6R5U8pKWexnZC/eU+5ld3jAoppFe95nPPPbvuUbD/ZkIXdFpKwqq2QWZlaVriyZqSjKmiqSRZhJ+3t6/eu/9Lu/9wdaW5sWabtJcWSG7x53kZQ1lZneVTIi5SlPlZDK7hDjHGQLqVy91tts2TMi3Fw2muLc6VNDUdGoUJhe+MLnvP0/vsddXsboLtn+yl74ws8yN1PxarW6Wve0yJPta8N06ep1K5aZ7tnn/pf+/Nf/4i++4yMfv7YYF2aemevN4bCsPafrx+thHLyM2x6L/UXE3Pq8GK23w1Hrz3vl5/zPf+Mvnzk1uLp2T8A89qp+uqxIpiyWRSoeu62RLJX5u7FjKM8AAADwqbOeyykPutSkkKfCFFWmdkr9ylt/6UDbUVeLX1e9EvVar4fTeLzx7ZUhTr30sw/vetr1O+6Mu++azl+I8+fzrguHt13oz/qsu1704hs+9KzNFmvfa8O56+N0fejK9b2+vfyWnxnKtLaYy7wd/OwLn3vH0+4Zu4Y+KsfMhcWixGKYF/txMMxjy8Xlxerig/fc/+qHXLkffU9tuT382A//sH/wg1XbeRHTmPMQbZGTz1U2jTa8/Nm672woVPpUmt248q4f/Ger+XBeXNosL13Zu/zx/esX9w/Xi81cpuOzi/GLXqEH7p7vvFN33hMXltu7zva7bz++cGp7/22f8aWfGz5XbXuZm/V1zXkx3MieyuWHP/6+f/qjtbWiXnZXO/2krPBErWj0MvTF6oUvePVP/uDHHnrBgZ+7c7M6ty4H0zBoeWW1Ojqz/7TD1fHZ29evf83lo6tn3vr+U76Kdnrt52//9r94/3f+dzq9vzbPukxplEa5y3q29LSi7PrLf+Ebv/S1n3vvXae2x5eqz8W6Mto0lTr0nm33Is/ctsMyzJv1Vdfx6T373u/+9ttOr6ynwSafPwAAIABJREFUqbXeZCa5crCsUrVcWI4e5lEsFsplapSK+mooi2L6qj/55bedOajuFoP3lfelxUIqFsWj7gJAOWQWxcJitKgWRTlkjp5mWV0WscocP/Kh69t1N1WPoqjK0dPuu/eu3U0D88zUSx56MOOoequmaFvz/Iov/+Lbzq6qF0ml6Ny5U67mCt/dlVJKcf3GZndahVmMYz7wrLvf/KY3fuFrHhrKdn18xTQvhiGb3Mbeh8hl62MZ9lpXcStSTpuF9S973at/4B/87Wc98+6hyBRmT3zq16SqLJaj5egx2G4YT/4Zn/ybg7gGAOBJXUnrpu7yQSVPVrBk76fk+q3Ll97xnts1V2untrE395IhxRDqisvVz93/9ENlz/DUfqSHK3TGVbI/66XPfee//rEz89rb5F4XOd6zOVBbHGiYLx0e/vt36WPHp86vwjNkuX/2gdd/xce+63vPTZmSZRYpuzWLUTmmTWW8OLe7X/T8GM2jq2Rms49eeu9PvOm2XmoMpw5jkbaMEhndpPTLq2H16pdNQ1VqPdqsrX7l4dvf8cidGz+KXkKpnIqlfG/yyNCdd+vcqUl9W7xGDtNCQxmaBi9mfueLH7o6FtnaSrNwmR9Mq6GtWvqZrT74Yz/3wF/8+Pisp0uai45My3pzN0c8bt6WYdsuDfMwtruf/rk/8H0f/sdv2P7Kux795V8+dXW9anbuuj7Wpo889w/d/9/82fPPe/abv/1vnq2Lqw/es/dFr3n+53/B8lUv6aVoFaZqUk3TbrupYkqX2zRvFsOyuv/9/+1//KW3veP//OF/9TM/85aLV64ONowLn6fjodbd3lbjuCh1bbl+/vOf8ZpXvvyb/9zr77n7tlolZcqqL+LmTFa5LV6kntHM3F29WS222/SpFO8tVezp9972N/76X/lrf+N/3bTcnRpgGVJXttWo7EpTj5Tk2QfvmZNZiWxmsagl2rz7s5V69NGP9Wlbq8xDSo9iub33ntvddHLUccnnPPfB5TjPGdGnsdZxmP/sN3xV9owSkpWS991354c+8pGS1SKVLqWsnBzuZZ4557xdjHs9+g/8o+/8Zz/8E2944//zrne9ezrqy8UwTdvVMJ4023Zd3DVPo8VLXvTZX/a6z3/91/yR/T1ll7KbhdJPqvcxr/gMydTbXBShpjYPo7XehjJmzE/+rUEAAADwqWtua1lIZlpIi93TeqXo8vriz/6/7z+6vr339FE/tWy9qKX1oeei+eTj0fOeo7vuNQ0LU5fkGl2RMpN7Hf/4a97/z3/w0Q9+8Nzy4PqN9cHeKa1ry8V+teOj/PjFK896z2/VM3fMi1GS1eH0l/yRN/1fP7L3kYtK8yglrZvWNi3Ml5M20tH5sy/6vFe0Mo69dytb+foDH/61i1fuOHeq5rjX+ti8ZCnhYevRl+87KF/yua+QDrKVGHyhvQ+98+EP1cXRGWvjWe/pGXNRN4299Fbufd7zdfr8VuNadRjkudiaqiulrZ/ZO2WbF7307e9667G2d9jeNEeRT70P417ZlA8eXn7gPb9xx/1PlymLmtRMC+4AfNLezNSotByjjE3tmffd9x3/rdbr+379Nz74k2++9uu/ef9m+czPe35+5avf+Y53/evv/nvPecZ9L/hLX6dXfo7uuW9dqrYqPa+W9b5s0K0tV9PSi1tIdahSyG2l/qpXvOiVL3/R5avtF3/xl3/yp376wx/+8McuXbx+/fpisbjj/J2nT59+5atf9Nov/pKn3337ctgd3JZS18kZwGbS1OZxnEu50ft6sfCprS3dQmfOPP3qlUtnT58zzdKiFEuLYvaVX/lHP/rRj3zv9/7vmU2SfCuba24uffxj9z/jQo/w6rmdIq/XougbLyVi9qLj6x/f37ttarEc1Gbbbq9WP5IdlyKlzErN+fRBmae+HM0UU988+8H7XvHyz/7197xvsXdwdLi9/757n/MZT5fCzE02tbzvaRfe+ratWZftFt3PMl8fHu2eLOhdZRwyptVi6Cp/+mv/2Nf/mdf90i+990d/5F++933ve+evvPN42roPPfvB6YNnP/CM133JF7/8ZS9+4Wc9MFQru3tcJXZ/nGQnq4BuMZnFdrtdrpryxuBttfTN9mjwom5DPZNPeg2Q3drZFAAA/P+1m/LsntQbpDJLGZvSlup65KI++H4tTbpTU0izxqbomiWV+czSPusztuH7pmiTj105dKtNGrPbvDn61V/dn1NTaHmgbtJacpWQWuuqf+hFcWYVRZJ8lud2/vV3Da0rXc0lUwktijJ13KQaOfsfesZ024Ux7Vrps8q5q1fLex5RThpmzVKarEpSP5YtQ7Ne8jwf9tW0GeTS8L5H7JEPaRWKU+pSdNVQ2a2MqDp7Rg/eez37sgzjrO2okFZN3XSj6Mwk+48P6/iaVlXzvo4n7U2yi1mq3ZCGoT34tHLhblPdSltpL1WbNPD6eqK+VW7lq/ShKarS5pJNbZaaVHU9tarT0tdXbpw5Tu1Lt7m0p9xvUglF0ax5oeExT+eGXHJ1SQo/OcNrSpXMmuaR2s4aR03zyVXq6nI/+dUWGlwuKfvN1ekulUx1m6/d2Hz4w4fuq8jZanOZqRb1Bx+4M2NdvFkcyHuq9UzZ6uOXDz/+8WPlUkrZLJtHnz/zwftSIbWu6FE+8IFHp9kiB/PSs1nJpS1LXT94//kWm+p7V671Rz5y6WTtTkoxVMvF2J/xjLvnOBy8SDVzkGluSlMpSmmRMstUbz3kw8MPf2yeMm24eTCxZ+aFO8rtZ04vinZHAyt7Nwu5aewyl+Zt1NEjdenqjePjzd7B/unTe4PLMquZq2V2t8XN7xknewCdXJHPWzcBeuubUKy3443DNFu0nEpNCy82um8OTmmvLgkAAAB+XwvAlCUtpW4yHZeo6rW1VuYj66lzeykzHSur+kqRERu3lE6raEr5rDora9rQVbs8FCZFqux2Fepym1sxKYpy6GYxpFt0DVIUbYo2OS2sjLIaHqbZtFWX+iJtzBrbsKF0l0UeV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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">48<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h35 y1b9 ff5 fs2 fca sc0 lsf ws0">4.<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff8">DZIAŁALNOŚĆ OPER<span class="_ _1"></span>ACYJNA <span class="ff5">GK UNIM<span class="_ _1"></span>OT W 20<span class="_ _1"></span>25 ROKU <span class="_ _1"></span>I JEJ OTOCZENIE  </span></span></span></div><div class="t m0 x47 hd y35b ff5 fs5 fc5 sc0 ls12 ws0">4.1.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">PODSTAWOWE PRODUKTY<span class="ls2a">, </span><span class="ff8">ŹRÓDŁA ZAOPATRZENIA I RYNKI ZBY<span class="_ _1"></span>TU<span class="ff5 ls15">  <span class="ls0"> </span></span></span></span></span></div><div class="t m0 x1 hf y6e1 ff7 fs4 fc2 sc0 ls0 ws0">System <span class="_ _4"></span>organizacji <span class="_ _4"></span>oraz <span class="_ _5"></span>zarządzania <span class="_ _4"></span>Grupą <span class="_ _4"></span>ustalony <span class="_ _4"></span>jest <span class="_ _4"></span>w <span class="_ _4"></span>o<span class="_ _0"></span>parciu <span class="_ _4"></span>o <span class="_ _4"></span>w<span class="_ _0"></span>ydzielone <span class="_ _4"></span>segmenty <span class="_ _4"></span>operacyjne. <span class="_ _4"></span>Podział <span class="_ _4"></span>na <span class="_ _5"></span>segmenty <span class="_ _3"></span>o<span class="_ _0"></span>pera<span class="_ _0"></span><span class="ff6">c<span class="_ _0"></span>yjne </span></div><div class="t m0 x1 hf y6e2 ff7 fs4 fc2 sc0 ls0 ws0">dokonywany jest <span class="_ _0"></span>na <span class="_ _0"></span>bazie c<span class="_ _0"></span>zynników uwz<span class="_ _0"></span>ględniających rodzaj <span class="_ _0"></span>sprzedawanych towarów, <span class="_ _0"></span>produktów <span class="_ _0"></span>i usług, <span class="_ _0"></span>jak <span class="_ _0"></span>również inne <span class="_ _0"></span>podobie<span class="_ _0"></span>ństwa<span class="_ _0"></span> </div><div class="t m0 x1 hf y6e3 ff7 fs4 fc2 sc0 ls0 ws0">ekonomiczne <span class="_ _4"></span>(np. <span class="_ _4"></span>marżowość, <span class="_ _4"></span>specyfika <span class="_ _4"></span>klientów). <span class="_ _5"></span>Organem <span class="_ _4"></span>podejmującym <span class="_ _4"></span>kluczowe <span class="_ _5"></span>decyzje <span class="_ _4"></span>w <span class="_ _4"></span>Grupie <span class="_ _4"></span>jest <span class="_ _4"></span>Zarząd <span class="_ _5"></span>UNIMOT <span class="_ _4"></span>S.A. <span class="_ _4"></span>O<span class="_ _0"></span>ceny<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y6e4 ff7 fs4 fc2 sc0 ls0 ws0">wyników <span class="_ _4"></span>finansowych <span class="_ _4"></span>segmentów <span class="_ _4"></span>operacyjnych <span class="_ _4"></span>i <span class="_ _4"></span>decyzje <span class="_ _4"></span>o <span class="_ _4"></span>przydziale <span class="_ _4"></span>zasobów <span class="_ _4"></span>dokonywane <span class="_ _5"></span>są <span class="_ _4"></span>głównie <span class="_ _4"></span>na <span class="_ _4"></span>bazie <span class="_ _4"></span>EBITDA <span class="_ _4"></span>skorygo<span class="_ _0"></span>wanej<span class="_ _3"></span><span class="ff6 lsb">. </span></div><div class="t m0 x1 hf y5f0 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _3"></span>EBITDA <span class="_ _3"></span>jest <span class="_ _3"></span>jedną <span class="_ _4"></span>z <span class="_ _3"></span>miar <span class="_ _3"></span>efektywności <span class="_ _3"></span>prowadzo<span class="_ _0"></span>nej <span class="_ _3"></span>działalności, <span class="_ _4"></span>która <span class="_ _3"></span>nie <span class="_ _3"></span>jest <span class="_ _3"></span>zdefiniowana <span class="_ _4"></span>w <span class="_ _3"></span>MSSF. <span class="_ _3"></span>Grupa <span class="_ _3"></span>UNIMOT<span class="_ _0"></span> <span class="_ _3"></span>def<span class="_ _3"></span><span class="ff6">iniuje </span></div><div class="t m0 x1 hf y6e5 ff7 fs4 fc2 sc0 ls0 ws0">wskaźnik <span class="_ _18"> </span>E<span class="_ _0"></span>BITDA <span class="_ _15"> </span>skorygowana  jako <span class="_ _15"> </span>wynik <span class="_ _15"> </span>z <span class="_ _15"> </span>działalności <span class="_ _18"> </span>o<span class="_ _0"></span>peracyjnej  z<span class="_ _0"></span>a <span class="_ _15"> </span>dany <span class="_ _18"> </span>o<span class="_ _0"></span>kres <span class="_ _18"> </span>sprawozdawczy <span class="_ _15"> </span>ustalony <span class="_ _18"> </span>z<span class="_ _0"></span>godnie  z<span class="_ _0"></span> <span class="_ _15"> </span>MSSF  prze<span class="_ _3"></span><span class="ff6 ls2b">d </span></div><div class="t m0 x1 hf y6e6 ff7 fs4 fc2 sc0 ls0 ws0">uwzględnieniem kosztów amortyzacji, skorygowany o szacunkową wycenę zapasu obowiązkowego paliw płynnych i gazo<span class="_ _0"></span>wych, uzasadnio<span class="_ _0"></span><span class="ff6 ls2b">ne </span></div><div class="t m0 x1 hf y1c2 ff7 fs4 fc2 sc0 ls0 ws0">przesunięcia w czasie kosztów i przychodów oraz zdarzenia jedn<span class="_ _1"></span>orazow<span class="_ _0"></span>e.<span class="ff6"> </span></div><div class="t m0 x1 hf y4d4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y6e7 ff7 fs4 fc2 sc0 ls0 ws0">Zarząd UNIMOT S.A. wyodrębnia następujące segmenty operacyjne:<span class="ff6"> </span></div><div class="t m0 x47 h16 y6e8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Paliwa <span class="_ _15"> </span>ciekłe<span class="ff6"> <span class="_ _27"> </span>- <span class="_ _27"> </span><span class="ff7">obejmuje <span class="_ _27"> </span>hurtową <span class="_ _27"> </span>i <span class="_ _27"> </span>detaliczną <span class="_ _27"> </span>sprzedaż <span class="_ _15"> </span>o<span class="_ _0"></span>leju <span class="_ _27"> </span>napędowego, <span class="_ _27"> </span>benzyn, <span class="_ _15"> </span>oleju <span class="_ _27"> </span>grzewczego, <span class="_ _27"> </span>paliw <span class="_ _27"> </span>lotniczych <span class="_ _27"> </span>i </span></span></span></span></div><div class="t m0 x17 hf y6e9 ff7 fs4 fc2 sc0 ls0 ws0">żeglugowych oraz biopaliw prowadzoną przez Spółki w Grupie.<span class="ff6"> </span></div><div class="t m0 x47 h16 y6ea ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">LPG<span class="ff6"> - <span class="ff7">obejmuje hurtową i detaliczną sprzedaż gazu płynnego (LPG) prowadzoną przez Spółki w Grupi<span class="_ _1"></span>e. <span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x47 h16 y462 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Gaz <span class="_ _5"></span>ziemny<span class="ff6"> <span class="_ _5"></span>- <span class="_ _5"></span><span class="ff7">obejmuje <span class="_ _4"></span>sprzeda<span class="_ _0"></span>ż <span class="_ _5"></span>i <span class="_ _5"></span>dystrybucję <span class="_ _4"></span>paliw <span class="_ _5"> </span>gazo<span class="_ _0"></span>wych <span class="_ _4"></span>w <span class="_ _5"> </span>systemie <span class="_ _5"></span>sieciowym <span class="_ _5"></span>oraz <span class="_ _5"></span>obrót <span class="_ _5"></span>hurtowy <span class="_ _5"></span>gazem <span class="_ _4"></span>z<span class="_ _0"></span>iemnym <span class="_ _4"></span>za </span></span></span></span></div><div class="t m0 x17 hf y6eb ff7 fs4 fc2 sc0 ls0 ws0">pośrednictwem Towarowej Giełdy Energ<span class="_ _1"></span>ii, a także na rynku pozagiełdowym prowadzoną przez Spółki w Grupie.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 h16 y6ec ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Energia elektryczna<span class="ff6"> <span class="ff7">–</span> <span class="ff7">obejmuje obrót i dystrybucję energii elektrycznej przez Sp<span class="_ _1"></span>ółki w Grupie.<span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x47 h16 y6ed ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Odnawialne <span class="_ _9"></span>źródła energii<span class="ff6"> <span class="_ _9"></span><span class="ff7">–<span class="ff6"> <span class="_ _1"></span><span class="ff7">działalność <span class="_ _9"></span>Spółek <span class="_ _1"></span>w <span class="_ _1"></span>Grupie<span class="_ _1"></span> <span class="_ _1"></span>związana <span class="_ _1"></span>z <span class="_ _9"></span>fo<span class="_ _0"></span>towoltaiką <span class="_ _9"></span>w obszarze <span class="_ _a"></span>farm fotowoltaicznych <span class="_ _9"></span>oraz s<span class="_ _1"></span>przedażą </span></span></span></span></span></span></div><div class="t m0 x17 hf y6ee ff7 fs4 fc2 sc0 ls0 ws0">i montażem instalacji fotowoltaicznych.<span class="ff6"> </span></div><div class="t m0 x47 h16 y4b6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Stacje Paliw<span class="ff6"> - <span class="ff7">działalność związana z handlem detalicznym paliwami w ramach stacji AVIA.</span> </span></span></span></div><div class="t m0 x47 h16 y4b7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Bitumen<span class="ff6"> - <span class="ff7">działalność związana z produkcją i handle<span class="_ _1"></span>m produktami asfaltowymi.<span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x47 h16 y6ef ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Paliwa stałe<span class="ff6"> <span class="ff7">–</span> <span class="ff7">działalność związana z obrotem paliwami stałymi, w tym węglem.</span> </span></span></span></div><div class="t m0 x47 h16 y6f0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Infrastruktura <span class="_ _0"></span>i <span class="_ _0"></span>l<span class="_ _0"></span>ogistyka<span class="ff6"> <span class="_ _0"></span>- <span class="_ _3"></span><span class="ff7">działalność <span class="_ _0"></span>związana <span class="_ _3"></span>z <span class="_ _0"></span>transportem <span class="_ _0"></span>kol<span class="_ _0"></span>ejowym, <span class="_ _0"></span>usługami <span class="_ _0"></span>spedycyjnymi, <span class="_ _3"></span>magazynowaniem <span class="_ _0"></span>paliw <span class="_ _0"></span>o<span class="_ _0"></span>raz </span></span></span></span></div><div class="t m0 x17 hf y6f1 ff7 fs4 fc2 sc0 ls0 ws0">wytwarzaniem, przesyłem, dystrybucją oraz obrotem mediami energetycznymi.<span class="ff6"> </span></div><div class="t m0 x47 h16 y6f2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Działalność <span class="_ _9"></span>pozostała<span class="ff6"> <span class="ff7">–<span class="_ _1"></span><span class="ff6"> <span class="_ _1"></span><span class="ff7">działalność <span class="_ _9"></span>spółek G<span class="_ _1"></span>rupy, <span class="_ _9"></span>które nie<span class="_ _1"></span> <span class="_ _1"></span>wchodzą <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _1"></span>zakresy <span class="_ _9"></span>działalności s<span class="_ _1"></span>egmentów <span class="_ _9"></span>wymienionych <span class="_ _1"></span>wyżej, <span class="_ _1"></span>m.in.: </span></span></span></span></span></span></div><div class="t m0 x17 hf y6f3 ff7 fs4 fc2 sc0 ls0 ws0">obrót pozostałymi towarami, pozostałe usługi, zarządzanie i administracja (usługi<span class="_ _1"></span> centralne).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y6f4 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2025 <span class="_ _0"></span>roku <span class="ff7">dominow<span class="_ _0"></span>ała <span class="_ _0"></span>sprzedaż <span class="_ _0"></span>na rynku <span class="_ _0"></span>krajowym, <span class="_ _0"></span>która <span class="_ _3"></span>stanowiła <span class="_ _0"></span></span>prawie <span class="_ _0"></span>85<span class="ff7">% <span class="_ _0"></span>ogółu <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>i</span> <span class="_ _0"></span><span class="ff7">względem 202</span>4 <span class="_ _0"></span><span class="ff7">ro<span class="_ _0"></span>ku <span class="_ _0"></span>była <span class="_ _0"></span>o <span class="_ _0"></span></span><span class="ls7">0,</span>9 </div><div class="t m0 x47 hf y6f5 ff6 fs4 fc2 sc0 ls10 ws0">pp<span class="ls0">. <span class="ff7">wyższa.</span> <span class="ff7">Sprzedaż na rynek ukraiński stanowiła</span> 4<span class="ff7">% wartości ogółu sprzedaży i była o</span> 1 </span>pp<span class="ls0">. <span class="ff7">niższa<span class="_ _0"></span> od sprzedaży w 202</span>4 r.  </span></div></div><div class="c x1 y2ca w42 h8b"><div class="t m0 xa h13 y1e1 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xb9 y2ca w43 h8b"><div class="t m0 x1c h14 y6f6 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x1c h14 y6f7 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xc5 y2ca w44 h8b"><div class="t m0 x5e h13 y6f6 ff9 fs9 fc2 sc0 ls0 ws0">udział w sprzeda<span class="_ _1"></span>ży </div><div class="t m0 xa0 h13 y6f7 ffa fs9 fc2 sc0 ls6 ws0">2025<span class="ls0"> </span></div></div><div class="c xc6 y2ca w45 h8b"><div class="t m0 x5c h14 y6f6 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x5c h14 y6f7 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xc7 y2ca w46 h8b"><div class="t m0 x3f h13 y6f6 ff9 fs9 fc2 sc0 ls0 ws0">udział w sprzeda<span class="_ _1"></span>ży </div><div class="t m0 x33 h13 y6f7 ffa fs9 fc2 sc0 ls6 ws0">2024<span class="ls0"> </span></div></div><div class="c xc8 y2ca w47 h8b"><div class="t m0 x7b h1a y6f6 ff6 fs9 fc2 sc0 ls0 ws0">Zmiany pp. </div><div class="t m0 x7b h1a y6f7 ff6 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y6f8 w42 h8c"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Polska </div></div><div class="c xb9 y6f8 w43 h8c"><div class="t m0 x1c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">12 509 674 </div></div><div class="c xc5 y6f8 w44 h8c"><div class="t m0 x12 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">84,5% </div></div><div class="c xc6 y6f8 w45 h8c"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">11 779 197 </div></div><div class="c xc7 y6f8 w46 h8c"><div class="t m0 x91 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">83,6% </div></div><div class="c xc8 y6f8 w47 h8c"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,86 </div></div><div class="c x1 y6f9 w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Ukraina </div></div><div class="c xb9 y6f9 w43 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">613 012 </div></div><div class="c xc5 y6f9 w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">4,1% </div></div><div class="c xc6 y6f9 w45 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">719 911 </div></div><div class="c xc7 y6f9 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">5,1% </div></div><div class="c xc8 y6f9 w47 h8d"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-0,97 </div></div><div class="c x1 y6fa w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Zjednoczone<span class="_ _1"></span> Emiraty Arabsk<span class="_ _1"></span>ie </div></div><div class="c xb9 y6fa w43 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">362 616 </div></div><div class="c xc5 y6fa w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">2,4% </div></div><div class="c xc6 y6fa w45 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">495 826 </div></div><div class="c xc7 y6fa w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">3,5% </div></div><div class="c xc8 y6fa w47 h8d"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-1,07 </div></div><div class="c x1 y6fb w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Belgia </div></div><div class="c xb9 y6fb w43 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">210 858 </div></div><div class="c xc5 y6fb w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">1,4% </div></div><div class="c xc6 y6fb w45 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">268 586 </div></div><div class="c xc7 y6fb w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">1,9% </div></div><div class="c xc8 y6fb w47 h8d"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-0,48 </div></div><div class="c x1 y6fc w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Estonia </div></div><div class="c xb9 y6fc w43 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">171 077 </div></div><div class="c xc5 y6fc w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">1,2% </div></div><div class="c xc6 y6fc w45 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">201 648 </div></div><div class="c xc7 y6fc w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">1,4% </div></div><div class="c xc8 y6fc w47 h8d"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-0,28 </div></div><div class="c x1 y6fd w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Cypr </div></div><div class="c xb9 y6fd w43 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">168 606 </div></div><div class="c xc5 y6fd w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">1,1% </div></div><div class="c xc6 y6fd w45 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">38 532 </div></div><div class="c xc7 y6fd w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,3% </div></div><div class="c xc8 y6fd w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,87 </div></div><div class="c x1 y6fe w42 h8c"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Holandia </div></div><div class="c xb9 y6fe w43 h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">152 882 </div></div><div class="c xc5 y6fe w44 h8c"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">1,0% </div></div><div class="c xc6 y6fe w45 h8c"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">133 590 </div></div><div class="c xc7 y6fe w46 h8c"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,9% </div></div><div class="c xc8 y6fe w47 h8c"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,08 </div></div><div class="c x1 y4ef w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Niemcy </div></div><div class="c xb9 y4ef w43 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">134 591 </div></div><div class="c xc5 y4ef w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,9% </div></div><div class="c xc6 y4ef w45 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">53 401 </div></div><div class="c xc7 y4ef w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,4% </div></div><div class="c xc8 y4ef w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,53 </div></div><div class="c x1 y6ff w42 h8e"><div class="t m0 xa h1a y700 ff7 fs9 fc2 sc0 ls0 ws0">Bułgaria<span class="ff6"> </span></div></div><div class="c xb9 y6ff w43 h8e"><div class="t m0 x5d h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">121 994 </div></div><div class="c xc5 y6ff w44 h8e"><div class="t m0 xa0 h13 y700 ffa fs9 fc2 sc0 ls0 ws0">0,8% </div></div><div class="c xc6 y6ff w45 h8e"><div class="t m0 xa3 h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">97 536 </div></div><div class="c xc7 y6ff w46 h8e"><div class="t m0 x33 h13 y700 ffa fs9 fc2 sc0 ls0 ws0">0,7% </div></div><div class="c xc8 y6ff w47 h8e"><div class="t m0 xa1 h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">0,13 </div></div><div class="c x1 y701 w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Szwajcaria </div></div><div class="c xb9 y701 w43 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">83 855 </div></div><div class="c xc5 y701 w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,6% </div></div><div class="c xc6 y701 w45 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">87 421 </div></div><div class="c xc7 y701 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,6% </div></div><div class="c xc8 y701 w47 h8d"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-0,05 </div></div><div class="c x1 y702 w42 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Słowacja<span class="ff6"> </span></div></div><div class="c xb9 y702 w43 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">60 484 </div></div><div class="c xc5 y702 w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,4% </div></div><div class="c xc6 y702 w45 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">21 119 </div></div><div class="c xc7 y702 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,1% </div></div><div class="c xc8 y702 w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,26 </div></div><div class="c x1 y703 w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Czechy </div></div><div class="c xb9 y703 w43 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">56 597 </div></div><div class="c xc5 y703 w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,4% </div></div><div class="c xc6 y703 w45 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">39 639 </div></div><div class="c xc7 y703 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,3% </div></div><div class="c xc8 y703 w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,10 </div></div><div class="c x1 y704 w42 h8c"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Rumunia </div></div><div class="c xb9 y704 w43 h8c"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">54 500 </div></div><div class="c xc5 y704 w44 h8c"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,4% </div></div><div class="c xc6 y704 w45 h8c"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">56 628 </div></div><div class="c xc7 y704 w46 h8c"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,4% </div></div><div class="c xc8 y704 w47 h8c"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-0,03 </div></div><div class="c x1 y705 w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Litwa </div></div><div class="c xb9 y705 w43 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">39 873 </div></div><div class="c xc5 y705 w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,3% </div></div><div class="c xc6 y705 w45 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">58 687 </div></div><div class="c xc7 y705 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,4% </div></div><div class="c xc8 y705 w47 h8d"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-0,15 </div></div><div class="c x1 y706 w42 h8d"><div class="t m0 xa h1a y707 ff6 fs9 fc2 sc0 ls0 ws0">Malta </div></div><div class="c xb9 y706 w43 h8d"><div class="t m0 x58 h1a y707 ff6 fs9 fc2 sc0 ls0 ws0">24 765 </div></div><div class="c xc5 y706 w44 h8d"><div class="t m0 xa0 h13 y707 ffa fs9 fc2 sc0 ls0 ws0">0,2% </div></div><div class="c xc6 y706 w45 h8d"><div class="t m0 x4c h1a y707 ff6 fs9 fc2 sc0 ls0 ws0">9 317 </div></div><div class="c xc7 y706 w46 h8d"><div class="t m0 x33 h13 y707 ffa fs9 fc2 sc0 ls0 ws0">0,1% </div></div><div class="c xc8 y706 w47 h8d"><div class="t m0 xa1 h1a y707 ff6 fs9 fc2 sc0 ls0 ws0">0,10 </div></div><div class="c x1 y708 w42 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Mołdawia<span class="ff6"> </span></div></div><div class="c xb9 y708 w43 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">13 629 </div></div><div class="c xc5 y708 w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,1% </div></div><div class="c xc6 y708 w45 h8d"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3 915 </div></div><div class="c xc7 y708 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y708 w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,06 </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">49<span class="ls0"> </span></div></div><div class="c x1 y709 w42 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Węgry<span class="ff6"> </span></div></div><div class="c xb9 y709 w43 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">10 456 </div></div><div class="c xc5 y709 w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,1% </div></div><div class="c xc6 y709 w45 h8d"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">4 567 </div></div><div class="c xc7 y709 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y709 w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,04 </div></div><div class="c x1 y70a w42 h8e"><div class="t m0 xa h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">Izrael </div></div><div class="c xb9 y70a w43 h8e"><div class="t m0 xa3 h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">6 326 </div></div><div class="c xc5 y70a w44 h8e"><div class="t m0 xa0 h13 y70b ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc6 y70a w45 h8e"><div class="t m0 x33 h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xc7 y70a w46 h8e"><div class="t m0 x26 h1a y70c ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc8 y70a w47 h8e"><div class="t m0 xa1 h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">0,04 </div></div><div class="c x1 y70d w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Wielka Br<span class="_ _1"></span>ytania </div></div><div class="c xb9 y70d w43 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3 508 </div></div><div class="c xc5 y70d w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc6 y70d w45 h8d"><div class="t m0 x33 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xc7 y70d w46 h8d"><div class="t m0 x26 h1a y614 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc8 y70d w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,02 </div></div><div class="c x1 y1bc w42 h8d"><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">Łotwa<span class="ff6"> </span></div></div><div class="c xb9 y1bc w43 h8d"><div class="t m0 xa3 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">2 869 </div></div><div class="c xc5 y1bc w44 h8d"><div class="t m0 xa0 h13 y70e ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc6 y1bc w45 h8d"><div class="t m0 x4c h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">3 887 </div></div><div class="c xc7 y1bc w46 h8d"><div class="t m0 x33 h13 y70e ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y1bc w47 h8d"><div class="t m0 xaa h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-0,01 </div></div><div class="c x1 y70f w42 h8c"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Szwecja </div></div><div class="c xb9 y70f w43 h8c"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">815<span class="ls0"> </span></div></div><div class="c xc5 y70f w44 h8c"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc6 y70f w45 h8c"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">15 772 </div></div><div class="c xc7 y70f w46 h8c"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,1% </div></div><div class="c xc8 y70f w47 h8c"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-0,11 </div></div><div class="c x1 y317 w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Chorwacja </div></div><div class="c xb9 y317 w43 h8d"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">802<span class="ls0"> </span></div></div><div class="c xc5 y317 w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc6 y317 w45 h8d"><div class="t m0 x33 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xc7 y317 w46 h8d"><div class="t m0 x26 h1a y649 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc8 y317 w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,01 </div></div><div class="c x1 y710 w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Kazachstan </div></div><div class="c xb9 y710 w43 h8d"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">564<span class="ls0"> </span></div></div><div class="c xc5 y710 w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc6 y710 w45 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">591<span class="ls0"> </span></div></div><div class="c xc7 y710 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y710 w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y48a w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Tajwan </div></div><div class="c xb9 y48a w43 h8d"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">432<span class="ls0"> </span></div></div><div class="c xc5 y48a w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc6 y48a w45 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">431<span class="ls0"> </span></div></div><div class="c xc7 y48a w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y48a w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y711 w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Francja </div></div><div class="c xb9 y711 w43 h8d"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">115<span class="ls0"> </span></div></div><div class="c xc5 y711 w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc6 y711 w45 h8d"><div class="t m0 x11 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">52<span class="ls0"> </span></div></div><div class="c xc7 y711 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y711 w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y712 w42 h8d"><div class="t m0 xa h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">Chiny </div></div><div class="c xb9 y712 w43 h8d"><div class="t m0 xa1 h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">86<span class="ls0"> </span></div></div><div class="c xc5 y712 w44 h8d"><div class="t m0 xa0 h13 y70e ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc6 y712 w45 h8d"><div class="t m0 xa1 h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">387<span class="ls0"> </span></div></div><div class="c xc7 y712 w46 h8d"><div class="t m0 x33 h13 y70e ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y712 w47 h8d"><div class="t m0 xa1 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y713 w42 h8c"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Serbia </div></div><div class="c xb9 y713 w43 h8c"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">29<span class="ls0"> </span></div></div><div class="c xc5 y713 w44 h8c"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc6 y713 w45 h8c"><div class="t m0 x11 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">68<span class="ls0"> </span></div></div><div class="c xc7 y713 w46 h8c"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y713 w47 h8c"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y714 w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Austria </div></div><div class="c xb9 y714 w43 h8d"><div class="t m0 x11 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">2 </div></div><div class="c xc5 y714 w44 h8d"><div class="t m0 xa0 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc6 y714 w45 h8d"><div class="t m0 x11 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">33<span class="ls0"> </span></div></div><div class="c xc7 y714 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y714 w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y715 w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Turcja </div></div><div class="c xb9 y715 w43 h8d"><div class="t m0 x91 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xc5 y715 w44 h8d"><div class="t m0 x14 h1a y649 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc6 y715 w45 h8d"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">5 928 </div></div><div class="c xc7 y715 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y715 w47 h8d"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-0,04 </div></div><div class="c x1 y716 w42 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">USA  </div></div><div class="c xb9 y716 w43 h8d"><div class="t m0 x91 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xc5 y716 w44 h8d"><div class="t m0 x14 h1a y614 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc6 y716 w45 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">118<span class="ls0"> </span></div></div><div class="c xc7 y716 w46 h8d"><div class="t m0 x33 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y716 w47 h8d"><div class="t m0 xa1 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y717 w42 h8f"><div class="t m0 xa h1a y718 ff6 fs9 fc2 sc0 ls0 ws0">Irlandia </div></div><div class="c xb9 y717 w43 h8f"><div class="t m0 x91 h1a y718 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xc5 y717 w44 h8f"><div class="t m0 x14 h1a y719 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc6 y717 w45 h8f"><div class="t m0 x11 h1a y718 ff6 fs9 fc2 sc0 ls6 ws0">27<span class="ls0"> </span></div></div><div class="c xc7 y717 w46 h8f"><div class="t m0 x33 h13 y718 ffa fs9 fc2 sc0 ls0 ws0">0,0% </div></div><div class="c xc8 y717 w47 h8f"><div class="t m0 xa1 h1a y718 ff6 fs9 fc2 sc0 ls0 ws0">0,00 </div></div><div class="c x1 y71a w42 h90"><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c xb9 y71a w43 h90"><div class="t m0 x1c h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">14 805 017 </div></div><div class="c xc5 y71a w44 h90"><div class="t m0 x14 hb y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xc6 y71a w45 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">14 084 511 </div></div><div class="c xc7 y71a w46 h90"><div class="t m0 x26 h13 y71b ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xc8 y71a w47 h90"><div class="t m0 xc9 h1a y71b ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y71c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5fa ff7 fs4 fc2 sc0 ls0 ws0">W okresie od 1 stycznia do 31 grudnia 2025 r. żaden z odbiorców lub dostawców Grupy nie przekroczył 10% przychodów.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y71d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y61d ff5 fs3 fc5 sc0 ls16 ws0">4.1.1.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff8">PALIWA CIEKŁE<span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y71e ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _27"> </span>UNIMOT <span class="_ _17"> </span><span class="ff7">prowadzi <span class="_ _16"> </span>działalność <span class="_ _16"> </span>w <span class="_ _16"> </span>zakresie <span class="_ _16"> </span>sprzedaży <span class="_ _16"> </span>oleju <span class="_ _16"> </span>napędowego, <span class="_ _16"> </span>opałowego, <span class="_ _16"> </span>benzyn, <span class="_ _16"> </span>biopaliw,<span class="_ _0"></span></span> <span class="_ _16"> </span><span class="ff7">paliwa <span class="_ _17"> </span>żeglugowego </span></div><div class="t m0 x1 hf y71f ff7 fs4 fc2 sc0 ls0 ws0">(bunkrowego) i p<span class="_ _1"></span>aliwa lotniczego. Sprzedaż <span class="_ _1"></span>hurtowa realizowana jes<span class="_ _1"></span>t na terenie <span class="_ _1"></span>Polski z wykorzystaniem szer<span class="_ _1"></span>okiej sieci dystr<span class="_ _1"></span>y<span class="_ _3"></span><span class="ff6">bucyjnej (bazy </span></div><div class="t m0 x1 hf y720 ff6 fs4 fc2 sc0 ls0 ws0">paliwowe <span class="_ _3"></span>- <span class="_ _4"></span><span class="ff7">własne <span class="_ _3"></span>i <span class="_ _3"></span>obce) <span class="_ _4"></span>pokrywającej <span class="_ _3"></span>c<span class="_ _0"></span>ały <span class="_ _3"></span>kraj <span class="_ _4"></span>w <span class="_ _3"></span>systemie <span class="_ _3"></span>franco <span class="_ _4"></span>(sprzedaż <span class="_ _3"></span>produktu <span class="_ _3"></span>wraz<span class="_ _0"></span> <span class="_ _3"></span>z <span class="_ _4"></span>usłu<span class="_ _0"></span>gą <span class="_ _3"></span>transportową) <span class="_ _4"></span>oraz <span class="_ _3"></span>loco<span class="_ _0"></span> <span class="_ _3"></span>(sprzedaż </span></div><div class="t m0 x1 hf y721 ff7 fs4 fc2 sc0 ls0 ws0">produktu z baz paliw z samodzielnym odbiorem przez kl<span class="_ _0"></span>ienta). W zw<span class="_ _0"></span>iązku z obowiązującymi regulacjami prawnymi, Grupa zobowiąza<span class="_ _3"></span><span class="ff6">na jest </span></div><div class="t m0 x1 hf y722 ff6 fs4 fc2 sc0 ls0 ws0">d<span class="ff7">o <span class="_ _9"></span>realizacji <span class="_ _1"></span>minimalnego <span class="_ _a"></span>u<span class="_ _0"></span>działu <span class="_ _1"></span>biokomponentów <span class="_ _9"></span>w <span class="_ _9"></span>o<span class="_ _0"></span>gólnej <span class="_ _9"></span>ilości <span class="_ _1"></span>sprzedanych <span class="_ _9"></span>paliw <span class="_ _9"></span>c<span class="_ _0"></span>iekłych <span class="_ _9"></span>zgodnie <span class="_ _9"></span>z <span class="_ _1"></span>Narodowym <span class="_ _9"></span>Celem <span class="_ _9"></span>W<span class="_ _0"></span>skaźni<span class="_ _3"></span><span class="ff6">kowym. </span></span></div><div class="t m0 x1 hf y723 ff7 fs4 fc2 sc0 ls0 ws0">Odbywa się to głównie poprzez fizyczne dodawanie b<span class="_ _1"></span>iokomponentów do importowanych paliw ciekłych w procesie blen<span class="_ _1"></span>dowania. <span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x47 h16 y1d2 ff8 fs4 fcb sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff5"> </span></div><div class="t m0 x1 hf y724 ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="ff7">w całym łańcuchu logistycznym wykorzystuje wszelki dostępn<span class="_ _1"></span>y potencjał do optymalizacji dostaw paliw importowanych.<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf y725 ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="ff7">kupuje pali<span class="_ _1"></span>wa ciekłe od wielu dostawców. W przyp<span class="_ _1"></span>adku pali<span class="_ _1"></span>w ciekłych część zakupów realizowana je<span class="_ _1"></span>st za granicą, przy czym </span></div><div class="t m0 x1 hf y726 ff6 fs4 fc2 sc0 ls0 ws0">Grupa  UN<span class="_ _1"></span>IMOT  <span class="ff7">jest <span class="_ _14"> </span>bezpośrednim  importerem.  Paliwa  dostarcz<span class="_ _1"></span>ane  są <span class="_ _14"> </span>transportem  kolejowym  i <span class="_ _14"> </span>kołowym  z <span class="_ _14"> </span>terenu  Niemiec,  a <span class="_ _14"> </span>także </span></div><div class="t m0 x1 hf y727 ff7 fs4 fc2 sc0 ls0 ws0">sprowadzane są drogą morską przez bazę paliwową w Dębogórzu z takich kierunków jak: Stan<span class="_ _1"></span>y Zjednoczone, Szwecja, Finlandia. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y728 ff6 fs4 fc2 sc0 ls0 ws0">Od <span class="_ _1"></span>1 <span class="_ _9"></span>lipca 2024 <span class="_ _9"></span>r. <span class="_ _1"></span>Grupa <span class="_ _9"></span>U<span class="_ _0"></span>NIMOT <span class="ff7">d<span class="_ _1"></span>ysponuje <span class="_ _9"></span>w<span class="_ _0"></span>ynajętym <span class="_ _9"></span>te<span class="_ _0"></span>rminalem p<span class="_ _1"></span>aliwowym <span class="_ _1"></span>HES <span class="_ _1"></span>Wilhel<span class="_ _1"></span>mshaven <span class="_ _1"></span>Tank <span class="_ _9"></span>Terminal <span class="_ _1"></span>GmbH <span class="_ _1"></span>(Niemcy) <span class="_ _1"></span>o <span class="_ _1"></span>łącznej<span class="_ _1"></span> </span></div><div class="t m0 x1 hf y729 ff7 fs4 fc2 sc0 ls0 ws0">pojemności <span class="_ _27"> </span>78 <span class="_ _16"> </span>tys. <span class="_ _16"> </span>m³, <span class="_ _16"> </span>który <span class="_ _16"> </span>umożliwia <span class="_ _16"> </span>wyładunek <span class="_ _27"> </span>oleju <span class="_ _16"> </span>na<span class="_ _0"></span>pędowego <span class="_ _27"> </span>z <span class="_ _16"> </span>tankowców<span class="_ _0"></span> <span class="_ _27"> </span>na <span class="_ _16"> </span>inne <span class="_ _27"> </span>tankow<span class="_ _0"></span>ce, <span class="_ _27"> </span>a <span class="_ _16"> </span>dodatkowo<span class="_ _0"></span> <span class="_ _27"> </span>mo<span class="_ _0"></span>żliwość </div><div class="t m0 x1 hf y72a ff7 fs4 fc2 sc0 ls0 ws0">transportowania oleju napędowego z Niemiec koleją i transportem samochodowym do Polski.<span class="ff6"> </span></div><div class="t m0 x47 h16 y72b ff5 fs4 fcb sc0 ls0 ws0">Rynki Zbytu </div><div class="t m0 x1 hf y72c ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="ff7">posiada bazę <span class="_ _1"></span>ponad 1<span class="ff6"> 000 aktywnych <span class="_ _1"></span>klientów <span class="ff7">–</span> <span class="ff7">są to głównie <span class="_ _1"></span>hurtownie paliw, s<span class="_ _1"></span>tacje paliw (w tym s<span class="_ _1"></span>ieć AVIA) firmy <span class="_ _1"></span>transportowe, </span></span></span></div><div class="t m0 x1 hf y72d ff7 fs4 fc2 sc0 ls0 ws0">budowlane <span class="_ _9"></span>i <span class="_ _1"></span>rolnictwo. Dodatkow<span class="_ _1"></span>o, <span class="_ _1"></span>po <span class="_ _1"></span>wybu<span class="_ _1"></span>chu <span class="_ _9"></span>w<span class="_ _0"></span>ojny <span class="_ _1"></span>w <span class="_ _1"></span>Ukraini<span class="_ _1"></span>e, <span class="_ _1"></span>pojawił <span class="_ _9"></span>się p<span class="_ _1"></span>opyt <span class="_ _1"></span>na <span class="_ _9"></span>ten <span class="_ _1"></span>surowiec <span class="_ _1"></span>z <span class="_ _1"></span>tego <span class="_ _9"></span>kraju, <span class="_ _1"></span>który <span class="_ _1"></span>był <span class="_ _9"></span>takż<span class="_ _3"></span><span class="ff6">e <span class="_ _9"></span>zaspakajany </span></div><div class="t m0 x1 hf y72e ff7 fs4 fc2 sc0 ls0 ws0">przez Grupę UNIMOT w 202<span class="ff6">5 <span class="ls21">r.</span> </span></div><div class="t m0 x1 hf y72f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y730 ff5 fs3 fc5 sc0 ls16 ws0">4.1.2.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">BIOPALIWA  </span></span></div><div class="t m0 x1 hf y731 ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _4"></span>prowadzi <span class="_ _4"></span>działalność <span class="_ _4"></span>han<span class="_ _0"></span>dlową <span class="_ _4"></span>w <span class="_ _4"></span>zakresie <span class="_ _4"></span>sprzedaży <span class="_ _5"></span>biokomponentów <span class="_ _4"></span>i <span class="_ _14"> </span><span class="ff6">biopaliw <span class="_ _4"></span>przeznaczonych <span class="_ _4"></span>do <span class="_ _4"></span>pojazdów <span class="_ _4"></span>z<span class="_ _0"></span> silnikiem <span class="_ _4"></span>diesla, </span></div><div class="t m0 x1 hf y732 ff7 fs4 fc2 sc0 ls0 ws0">stanowiących <span class="_ _9"></span>samoistne <span class="_ _9"></span>paliwo. <span class="_ _1"></span>W<span class="ff6"> porównaniu <span class="_ _9"></span>z<span class="_ _0"></span> <span class="ff7">tradycyjnym <span class="_ _9"></span>olejem <span class="_ _9"></span>napędowym, <span class="_ _1"></span>z<span class="ff6"> </span>uwagi <span class="_ _9"></span>na <span class="_ _1"></span>swoje <span class="_ _a"></span>w<span class="_ _0"></span>łaściwości, <span class="_ _9"></span>biopaliwa <span class="_ _9"></span>i <span class="_ _1"></span>biokomponenty </span></span></div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">50<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff7 fs4 fc2 sc0 ls0 ws0">przyczyniają <span class="_ _0"></span>się <span class="_ _0"></span>do <span class="_ _0"></span>o<span class="_ _0"></span>bniżenia <span class="_ _0"></span>emisji <span class="_ _0"></span>szkodliwych <span class="_ _0"></span>substancji <span class="_ _3"></span>i<span class="ff6"> </span>gazów <span class="_ _3"></span>cieplarnianych. T<span class="_ _0"></span>ym <span class="_ _0"></span>samym <span class="_ _0"></span>pozw<span class="_ _0"></span>alają <span class="_ _0"></span>ograniczać <span class="_ _3"></span>negatywny wpływ <span class="_ _3"></span>na </div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">środowisko. <span class="ff6"> </span></div><div class="t m0 x1 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">W ofercie znajdują się:<span class="ff6"> </span></div><div class="t m0 x47 hf y485 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Olej napędowy B100 –<span class="ff6"> </span>ester metylowy stanowiący samoistne paliwo,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y486 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Estry metylowe (FAME) <span class="ff7">–</span> <span class="ff7">biokomponent następującej jakości: RME; UCOME; FAME 10; FAME 0,</span> </span></span></div><div class="t m0 x47 hf y5ef ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">HVO100 <span class="_ _4"></span>(ang. <span class="_ _3"></span>Hydrogenated <span class="_ _3"></span>Vegetable <span class="_ _4"></span>Oil) <span class="_ _4"></span><span class="ff7">–</span><span class="ls2c">  </span>zaawansowane <span class="_ _4"></span>technologicznie <span class="_ _3"></span>paliwo <span class="_ _3"></span>syntetyczne <span class="_ _4"></span>przeznaczone <span class="_ _3"></span>do <span class="_ _4"></span>pojazdów <span class="_ _4"></span>z </span></span></div><div class="t m0 x17 hf y488 ff7 fs4 fc2 sc0 ls0 ws0">silnikami <span class="_ _3"></span>wysokoprężnymi. <span class="_ _3"></span>W <span class="_ _3"></span>porównaniu<span class="ff6"> <span class="_ _4"></span></span>z <span class="_ _3"></span>tradycyjnym <span class="_ _3"></span>olejem <span class="_ _3"></span>napędowym <span class="_ _3"></span>ON<span class="ff6">-</span>B0, <span class="_ _4"></span>HVO100 <span class="_ _3"></span>charakteryzuje <span class="_ _3"></span>się <span class="_ _3"></span>nawet <span class="_ _3"></span>do <span class="_ _3"></span>90% </div><div class="t m0 x17 hf y489 ff7 fs4 fc2 sc0 ls0 ws0">niższą <span class="_ _3"></span>emisyjnością <span class="_ _4"></span>gazów <span class="_ _4"></span>cieplarnianych, <span class="_ _3"></span>w <span class="_ _4"></span>tym <span class="_ _3"></span>CO</div><div class="t m0 x39 h36 y733 ff6 fsd fc2 sc0 ls0 ws0">2</div><div class="t m0 xca hf y489 ff7 fs4 fc2 sc0 ls0 ws0">, <span class="_ _3"></span>kalk<span class="_ _0"></span>ulowaną <span class="_ _4"></span>z <span class="_ _3"></span>uwzględnieniem <span class="_ _4"></span>całego <span class="_ _3"></span>cykl<span class="_ _0"></span>u <span class="_ _4"></span>życia <span class="_ _3"></span>paliwa <span class="_ _5"></span>–<span class="ff6"> <span class="_ _3"></span>o<span class="_ _0"></span>d <span class="_ _4"></span>produkcji, </span></div><div class="t m0 x17 hf y734 ff7 fs4 fc2 sc0 ls0 ws0">przez transport, <span class="_ _0"></span>po <span class="_ _0"></span>spalanie, co<span class="_ _0"></span> <span class="_ _0"></span>czyni H<span class="_ _0"></span>VO100 <span class="_ _0"></span>istotnym narzędziem <span class="_ _0"></span>w <span class="_ _0"></span>dekarbonizacji sektora <span class="_ _0"></span>transportu. <span class="_ _0"></span>Ten wynik <span class="_ _0"></span>potwierdzają<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x17 hf y735 ff7 fs4 fc2 sc0 ls0 ws0">np. <span class="_ _3"></span>wskaźniki <span class="_ _4"></span>konwersji <span class="_ _3"></span>przyjmo<span class="_ _0"></span>wane <span class="_ _3"></span>przez <span class="_ _4"></span>administrację <span class="_ _3"></span>brytyjską <span class="_ _4"></span>w <span class="_ _4"></span>raportowaniu <span class="_ _3"></span>emisyjności <span class="_ _4"></span>(Department <span class="_ _3"></span>for <span class="_ _4"></span>Environment, </div><div class="t m0 x17 hf y736 ff6 fs4 fc2 sc0 ls0 ws0">Food <span class="_ _4"></span>and <span class="_ _5"> </span>Rural <span class="_ _5"> </span>Affairs <span class="_ _5"></span>UK). <span class="_ _5"></span>Ograniczenie <span class="_ _5"></span>emisji <span class="_ _5"></span>gazów <span class="_ _5"> </span>cieplarnianych <span class="_ _4"></span>w<span class="_ _0"></span>ynika <span class="_ _4"></span>z <span class="_ _5"> </span>zastosow<span class="_ _0"></span>ania <span class="_ _4"></span>z<span class="_ _0"></span>asad <span class="_ _4"></span>gospodarki <span class="_ _5"> </span>cyrkularnej, <span class="_ _5"></span>tj. </div><div class="t m0 x17 hf y737 ff6 fs4 fc2 sc0 ls0 ws0">wykorzystania <span class="_ _1"></span>odnawialnych <span class="_ _1"></span>surowców, <span class="ff7">takich <span class="_ _1"></span>jak <span class="_ _1"></span>np. <span class="_ _1"></span>zużyte <span class="_ _1"></span>oleje <span class="_ _9"></span>ro<span class="_ _0"></span>ślinne. <span class="_ _1"></span>Emisja <span class="_ _1"></span>CO2 g<span class="_ _1"></span>enerowana p<span class="_ _1"></span>odczas sp<span class="_ _1"></span>alania <span class="_ _1"></span>HVO100 jes<span class="_ _1"></span>t </span></div><div class="t m0 x17 hf y738 ff7 fs4 fc2 sc0 ls0 ws0">uznawana <span class="_ _14"> </span>za <span class="_ _14"> </span>neutralną <span class="_ _5"> </span>klimatycznie, <span class="_ _14"> </span>ponieważ <span class="_ _14"> </span>jest <span class="_ _14"> </span>kompensowana <span class="_ _14"> </span>na <span class="_ _14"> </span>wcześniejszych <span class="_ _14"> </span>etapach <span class="_ _14"> </span>cyklu <span class="_ _5"> </span>ż<span class="_ _0"></span>ycia <span class="_ _14"> </span>paliwa. <span class="_ _14"> </span>W <span class="_ _5"> </span>o<span class="_ _0"></span>bliczu </div><div class="t m0 x17 hf y739 ff7 fs4 fc2 sc0 ls0 ws0">globalnych <span class="_ _3"></span>wyzwań <span class="_ _3"></span>klimatycznych <span class="_ _3"></span>oraz<span class="_ _0"></span> <span class="_ _3"></span>unijnych <span class="_ _3"></span>r<span class="_ _0"></span>egulacji <span class="_ _3"></span>dotyczącyc<span class="_ _0"></span>h <span class="_ _3"></span>redukcji <span class="_ _3"></span>emisji <span class="_ _4"></span>gazów <span class="_ _3"></span>cieplarnianych, <span class="_ _3"></span>HVO100 <span class="_ _3"></span>zyskuje <span class="_ _3"></span>n<span class="_ _0"></span>a </div><div class="t m0 x17 hf y73a ff7 fs4 fc2 sc0 ls0 ws0">znaczeniu, wspierając wysiłki na rzecz minimalizacji śladu<span class="_ _1"></span> węglowego transportu.<span class="ff6"> </span></div><div class="t m0 x1 hf y73b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h16 y73c ff8 fs4 fcb sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff5"> </span></div><div class="t m0 x1 hf y3e5 ff7 fs4 fc2 sc0 ls0 ws0">Biopaliwa <span class="_ _4"></span>(Estry <span class="_ _4"></span>metylowe) <span class="_ _3"></span>nabywane <span class="_ _4"></span>są <span class="_ _4"></span>przede <span class="_ _4"></span>wszystkim <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>kraju <span class="_ _3"></span>od <span class="_ _4"></span>największych <span class="_ _4"></span>krajowych <span class="_ _4"></span>koncernów <span class="_ _3"></span>paliwowych <span class="_ _4"></span>oraz <span class="_ _4"></span>podmiotów<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y412 ff7 fs4 fc2 sc0 ls0 ws0">prywatnych głównie w ramach ogłaszanych przetargów. Biopaliwo HVO100 nabywane jes<span class="_ _1"></span>t od producentów zagranicznych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y73d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h16 y73e ff5 fs4 fcb sc0 ls0 ws0">Rynki Zbytu </div><div class="t m0 x1 hf y73f ff7 fs4 fc2 sc0 ls0 ws0">Biopaliwa <span class="_ _0"></span>(E<span class="_ _0"></span>stry <span class="_ _0"></span>metylowe) <span class="_ _3"></span>sprzedawane <span class="_ _3"></span>są <span class="_ _0"></span>w <span class="_ _3"></span>większości <span class="_ _3"></span>na <span class="_ _0"></span>ry<span class="_ _0"></span>nki <span class="_ _3"></span>zagraniczne <span class="_ _0"></span>oraz <span class="_ _3"></span>do <span class="_ _3"></span>krajowych <span class="_ _0"></span>klientów<span class="_ _0"></span> <span class="_ _0"></span>hurtowych. <span class="_ _3"></span>Biopaliwo <span class="_ _3"></span>H<span class="_ _3"></span><span class="ff6">VO100 </span></div><div class="t m0 x1 hf y740 ff6 fs4 fc2 sc0 ls0 ws0">sprzedawane jest na krajowym rynku. </div><div class="t m0 x1 hf y541 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y741 ff5 fs3 fc5 sc0 ls16 ws0">4.1.3.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">GAZ LPG </span></span></div><div class="t m0 x1 hf y742 ff6 fs4 fc2 sc0 ls0 ws0">LPG <span class="_ _3"></span>to <span class="_ _3"></span>gaz <span class="_ _3"></span>skroplony, <span class="_ _3"></span>przede <span class="_ _3"></span>wszystkim: <span class="_ _3"></span>propan, <span class="_ _3"></span>butan <span class="_ _3"></span>oraz <span class="_ _3"></span>mieszanina <span class="_ _3"></span>propanu <span class="_ _3"></span>i <span class="_ _3"></span>butanu. <span class="_ _3"></span>LPG <span class="_ _3"></span>jest <span class="_ _3"></span>produktem <span class="_ _3"></span>pochodzenia <span class="_ _3"></span>natura<span class="_ _3"></span>lnego </div><div class="t m0 x1 hf y743 ff6 fs4 fc2 sc0 ls0 ws0">pozyskiwanym <span class="_ _9"></span>w <span class="_ _1"></span>procesie <span class="_ _a"></span>rafi<span class="_ _0"></span>nacji <span class="_ _9"></span>gazu <span class="_ _1"></span>ziemnego <span class="_ _9"></span>i <span class="_ _1"></span>ropy <span class="_ _9"></span>naftowej. <span class="_ _1"></span>W <span class="_ _9"></span>ramach Grup<span class="_ _1"></span>y <span class="_ _1"></span>UNIMOT <span class="_ _9"></span><span class="ff7">hurtowa <span class="_ _1"></span>sprzedaż <span class="_ _9"></span>LPG <span class="_ _1"></span>odbywa <span class="_ _9"></span>się <span class="_ _9"></span>bezpo<span class="_ _0"></span>średnio </span></div><div class="t m0 x1 hf y744 ff7 fs4 fc2 sc0 ls0 ws0">z  własnej <span class="_ _14"> </span>rozlewni  w  Zawadzki<span class="_ _1"></span>em,  te<span class="_ _1"></span>rminala  w <span class="_ _14"> </span>Piotrkowie  Trybun<span class="_ _1"></span>alskim,  jak  równie<span class="_ _1"></span>ż  z <span class="_ _14"> </span>o<span class="_ _0"></span>bcych <span class="_ _14"> </span>terminali  przeładunkowych  w <span class="_ _14"> </span>Po<span class="_ _0"></span>lsce<span class="_ _0"></span><span class="ff6 ls2d">. </span></div><div class="t m0 x1 hf y745 ff7 fs4 fc2 sc0 ls0 ws0">Dystrybucję <span class="_ _1"></span>gazu płyn<span class="_ _1"></span>nego Grupa <span class="_ _1"></span>prowadzi <span class="_ _1"></span>do <span class="_ _1"></span>stacji paliw <span class="_ _1"></span>(w <span class="_ _1"></span>tym stacji <span class="_ _9"></span>w<span class="_ _0"></span> si<span class="_ _1"></span>eci AVIA<span class="ff6">) oraz <span class="_ _1"></span>do <span class="_ _1"></span>zbiorników grzewczych <span class="ff7">–</span> <span class="_ _1"></span><span class="ff7">zarówno własn<span class="_ _1"></span>ych <span class="_ _1"></span>jak </span></span></div><div class="t m0 x1 hf y46f ff7 fs4 fc2 sc0 ls0 ws0">i instalacji wykonanych przez inne podmioty. Gaz transp<span class="_ _1"></span>ortowany jest do miejsc docelowych z terminali za pomocą autocystern.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 h16 yb9 ff8 fs4 fcb sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff5"> </span></div><div class="t m0 x1 hf y9f ff6 fs4 fc2 sc0 ls0 ws0">W 2025 r. Grupa UNIMOT <span class="ff7">nabywała gaz LPG głównie </span>od dostawców z krajów Europy Zachodniej oraz <span class="ff7">od polskich przedsiębiorstw.</span> </div><div class="t m0 x1 hf y746 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>zakresie źródeł <span class="_ _0"></span>dostaw <span class="_ _0"></span>gazu <span class="_ _0"></span>LPG, <span class="_ _0"></span><span class="ff6">Grupa <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>przygotow</span>ała się do <span class="_ _0"></span>wejścia <span class="_ _0"></span>embarga <span class="_ _0"></span>na <span class="_ _0"></span>produkt <span class="_ _0"></span>pochodzący <span class="_ _0"></span>z <span class="_ _0"></span>Rosji. <span class="_ _0"></span>W <span class="_ _3"></span>związku z <span class="_ _0"></span>tym <span class="ff6"> </span></div><div class="t m0 x1 hf y747 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _3"></span>U<span class="_ _0"></span>NIMOT <span class="_ _4"></span><span class="ff7">zawarł<span class="_ _0"></span>a <span class="_ _3"></span>z<span class="_ _0"></span>e <span class="_ _4"></span>spółką <span class="_ _3"></span>HE<span class="_ _0"></span>S <span class="_ _4"></span>Wilhelmsh<span class="_ _1"></span>aven <span class="_ _4"></span>Tank <span class="_ _4"></span>Terminal <span class="_ _4"></span>GmbH <span class="_ _4"></span>(„HES”) <span class="_ _4"></span>umowę <span class="_ _4"></span>na <span class="_ _4"></span>przeładunek <span class="_ _4"></span>i <span class="_ _4"></span>magazynowane <span class="_ _4"></span>gazu <span class="_ _4"></span>LPG. </span></div><div class="t m0 x1 hf ybd ff7 fs4 fc2 sc0 ls0 ws0">Umowa <span class="_ _14"> </span>przewiduje <span class="_ _5"></span>możliwość <span class="_ _5"> </span>magazynow<span class="_ _0"></span>ania <span class="_ _5"> </span>gazu <span class="_ _14"> </span>LPG <span class="_ _14"> </span>o <span class="_ _5"> </span>wolumenie <span class="_ _5"> </span>oko<span class="_ _0"></span>ło <span class="_ _14"> </span>8 <span class="_ _5"> </span>tys. <span class="_ _14"> </span>ton. <span class="_ _14"> </span>Umowa <span class="_ _5"></span>została <span class="_ _14"> </span>zawarta <span class="_ _5"> </span>na <span class="_ _14"> </span>czas <span class="_ _14"> </span>określony <span class="_ _5"></span>48 </div><div class="t m0 x1 hf y748 ff7 fs4 fc2 sc0 ls0 ws0">miesięcy, <span class="_ _3"></span>poc<span class="_ _0"></span>ząwszy <span class="_ _4"></span>od <span class="_ _4"></span>1<span class="ff6"> <span class="_ _4"></span></span>października <span class="_ _4"></span>2024 <span class="_ _4"></span>r. <span class="_ _4"></span>z <span class="_ _4"></span>możliwością <span class="_ _4"></span>jej <span class="_ _4"></span>przedłużenia <span class="_ _4"></span>na <span class="_ _4"></span>okres <span class="_ _3"></span>ko<span class="_ _0"></span>lejnych <span class="_ _4"></span>24 <span class="_ _4"></span>miesięcy. <span class="_ _4"></span>Magazyny <span class="_ _4"></span>i <span class="_ _4"></span>infrastruktura </div><div class="t m0 x1 hf y749 ff7 fs4 fc2 sc0 ls0 ws0">należące do <span class="_ _1"></span>HES znajdują się <span class="_ _1"></span>w Niemczech. Takie <span class="_ _1"></span>położenie terminala p<span class="_ _1"></span>rzeładunkowego gazu <span class="_ _1"></span>LPG jest optymalne <span class="_ _1"></span>z punktu widzenia<span class="_ _0"></span><span class="ff6"> procesu </span></div><div class="t m0 x1 h91 y74a ff6 fs4 fc2 sc0 ls0 ws0">logistycznego dostaw tego produktu.<span class="ffa fs6 fc4"> </span></div><div class="t m0 x47 h16 yc1 ff5 fs4 fcb sc0 ls0 ws0">Rynki Zbytu </div><div class="t m0 x1 hf y74b ff7 fs4 fc2 sc0 ls0 ws0">Ze <span class="_ _9"></span>względu <span class="_ _1"></span>na <span class="_ _9"></span>specyfikę <span class="_ _9"></span>bizn<span class="_ _0"></span>esu <span class="_ _9"></span>po<span class="_ _0"></span>rtfel <span class="_ _9"></span>odbiorców <span class="_ _1"></span>gazu <span class="_ _9"></span>LPG <span class="_ _1"></span>jest <span class="_ _9"></span>wyraźnie <span class="_ _9"></span>zróżnicowany, a <span class="_ _a"></span>odbiorcami <span class="_ _9"></span>są <span class="_ _1"></span>klienci <span class="_ _9"></span>indywidualni, polskie <span class="_ _9"></span>zakł<span class="_ _0"></span>ady </div><div class="t m0 x1 hf y74c ff7 fs4 fc2 sc0 ls0 ws0">przemysłowe, firmy z Europy Południ<span class="_ _1"></span>owej i rynek ukraiński.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y74d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yaa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y74e ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">51<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h10 y74f ff5 fs3 fc5 sc0 ls16 ws0">4.1.4.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">GAZ ZIEMNY  </span></span></div><div class="t m0 x1 hf y750 ff7 fs4 fc2 sc0 ls0 ws0">Gaz zie<span class="_ _1"></span>mny <span class="_ _1"></span>to naturalne <span class="_ _9"></span>paliw<span class="_ _0"></span>o, które <span class="_ _9"></span>wydobywane jest <span class="_ _1"></span>ze <span class="_ _1"></span>złóż znajdujących <span class="_ _9"></span>si<span class="_ _0"></span>ę p<span class="_ _1"></span>od <span class="_ _1"></span>ziemią. Jest <span class="_ _1"></span>to <span class="_ _1"></span>rodzaj paliwa <span class="_ _9"></span>ko<span class="_ _0"></span>palnego s<span class="_ _1"></span>k<span class="_ _0"></span>ładającego się </div><div class="t m0 x1 hf y751 ff7 fs4 fc2 sc0 ls0 ws0">głównie z metanu (70<span class="ff6">-</span>98%), etanu, propanu, tlenku<span class="_ _1"></span> i dwutlenku węgla, azotu i helu. W zależności od proporcji składników wyróż<span class="_ _0"></span>nia się kilka </div><div class="t m0 x1 hf y752 ff6 fs4 fc2 sc0 ls0 ws0">rodzajów gazu ziemnego.  </div><div class="t m0 x1 hf y753 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y754 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _4"></span>ramach <span class="_ _5"></span><span class="ff7">Grupy <span class="_ _4"></span>UNIMOT <span class="_ _5"></span>spółki: <span class="_ _5"></span></span>UNIMOT <span class="_ _4"></span>System <span class="_ _5"></span>i <span class="_ _4"></span>R<span class="_ _0"></span>CEkoenergia <span class="_ _4"></span><span class="ff7">w <span class="_ _5"></span>oparciu <span class="_ _4"></span>o <span class="_ _5"></span>zarządzany <span class="_ _4"></span>przez<span class="_ _0"></span> <span class="_ _4"></span>siebie <span class="_ _5"></span>system <span class="_ _4"></span>dystrybucyjny, <span class="_ _5"> </span>prowadzi </span></div><div class="t m0 x1 hf y755 ff7 fs4 fc2 sc0 ls0 ws0">działalność <span class="_ _5"> </span>zw<span class="_ _0"></span>iązaną <span class="_ _5"> </span>ze <span class="_ _14"> </span>sprzedażą <span class="_ _5"> </span>i <span class="_ _14"> </span>świadczeniem <span class="_ _5"></span>usługi <span class="_ _5"> </span>dystrybucyjnej <span class="_ _5"> </span>na <span class="_ _14"> </span>rzecz <span class="_ _14"> </span>odbiorców <span class="_ _14"> </span>koń<span class="_ _1"></span>cowych. <span class="_ _14"> </span>Spółka  <span class="ff6">UN<span class="_ _1"></span>IMOT <span class="_ _5"> </span>Energia <span class="_ _14"> </span>i <span class="_ _5"> </span>Gaz </span></div><div class="t m0 x1 hf y756 ff7 fs4 fc2 sc0 ls0 ws0">prowadzi natomiast <span class="_ _1"></span>sprzedaż gazu ziemn<span class="_ _1"></span>ego do klientów końcowy<span class="_ _1"></span>ch na <span class="_ _1"></span>obcych sieciach d<span class="_ _1"></span>ystrybucyjnych. Grupa UNIMOT s<span class="_ _1"></span>przedaje gł<span class="_ _0"></span><span class="ff6">ównie </span></div><div class="t m0 x1 hf y757 ff7 fs4 fc2 sc0 ls0 ws0">gaz <span class="_ _3"></span>wysokometanowy <span class="_ _3"></span>typ <span class="_ _4"></span>E. <span class="_ _3"></span>Poza <span class="_ _3"></span>podstawowymi <span class="_ _3"></span>usługami, <span class="_ _3"></span>wyżej <span class="_ _3"></span>wymienione <span class="_ _3"></span>spółki <span class="_ _3"></span>świadczą <span class="_ _4"></span>na <span class="_ _3"></span>rzecz <span class="_ _3"></span>odbiorców <span class="_ _3"></span>usług<span class="_ _3"></span><span class="ff6">i <span class="_ _3"></span>dodatkowe, <span class="_ _3"></span>do </span></div><div class="t m0 x1 hf y758 ff7 fs4 fc2 sc0 ls0 ws0">których <span class="_ _0"></span>należą <span class="_ _0"></span>między <span class="_ _3"></span>innymi: us<span class="_ _0"></span>ługi <span class="_ _0"></span>nawaniania <span class="_ _0"></span>gazu, <span class="_ _3"></span>usługi <span class="_ _0"></span>pomiarowe <span class="_ _0"></span>niewynikające <span class="_ _0"></span>z <span class="_ _3"></span>obowiązków <span class="_ _0"></span>zw<span class="_ _0"></span>iązanych z<span class="_ _0"></span>e <span class="_ _0"></span>świadczeniem <span class="_ _4"></span>usługi </div><div class="t m0 x1 hf y500 ff7 fs4 fc2 sc0 ls0 ws0">dystrybucji paliwa gazowego oraz usługi<span class="_ _1"></span> konserwacyjne w obrębie sieci i instalacji zleceniodawcy.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y759 ff7 fs4 fc2 sc0 ls0 ws0">Ponadto Grupa UN<span class="_ _1"></span>IMOT jest aktywnym uczestn<span class="_ _1"></span>ikiem międzynarodowego hand<span class="_ _1"></span>lu gazem ziemnym <span class="_ _1"></span>i ma nawiązane d<span class="_ _1"></span>ługoterminowe ramowe </div><div class="t m0 x1 hf y75a ff7 fs4 fc2 sc0 ls0 ws0">umowy <span class="_ _3"></span>z <span class="_ _0"></span>międzynarodowymi <span class="_ _3"></span>kon<span class="_ _1"></span>trahentami. <span class="_ _0"></span>Grupa <span class="_ _3"></span>wykorzystuje <span class="_ _3"></span>ogólnodostępną <span class="_ _0"></span>infrastrukturę <span class="_ _3"></span>przesyłową <span class="_ _3"></span>obejmującą <span class="_ _0"></span>rurociągi <span class="_ _3"></span>i <span class="_ _0"></span>st<span class="_ _3"></span><span class="ff6">acje </span></div><div class="t m0 x1 hf y8e ff6 fs4 fc2 sc0 ls0 ws0">kom<span class="ff7">presorowe. Dzięki temu jest w stanie skutecznie<span class="_ _1"></span> przesyłać gaz ziemny na duże odległości, dostarczając go do różnych regionów.<span class="_ _0"></span><span class="ff6">  </span></span></div><div class="t m0 x1 hf y75b ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT korzysta także z systemów magazynowania gazu ziemnego w kraju co pozwala na sprawne gosp<span class="_ _1"></span>odarowanie zapasami. <span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x47 h16 y75c ff8 fs4 fcb sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff5"> </span></div><div class="t m0 x1 hf y75d ff7 fs4 fc2 sc0 ls0 ws0">Gaz ziemny nabywany jest na Towarowej Giełdzie Energii<span class="_ _1"></span> oraz w ramach transakcji poza rynkiem giełdowym (rynek OTC).<span class="_ _3"></span><span class="ff6"> UNIMOT S.A<span class="_ _1"></span>. oraz </span></div><div class="t m0 x1 hf y3e6 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT  <span class="ff7">Energ<span class="_ _1"></span>ia <span class="_ _14"> </span>i  Gaz  w <span class="_ _14"> </span>handlu  gazem <span class="_ _14"> </span>z  niezależnymi <span class="_ _14"> </span>podmiotami  wykorzystuje <span class="_ _14"> </span>wystandaryzowane  umowy <span class="_ _14"> </span>ramowe  EFET. <span class="_ _14"> </span>Źródłem </span></div><div class="t m0 x1 hf y75e ff7 fs4 fc2 sc0 ls0 ws0">zaopatrzenia sp<span class="_ _1"></span>ółek zależnych jest Emite<span class="_ _1"></span>nt oraz p<span class="_ _1"></span>roducenci gazu, <span class="_ _1"></span>a także samodzieln<span class="_ _1"></span>a działalność spółek na <span class="_ _1"></span>Towarowej Gie<span class="_ _1"></span>łdzie<span class="_ _0"></span><span class="ff6"> Energii oraz </span></div><div class="t m0 x1 hf yec ff6 fs4 fc2 sc0 ls0 ws0">rynki  <span class="ff7">zagraniczne. <span class="_ _14"> </span>Z<span class="_ _0"></span>e  względu  na <span class="_ _14"> </span>d<span class="_ _0"></span>użą  dywersyfik<span class="_ _1"></span>ację  kontrahentów  handlowych  Grupa <span class="_ _14"> </span>UNI<span class="_ _0"></span>MOT  nie  jest  narażona <span class="_ _14"> </span>na  braki  dost<span class="_ _0"></span><span class="ff6">aw<span class="_ _0"></span> </span></span></div><div class="t m0 x1 hf y75f ff7 fs4 fc2 sc0 ls0 ws0">błękitnego paliwa.<span class="ff6"> </span></div><div class="t m0 x47 h16 y760 ff5 fs4 fcb sc0 ls0 ws0">Rynki Zbytu </div><div class="t m0 x1 hf y761 ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT sprzedaje gaz ziemny za pomocą platformy Towarowej Giełdy Energ<span class="_ _1"></span>ii zrzeszającej wielu uczestników rynku.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y51b ff7 fs4 fc2 sc0 ls0 ws0">Klientami <span class="_ _0"></span>końcow<span class="_ _0"></span>ymi <span class="_ _3"></span>podłączonymi <span class="_ _3"></span>do <span class="_ _0"></span>w<span class="_ _0"></span>łasnej <span class="_ _3"></span>sieci <span class="_ _0"></span>dystrybucyjnej <span class="_ _3"></span>są <span class="_ _3"></span>odbiorcy <span class="_ _3"></span>z <span class="_ _3"></span>gmin: <span class="_ _0"></span>Szydłowo, <span class="_ _3"></span>Mł<span class="_ _0"></span>awa, <span class="_ _0"></span>Wiśniewo, <span class="_ _3"></span>Szreńsk, <span class="_ _3"></span>Strz<span class="_ _3"></span><span class="ff6">egowo, </span></div><div class="t m0 x1 hf y762 ff7 fs4 fc2 sc0 ls0 ws0">Radzanów,  Wieczfnia <span class="_ _14"> </span>Kościelna <span class="_ _14"> </span>(pow<span class="_ _0"></span>iat  mławski), <span class="_ _14"> </span>Raciąż  (powia<span class="_ _1"></span>t <span class="_ _14"> </span>płoński),  Glinojeck <span class="_ _14"> </span>(powiat  ciechanowski), <span class="_ _14"> </span>Białow<span class="_ _0"></span>ieża  (<span class="_ _1"></span>wojewó<span class="_ _0"></span><span class="ff6">dztwo </span></div><div class="t m0 x1 hf y763 ff7 fs4 fc2 sc0 ls0 ws0">podlaskie), <span class="_ _1"></span>Wieleń i Tuczno (województwo wielopols<span class="_ _1"></span>kie i <span class="_ _1"></span>zachodniopomorskie).  <span class="_ _1"></span>Niezależnie od tego poprzez <span class="ff6">UNIMOT Energia i Gaz </span>–<span class="ff6"> Grupa </span></div><div class="t m0 x1 hf y764 ff7 fs4 fc2 sc0 ls0 ws0">jest w stanie dostarczać gaz ziemny wysokometanowy typu E do klientów w całym kraju za pośrednictwem obcych sieci g<span class="ff6">azowyc<span class="_ _0"></span>h.  </span></div><div class="t m0 x1 hf y765 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y766 ff5 fs3 fc5 sc0 ls16 ws0">4.1.5.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">ENERGIA ELEKTRYCZNA<span class="_ _0"></span> </span></span></div><div class="t m0 x1 hf y767 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _5"> </span><span class="ff7">UNIMOT  p<span class="_ _1"></span>rowadzi <span class="_ _14"> </span>działalność <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _5"> </span>z<span class="_ _0"></span>akresie <span class="_ _5"> </span>obrotu <span class="_ _14"> </span>energią <span class="_ _14"> </span>elektryczną <span class="_ _14"> </span>od <span class="_ _14"> </span>2016 <span class="_ _14"> </span>r. <span class="_ _14"> </span>poprzez <span class="_ _5"> </span>spółkę <span class="_ _14"> </span>zależną <span class="_ _14"> </span>Tradea <span class="_ _14"> </span>Sp. <span class="_ _14"> </span>z <span class="_ _14"> </span>o.o. <span class="_ _14"> </span>a <span class="_ _5"> </span>po </span></div><div class="t m0 x1 hf y768 ff7 fs4 fc2 sc0 ls0 ws0">połączeniu z <span class="ff6">UNIMOT <span class="_ _1"></span>Energia <span class="_ _1"></span>i Gaz w dniu <span class="_ _1"></span>1 lipca <span class="_ _1"></span>2025, poprzez UNIMOT <span class="ff7">Energi<span class="_ _1"></span>a i Gaz. Obrót <span class="_ _1"></span>ten <span class="_ _1"></span>odbywa się na <span class="_ _1"></span>Towarowej Giełdzie Ene<span class="_ _1"></span>rgii </span></span></div><div class="t m0 x1 hf yf2 ff7 fs4 fc2 sc0 ls0 ws0">S.A.  za  pośrednictwem  domu <span class="_ _15"> </span>maklerskiego  oraz  w <span class="_ _18"> </span>kontraktach  bilateralnych  na  rynku <span class="_ _18"> </span>hurto<span class="_ _0"></span>wym. <span class="_ _15"> </span><span class="ff6">UNIMOT  Energia  i <span class="_ _18"> </span>Gaz <span class="_ _18"> </span>sp. <span class="_ _18"> </span>z<span class="_ _0"></span>  o.o. </span></div><div class="t m0 x1 hf y769 ff7 fs4 fc2 sc0 ls0 ws0">współpracuje z wytwórcami energii elektrycznej skupi<span class="_ _1"></span>ając się głównie na odnawialnych źródłach energii i świadczy następujące <span class="_ _0"></span>usł<span class="ff6">ugi: </span></div><div class="t m0 x17 hf y76a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hf y76b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zakup energii elektrycznej głownie od wytwórców w różnych formułach rozliczeniowych,  <span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y76c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">łączenie wytwórców z odbiorcami –<span class="ff6"> </span>umowy cPPA, autokonsumpcja, różne formuły rozliczeniowe,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y76d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">bilansowanie <span class="_ _1"></span>handlowe, <span class="_ _1"></span>polegające n<span class="_ _1"></span>a zgłaszaniu<span class="_ _1"></span> g<span class="_ _1"></span>rafików h<span class="_ _1"></span>andlowych do <span class="_ _9"></span>O<span class="_ _0"></span>peratora <span class="_ _1"></span>Systemu <span class="_ _9"></span>Prz<span class="_ _0"></span>esyłowego i <span class="_ _1"></span>rozliczaniu <span class="_ _9"></span>różnic na<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y76e ff7 fs4 fc2 sc0 ls0 ws0">rynku bilansującym pomiędzy energią deklarowaną a rzeczywistą,<span class="ff6"> </span></div><div class="t m0 x47 hf y76f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">kompleksowa <span class="_ _27"> </span>obsługa <span class="_ _27"> </span>wytwórcó<span class="_ _0"></span>w <span class="_ _27"> </span>w <span class="_ _16"> </span>zakresie <span class="_ _27"> </span>produktów <span class="_ _27"> </span>oko<span class="_ _0"></span>ło <span class="_ _27"> </span>energetycznych <span class="_ _27"> </span>(zgłoszenia <span class="_ _27"> </span>pro<span class="_ _0"></span>gnoz <span class="_ _27"> </span>produkcji, <span class="_ _27"> </span>rozliczanie </span></span></div><div class="t m0 x17 hf y4c8 ff6 fs4 fc2 sc0 ls0 ws0">ujemnego salda itp.), </div><div class="t m0 x47 hf y770 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">obrót gwarancjami pochodzenia. </span></span></div><div class="t m0 x47 h16 y771 ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x47 h16 y772 ff8 fs4 fcb sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff5"> </span></div><div class="t m0 x1 hf y773 ff7 fs4 fc2 sc0 ls0 ws0">Zakup <span class="_ _5"> </span>energii <span class="_ _14"> </span>elektrycznej <span class="_ _5"> </span>odbywa <span class="_ _14"> </span>się <span class="_ _5"> </span>na  <span class="fc13">Towarowej <span class="_ _5"></span>Giełdzie <span class="_ _5"> </span>Energii <span class="_ _5"> </span>S.A. <span class="_ _14"> </span></span>oraz <span class="_ _14"> </span>bezpośrednio <span class="_ _5"> </span>od <span class="_ _14"> </span>producentów <span class="_ _14"> </span>wytwarzających <span class="_ _5"></span>energie </div><div class="t m0 x1 hf y774 ff7 fs4 fc2 sc0 ls0 ws0">odnawialną. Dostawcami energii elektrycznej są głównie podmioty krajowe. <span class="ff6"> </span></div><div class="t m0 x47 h16 y775 ff5 fs4 fcb sc0 ls0 ws0">Rynki Zbytu </div><div class="t m0 x1 hf y776 ff7 fs4 fc2 sc0 ls0 ws0">Energia <span class="_ _5"></span>elektryczna <span class="_ _14"> </span>sprzedawana <span class="_ _5"> </span>jest <span class="_ _14"> </span>na <span class="_ _5"> </span>rynku <span class="_ _5"> </span>krajo<span class="_ _0"></span>wym <span class="_ _14"> </span>do <span class="_ _5"> </span>klientów <span class="_ _5"> </span>końcowych, <span class="_ _14"> </span>którymi <span class="_ _5"> </span>są <span class="_ _14"> </span>podmioty <span class="_ _5"> </span>z <span class="_ _14"> </span>segmentu <span class="_ _5"></span>małych <span class="_ _14"> </span>i <span class="_ _5"> </span>średnic<span class="_ _0"></span><span class="ff6 ls2b">h </span></div><div class="t m0 x1 hf y777 ff7 fs4 fc2 sc0 ls0 ws0">przedsiębiorstw oraz instytucje publiczne<span class="_ _1"></span>. Nadwyżki energii niesprzedanej do klientów są sprzedawane na rynku hurtowym.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y778 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">52<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h10 y74f ff5 fs3 fc5 sc0 ls16 ws0">4.1.6.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">FOTOWOLTAIKA </span></span></div><div class="t m0 x1 hf y779 ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _14"> </span>UNIMOT, <span class="_ _14"> </span>za <span class="_ _14"> </span>pośrednictwem <span class="_ _14"> </span>spółki <span class="_ _5"> </span>z<span class="_ _0"></span>ależnej <span class="_ _14"> </span>UNIMOT <span class="_ _14"> </span>Energia <span class="_ _14"> </span>i <span class="_ _14"> </span>Gaz, <span class="_ _14"> </span>kontynuowała <span class="_ _14"> </span>w <span class="_ _14"> </span>2025 <span class="_ _14"> </span>roku <span class="_ _14"> </span>rozw<span class="_ _0"></span>ój <span class="_ _14"> </span>działalności <span class="_ _14"> </span>w <span class="_ _14"> </span>obszarze </div><div class="t m0 x1 hf y2e1 ff7 fs4 fc2 sc0 ls0 ws0">fotowoltaiki <span class="_ _3"></span>pod <span class="_ _3"></span>marką <span class="_ _3"></span>AVIA <span class="_ _4"></span>Solar, <span class="_ _3"></span>konsekwentnie <span class="_ _3"></span>realizując <span class="_ _3"></span>strategię <span class="_ _3"></span>dywersyfikacji <span class="_ _3"></span>Grupy <span class="_ _3"></span>w <span class="_ _4"></span>kierunku <span class="_ _3"></span>odnawialnych <span class="_ _3"></span>źródeł <span class="_ _3"></span>ene<span class="_ _0"></span><span class="ff6">r<span class="_ _0"></span>gii <span class="_ _3"></span>oraz </span></div><div class="t m0 x1 hf y77a ff7 fs4 fc2 sc0 ls0 ws0">usług okołenergetycznych.<span class="ff6"> </span></div><div class="t m0 x1 hf y77b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y77c ff7 fs4 fc2 sc0 ls0 ws0">W 2025 roku Grupa oferowała kompleksowe rozwiązania w zakresie:<span class="ff6"> </span></div><div class="t m0 x47 hf y77d ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">projektowania, dostawy, montażu i uruchomienia instalacji fotowoltaicznych,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y77e ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">magazynowania energii (zarówno w segmencie<span class="_ _1"></span> prosumenckim, jak i przemysłowym),<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y4fd ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">odkupu energii elektrycznej z instalacji klientów, </span></span></div><div class="t m0 x47 hf y77f ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">sprzedaży energii elektrycznej,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y780 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">finansowania inwestycji (m.in. leasing, struktury hyb<span class="_ _1"></span>rydowe).<span class="_ _0"></span> </span></span></div><div class="t m0 x1 hf y781 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y782 ff7 fs4 fc2 sc0 ls0 ws0">W dalszym ciągu rozwijana była sprzedaż komponentów AVIA Solar, obejmująca w szczególności:<span class="ff6"> </span></div><div class="t m0 x47 hf y783 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">magazyny energii, </span></span></div><div class="t m0 x47 hf y5ac ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">falowniki, </span></span></div><div class="t m0 x47 hf y503 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">konstrukcje montażowe (w tym carporty),<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y784 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">rozdzielnice, </span></span></div><div class="t m0 x47 hf y785 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">okablowanie i akcesoria montażowe,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y786 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">kompensatory mocy biernej. </span></span></div><div class="t m0 x1 hf y787 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y788 ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _15"> </span>aktywnie <span class="_ _27"> </span>wspierała <span class="_ _27"> </span>instalatorów <span class="_ _27"> </span>poprzez <span class="_ _27"> </span>rozwój <span class="_ _27"> </span>kompleksowej <span class="_ _15"> </span>logistyki <span class="_ _15"> </span>ko<span class="_ _0"></span>ntraktowej, <span class="_ _27"> </span>umożliwiającej <span class="_ _27"> </span>dostawy <span class="_ _27"> </span>kompletnych<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y3be ff7 fs4 fc2 sc0 ls0 ws0">zestawów <span class="_ _14"> </span>instalacyjnych <span class="_ _5"></span>(„ready<span class="ff6">-<span class="ls22">to</span>-</span>install”). <span class="_ _5"> </span>Dz<span class="_ _0"></span>iałania <span class="_ _5"> </span>t<span class="_ _0"></span>e <span class="_ _5"> </span>real<span class="_ _0"></span>izowane <span class="_ _5"> </span>były <span class="_ _14"> </span>na <span class="_ _14"> </span>terenie <span class="_ _5"> </span>całej <span class="_ _14"> </span>Polski, <span class="_ _14"> </span>przy <span class="_ _5"> </span>jednoczesnym <span class="_ _14"> </span>dalszym <span class="_ _5"> </span>r<span class="_ _0"></span>oz<span class="_ _0"></span><span class="ff6">woju </span></div><div class="t m0 x1 hf y789 ff7 fs4 fc2 sc0 ls0 ws0">sprzedaży <span class="_ _0"></span>eksportowej.<span class="ff6"> <span class="_ _0"></span>W<span class="_ _0"></span> <span class="_ _0"></span>2025 <span class="_ _0"></span>roku <span class="_ _0"></span></span>kontynuowano <span class="_ _3"></span>działalność <span class="_ _0"></span>sklep<span class="_ _1"></span>u <span class="_ _0"></span>internetowego <span class="_ _0"></span>AVIA <span class="_ _3"></span>Solar (<span class="_ _0"></span><span class="ff6">https://sklep.aviasolar.pl</span>), <span class="_ _0"></span>któ<span class="_ _0"></span>ry <span class="_ _0"></span>stał <span class="_ _0"></span>się </div><div class="t m0 x1 hf y78a ff7 fs4 fc2 sc0 ls0 ws0">istotnym <span class="_ _9"></span>kanałem obsług<span class="_ _1"></span>i <span class="_ _1"></span>instalatorów <span class="_ _9"></span>o<span class="_ _0"></span>raz <span class="_ _1"></span>klientów <span class="_ _9"></span>B2B, u<span class="_ _1"></span>sprawniając <span class="_ _9"></span>proces s<span class="_ _1"></span>kładania <span class="_ _9"></span>z<span class="_ _0"></span>amówień, <span class="_ _9"></span>dostępność kompone<span class="_ _1"></span>ntów <span class="_ _1"></span>i <span class="_ _9"></span>zar<span class="_ _3"></span>ządzanie </div><div class="t m0 x1 hf y2f8 ff7 fs4 fc2 sc0 ls0 ws0">logistyką.<span class="ff6"> </span></div><div class="t m0 x1 h16 y78b ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y291 ff8 fs4 fcb sc0 ls0 ws0">Źródła<span class="ff5"> zaopatrzenia </span></div><div class="t m0 x1 hf y78c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y51a ff6 fs4 fc2 sc0 ls0 ws0">W 2025 <span class="_ _9"></span>roku Grupa <span class="_ _9"></span><span class="ff7">UNIMOT dysponowała <span class="_ _1"></span>zdywersyfikowanym <span class="_ _1"></span>p<span class="_ _1"></span>ortfelem <span class="_ _1"></span>dostawców <span class="_ _1"></span>paneli <span class="_ _9"></span>foto<span class="_ _0"></span>woltaicznych, fal<span class="_ _1"></span>owników <span class="_ _1"></span>oraz <span class="_ _1"></span>pozostałych </span></div><div class="t m0 x1 hf y78d ff7 fs4 fc2 sc0 ls0 ws0">komponentów, <span class="_ _0"></span>poc<span class="_ _0"></span>hodzących <span class="_ _0"></span>z <span class="_ _3"></span>Europy, <span class="_ _0"></span>USA <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _3"></span>Azji, <span class="_ _0"></span>w <span class="_ _3"></span>tym <span class="_ _0"></span>z <span class="_ _3"></span>Chi<span class="_ _1"></span>n. <span class="_ _0"></span>Kontynuowana <span class="_ _3"></span>była <span class="_ _3"></span>współpraca <span class="_ _0"></span>z <span class="_ _3"></span>biurem U<span class="_ _3"></span><span class="ff6">NIMOT <span class="_ _3"></span>Asia <span class="_ _0"></span>w <span class="_ _3"></span>Szanghaju, </span></div><div class="t m0 x1 hf y78e ff7 fs4 fc2 sc0 ls0 ws0">której celem było:<span class="ff6"> </span></div><div class="t m0 x47 hf y78f ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">optymalizowanie kosztów zakupowych, </span></span></div><div class="t m0 x47 hf y790 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">zwiększanie bezpieczeństwa łańcuhów dostaw,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y744 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">rozwój strategicznych relacji z kluczowymi producen<span class="_ _1"></span>tami. </span></span></div><div class="t m0 x1 hf y5bb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y791 ff7 fs4 fc2 sc0 ls0 ws0">Równolegle Grupa rozwijała własne kompe<span class="_ _1"></span>tencje produkcyjne w wybranych kategoriach komponentów PV.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y3c8 ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y792 ff5 fs4 fcb sc0 ls0 ws0">Rynki Zbytu<span class="ff6"> </span></div><div class="t m0 x1 hf y793 ff6 fs4 fc2 sc0 ls0 ws0">AVIA Solar w 2025 roku <span class="ff7">obsługiwała klientów z segmentu:</span> </div><div class="t m0 x47 hf y794 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">mikro, małych i średnich przedsiębiorstw,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y26 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">dużych odbiorców przemysłowych,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y67e ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">partnerów instalacyjnych, zarówno na rynku kr<span class="_ _1"></span>ajowym, jak i wybranych rynkach zagranicznych.  </span></span></div><div class="t m0 x47 hf y729 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">Sprzedaż eksportowa komponentów była kontynuowana i stopniowo rozszerzana na kolejne kierunki –<span class="ff6"> Ukraina, Czechy, Austria, </span></span></span></div><div class="t m0 x17 hf y6fc ff6 fs4 fc2 sc0 ls0 ws0">Niemcy, Szwajcaria </div><div class="t m0 x1 hf y5e6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y795 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y796 ff5 fs3 fc5 sc0 ls16 ws0">4.1.7.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">STACJE PALIW </span></span></div><div class="t m0 x1 hf y797 ff6 fs4 fc2 sc0 ls2e ws0">Od<span class="ls0"> <span class="_ _3"></span><span class="ls7">2017</span> <span class="_ _3"></span><span class="ls21">r.</span> <span class="_ _3"></span>Grupa <span class="_ _0"></span>rozw<span class="_ _0"></span>ija <span class="_ _3"></span>w <span class="_ _3"></span>Polsce <span class="_ _0"></span><span class="ff7 lsc">sieć<span class="_ _0"></span></span> <span class="_ _3"></span>stacji <span class="_ _3"></span>paliw <span class="_ _3"></span>pod <span class="_ _3"></span><span class="ff7">marką</span> <span class="_ _3"></span>AVIA, <span class="_ _3"></span>która <span class="_ _3"></span>reprezen<span class="_ _1"></span>towana <span class="_ _3"></span>jest <span class="_ _3"></span>przez <span class="_ _3"></span>ponad <span class="_ _3"></span>3 <span class="_ _0"></span>tys. <span class="_ _3"></span><span class="ff7">o<span class="_ _0"></span>biektów w</span> <span class="_ _3"></span>kilkun<span class="_ _1"></span>astu </span></div><div class="t m0 x1 hf y798 ff6 fs4 fc2 sc0 ls0 ws0">krajach <span class="_ _5"> </span>Europy. <span class="_ _5"> </span>Po<span class="_ _0"></span>nad <span class="_ _5"></span><span class="ls7">90</span>-letnia <span class="_ _5"> </span><span class="ff7">obecność</span> <span class="_ _14"> </span>marki <span class="_ _5"></span>AVIA <span class="_ _5"> </span><span class="ls10">na</span> <span class="_ _14"> </span>rynku <span class="_ _5"></span>paliwowym <span class="_ _14"> </span>pozwala <span class="_ _5"></span><span class="ls10">na</span> <span class="_ _5"> </span>przekazanie <span class="_ _5"> </span>partnerowi <span class="_ _14"> </span>sprawdzonego <span class="_ _5"> </span>modelu </div><div class="t m0 x1 hf y799 ff6 fs4 fc2 sc0 ls0 ws0">biznesowego, opartego <span class="ls10">na</span> eksperckim know-how, <span class="ff7">niezależności</span> i wysokiej <span class="ff7">jakości</span> <span class="ff7">paliw w</span> konkurencyjnych <span class="ff7">cenach. </span>  </div><div class="t m0 x1 hf y79a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y79b ff6 fs4 fc2 sc0 ls0 ws0">W portfolio sieci stacji paliw AVIA w Polsce znajduje <span class="ff7 lsc">się</span> <span class="ls7">147</span> placówek, w<span class="_ _0"></span> tym:  </div><div class="t m0 x21 hf y79c ff7 fs4 fc2 sc0 ls0 ws0">• 53<span class="ff6"> stacji </span>własnych<span class="ff6"> i stacji <span class="ls10">na</span> bazie </span>dzierżawy<span class="ff6"> (CODO),  </span></div><div class="t m0 x21 hf y3a6 ff7 fs4 fc2 sc0 ls0 ws0">• 94<span class="ff6"> stacji franczyzowych (DOFO).  </span></div><div class="t m0 x1 hf y79d ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><span class="d m1" style="border-style:none;position:absolute;left:810.220000px;bottom:1006.760000px;width:95.620000px;height:10.990000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">53<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff6 fs4 fc2 sc0 ls0 ws0">Dodatkowo Grupa UNIMOT <span class="ff7">zarządza</span> stacjami <span class="ls10">na</span> Ukrainie <span class="ls2f">(w</span> systemie franczyzowym), <span class="ff7">gdzie 5 stacji</span> prowadzi <span class="ff7">działalność</span> <span class="ff7">operacyjną.</span>  </div><div class="t m0 x1 hf y104 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y105 ff6 fs4 fc2 sc0 ls0 ws0">Uruchomiony w <span class="ls7">2022</span> roku program flotowy AVIA<span class="_ _1"></span> Card, <span class="ff7">przeznaczony dla</span> klien<span class="_ _1"></span>tów <span class="ff7">biznesowych i</span> instytucjonalnych <span class="ff7">szukających</span> skutecznych </div><div class="t m0 x1 hf y79e ff6 fs4 fc2 sc0 ls0 ws0">sposobów <span class="ls10">na</span> <span class="_ _1"></span><span class="ff7">optymalizację<span class="ff6"> <span class="_ _1"></span>kosztów <span class="_ _1"></span><span class="ff7">związanych<span class="ff6"> z <span class="_ _9"></span>zakupem p<span class="_ _1"></span>aliw, <span class="ff7">osiąg<span class="_ _1"></span>nął<span class="ff6"> w <span class="_ _9"></span><span class="ls7">2025<span class="_ _0"></span><span class="ls0"> roku<span class="_ _1"></span> <span class="ff7">s<span class="_ _1"></span>przedaż<span class="ff6"> <span class="_ _1"></span><span class="ff7">sięgająca<span class="ff6"> 54,1 <span class="_ _9"></span>milionów<span class="_ _0"></span> li<span class="_ _1"></span>trów. <span class="_ _1"></span>Karta <span class="_ _1"></span>cieszy </span></span></span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x1 hf y79f ff7 fs4 fc2 sc0 lsc ws0">się<span class="ff6 ls0"> <span class="ff7">dużym</span> powodzeniem i Grupa ocz<span class="_ _0"></span>ekuje dalszych wzrostów. </span></div><div class="t m0 x1 hf y7a0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a1 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="ff7">połow<span class="_ _0"></span>ie</span> <span class="ls7">2024</span> <span class="_ _0"></span>roku <span class="ff7">został</span> <span class="_ _0"></span>uruchomiony program <span class="_ _0"></span><span class="ff7">lojalnościowy</span> dla <span class="_ _0"></span>klientów detalicz<span class="_ _0"></span>nych AVIA <span class="_ _0"></span>GO, <span class="_ _0"></span><span class="ls10">na</span> <span class="_ _0"></span>koniec <span class="ls7">2025</span> ro<span class="_ _0"></span>ku, Grupa <span class="_ _0"></span><span class="ff7">posiadała</span> </div><div class="t m0 x1 hf y7a2 ff6 fs4 fc2 sc0 ls7 ws0">200<span class="ls0"> tys. <span class="ff7">użytkowników</span> tego programu. </span></div><div class="t m0 x1 hf y7a3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a4 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="ls7">2025</span> roku <span class="ff7">wdroż</span>ono program <span class="ff7">lojalnościow</span>y <span class="ff7">„Wspólny</span> kurs z UNIMOT<span class="ff7 ls14">”,</span> skierowanego <span class="ls10">do</span> francz<span class="_ _0"></span>yzobiorców <span class="ff7">prowadzących</span> stacje paliw w </div><div class="t m0 x1 hf y640 ff6 fs4 fc2 sc0 ls0 ws0">sieci <span class="_ _5"> </span>AVIA. <span class="_ _14"> </span>Program <span class="_ _14"> </span><span class="ff7">umożliwi</span>a <span class="_ _5"></span>wybranym <span class="_ _14"> </span>partnerom <span class="_ _5"> </span>nabycie <span class="_ _14"> </span>akcji <span class="_ _5"> </span>UNIMOT,<span class="_ _0"></span> <span class="_ _14"> </span><span class="ff7">dając</span> <span class="_ _5"> </span><span class="ls17">im</span> <span class="_ _14"> </span>tym <span class="_ _5"> </span>samym <span class="_ _14"> </span><span class="ff7">możliwość</span> <span class="_ _5"> </span>funkcjonowania<span class="_ _0"></span> <span class="_ _5"> </span>w <span class="_ _14"> </span><span class="ff7">całym</span> </div><div class="t m0 x1 hf y7a5 ff6 fs4 fc2 sc0 ls0 ws0">ekosystemie biznesowym Grupy <span class="ff7">–</span> <span class="ff7">o<span class="_ _0"></span>bejmującym</span> nie tylko <span class="_ _0"></span><span class="ff7">markę</span> AVIA, ale <span class="ff7">także</span> <span class="_ _0"></span><span class="ff7">działalność</span> <span class="ff7">logistyczną</span> i <span class="ff7">tradingową,</span> obrót <span class="ff7">energią</span> i <span class="_ _0"></span>gazem, </div><div class="t m0 x1 hf y7a6 ff7 fs4 fc2 sc0 ls0 ws0">własne<span class="ff6"> <span class="_ _17"> </span>bazy <span class="_ _17"> </span>paliwowe, <span class="_ _17"> </span>prod</span>ukcję<span class="ff6"> <span class="_ _17"> </span>asfaltów <span class="_ _17"> </span>oraz <span class="_ _17"> </span>rozwój <span class="_ _17"> </span>projektów <span class="_ _16"> </span>w <span class="_ _17"> </span>segmencie <span class="_ _17"> </span>odnawialnych <span class="_ _17"> </span></span>źródeł<span class="ff6"> <span class="_ _17"> </span>energii, <span class="_ _17"> </span>w <span class="_ _17"> </span>tym <span class="_ _17"> </span>projektów </span></div><div class="t m0 x1 hf y611 ff6 fs4 fc2 sc0 ls0 ws0">fotowoltaicznych <span class="_ _3"></span>i <span class="_ _4"></span>magazynowych. <span class="_ _3"></span>Inicjatywa <span class="_ _3"></span><span class="ff7">zakłada</span> <span class="_ _4"></span>przyznan<span class="_ _1"></span>ie <span class="_ _3"></span>wybran<span class="ls30">ym</span> <span class="_ _3"></span>franczyzobiorcom <span class="_ _4"></span><span class="ff7">środków</span> <span class="_ _3"></span>finansowych <span class="_ _3"></span>w <span class="_ _3"></span><span class="ff7">wyso<span class="_ _0"></span>kości</span> <span class="_ _3"></span><span class="ls10">do</span> <span class="_ _3"></span><span class="ls7">150</span> </div><div class="t m0 x1 hf y7a7 ff6 fs4 fc2 sc0 ls0 ws0">tys. <span class="ff7 ls1f">zł</span> <span class="_ _0"></span><span class="ls10">na<span class="_ _0"></span></span> <span class="_ _0"></span>zakup <span class="_ _0"></span>akcji <span class="_ _0"></span><span class="ff7">Spółki,</span> <span class="_ _0"></span>pod <span class="_ _3"></span>warunkiem <span class="ff7">spełnienia</span> <span class="_ _0"></span><span class="ff7">określonych</span> <span class="_ _0"></span>kryteriów.<span class="_ _0"></span> <span class="_ _0"></span><span class="ff7">Jednocześnie</span> akcje<span class="_ _0"></span> <span class="_ _0"></span><span class="ff7 ls10">będą<span class="_ _0"></span></span> <span class="ff7">o<span class="_ _0"></span>bjęte</span> <span class="_ _0"></span>trzyletnim <span class="_ _0"></span>okresem <span class="_ _3"></span>blokady </div><div class="t m0 x1 hf y7a8 ff7 fs4 fc2 sc0 ls0 ws0">zbywalności.<span class="ff6">  </span></div><div class="t m0 x1 hf y7a9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7aa ff6 fs4 fc2 sc0 ls0 ws0">W <span class="ls7">202</span>5 roku w dalszym <span class="ff7">ciągu</span> rozwijano <span class="ff7">współpracę</span> z <span class="ff7">Gru<span class="_ _1"></span>pą<span class="ff6"> </span>Specjał.<span class="ff6"> Obecnie w ramach tej </span>współpracy<span class="ff6"> w sieci AVIA funkcjonuje<span class="_ _1"></span> <span class="ls7">50</span> sklepów </span></span></div><div class="t m0 x1 hf y7ab ff6 fs4 fc2 sc0 ls0 ws0">z logo <span class="_ _1"></span>SPAR. <span class="_ _9"></span>Ponadto w <span class="_ _1"></span>drugie<span class="_ _1"></span>j <span class="ff7">połowie</span> <span class="_ _9"></span><span class="ls7">2025<span class="_ _0"></span><span class="ls0"> roku <span class="_ _9"></span><span class="ff7">rozpoczęto<span class="ff6"> </span>współpracę<span class="ff6"> <span class="_ _1"></span>z <span class="_ _1"></span><span class="ff7">siecią<span class="ff6"> <span class="_ _1"></span><span class="ff7">Żabka.<span class="ff6"> <span class="_ _1"></span>Projekt <span class="_ _9"></span>jest w <span class="_ _1"></span>fazie <span class="_ _9"></span><span class="ff7">pilotażu<span class="ff6"> i <span class="_ _1"></span>obejmuje <span class="_ _1"></span>4 <span class="_ _1"></span>lokalizacje. </span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x1 hf y7ac ff6 fs4 fc2 sc0 ls0 ws0">Równolegle rozwijany <span class="ff7">był</span> autorski <span class="ff7">koncept Eat&amp;Go proponując</span> klientom pod <span class="ff7 ls22">tą</span> <span class="ff7">marką</span> <span class="ff7">ofertę</span> <span class="ff7">gastronomiczną,</span> która<span class="_ _0"></span> jest stale rozszerzana.  </div><div class="t m0 x1 hf y7ad ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y6e ff5 fs3 fc5 sc0 ls16 ws0">4.1.8.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">PRODUKTY ASFALTO<span class="_ _0"></span>WE </span></span></div><div class="t m0 x1 hf y7ae ff7 fs4 fc2 sc0 ls0 ws0">Asfalt <span class="_ _4"></span>jest <span class="_ _5"></span>produktem <span class="_ _4"></span>ropopochodnym <span class="_ _5"></span>pochodzącym <span class="_ _4"></span>z<span class="_ _0"></span> <span class="_ _4"></span>przerobu <span class="_ _4"></span>ro<span class="_ _0"></span>py <span class="_ _4"></span>naftowej <span class="_ _4"></span>stoso<span class="_ _0"></span>wanym <span class="_ _4"></span>do <span class="_ _5"> </span>budowy <span class="_ _4"></span>nawierzchni <span class="_ _5"></span>dróg, <span class="_ _4"></span>a <span class="_ _5"></span>także <span class="_ _5"></span>jako </div><div class="t m0 x1 hf y590 ff7 fs4 fc2 sc0 ls0 ws0">materiał <span class="_ _3"></span>izolacyjny. <span class="_ _4"></span>Grupa <span class="_ _3"></span>UNIMOT <span class="_ _4"></span>w <span class="_ _3"></span>swojej <span class="_ _4"></span>ofercie <span class="_ _3"></span>posiada <span class="_ _4"></span>szeroką <span class="_ _3"></span>gamę <span class="_ _4"></span>produktów: <span class="_ _3"></span>asfalty <span class="_ _4"></span>drogowe, <span class="_ _3"></span>asfalty <span class="_ _3"></span>mo<span class="_ _0"></span>dyfikowane <span class="_ _3"></span>MODB<span class="_ _3"></span><span class="ff6">IT, </span></div><div class="t m0 x1 hf y7af ff6 fs4 fc2 sc0 lse ws0">as<span class="ff7 ls0">falty przemysłowe oraz specjalistyczne. W portfel<span class="_ _1"></span>u produktów znajdują się także nowatorskie produkty, do których należy zaliczyć<span class="_ _0"></span>: asfalty </span></div><div class="t m0 x1 hf y7b0 ff6 fs4 fc2 sc0 ls0 ws0">modyfikowane <span class="_ _14"> </span>z  d<span class="_ _1"></span>odatkiem <span class="_ _14"> </span>gumy <span class="_ _14"> </span>(MODBIT <span class="_ _14"> </span>CR),  asfalty <span class="_ _5"> </span>drogowe <span class="_ _14"> </span>WMA  oraz <span class="_ _5"> </span>asfalty  wysokom<span class="_ _1"></span>odyfikowane <span class="_ _14"> </span>MODBIT <span class="_ _14"> </span>HiMA <span class="_ _14"> </span>do <span class="_ _14"> </span>budowy </div><div class="t m0 x1 hf y7b1 ff6 fs4 fc2 sc0 ls0 ws0">n<span class="ff7">awierzchni <span class="_ _4"></span>długowiecznych. <span class="_ _5"> </span>Portfolio <span class="_ _5"> </span>produktów <span class="_ _5"> </span>dopasowane <span class="_ _5"></span>jest <span class="_ _5"></span>do <span class="_ _5"> </span>potrzeb, <span class="_ _5"></span>wymagań <span class="_ _5"></span>i <span class="_ _4"></span>o<span class="_ _0"></span>czekiwań <span class="_ _4"></span>rynku, <span class="_ _5"> </span>zarówno <span class="_ _5"> </span>w <span class="_ _5"> </span>kraju, <span class="_ _5"> </span>j<span class="_ _0"></span>ak <span class="_ _5"></span>i  </span>za </div><div class="t m0 x1 hf y7b2 ff7 fs4 fc2 sc0 ls0 ws0">granicą. <span class="ff6"> </span></div><div class="t m0 x1 hf y7b3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7b4 ff6 fs4 fc2 sc0 ls0 ws0">Na koniec <span class="_ _0"></span>2025 <span class="_ _0"></span>r<span class="_ _0"></span>oku <span class="ff7">s<span class="_ _0"></span>egment Bit<span class="_ _0"></span>umen <span class="_ _0"></span>prowadził <span class="_ _0"></span>działalność <span class="_ _0"></span>produkcyjną i <span class="_ _3"></span>dystrybucyjną w <span class="_ _0"></span>zakładach <span class="_ _0"></span>w <span class="_ _0"></span>Jaśle <span class="_ _0"></span>i <span class="_ _0"></span>Czechowicach<span class="_ _3"></span></span>-Dziedzicach. </div><div class="t m0 x1 hf y7b5 ff7 fs4 fc2 sc0 ls0 ws0">Dodatkowo działalność dystrybucyjna była także prowadzona w Gdańsku<span class="_ _1"></span>.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7b6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y7b7 ff8 fs4 fc2 sc0 ls0 ws0">Źródła Zaopatrzenia <span class="ff5"> </span></div><div class="t m0 x1 hf y7b8 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Bitumen zabezpiecza <span class="_ _0"></span>swoje ź<span class="_ _0"></span>ródła zaopatrzenia w <span class="_ _0"></span>produkty asfaltowe <span class="_ _0"></span>poprzez wieloletnie <span class="_ _0"></span>kontrakty oraz<span class="_ _0"></span> współpracę z<span class="_ _0"></span> kra<span class="_ _3"></span><span class="ff6">jow<span class="_ _0"></span>ymi </span></div><div class="t m0 x1 hf y7b9 ff6 fs4 fc2 sc0 ls0 ws0">i zagranicznymi dostawcami.  </div><div class="t m0 x1 hf y7ba ff7 fs4 fc2 sc0 ls0 ws0">Kluczowym elemente<span class="_ _1"></span>m zapewniającym ciąg<span class="_ _1"></span>łość zaopatrze<span class="_ _1"></span>nia w <span class="_ _1"></span>produkty <span class="_ _1"></span>asfaltowe je<span class="_ _1"></span>st wieloletn<span class="_ _1"></span>i kontrakt zawarty <span class="_ _9"></span>z Orlen S.A., <span class="_ _1"></span>o<span class="_ _0"></span>bejmujący </div><div class="t m0 x1 hf y475 ff7 fs4 fc2 sc0 ls0 ws0">dostawy <span class="_ _4"></span>ko<span class="_ _0"></span>mponentów <span class="_ _4"></span>asfaltowych. <span class="_ _5"></span>Kontrakt <span class="_ _4"></span>ten <span class="_ _5"></span>zapewnia <span class="_ _5"></span>stabilne <span class="_ _4"></span>dostawy <span class="_ _4"></span>produktów <span class="_ _5"> </span>i <span class="_ _5"> </span>stanowi <span class="_ _5"></span>istotną <span class="_ _4"></span>c<span class="_ _0"></span>zęść <span class="_ _4"></span>zaopatrzenia. <span class="_ _5"></span>U<span class="_ _0"></span><span class="ff6">NIMOT </span></div><div class="t m0 x1 hf y476 ff7 fs4 fc2 sc0 ls0 ws0">Bitumen <span class="_ _3"></span>aktywnie <span class="_ _4"></span>poszukuje <span class="_ _4"></span>także <span class="_ _4"></span>nowych <span class="_ _3"></span>źródeł <span class="_ _4"></span>dostaw, <span class="_ _4"></span>monitorując <span class="_ _4"></span>rynek <span class="_ _3"></span>dostawców<span class="_ _0"></span> <span class="_ _4"></span>zarówno <span class="_ _3"></span>w <span class="_ _4"></span>kraju, <span class="_ _3"></span>jak <span class="_ _4"></span>i <span class="_ _4"></span>za <span class="_ _4"></span>granicą. <span class="_ _4"></span>Dodatko<span class="_ _3"></span><span class="ff6">wo, </span></div><div class="t m0 x1 hf y7bb ff6 fs4 fc2 sc0 ls0 ws0">podejmuje <span class="_ _14"> </span>liczne <span class="_ _5"> </span>i<span class="_ _0"></span>nicjatywy <span class="_ _14"> </span>i <span class="ff7">realizuje <span class="_ _14"> </span>projekty <span class="_ _14"> </span>mające <span class="_ _14"> </span>na <span class="_ _14"> </span>celu  zwięks<span class="_ _1"></span>zenie <span class="_ _5"> </span>obec<span class="_ _0"></span>nego <span class="_ _14"> </span>potencjału <span class="_ _14"> </span>produkcyjnego. <span class="_ _14"> </span>Duże <span class="_ _5"> </span>z<span class="_ _0"></span>nacz<span class="_ _0"></span>en<span class="_ _0"></span>ie <span class="_ _14"> </span>mają </span></div><div class="t m0 x1 hf y7bc ff7 fs4 fc2 sc0 ls0 ws0">kompetencje w <span class="_ _3"></span>obszarze <span class="_ _0"></span>tradingu, <span class="_ _0"></span>roz<span class="_ _0"></span>wijane <span class="_ _0"></span>od <span class="_ _0"></span>2023 <span class="_ _3"></span>roku. Dz<span class="_ _0"></span>ięki nim, <span class="_ _3"></span>UNIMOT <span class="_ _0"></span>BItumen <span class="_ _0"></span>odegrał <span class="_ _0"></span>istotną <span class="_ _3"></span>rolę w <span class="_ _3"></span>bilansowaniu <span class="_ _0"></span>dostę<span class="_ _3"></span>pności </div><div class="t m0 x1 hf y7bd ff7 fs4 fc2 sc0 ls0 ws0">produktu <span class="_ _14"> </span>na <span class="_ _5"> </span>rynku <span class="_ _14"> </span>polskim. <span class="_ _14"> </span>Współpraca <span class="_ _14"> </span>z <span class="_ _14"> </span>dostawcami <span class="_ _14"> </span>zagranicznymi <span class="_ _5"> </span>o<span class="_ _0"></span>raz <span class="_ _14"> </span>skutecznie<span class="_ _1"></span> <span class="_ _14"> </span>wykorzystane <span class="_ _14"> </span>szanse <span class="_ _5"> </span>rynkowe <span class="_ _14"> </span>przyc<span class="_ _3"></span>zyniły <span class="_ _14"> </span>się <span class="_ _5"> </span>do </div><div class="t m0 x1 hf y7be ff7 fs4 fc2 sc0 ls0 ws0">wzrostu udziału w imporcie produktu do Polski.<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">54<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Dywersyfikacja <span class="_ _3"></span>źródeł <span class="_ _4"></span>zaopatrzenia <span class="_ _3"></span>w <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>Bitumen <span class="_ _3"></span>zapewnia <span class="_ _3"></span>ciągłość <span class="_ _4"></span>produkcji <span class="_ _3"></span>i <span class="_ _4"></span>dostaw <span class="_ _4"></span>produ<span class="_ _1"></span>któw <span class="_ _4"></span>asfaltowych, <span class="_ _3"></span>a <span class="_ _4"></span>także <span class="_ _3"></span>umożl<span class="_ _3"></span><span class="ff6">iwia </span></div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">Spółce <span class="_ _14"> </span>skuteczną <span class="_ _14"> </span>reakcję <span class="_ _14"> </span>na<span class="_ _0"></span> <span class="_ _14"> </span>po<span class="_ _0"></span>trzeby <span class="_ _14"> </span>i <span class="_ _14"> </span>ocz<span class="_ _0"></span>ekiwania <span class="_ _14"> </span>klientów. <span class="_ _14"> </span>S<span class="_ _0"></span>truktura <span class="_ _14"> </span>zaopatrzenia <span class="_ _14"> </span>UNIMOT  Bitumen<span class="_ _1"></span> <span class="_ _14"> </span>w  2025<span class="_ _0"></span><span class="ff6">  roku <span class="_ _14"> </span></span>kształtowała <span class="_ _14"> </span>się </div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">następująco:<span class="ff6"> </span></div><div class="t m0 x1 hf y7bf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7c0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y4dc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y7c1 ff5 fs4 fcb sc0 ls0 ws0">Rynki Zbytu </div><div class="t m0 x1 hf y7c2 ff7 fs4 fc2 sc0 ls0 ws0">Obszarem <span class="_ _3"></span>działalności <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>Bitumen <span class="_ _3"></span>jest <span class="_ _3"></span>Polska <span class="_ _3"></span>i <span class="_ _3"></span>kraje <span class="_ _3"></span>z <span class="_ _3"></span>Europy <span class="_ _3"></span>Środkowo<span class="_ _0"></span><span class="ff6">-</span>Wschodniej <span class="_ _3"></span>o <span class="_ _3"></span>największym <span class="_ _0"></span>potencjale <span class="_ _3"></span>zakupowym. <span class="_ _3"></span>Spółka </div><div class="t m0 x1 hf y7c3 ff7 fs4 fc2 sc0 ls0 ws0">dostarcza p<span class="_ _1"></span>rodukty <span class="_ _1"></span>w <span class="_ _1"></span>ramach wie<span class="_ _1"></span>lu <span class="_ _1"></span>kontraktów <span class="_ _1"></span>drogowych w <span class="_ _9"></span>kraju i <span class="_ _9"></span>za granicą. <span class="_ _1"></span>Głównymi <span class="_ _1"></span>odbiorcami <span class="_ _1"></span>są <span class="_ _1"></span>z <span class="_ _1"></span>firmy <span class="_ _1"></span>z b<span class="_ _1"></span>ranży <span class="_ _1"></span>drogowej<span class="_ _0"></span><span class="ff6 ls20">, <span class="_ _1"></span><span class="ls0">zarówno </span></span></div><div class="t m0 x1 hf y7c4 ff7 fs4 fc2 sc0 ls0 ws0">koncerny międzynarodowe <span class="_ _0"></span>działające <span class="_ _0"></span>na <span class="_ _0"></span>terenie <span class="_ _0"></span>całego <span class="_ _0"></span>kraju, <span class="_ _0"></span>jak <span class="_ _0"></span>i <span class="_ _0"></span>firmy <span class="_ _0"></span>budowlano<span class="_ _0"></span><span class="ff6">-</span>drogowe <span class="_ _0"></span>dzia<span class="_ _0"></span>łające <span class="_ _0"></span>lokalnie wykorzystujące <span class="_ _0"></span>asfalty <span class="_ _0"></span>do<span class="_ _0"></span> </div><div class="t m0 x1 hf y7c5 ff6 fs4 fc2 sc0 ls0 ws0">produkcji mie<span class="_ _1"></span>szanek mineralno-bitumicznych (d<span class="_ _1"></span>o budowy, mode<span class="_ _1"></span>rnizacji i <span class="_ _1"></span>renowacji <span class="_ _1"></span>dróg krajowych, <span class="_ _9"></span>wo<span class="_ _0"></span>jewódzkich, p<span class="_ _1"></span>o<span class="_ _0"></span>wiatowych, gminn<span class="_ _1"></span>ych </div><div class="t m0 x1 hf y7c6 ff6 fs4 fc2 sc0 ls0 ws0">i innych). <span class="_ _0"></span>Kluczowym <span class="_ _0"></span>rynkiem <span class="_ _0"></span>pozostaje <span class="_ _0"></span>jednak rynek <span class="_ _0"></span>polski. W<span class="_ _0"></span> 20<span class="_ _0"></span>25 <span class="_ _0"></span>r<span class="_ _0"></span>oku <span class="_ _0"></span><span class="ff7">udział sprzedaży <span class="_ _0"></span>zagranicznej <span class="_ _0"></span>stanowił <span class="_ _0"></span>14% <span class="_ _0"></span>całkowitej <span class="_ _0"></span>sprzedaży </span></div><div class="t m0 x1 hf y7c7 ff7 fs4 fc2 sc0 ls0 ws0">asfaltu. <span class="_ _15"> </span>Największe <span class="_ _15"> </span>zainteresow<span class="_ _0"></span>anie <span class="_ _15"> </span>produktem <span class="_ _15"> </span>w<span class="_ _0"></span>idoczne <span class="_ _15"> </span>było <span class="_ _27"> </span>w <span class="_ _15"> </span>Czechach, <span class="_ _27"> </span>na <span class="_ _15"> </span>Litwie <span class="_ _15"> </span>o<span class="_ _0"></span>raz <span class="_ _27"> </span>w <span class="_ _15"> </span>Rumunii, <span class="_ _15"> </span>Ukrainie <span class="_ _27"> </span>i <span class="_ _27"> </span>Słowacji. <span class="_ _15"> </span>Spółka<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7c8 ff7 fs4 fc2 sc0 ls0 ws0">współpracowała również z odbiorcami z Mołdawii, Węgie<span class="_ _1"></span>r, Holandii,<span class="_ _0"></span><span class="ff6"> </span>Niemiec, Łotwy, Szwecji i Estonii.<span class="ff6"> </span></div><div class="t m0 x1 hf y7c9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y7ca ff5 fs3 fc5 sc0 ls16 ws0">4.1.9.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">INFRASTRUKTURA </span></span></div><div class="t m0 x1 hf y143 ff6 fs4 fc2 sc0 ls0 ws0">Magazynowanie paliw </div><div class="t m0 x1 hf y7cb ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT poprzez spółkę UNIMOT Terminale s<span class="_ _1"></span>p. z o.o. świadczy usługi z zakresu magazynowania paliw, w tym w szczególności:<span class="_ _0"></span><span class="ff6">  </span></div><div class="t m0 x1 hf y7cc ff7 fs4 fc2 sc0 ls0 ws0">• magazynowanie zapasów obowiązkowych paliw ciekłych, do którego są zobowiązane podmioty prowadzące sprzed<span class="_ _1"></span>aż paliw,<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y11e ff7 fs4 fc2 sc0 ls0 ws0">• <span class="_ _5"></span>magazynowanie <span class="_ _5"> </span>i <span class="_ _5"> </span>dystrybucja <span class="_ _14"> </span>paliw <span class="_ _5"></span>ciekłych <span class="_ _5"> </span>do <span class="_ _5"> </span>bieżącej <span class="_ _5"> </span>ko<span class="_ _0"></span>nsumpcji. <span class="_ _5"></span>Jest <span class="_ _5"></span>to <span class="_ _5"> </span>usłu<span class="_ _0"></span>ga <span class="_ _5"></span>kompleksowa <span class="_ _5"> </span>połączona <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _5"> </span>dodawaniem <span class="_ _5"> </span>do <span class="_ _5"> </span>pal<span class="_ _3"></span><span class="ff6">iw </span></div><div class="t m0 x1 hf y7cd ff7 fs4 fc2 sc0 ls0 ws0">biokomponentów, jak również dodatków firmowych pozwalających koncernom na sprzedaż paliw pod własną marką premiu<span class="_ _1"></span>m.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7ce ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7cf ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _14"> </span>UNIMOT  pełni <span class="_ _14"> </span>funkcję  Niezależnego <span class="_ _14"> </span>Operatora  Logistyczne<span class="_ _1"></span>go,  co <span class="_ _14"> </span>oznacza,  że<span class="_ _1"></span>  oferu<span class="_ _1"></span>je <span class="_ _14"> </span>usł<span class="_ _0"></span>ugi <span class="_ _14"> </span>magazynowania  paliw <span class="_ _14"> </span>podmiotom </div><div class="t m0 x1 hf y7d0 ff7 fs4 fc2 sc0 ls0 ws0">posiadającym <span class="_ _14"> </span>odpowiednie <span class="_ _14"> </span>konc<span class="_ _0"></span>esje <span class="_ _14"> </span>(MPC, <span class="_ _14"> </span>WPC)<span class="_ _0"></span>. <span class="_ _14"> </span>Grupa <span class="_ _14"> </span>dyspo<span class="_ _0"></span>nuje <span class="_ _14"> </span>9 <span class="_ _14"> </span>t<span class="_ _0"></span>erminalami <span class="_ _14"> </span>paliwowymi <span class="_ _14"> </span>o  łącznej <span class="_ _14"> </span>pojemności <span class="_ _14"> </span>ok.  376 <span class="_ _5"> </span>tys.  m³. </div><div class="t m0 x1 hf y7bd ff6 fs4 fc2 sc0 ls0 ws0">Termin<span class="ff7">ale zlokalizowane są w: Gd<span class="_ _1"></span>ańsku, Szczecinie, Poznaniu, Piotrkowie Trybu<span class="_ _1"></span>nalskim, Jaśle, Czechowicach Dziedzicach, Gu<span class="_ _1"></span>tkowie, Ry<span class="_ _0"></span><span class="ff6">pinie </span></span></div><div class="t m0 x1 hf y7d1 ff7 fs4 fc2 sc0 ls0 ws0">i <span class="_ _0"></span>Bolesławcu. <span class="_ _0"></span>Wszystkie <span class="_ _0"></span>t<span class="_ _0"></span>erminale <span class="_ _0"></span>paliwowe <span class="_ _0"></span>dysponują <span class="_ _0"></span>w<span class="_ _0"></span>łasnymi <span class="_ _3"></span>bocznicami <span class="_ _0"></span>kolejowymi <span class="_ _0"></span>połączonymi <span class="_ _0"></span>z <span class="_ _3"></span>siecią kolejow<span class="_ _0"></span>ą <span class="_ _0"></span>PKP. <span class="_ _3"></span>Po <span class="_ _0"></span>wzg<span class="_ _3"></span>lędem </div><div class="t m0 x1 hf y47b ff7 fs4 fc2 sc0 ls0 ws0">wielkości potencjału magazynowania paliw Grupa UN<span class="_ _1"></span>IMOT jest trzecim podmiotem na tym rynku.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7d2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3fd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y52a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7d3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7d4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7d5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7d6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3a6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1e2 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x7c y7d7 w48 h92"><div class="t m0 xcb h16 y7d8 ff5 fs4 fca sc0 ls7 ws0">73%</div><div class="t m0 xcc h16 y7d9 ff5 fs4 fca sc0 ls7 ws0">16%</div><div class="t m0 x62 h16 y7da ff5 fs4 fca sc0 ls7 ws0">11%</div><div class="t m0 xc1 h16 y7db ff5 fs4 fc2 sc0 ls0 ws0">Struktura zaopatrzenia UNIMOT Bitumen</div><div class="t m0 x75 h1e y7dc ff6 fsb fc2 sc0 ls0 ws0">ORLEN</div><div class="t m0 x75 hf y7dd ff6 fs4 fc2 sc0 ls0 ws0">ARAMCO</div><div class="t m0 x75 hf y7de ff6 fs4 fc2 sc0 ls0 ws0">IMPORT</div></div><div class="c x19 y7df w49 h93"><div class="t m0 x2 h2f y160 ff9 fs4 fc2 sc0 ls0 ws0">Źródło: opracowanie własne UNIMOT Bitumen<span class="ffa"> </span></div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">55<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 yca ff8 fs4 fc2 sc0 ls0 ws0">Terminale paliwowe należące do Grupy UNIMOT<span class="ff5"> </span></div><div class="t m0 xc7 hf y7e0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7e1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7e2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7e3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y6d6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y34c ff5 fs5 fc5 sc0 ls12 ws0">4.2.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">OTOCZENIE RYNKOWE <span class="ff8">–</span> MAKROEKONOMICZNE </span></span></div><div class="t m0 x47 h10 y7e4 ff5 fs3 fc5 sc0 ls16 ws0">4.2.1.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff8">PALIWA CIEKŁE, W TYM<span class="_ _0"></span> OLEJ NAPĘDOWY<span class="_ _0"></span><span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y7e5 ff7 fs4 fc2 sc0 ls0 ws0">Głównymi <span class="_ _0"></span>czynnikami <span class="_ _0"></span>wpływającymi <span class="_ _0"></span>na <span class="_ _0"></span>rynek <span class="_ _0"></span>paliw <span class="_ _0"></span>płynnych <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>Polsce <span class="_ _0"></span>były <span class="_ _0"></span>m.in.: <span class="_ _3"></span>dynamika rozwoju <span class="_ _0"></span>polskiej <span class="_ _0"></span>ekonomii, <span class="_ _0"></span>wysoka <span class="_ _3"></span>zmie<span class="_ _0"></span>nność </div><div class="t m0 x1 hf y7e6 ff7 fs4 fc2 sc0 ls0 ws0">cen <span class="_ _14"> </span>i  podaży <span class="_ _14"> </span>na  światowym <span class="_ _14"> </span>rynku <span class="_ _14"> </span>surowców  powodowana <span class="_ _14"> </span>polityką  n<span class="_ _1"></span>owej  admin<span class="_ _1"></span>istracji <span class="_ _14"> </span>Stanów  Zjednoczonych <span class="_ _14"> </span>oraz  wprowadzanymi </div><div class="t m0 x1 hf y7e7 ff6 fs4 fc2 sc0 ls0 ws0">sukc<span class="ff7">esywnie <span class="_ _3"></span>embargo <span class="_ _3"></span>na <span class="_ _3"></span>ropę <span class="_ _4"></span>i <span class="_ _3"></span>produkty <span class="_ _4"></span>paliwowe <span class="_ _3"></span>z <span class="_ _3"></span>Ro<span class="_ _0"></span>sji <span class="_ _3"></span>wymuszające <span class="_ _3"></span>zmianę <span class="_ _3"></span>kierunków <span class="_ _3"></span>dost<span class="_ _0"></span>aw <span class="_ _3"></span>o<span class="_ _0"></span>raz <span class="_ _3"></span>prowadzona <span class="_ _3"></span>przez <span class="_ _4"></span>największego </span></div><div class="t m0 x1 hf y7e8 ff7 fs4 fc2 sc0 ls0 ws0">operatora w Polsce polityka cenowa. Istotnym czynnikiem były wciąż trwające działania wojenn<span class="_ _1"></span>e w Ukrainie.<span class="ff6"> </span></div><div class="t m0 x1 hf y763 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _1"></span>2025 <span class="_ _9"></span>roku konsu<span class="_ _1"></span>mpcja <span class="_ _1"></span>oleju <span class="_ _1"></span>napędowego <span class="_ _9"></span>w Polsce <span class="_ _9"></span>wyniosła 23 <span class="_ _9"></span>025 <span class="_ _1"></span>tys. <span class="_ _9"></span>m</div><div class="t m0 xcd h36 y7c7 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x6 hf y763 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _1"></span><span class="ff7">i <span class="_ _1"></span>była <span class="_ _9"></span>niższa o <span class="_ _9"></span>0,5% w <span class="_ _9"></span>porównaniu <span class="_ _1"></span>z <span class="_ _9"></span>poprzednim rokiem. <span class="_ _9"></span>Niższa </span></div><div class="t m0 x1 hf y7e9 ff7 fs4 fc2 sc0 ls0 ws0">konsumpcja <span class="_ _3"></span>była <span class="_ _4"></span>efektem <span class="_ _3"></span>m.in. <span class="_ _4"></span>spadku <span class="_ _4"></span>udziału <span class="_ _3"></span>a<span class="_ _0"></span>ut <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _3"></span>sil<span class="_ _0"></span>nikiem <span class="_ _3"></span>diesla <span class="_ _4"></span>w <span class="_ _4"></span>nowych <span class="_ _3"></span>rejestracjach <span class="_ _4"></span>samochodów <span class="_ _4"></span>osobowych <span class="_ _4"></span>czy <span class="_ _3"></span>narastają<span class="_ _3"></span><span class="ff6">cych </span></div><div class="t m0 x1 hf y7ea ff7 fs4 fc2 sc0 ls0 ws0">problemów branży ciężkiego transportu<span class="_ _1"></span> drogowego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7eb ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>związku <span class="_ _3"></span>z <span class="_ _0"></span>tym, <span class="_ _0"></span>że <span class="_ _0"></span>krajowa <span class="_ _0"></span>produkcja <span class="_ _0"></span>oleju <span class="_ _0"></span>napędowego <span class="_ _3"></span>nie zas<span class="_ _0"></span>pakaja <span class="_ _0"></span>potrzeb <span class="_ _0"></span>rynkowych, <span class="_ _0"></span>do <span class="_ _3"></span>zbilansowania <span class="_ _0"></span>rynku <span class="_ _0"></span>konieczny <span class="_ _0"></span>był <span class="_ _4"></span><span class="ff6">import </span></div><div class="t m0 x1 hf y7ec ff6 fs4 fc2 sc0 ls0 ws0">tego surowca, który w 2025 roku <span class="ff7">stanowił ok. 41,5% konsumpcji.</span> </div><div class="t m0 x1 hf y547 ff7 fs4 fc2 sc0 ls0 ws0">Kolejny rok zanotowano dodatnią dynamikę wzrostu konsumpcji w przypadku benzyn silnikowych. Ich sprzedaż w 2025 r<span class="ff6">oku </span>wynios<span class="_ _0"></span>ła 8<span class="ff6"> <span class="ls7">619 </span></span></div><div class="t m0 x1 hf y7ed ff6 fs4 fc2 sc0 ls0 ws0">tys. m</div><div class="t m0 xce h36 y7ee ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xcf hf y7ed ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff7">i była o 5,1% większa r/r. Z importu pochodziło 27,9% benzyn. </span> </div><div class="t m0 x1 hf y7ef ff7 fs4 fc2 sc0 ls0 ws0">Import <span class="_ _4"></span>oleju <span class="_ _4"></span>napędowego <span class="_ _4"></span>w <span class="_ _4"></span>2025 <span class="_ _4"></span>r<span class="_ _0"></span><span class="ff6">oku <span class="_ _4"></span></span>wyniósł <span class="_ _4"></span>8 <span class="_ _4"></span>985 <span class="_ _4"></span>ty<span class="_ _0"></span>s. <span class="_ _4"></span>m</div><div class="t m0 xd0 h36 y7f0 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x39 hf y7ef ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _4"></span><span class="ff7">i <span class="_ _4"></span>zmniejszył <span class="_ _4"></span>się <span class="_ _4"></span>o <span class="_ _4"></span>622 <span class="_ _4"></span>ty<span class="_ _0"></span>s. <span class="_ _4"></span>m</span></div><div class="t m0 xd1 h36 y7f0 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xd2 hf y7ef ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _4"></span>(tj. <span class="_ _4"></span>o <span class="_ _4"></span>6,5%<span class="_ _0"></span>) <span class="_ _4"></span>wobec <span class="_ _4"></span>2024 <span class="_ _4"></span>ro<span class="_ _0"></span>ku. <span class="_ _4"></span>Natomiast <span class="_ _4"></span>w </div><div class="t m0 x1 hf y7f1 ff7 fs4 fc2 sc0 ls0 ws0">przypadku benzyn silnikowych import wyniósł 2 534 tys. m</div><div class="t m0 xd3 h36 y7f2 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xd4 hf y7f1 ff6 fs4 fc2 sc0 ls0 ws0">, czyli o 251 tys. m</div><div class="t m0 xd5 h36 y7f2 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xd6 hf y7f1 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff7">(tj. o 11%) więcej r/r.</span> </div><div class="t m0 x1 hf y477 ff7 fs4 fc2 sc0 ls0 ws0">Benzyny <span class="_ _3"></span>silnikowe <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _3"></span>2025 <span class="_ _3"></span>roku <span class="_ _3"></span>importowane <span class="_ _3"></span>były <span class="_ _3"></span>do <span class="_ _3"></span>Polski <span class="_ _3"></span>z <span class="_ _3"></span>Niemiec, <span class="_ _3"></span>natomiast <span class="_ _3"></span>olej <span class="_ _3"></span>napędowy <span class="_ _3"></span>pochodzi <span class="_ _3"></span>z <span class="_ _3"></span>kilku <span class="_ _3"></span>kontynentów, <span class="_ _3"></span>co <span class="_ _5"> </span>miało </div><div class="t m0 x1 hf y478 ff7 fs4 fc2 sc0 ls0 ws0">przełożenie na koszty logistyczne.<span class="ff6"> </span></div><div class="t m0 x1 hf y7f3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y7f4 ff5 fs3 fc5 sc0 ls16 ws0">4.2.2.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">BIOPALIWA </span></span></div><div class="t m0 x1 hf y7f5 ff7 fs4 fc2 sc0 ls0 ws0">Według <span class="_ _1"></span>raportu <span class="_ _9"></span>R<span class="_ _0"></span>enewables <span class="_ _1"></span>2025 –<span class="ff6"> <span class="_ _9"></span><span class="ff7">Analysis wraz <span class="_ _1"></span>ze <span class="_ _1"></span>wzrostem <span class="_ _1"></span>wykorzystania <span class="_ _9"></span>energii elektrycznej <span class="_ _9"></span>ze źródeł <span class="_ _1"></span>odnawialnych, <span class="_ _1"></span>biopaliw <span class="_ _9"></span>c<span class="_ _0"></span>iekłych, </span></span></div><div class="t m0 x1 hf y7f6 ff7 fs4 fc2 sc0 ls0 ws0">biogazów <span class="_ _3"></span>oraz <span class="_ _3"></span>odnawialnego <span class="_ _3"></span>wodoru <span class="_ _3"></span>i <span class="_ _3"></span>paliw <span class="_ _4"></span>wodorowych, <span class="_ _3"></span>oczekuje <span class="_ _3"></span>się, <span class="_ _3"></span>że <span class="_ _3"></span>zużycie <span class="_ _3"></span>energii <span class="_ _3"></span>odnawialnej <span class="_ _3"></span>w <span class="_ _3"></span>transporcie <span class="_ _3"></span>wzro<span class="_ _0"></span>śn<span class="_ _0"></span><span class="ff6">ie <span class="_ _4"></span>o <span class="_ _3"></span>50% <span class="_ _3"></span>do </span></div><div class="t m0 x1 hf y7f7 ff6 fs4 fc2 sc0 ls0 ws0">2030 <span class="_ _4"></span>ro<span class="_ _0"></span>ku<span class="ff7">. <span class="_ _4"></span>Największy <span class="_ _5"> </span>udział <span class="_ _5"></span>w <span class="_ _5"></span>tym <span class="_ _4"></span>w<span class="_ _0"></span>zroście <span class="_ _4"></span>(<span class="_ _0"></span>45%) <span class="_ _4"></span>będzie <span class="_ _5"></span>pochodził <span class="_ _5"></span>z <span class="_ _4"></span>energii <span class="_ _4"></span>elektrycznej <span class="_ _5"> </span>ze <span class="_ _5"></span>źródeł <span class="_ _5"></span>odnawialnych <span class="_ _4"></span>w<span class="_ _0"></span>ykorzystywanej <span class="_ _4"></span>w </span></div><div class="t m0 x1 hf y553 ff7 fs4 fc2 sc0 ls0 ws0">pojazdach <span class="_ _5"></span>elektrycznych, <span class="_ _5"></span>zwłaszcza <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _5"> </span>Chinach <span class="_ _5"></span>i <span class="_ _5"> </span>Europie. <span class="_ _5"> </span>Biopali<span class="_ _0"></span>wa <span class="_ _5"> </span>drogowe <span class="_ _5"> </span>stanowią <span class="_ _14"> </span>drugi <span class="_ _4"></span>co <span class="_ _14"> </span>do <span class="_ _5"></span>wielkości <span class="_ _5"> </span>udział <span class="_ _5"> </span>(35%)<span class="_ _0"></span>, <span class="_ _5"> </span>ze <span class="_ _5"> </span>z<span class="_ _0"></span>na<span class="_ _0"></span><span class="ff6">cz<span class="_ _0"></span>nym </span></div><div class="t m0 x1 hf y7f8 ff6 fs4 fc2 sc0 ls1f ws0">wzr<span class="ff7 ls0">ostem <span class="_ _9"></span>w <span class="_ _1"></span>Brazylii, <span class="_ _9"></span>Indonezji, <span class="_ _9"></span>Indiach <span class="_ _1"></span>i <span class="_ _9"></span>Malezji, <span class="_ _1"></span>wspieranym <span class="_ _9"></span>przez <span class="_ _1"></span>zaostrzenie <span class="_ _9"></span>przepisów <span class="_ _9"></span>i rosnące <span class="_ _a"></span>z<span class="_ _0"></span>apotrzebowanie <span class="_ _9"></span>na p<span class="_ _1"></span>aliwo. <span class="_ _9"></span>Z<span class="_ _3"></span>użycie <span class="_ _9"></span>paliw<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y7f9 ff7 fs4 fc2 sc0 ls0 ws0">lotniczych <span class="_ _4"></span>i <span class="_ _4"></span>morskich <span class="_ _4"></span>stanowi <span class="_ _4"></span>10% <span class="_ _4"></span>wzrostu, <span class="_ _4"></span>głównie <span class="_ _4"></span>dzięki <span class="_ _4"></span>przepisom <span class="_ _4"></span>w <span class="_ _4"></span>E<span class="_ _0"></span>uropie, <span class="_ _3"></span>a <span class="_ _5"> </span>pozostałe <span class="_ _4"></span>10% <span class="_ _4"></span>pochodzi <span class="_ _4"></span>z <span class="_ _4"></span>biometanu, <span class="_ _4"></span>o<span class="_ _4"></span><span class="ff6">dnawialnego </span></div><div class="t m0 x1 hf y7fa ff7 fs4 fc2 sc0 ls0 ws0">wodoru i paliw wodorowych, przy czym aktywność skoncentruje się w Stanach<span class="_ _1"></span> Zjednoczonych i Europie.<span class="_ _0"></span><span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x14 y59 w17 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">56<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Oczekuje <span class="_ _3"></span>się, <span class="_ _0"></span>że<span class="_ _0"></span> <span class="_ _3"></span>do <span class="_ _3"></span>2030 <span class="_ _3"></span>roku <span class="_ _3"></span>p<span class="_ _0"></span>ojazdy <span class="_ _3"></span>elektryczne <span class="_ _3"></span>będą <span class="_ _3"></span>stanowić <span class="_ _3"></span>ponad <span class="_ _3"></span>15% <span class="_ _3"></span>ogółu <span class="_ _3"></span>pojazdów <span class="_ _3"></span>na <span class="_ _3"></span>świecie, <span class="_ _3"></span>a <span class="_ _3"></span>energia <span class="_ _3"></span>elektryczna <span class="_ _3"></span>ze<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span></span>źródeł </div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">odnawialnych <span class="_ _3"></span>pokryje <span class="_ _5"></span>ponad <span class="_ _4"></span>połowę <span class="_ _4"></span>zapotrzebowania <span class="_ _4"></span>na <span class="_ _4"></span>energię <span class="_ _4"></span>elektryczną <span class="_ _4"></span>na <span class="_ _4"></span>kluczowych <span class="_ _4"></span>rynkach. <span class="_ _4"></span>W <span class="_ _4"></span>Chinach <span class="_ _4"></span>do <span class="_ _4"></span>2030 <span class="_ _4"></span>roku <span class="_ _4"></span>poja<span class="_ _3"></span><span class="ff6">zdy </span></div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">elektryczne <span class="_ _1"></span>będą stanowić <span class="_ _1"></span>ponad jed<span class="_ _1"></span>ną trzecią <span class="_ _1"></span>samochodów na <span class="_ _1"></span>dr<span class="_ _1"></span>ogach, ponieważ <span class="_ _1"></span>koszty p<span class="_ _1"></span>ojazdów sp<span class="_ _1"></span>adają, a i<span class="_ _1"></span>nfrastruktura <span class="_ _1"></span>ładow<span class="_ _0"></span><span class="ff6">ania jest </span></div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">stale udoskonala<span class="_ _0"></span>na. <span class="_ _0"></span>Jednocześnie <span class="_ _0"></span>przewiduje <span class="_ _0"></span>się, <span class="_ _0"></span>że <span class="_ _0"></span>energia <span class="_ _0"></span>elektrycz<span class="_ _0"></span>na <span class="_ _0"></span>ze <span class="_ _0"></span>źródeł <span class="_ _0"></span>odnawialnych <span class="_ _0"></span>będzie <span class="_ _0"></span>stanowić <span class="_ _0"></span>ponad <span class="_ _4"></span>połowę <span class="_ _0"></span>całkowitej </div><div class="t m0 x1 hf y79f ff7 fs4 fc2 sc0 ls0 ws0">produkcji <span class="_ _3"></span>energii <span class="_ _4"></span>elektrycznej <span class="_ _3"></span>w <span class="_ _4"></span>Chinach. <span class="_ _3"></span>Dostępność <span class="_ _4"></span>tańszych <span class="_ _3"></span>chińskich <span class="_ _4"></span>pojazdów <span class="_ _4"></span>elektrycznych <span class="_ _3"></span>przyczynia <span class="_ _4"></span>się <span class="_ _3"></span>również <span class="_ _4"></span>do <span class="_ _3"></span>ich <span class="_ _5"> </span><span class="ff6">szerszego </span></div><div class="t m0 x1 hf y7a0 ff7 fs4 fc2 sc0 ls0 ws0">stosowania <span class="_ _0"></span>w <span class="_ _0"></span>go<span class="_ _0"></span>spodarkach <span class="_ _0"></span>wschodzących, <span class="_ _3"></span>gdzie przewiduje <span class="_ _3"></span>się <span class="_ _0"></span>wzro<span class="_ _0"></span>st <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>o <span class="_ _0"></span>60%<span class="_ _0"></span> <span class="_ _0"></span>w <span class="_ _3"></span>samym <span class="_ _0"></span>2025 <span class="_ _0"></span>roku. <span class="_ _4"></span>Niemniej <span class="_ _0"></span>jednak, <span class="_ _3"></span>całkowite </div><div class="t m0 x1 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">zużycie energii elektrycznej ze ź<span class="_ _0"></span>ródeł o<span class="_ _0"></span>dnawialnych w transporcie jest o<span class="_ _0"></span> blisko 15% <span class="_ _0"></span>niższe niż <span class="_ _0"></span>w prognozie z <span class="_ _0"></span>zeszłego roku, <span class="_ _0"></span>g<span class="_ _3"></span>łównie dlatego, </div><div class="t m0 x1 hf y7a2 ff7 fs4 fc2 sc0 ls0 ws0">że zn<span class="_ _1"></span>iesienie <span class="_ _1"></span>ulg podatkowych <span class="_ _1"></span>dla <span class="_ _1"></span>pojazdów el<span class="_ _1"></span>ektrycznych <span class="_ _1"></span>w Stanach <span class="_ _1"></span>Zjednoczonych <span class="_ _1"></span>ma zmniejszyć sprzed<span class="_ _1"></span>aż pojazdów <span class="_ _1"></span>elektrycznych <span class="_ _1"></span>w <span class="_ _1"></span>USA </div><div class="t m0 x1 hf y7a3 ff7 fs4 fc2 sc0 ls0 ws0">o <span class="_ _5"> </span>ponad <span class="_ _5"> </span>połow<span class="_ _0"></span>ę <span class="_ _5"></span>do <span class="_ _5"> </span>2030 <span class="_ _5"> </span>r<span class="_ _0"></span><span class="ff6">oku</span>. <span class="_ _5"></span>Zużycie <span class="_ _5"></span>biometanu <span class="_ _5"></span>w <span class="_ _5"> </span>transporcie <span class="_ _14"> </span>wzrośnie <span class="_ _4"></span>o<span class="_ _0"></span> <span class="_ _5"> </span>0,14 <span class="_ _14"> </span>EJ <span class="_ _5"></span>do <span class="_ _5"></span>2030 <span class="_ _5"> </span>r<span class="_ _0"></span><span class="ff6">oku</span>, <span class="_ _5"> </span>co <span class="_ _14"> </span>stanowi <span class="_ _5"></span>korektę <span class="_ _4"></span>w <span class="_ _14"> </span>dół <span class="_ _5"></span>o <span class="_ _5"> </span>6% <span class="_ _5"> </span>w </div><div class="t m0 x1 hf y7a4 ff7 fs4 fc2 sc0 ls0 ws0">porównaniu z prognozą z zeszłego roku. Najwięks<span class="_ _1"></span>zy wzrost odnotowano w Europie (<span class="ff6 ls31">o </span>0,07 EJ), gdzie biometan jest atrakcyjn<span class="_ _1"></span>y ze względu na </div><div class="t m0 x1 hf y640 ff7 fs4 fc2 sc0 ls0 ws0">niską intensywność emisji gazów cie<span class="_ _1"></span>plarnianych i możliwość wliczania d<span class="_ _1"></span>o celów cząstkowych, które mają pomóc pań<span class="_ _1"></span>stwom członkow<span class="_ _0"></span><span class="ff6">skim w </span></div><div class="t m0 x1 hf y7a5 ff7 fs4 fc2 sc0 ls0 ws0">osiągnięciu <span class="_ _0"></span>celów <span class="_ _3"></span>sektora <span class="_ _0"></span>transportu <span class="_ _0"></span>o<span class="_ _0"></span>kreślonych <span class="_ _0"></span>w <span class="_ _3"></span>unijnej <span class="_ _0"></span>dyrektywie<span class="ff6"> <span class="_ _3"></span>w <span class="_ _3"></span>s</span>prawie <span class="_ _0"></span>odnawialnych <span class="_ _0"></span>źródeł <span class="_ _3"></span>energi<span class="_ _1"></span>i <span class="_ _0"></span>w <span class="_ _3"></span>tym <span class="_ _3"></span>zakresie. <span class="_ _0"></span>W <span class="_ _3"></span>Stanach </div><div class="t m0 x1 hf y7a6 ff7 fs4 fc2 sc0 ls0 ws0">Zjednoczonych <span class="_ _4"></span>zużycie <span class="_ _4"></span>biometanu <span class="_ _5"></span>w <span class="_ _4"></span>transporcie <span class="_ _4"></span>wzrasta <span class="_ _5"></span>o <span class="_ _4"></span>0,04 <span class="_ _5"> </span>EJ,<span class="_ _0"></span> <span class="_ _4"></span>co <span class="_ _5"></span>jest <span class="_ _4"></span>wspierane <span class="_ _4"></span>przez <span class="_ _4"></span>kalif<span class="_ _0"></span>ornijski <span class="_ _4"></span>standard <span class="_ _4"></span>paliw <span class="_ _5"> </span>niskoem<span class="_ _0"></span><span class="ff6">i<span class="_ _0"></span>syjnych </span></div><div class="t m0 x1 hf y611 ff6 fs4 fc2 sc0 ls0 ws0">(LCFS), standard paliw odnawialnych (RFS) oraz federalne<span class="_ _1"></span> zach<span class="ff7">ęty <span class="_ _0"></span>produkcyjne. Jednak wzrost jest wolniejszy w prognozowanym okre<span class="_ _1"></span>sie niż </span></div><div class="t m0 x1 hf y7a7 ff7 fs4 fc2 sc0 ls0 ws0">w ciągu <span class="_ _1"></span>ostatnich p<span class="_ _1"></span>ięciu lat, p<span class="_ _1"></span>onieważ istniejąca <span class="_ _1"></span>flota pojazdów n<span class="_ _1"></span>a gaz zie<span class="_ _1"></span>mny zbliża <span class="_ _1"></span>się d<span class="_ _1"></span>o punktu <span class="_ _1"></span>nasycenia bi<span class="_ _1"></span>ometanem. Mni<span class="ff6">ej<span class="_ _0"></span>sze wzrosty </span></div><div class="t m0 x1 hf y7a8 ff7 fs4 fc2 sc0 ls0 ws0">spodziewane <span class="_ _0"></span>są <span class="_ _3"></span>również <span class="_ _0"></span>w <span class="_ _3"></span>Indiach <span class="_ _0"></span>(<span class="_ _0"></span><span class="ff6 ls11">o <span class="_ _3"></span><span class="ls0">0,01 <span class="_ _0"></span>EJ) <span class="_ _3"></span>i <span class="_ _0"></span>Chinach <span class="_ _3"></span>(</span>o <span class="_ _0"></span><span class="ls0">0,01 <span class="_ _3"></span>EJ). <span class="_ _0"></span>Prognoza <span class="_ _3"></span>wykorzystania <span class="_ _0"></span>wodoru <span class="_ _0"></span>niskoemisyjnego <span class="_ _3"></span>i <span class="_ _0"></span>paliw <span class="_ _3"></span>wodorowych </span></span></div><div class="t m0 x1 hf y7a9 ff7 fs4 fc2 sc0 ls0 ws0">pozostaje <span class="_ _15"> </span>podobna <span class="_ _18"> </span>jak <span class="_ _15"> </span>w <span class="_ _15"> </span>ubiegłym <span class="_ _15"> </span>roku. <span class="_ _15"> </span>Zrewidowaliśmy <span class="_ _15"> </span>jednak  w<span class="_ _0"></span> <span class="_ _15"> </span>dół <span class="_ _18"> </span>prognozę <span class="_ _15"> </span>dotyczącą <span class="_ _18"> </span>e<span class="_ _3"></span><span class="ff6">-</span>paliw,  ponieważ <span class="_ _15"> </span>nie <span class="_ _15"> </span>podjęto <span class="_ _15"> </span>jeszcze </div><div class="t m0 x1 hf y7aa ff6 fs4 fc2 sc0 ls0 ws0">ostatecznych <span class="_ _4"></span>decyzji <span class="_ _5"> </span>inwestycyjnych <span class="_ _5"> </span>(FID) <span class="_ _5"> </span>dla <span class="_ _5"> </span>projektów <span class="_ _5"> </span>e<span class="_ _0"></span>-<span class="ff7">nafty <span class="_ _5"> </span>w <span class="_ _5"> </span>Unii <span class="_ _5"></span>Europejskiej, <span class="_ _5"></span>aby <span class="_ _5"></span>osiągnąć <span class="_ _5"> </span>cele <span class="_ _5"></span>ReFuelEU <span class="_ _4"></span>Aviation <span class="_ _5"> </span>na <span class="_ _5"> </span>rok<span class="_ _0"></span> <span class="_ _4"></span>2030. </span></div><div class="t m0 x1 hf y7ab ff7 fs4 fc2 sc0 ls0 ws0">Niemniej jednak, zużycie wodoru niskoemisyjnego i paliw wodorowych wzrasta z niemal zera w 2024 r<span class="_ _0"></span><span class="ff6">oku do 0,17 EJ w<span class="_ _0"></span> 2030 roku. Po<span class="_ _0"></span>pyt na </span></div><div class="t m0 x1 hf y7ac ff7 fs4 fc2 sc0 ls0 ws0">paliwa <span class="_ _9"></span>w<span class="_ _0"></span>odorowe <span class="_ _1"></span>jest <span class="_ _9"></span>napędzany <span class="_ _1"></span>niemal <span class="_ _9"></span>wyłącznie <span class="_ _1"></span>celami <span class="_ _9"></span>R<span class="_ _0"></span>eFuelEU <span class="_ _9"></span>Aviation <span class="_ _1"></span>oraz <span class="_ _1"></span>niemie<span class="_ _1"></span>ckim <span class="_ _1"></span>mandatem <span class="_ _9"></span>na <span class="_ _1"></span>paliwa <span class="_ _9"></span>odnawialne <span class="_ _1"></span>pochodzenia </div><div class="t m0 x1 hf y7fb ff7 fs4 fc2 sc0 ls0 ws0">niebiologicznego <span class="_ _1"></span>w <span class="_ _1"></span>sektorze <span class="_ _1"></span>lotniczym. Bezpośrednie<span class="_ _1"></span> wykorzystanie <span class="_ _9"></span>wo<span class="_ _0"></span>doru <span class="_ _1"></span>w tran<span class="_ _1"></span>sporcie n<span class="_ _1"></span>adal koncen<span class="_ _1"></span>truje się <span class="_ _9"></span>w kilku <span class="_ _1"></span>krajach,<span class="_ _0"></span><span class="ff6"> które <span class="_ _1"></span>nadal </span></div><div class="t m0 x1 hf y7fc ff7 fs4 fc2 sc0 ls0 ws0">wspierają progra<span class="ff6">my demonstracyjne pojazdów wodorowych (np. Stany Zjednoczone, Chiny, Japonia i Korea). </span></div><div class="t m0 x1 hf y5d1 ff7 fs4 fc2 sc0 ls0 ws0">W lutym 2025 roku Sejm przyjął nowelizację ustawy o biokomponentach i biopaliwach ciekłych, która dostosowała polskie p<span class="_ _1"></span>rawo d<span class="_ _0"></span><span class="ff6">o unijnej<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y7fd ff7 fs4 fc2 sc0 ls0 ws0">dyrektywy RED II, <span class="_ _0"></span>promującej odnawialne źródła <span class="_ _0"></span>energii. Nowelizacja <span class="_ _0"></span>ustawy <span class="_ _0"></span>–<span class="ff6"> <span class="_ _0"></span>poza dostosowaniem <span class="_ _0"></span>polskiego prawa <span class="_ _0"></span>do dyrektyw<span class="_ _0"></span>y R<span class="_ _0"></span>ED II <span class="_ _0"></span>-</span></div><div class="t m0 x1 hf y7fe ff7 fs4 fc2 sc0 ls0 ws0">określała <span class="_ _14"> </span>też <span class="_ _14"> </span>poziomy  Narodow<span class="_ _1"></span>ego <span class="_ _14"> </span>Celu <span class="_ _14"> </span>wskaźnikowego <span class="_ _14"> </span>(NCW)  na <span class="_ _14"> </span>kolejne <span class="_ _14"> </span>lata, <span class="_ _14"> </span>uwzględniając <span class="_ _14"> </span>możliwości  bran<span class="_ _1"></span>ży <span class="_ _14"> </span>paliwowej  i <span class="_ _5"> </span>sektor<span class="_ _3"></span><span class="ff6 lse">a </span></div><div class="t m0 x1 hf y499 ff6 fs4 fc2 sc0 ls0 ws0">transportu. <span class="_ _1"></span>NCW <span class="_ _1"></span>na <span class="_ _1"></span>2025 <span class="_ _1"></span>r<span class="ls11">ok</span><span class="ff7">. <span class="_ _1"></span>został <span class="_ _1"></span>ustalony <span class="_ _1"></span>na <span class="_ _1"></span>poziomie <span class="_ _1"></span>9,2 <span class="_ _1"></span>% a <span class="_ _9"></span>w latach <span class="_ _9"></span>2026<span class="_ _0"></span><span class="ff6">-</span>2029 ma <span class="_ _1"></span>wynosić <span class="_ _1"></span>10%. <span class="_ _1"></span>Zmieniona <span class="_ _9"></span>została<span class="_ _0"></span><span class="ff6"> </span>też <span class="_ _1"></span>sama <span class="_ _1"></span>d<span class="_ _1"></span>efinicja </span></div><div class="t m0 x1 hf y7ff ff7 fs4 fc2 sc0 ls0 ws0">Narodowego <span class="_ _3"></span>Celu <span class="_ _0"></span>Wskaźnikowe<span class="_ _0"></span>go <span class="_ _3"></span>oraz <span class="_ _3"></span>zakres <span class="_ _3"></span>definicji <span class="_ _0"></span>podmiot<span class="_ _0"></span>u <span class="_ _3"></span>realizującego <span class="_ _0"></span>NCW. <span class="_ _3"></span>Ponadto<span class="_ _3"></span><span class="ff6"> w <span class="_ _3"></span>latach <span class="_ _3"></span>2026-</span>2029 <span class="_ _3"></span>systematycznie <span class="_ _0"></span>rosnąć </div><div class="t m0 x1 hf y5fe ff7 fs4 fc2 sc0 ls0 ws0">ma wymagany poziom realizacji NCW uprawniający do skorzystania z opłaty zastępczej z 88% w 2026 r<span class="ff6">oku do 95% w 2029 roku<span class="lsb">. </span> </span></div><div class="t m0 x1 hf y800 ff7 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _3"></span>mocy <span class="_ _4"></span>znowelizowanych <span class="_ _3"></span>przepisów <span class="_ _3"></span>wprowadzono <span class="_ _3"></span>nowe <span class="_ _3"></span>paliwa: <span class="_ _3"></span>biometan <span class="_ _3"></span>(<span class="_ _0"></span>w <span class="_ _3"></span>tym <span class="_ _4"></span>również <span class="_ _3"></span>ten <span class="_ _3"></span>wprowadzany <span class="_ _4"></span>do <span class="_ _3"></span>sieci), <span class="_ _3"></span>ciekłe <span class="_ _3"></span>i <span class="_ _3"></span>gazo<span class="_ _0"></span>we<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y46c ff7 fs4 fc2 sc0 ls0 ws0">paliwa pochodzące z <span class="_ _0"></span>recyklingu, biokomponenty gazowe <span class="_ _0"></span>i biokomponenty zaawansowane. Ustawa <span class="_ _0"></span>uwzględnia ró<span class="_ _0"></span>wnież energię elektryc<span class="_ _3"></span>zną </div><div class="t m0 x1 hf y801 ff6 fs4 fc2 sc0 ls0 ws0">z  <span class="ff7">OZE  w  realizacji  NCW,  oraz  zapewnia  ciągłość  monitoringu  spełniania  kryteriów  zrównow<span class="_ _0"></span>ażonego  rozwoju.<span class="_ _0"></span></span> <span class="ff7">Istotną  zmianą  jest  też </span></div><div class="t m0 x1 hf y802 ff7 fs4 fc2 sc0 ls0 ws0">ustanowienie maksymalnego udziału biokomponentów wytworzonych z rośli<span class="_ _1"></span>n spożywczych lub pastewnych wynoszącego 6,1 %. <span class="_ _0"></span><span class="ff6">  </span></div><div class="t m0 x1 hf y803 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _9"></span>2025 <span class="_ _1"></span>roku <span class="_ _9"></span>UNIMOT <span class="_ _1"></span><span class="ff7">Aviation, <span class="_ _9"></span>spółka <span class="_ _9"></span>należąca <span class="_ _9"></span>do <span class="_ _1"></span>Grupy <span class="_ _9"></span><span class="ff6">UNIMOT<span class="ff7">, <span class="_ _1"></span>zrealizowała <span class="_ _9"></span>pierwszą <span class="_ _9"></span>w <span class="_ _9"></span>Po<span class="_ _0"></span>lsce <span class="_ _9"></span>fizyczną <span class="_ _9"></span>dostawę <span class="_ _1"></span>zrównoważonego <span class="_ _9"></span>paliwa </span></span></span></div><div class="t m0 x1 hf y804 ff6 fs4 fc2 sc0 ls0 ws0">lotniczego <span class="_ _15"> </span>SAF <span class="_ _27"> </span>(Sustainable <span class="_ _27"> </span>Aviation <span class="_ _27"> </span>Fuel)<span class="_ _0"></span> <span class="ff7">na <span class="_ _27"> </span>polskie <span class="_ _27"> </span>lotnisko. <span class="_ _27"> </span>Paliwo <span class="_ _27"> </span>zo<span class="_ _0"></span>stało <span class="_ _15"> </span>dostarczone <span class="_ _27"> </span>do <span class="_ _27"> </span>Międzynarodowego <span class="_ _27"> </span>Portu <span class="_ _27"> </span>Lotniczego </span></div><div class="t m0 x1 hf y805 ff7 fs4 fc2 sc0 ls0 ws0">„Katowice” <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _1"></span>Pyrzowicach, <span class="_ _9"></span>co stanowi <span class="_ _9"></span>istotny <span class="_ _1"></span>krok <span class="_ _9"></span>w kierunku <span class="_ _9"></span>d<span class="_ _0"></span>ekarbonizacji <span class="_ _1"></span>transportu <span class="_ _9"></span>lotniczego w <span class="_ _9"></span>Po<span class="_ _0"></span>lsce. <span class="_ _9"></span>Jest to <span class="_ _9"></span>również <span class="_ _1"></span>wyraźny <span class="_ _9"></span>dowó<span class="_ _0"></span>d </div><div class="t m0 x1 hf y7b9 ff7 fs4 fc2 sc0 ls0 ws0">na gotowość spółki <span class="_ _1"></span>do świadczen<span class="_ _1"></span>ia kompleksowych <span class="_ _1"></span>usług <span class="_ _1"></span>w nowym otoczeniu<span class="_ _1"></span> regulacyjnym, <span class="_ _1"></span>które od 2025 <span class="_ _1"></span>roku wymaga <span class="_ _1"></span>st<span class="_ _0"></span><span class="ff6">osowania paliwa </span></div><div class="t m0 x1 hf y806 ff7 fs4 fc2 sc0 ls0 ws0">SAF w ilości co najmniej 2% całkowitej masy paliwa lotniczeg<span class="_ _1"></span>o na lotniskach spełniających definicję unijnego portu lotniczego<span class="_ _0"></span><span class="ff6">. </span></div><div class="t m0 x1 hf y807 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y476 ff5 fs3 fc5 sc0 ls16 ws0">4.2.3.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">GAZ LPG </span></span></div><div class="t m0 x1 hf y808 ff7 fs4 fc2 sc0 ls0 ws0">W 2025 ro<span class="_ _0"></span>ku konsumpcja LPG w Po<span class="_ _0"></span>lsce wyniosła 5,0 mln m</div><div class="t m0 xd4 h36 ybe ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xd7 hf y808 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff7">i była stabilna w <span class="_ _0"></span>porównaniu z ro<span class="_ _0"></span>kiem poprzednim. W Polsce gaz <span class="_ _0"></span>płynny LPG w </span></div><div class="t m0 x1 hf y425 ff7 fs4 fc2 sc0 ls0 ws0">większości pochodził z importu. W 2025 r<span class="ff6">oku </span>gaz LPG został sprowadzony w ilości 3,8 mln m</div><div class="t m0 xd8 h36 y809 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xd9 hf y425 ff7 fs4 fc2 sc0 ls0 ws0">, tj. o 21% mniej niż rok wcześniej.<span class="ff6"> </span></div><div class="t m0 x1 hf y80a ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>ciągu <span class="_ _3"></span>2025 <span class="_ _4"></span>r<span class="ff6">oku <span class="_ _3"></span></span>na <span class="_ _3"></span>polskim <span class="_ _3"></span>r<span class="_ _0"></span>ynku <span class="_ _3"></span>stale <span class="_ _3"></span>dostępne <span class="_ _3"></span>były <span class="_ _4"></span>rosyjskie <span class="_ _3"></span>frakcje <span class="_ _3"></span>butanowe <span class="_ _3"></span>(n<span class="_ _0"></span><span class="ff6">-</span>butan <span class="_ _3"></span>i <span class="_ _3"></span>iz<span class="_ _0"></span>obutan), <span class="_ _3"></span>które <span class="_ _3"></span>wył<span class="_ _0"></span>ączone <span class="_ _3"></span>były <span class="_ _3"></span>z <span class="_ _3"></span>pakietu </div><div class="t m0 x1 hf y14a ff7 fs4 fc2 sc0 ls0 ws0">sankcji. <span class="_ _3"></span>Powodowało <span class="_ _3"></span>to <span class="_ _3"></span>dodatkową <span class="_ _3"></span>niestab<span class="_ _1"></span>ilność <span class="_ _3"></span>i <span class="_ _3"></span>presję <span class="_ _0"></span>ko<span class="_ _0"></span>nkurencyjną <span class="_ _0"></span>na <span class="_ _3"></span>regionalnym <span class="_ _3"></span>rynku, <span class="_ _3"></span>co <span class="_ _3"></span>znacząco <span class="_ _3"></span>wzmocniło <span class="_ _3"></span>presję <span class="_ _0"></span>ce<span class="_ _0"></span>no<span class="_ _3"></span>wą <span class="_ _3"></span>na </div><div class="t m0 x1 hf y80b ff6 fs4 fc2 sc0 ls0 ws0">gaz <span class="_ _1"></span>LPG<span class="ff7">. <span class="_ _9"></span>Zamknięcie <span class="_ _1"></span>luki <span class="_ _9"></span>sankcyjnej <span class="_ _1"></span>nastąpiło <span class="_ _9"></span>w ramach<span class="_ _1"></span> <span class="_ _1"></span>19. <span class="_ _9"></span>pakietu <span class="_ _1"></span>sankcji <span class="_ _9"></span>nałożo<span class="_ _0"></span>nych <span class="_ _9"></span>przez Un<span class="_ _1"></span>ię <span class="_ _9"></span>Europejską <span class="_ _1"></span>na <span class="_ _9"></span>R<span class="_ _0"></span>osję. <span class="_ _1"></span>Doszło <span class="_ _9"></span>do <span class="_ _1"></span>całk<span class="ff6">owitego </span></span></div><div class="t m0 x1 hf y80c ff6 fs4 fc2 sc0 ls0 ws0">zakazu <span class="_ _4"></span>sprowadzania <span class="_ _4"></span>do <span class="_ _4"></span>w<span class="_ _0"></span>spólnoty <span class="_ _4"></span>rosyjskiego <span class="_ _4"></span>gazu <span class="_ _4"></span>LPG, <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _0"></span><span class="ff7">tym <span class="_ _4"></span>wchodzących <span class="_ _4"></span>w</span> <span class="ff7">skład <span class="_ _5"></span>tego <span class="_ _4"></span>paliwa <span class="_ _4"></span>izobutanu <span class="_ _4"></span>i</span> n-butanu. <span class="_ _4"></span>Nowe <span class="_ _5"></span>przepisy </div><div class="t m0 x1 hf y80d ff7 fs4 fc2 sc0 ls0 ws0">weszły w<span class="ff6"> </span>życie 26 stycznia 2026 r<span class="ff6">oku.  </span></div><div class="t m0 x1 hf y4f3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y80e ff5 fs3 fc5 sc0 ls16 ws0">4.2.4.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">STACJE PALIW </span></span></div><div class="t m0 x1 hf y80f ff7 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _0"></span>koniec <span class="_ _0"></span>2025 <span class="_ _0"></span>roku <span class="_ _3"></span>w <span class="_ _0"></span>krajowym <span class="_ _0"></span>rynku <span class="_ _3"></span>paliw <span class="_ _0"></span>funkcjonowało <span class="_ _3"></span>7 <span class="_ _0"></span>919 <span class="_ _0"></span>stacji <span class="_ _0"></span>paliw, <span class="_ _0"></span>c<span class="_ _0"></span>zyli <span class="_ _0"></span>o <span class="_ _3"></span>18 mniej <span class="_ _3"></span>niż <span class="_ _0"></span>w <span class="_ _0"></span>2024 <span class="_ _3"></span>r. <span class="_ _0"></span>Spadek <span class="_ _0"></span>ten <span class="_ _0"></span>wyni<span class="_ _0"></span>ka<span class="_ _3"></span>ł <span class="_ _0"></span>z <span class="_ _0"></span>niższej<span class="_ _0"></span> </div><div class="t m0 x1 hf y810 ff7 fs4 fc2 sc0 ls0 ws0">liczby stacji prowadzonych przez sklep<span class="_ _1"></span>y wielkopowierzchniowe i przez niezależnych operatorów niewystępujących pod wspól<span class="_ _0"></span><span class="ff6">nym brandem.  </span></div><div class="t m0 x1 hf y811 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">57<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h10 y74f ff5 fs3 fc5 sc0 ls16 ws0">4.2.5.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">PRODUKTY ASFALTO<span class="_ _0"></span>WE </span></span></div><div class="t m0 x1 hf y779 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _4"></span>Polsce <span class="_ _5"></span>w <span class="_ _4"></span>2025 <span class="_ _5"></span>roku <span class="_ _4"></span>widoczne <span class="_ _4"></span>było<span class="_ _0"></span> <span class="_ _4"></span>wyraźniejsze <span class="_ _4"></span>oż<span class="_ _0"></span>ywienie <span class="_ _4"></span>gospodarcze <span class="_ _5"></span>w <span class="_ _4"></span>porównaniu <span class="_ _14"> </span><span class="ff6 ls1f">z <span class="_ _4"></span><span class="ls0">2024 <span class="_ _5"></span>rokiem</span></span>, <span class="_ _4"></span>co<span class="_ _0"></span> <span class="_ _4"></span>przełożyło <span class="_ _5"></span>się <span class="_ _4"></span>na <span class="_ _5"></span>poprawę </div><div class="t m0 x1 hf y812 ff7 fs4 fc2 sc0 ls0 ws0">nastrojów <span class="_ _1"></span>inwestycyjnych, <span class="_ _9"></span>w tym <span class="_ _9"></span>w <span class="_ _1"></span>sektorze <span class="_ _9"></span>budownictwa in<span class="_ _1"></span>frastrukturalnego. <span class="_ _1"></span>Kluczowym <span class="_ _1"></span>czynnikiem <span class="_ _9"></span>wspierającym <span class="_ _1"></span>rynek <span class="_ _9"></span>infrastru<span class="_ _3"></span><span class="ff6">kturalny </span></div><div class="t m0 x1 hf y813 ff7 fs4 fc2 sc0 ls0 ws0">w 2025 <span class="_ _0"></span>roku było <span class="_ _0"></span>faktyczne uruchomienie <span class="_ _0"></span>i intensyfikacja <span class="_ _0"></span>wydatkowania środków<span class="_ _0"></span> z <span class="_ _0"></span>Unii Europe<span class="_ _0"></span>jsk<span class="_ _0"></span>iej, w szc<span class="_ _0"></span>zególności w ramac<span class="_ _0"></span>h Krajow<span class="_ _0"></span>ego </div><div class="t m0 x1 hf y814 ff7 fs4 fc2 sc0 ls0 ws0">Planu <span class="_ _3"></span>Odbudowy <span class="_ _3"></span>(KPO). <span class="_ _3"></span>Jednocześnie <span class="_ _0"></span>sektor <span class="_ _3"></span>budow<span class="_ _0"></span>nictwa <span class="_ _3"></span>nadal <span class="_ _3"></span>mierzył <span class="_ _3"></span>się <span class="_ _0"></span>z <span class="_ _3"></span>ko<span class="_ _0"></span>nsekwencjami <span class="_ _3"></span>wcześniejszego <span class="_ _3"></span>okresu <span class="_ _0"></span>wysoki<span class="_ _3"></span><span class="ff6">ej <span class="_ _3"></span>inflacji, <span class="_ _3"></span>w </span></div><div class="t m0 x1 hf y815 ff7 fs4 fc2 sc0 ls0 ws0">tym, z relatywnie wysokimi kosztami energii i materiałów budowlanych.<span class="ff6"> </span></div><div class="t m0 x1 hf y217 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _15"> </span>2025 <span class="_ _15"> </span>roku <span class="_ _15"> </span>sektor <span class="_ _15"> </span>budownictwa <span class="_ _15"> </span>infrastrukturalnego <span class="_ _18"> </span>w <span class="_ _15"> </span>Po<span class="_ _0"></span>lsce <span class="_ _18"> </span>c<span class="_ _0"></span>harakteryzował <span class="_ _15"> </span>się <span class="_ _18"> </span>w<span class="_ _0"></span>ysoką <span class="_ _15"> </span>aktywnością <span class="_ _15"> </span>inwestycyjną  i <span class="_ _15"> </span>z<span class="_ _0"></span>naczącym </div><div class="t m0 x1 hf y816 ff7 fs4 fc2 sc0 ls0 ws0">zaangażowaniem <span class="_ _14"> </span>środków <span class="_ _14"> </span>publicznych, <span class="_ _5"> </span>w <span class="_ _14"> </span>szczególności <span class="_ _14"> </span>w <span class="_ _14"> </span>realizację <span class="_ _5"> </span>projektów <span class="_ _14"> </span>drogowych. <span class="_ _14"> </span>Potwierdzają <span class="_ _5"> </span>to  l<span class="_ _1"></span>iczne <span class="_ _14"> </span>programy <span class="_ _5"> </span>inwesty<span class="_ _3"></span><span class="ff6">cji </span></div><div class="t m0 x1 hf y817 ff6 fs4 fc2 sc0 ls0 ws0">inf<span class="ff7">rastrukturalnych <span class="_ _9"></span>realizow<span class="_ _0"></span>ane <span class="_ _9"></span>w Polsce, <span class="_ _9"></span>przede <span class="_ _1"></span>wszystkim <span class="_ _9"></span>Rz<span class="_ _0"></span>ądowy <span class="_ _1"></span>Program <span class="_ _9"></span>Budowy Dróg <span class="_ _9"></span>Krajowych <span class="_ _1"></span>(RPBDK) <span class="_ _9"></span>do 2030 <span class="_ _9"></span>roku <span class="_ _1"></span>(z <span class="_ _9"></span>możliwo<span class="_ _3"></span>ścią<span class="_ _1"></span> </span></div><div class="t m0 x1 hf y818 ff7 fs4 fc2 sc0 ls0 ws0">przedłużenia do 2033 <span class="_ _0"></span>roku), który <span class="_ _0"></span>ma strategiczne znaczenie <span class="_ _0"></span>dla Po<span class="_ _0"></span>lski. Wraz z <span class="_ _0"></span>nim realizowane są <span class="_ _0"></span>dodatkowe programy, <span class="_ _0"></span>takie j<span class="_ _3"></span><span class="ff6">ak P<span class="_ _0"></span>rogram </span></div><div class="t m0 x1 hf y819 ff7 fs4 fc2 sc0 ls0 ws0">Budowy 100 Obwodnic do 2030 roku oraz Program Wzmocnienia Krajowej Sieci Drogowej do 2030 roku, wspierające<span class="_ _1"></span> rozwój sieci drog<span class="_ _0"></span><span class="ff6">owej. </span></div><div class="t m0 x1 hf y81a ff7 fs4 fc2 sc0 ls0 ws0">W 2025 roku oddano do użytku ponad 390 km nowych dróg. GDDKiA ogłosiła przetarg<span class="_ _1"></span>i na odcinki o łącznej długości 387,5 km i sza<span class="ff6">cunkowej </span></div><div class="t m0 x1 hf y2ed ff7 fs4 fc2 sc0 ls0 ws0">wartości 13,3 mld zł. Ponadto, podpis<span class="_ _1"></span>ano umowy na realizację dróg o łącznej długości 175,7 km i wartości 5,1 mld zł. <span class="ff6"> </span></div><div class="t m0 x1 hf y196 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y6b ff5 fs3 fc5 sc0 ls16 ws0">4.2.6.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">GAZ ZIEMNY </span></span></div><div class="t m0 x1 hf y81b ff7 fs4 fc2 sc0 ls0 ws0">Do połowy <span class="_ _9"></span>lutego 2025 <span class="_ _1"></span>r. <span class="_ _1"></span>odnotowano <span class="_ _1"></span>silny <span class="_ _9"></span>trend wzrostowy n<span class="_ _1"></span>otowań <span class="_ _1"></span>gazu <span class="_ _1"></span>ziemnego, <span class="_ _1"></span>który <span class="_ _1"></span>wynikał <span class="_ _1"></span>z zaprzestan<span class="_ _1"></span>ia <span class="_ _1"></span>importu <span class="_ _1"></span>rosyjsk<span class="ff6">ie<span class="_ _0"></span>go gazu </span></div><div class="t m0 x1 hf y81c ff7 fs4 fc2 sc0 ls0 ws0">tranzytem <span class="_ _9"></span>ukraińskim <span class="_ _9"></span>w<span class="_ _0"></span>raz <span class="_ _9"></span>z p<span class="_ _1"></span>oczątkiem <span class="_ _9"></span>roku, <span class="_ _1"></span>a <span class="_ _9"></span>także <span class="_ _1"></span>znaczącego <span class="_ _9"></span>s<span class="_ _0"></span>padku <span class="_ _9"></span>produkcji <span class="_ _1"></span>energii <span class="_ _9"></span>z <span class="_ _1"></span>elektrowni <span class="_ _9"></span>wiatrowyc<span class="_ _0"></span>h <span class="_ _9"></span>w <span class="_ _1"></span>Europi<span class="_ _0"></span><span class="ff6">e, <span class="_ _9"></span>c<span class="_ _0"></span>o <span class="_ _9"></span>prz<span class="_ _0"></span>y <span class="_ _9"></span>niskiej </span></div><div class="t m0 x1 hf y81d ff7 fs4 fc2 sc0 ls0 ws0">temperaturze, <span class="_ _3"></span>zwiększało <span class="_ _3"></span>istotnie <span class="_ _3"></span>pobór <span class="_ _3"></span>gaz<span class="_ _0"></span>u <span class="_ _3"></span>do <span class="_ _3"></span>celów <span class="_ _4"></span>ogrzewania. <span class="_ _3"></span>Ponadto <span class="_ _3"></span>ceny <span class="_ _3"></span>giełdowe <span class="_ _3"></span>wzmacniane <span class="_ _3"></span>były <span class="_ _4"></span>obawami <span class="_ _3"></span>o <span class="_ _3"></span>malejące <span class="_ _3"></span>st<span class="_ _3"></span><span class="ff6">any </span></div><div class="t m0 x1 hf y670 ff7 fs4 fc2 sc0 ls0 ws0">magazynowe <span class="_ _3"></span>o<span class="_ _0"></span>raz <span class="_ _4"></span>zdolność <span class="_ _3"></span>państw <span class="_ _4"></span>Unii <span class="_ _3"></span>Europejskiej <span class="_ _4"></span>do <span class="_ _3"></span>w<span class="_ _0"></span>ystarczającego <span class="_ _4"></span>zapełnieni<span class="_ _1"></span>a <span class="_ _3"></span>ma<span class="_ _0"></span>gazynów <span class="_ _4"></span>przed <span class="_ _3"></span>sezo<span class="_ _0"></span>nem <span class="_ _3"></span>grz<span class="_ _3"></span><span class="ff6">ewczym <span class="_ _4"></span>2025/2026. </span></div><div class="t m0 x1 hf y81e ff7 fs4 fc2 sc0 ls0 ws0">Dodatkowo <span class="_ _3"></span>moce <span class="_ _0"></span>produkcyjne <span class="_ _3"></span>gazu <span class="_ _0"></span>z<span class="_ _0"></span>iemnego <span class="_ _0"></span>w <span class="_ _3"></span>Ukrainie, <span class="_ _3"></span>zostały <span class="_ _0"></span>w <span class="_ _3"></span>znaczącym <span class="_ _3"></span>stopniu <span class="_ _0"></span>ogra<span class="_ _0"></span>niczone, <span class="_ _0"></span>poprzez <span class="_ _3"></span>ataki <span class="_ _3"></span>Rosji <span class="_ _0"></span>na <span class="_ _3"></span>infrastr<span class="_ _3"></span>ukturę<span class="_ _0"></span> </div><div class="t m0 x1 hf y81f ff7 fs4 fc2 sc0 ls0 ws0">energetyczną <span class="_ _9"></span>tego kr<span class="_ _1"></span>aju. <span class="_ _1"></span>Konsekwencją <span class="_ _9"></span>był wzrost <span class="_ _9"></span>eksportu <span class="_ _9"></span>gazu z <span class="_ _9"></span>E<span class="_ _0"></span>uropy <span class="_ _9"></span>Zachodniej <span class="_ _1"></span>(w <span class="_ _1"></span>tym <span class="_ _1"></span>z <span class="_ _9"></span>Polski) <span class="_ _1"></span>do <span class="_ _1"></span>Ukrainy. <span class="_ _1"></span>W <span class="_ _1"></span>całym <span class="_ _9"></span>2025 roku <span class="_ _a"></span>eksport </div><div class="t m0 x1 hf y5d7 ff7 fs4 fc2 sc0 ls0 ws0">gazu ziemnego  z Polski wyniósł ok. 2 mld m</div><div class="t m0 xda h36 y820 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xdb hf y5d7 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff7">i był najwyższy w historii</span></div></div><div class="c x0 y0 w4a h0"><div class="t m0 x20 h36 y820 ff6 fsd fc2 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w6 h0"><div class="t m0 xdc hf y5d7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y821 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _4"></span>dalszej <span class="_ _4"></span>części <span class="_ _3"></span>2025<span class="_ _0"></span> <span class="_ _4"></span>r. <span class="_ _4"></span>obserwowano <span class="_ _4"></span>sukcesywny <span class="_ _4"></span>spadek <span class="_ _4"></span>notowań <span class="_ _4"></span>gazu <span class="_ _4"></span>ziemnego, <span class="_ _4"></span>za <span class="_ _4"></span>w<span class="_ _0"></span>yjątkiem <span class="_ _4"></span>okresu <span class="_ _3"></span>wo<span class="_ _0"></span>jny <span class="_ _4"></span>12<span class="_ _3"></span><span class="ff6">-dniowej <span class="_ _4"></span>w <span class="_ _4"></span>czerwcu. </span></div><div class="t m0 x1 hf y822 ff7 fs4 fc2 sc0 ls0 ws0">Wówczas <span class="_ _5"></span>istotny <span class="_ _4"></span>wzro<span class="_ _0"></span>st <span class="_ _4"></span>notowań <span class="_ _4"></span>podyktow<span class="_ _0"></span>any <span class="_ _4"></span>był <span class="_ _5"> </span>obawami <span class="_ _5"> </span>o <span class="_ _5"></span>potencjalną <span class="_ _4"></span>blokadę <span class="_ _5"> </span>Cieśniny <span class="_ _4"></span>O<span class="_ _0"></span>rmuz <span class="_ _5"> </span>przez <span class="_ _5"></span>Iran. <span class="_ _5"></span>Trend <span class="_ _4"></span>spadkowy <span class="_ _5"> </span>zo<span class="_ _0"></span>stał<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y823 ff6 fs4 fc2 sc0 ls0 ws0">nasi<span class="ff7">lony jesienią, co było wyniki<span class="_ _1"></span>em zwiększenia importu g<span class="_ _1"></span>azu z Rosji przez Chi<span class="_ _1"></span>ny, a jednocześnie ozn<span class="_ _1"></span>aczało mniejszą konkurencję o<span class="ff6"> </span>ładunki z </span></div><div class="t m0 x1 hf y2c4 ff7 fs4 fc2 sc0 ls0 ws0">LNG dla państw Europy. Ponadto zwiększanie mocy nowych kompleksów skraplających (głównie w USA), pozwoliło na znaczące z<span class="_ _0"></span>większenie </div><div class="t m0 x1 hf y46d ff7 fs4 fc2 sc0 ls0 ws0">eksportu <span class="_ _4"></span>LNG <span class="_ _4"></span>z <span class="_ _4"></span>USA <span class="_ _4"></span>do <span class="_ _4"></span>Europy. <span class="_ _5"></span>W <span class="_ _4"></span>2025 <span class="_ _4"></span>roku <span class="_ _4"></span>import <span class="_ _4"></span>LNG <span class="_ _4"></span>do <span class="_ _4"></span>Pol<span class="_ _0"></span>ski <span class="_ _4"></span>był <span class="_ _4"></span> <span class="_ _4"></span>wyższy <span class="_ _4"></span>wz<span class="_ _0"></span>ględem <span class="_ _4"></span>poprzedniego <span class="_ _4"></span>roku <span class="_ _4"></span>i <span class="_ _4"></span>wyniósł <span class="_ _4"></span>ok. <span class="_ _4"></span>8,3 <span class="_ _5"></span>mld <span class="_ _4"></span>m</div><div class="t m0 xdd h36 y373 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xde hf y46d ff6 fs4 fc2 sc0 lsb ws0">. </div><div class="t m0 x1 hf y824 ff7 fs4 fc2 sc0 ls0 ws0">Głównymi dostawcami skroplonego gazu do kraju były Stan<span class="_ _1"></span>y Zjednoczone (74%) oraz Katar (24%)</div></div><div class="c x0 y0 w4a h0"><div class="t m0 xdf h36 y1d1 ff6 fsd fc2 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w6 h0"><div class="t m0 xe0 hf y824 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y825 ff7 fs4 fc2 sc0 ls0 ws0">Koniec <span class="_ _3"></span>2025 <span class="_ _4"></span>roku <span class="_ _4"></span>charakteryzował <span class="_ _3"></span>się <span class="_ _3"></span>dość <span class="_ _4"></span>niskim <span class="_ _3"></span>poziomem <span class="_ _4"></span>cen <span class="_ _4"></span>gazu, <span class="_ _3"></span>jak <span class="_ _4"></span>na <span class="_ _3"></span>sezon <span class="_ _4"></span>grzewczy <span class="_ _3"></span>z <span class="_ _4"></span>powodu <span class="_ _3"></span>w<span class="_ _0"></span>yższej <span class="_ _3"></span>od <span class="_ _4"></span>normy <span class="_ _3"></span>temperatu<span class="_ _3"></span><span class="ff6">ry </span></div><div class="t m0 x1 hf y826 ff7 fs4 fc2 sc0 ls0 ws0">powietrza w Europie w grudniu oraz dzięki b<span class="_ _1"></span>ardzo dobremu zaopatrzeniu w LNG. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y827 ff7 fs4 fc2 sc0 ls0 ws0">Początek 2026 roku <span class="_ _0"></span>przyniósł dynamiczny wzrost cen gazu <span class="_ _0"></span>w Europie. W styczniu w<span class="_ _0"></span>zrost notowań giełdowych w<span class="_ _0"></span>ynikał z dwóch fali <span class="_ _3"></span><span class="ff6">mrozu w </span></div><div class="t m0 x1 hf y828 ff7 fs4 fc2 sc0 ls0 ws0">Europie, co przy <span class="_ _0"></span>niższych stanach <span class="_ _0"></span>magazynowych względem poprzedniego roku, <span class="_ _0"></span>zwiększyło o<span class="_ _0"></span>bawy o stan zapasów <span class="_ _0"></span>na koniec zimy. <span class="_ _4"></span><span class="ff6">Ponadto </span></div><div class="t m0 x1 hf y829 ff7 fs4 fc2 sc0 ls0 ws0">fala mrozu w Stanach Zjednoczonych, które są głó<span class="_ _0"></span>wnym dostawcą LNG do Europy, zwiększyła obawy o<span class="_ _0"></span> zaburzenia podaży. Później na<span class="_ _3"></span>stąpiła </div><div class="t m0 x1 hf y82a ff7 fs4 fc2 sc0 ls0 ws0">chwilowa korekta cen, jednak początek marca przyniósł wzrost n<span class="_ _1"></span>otowań gazu do najwyższego pozi<span class="_ _1"></span>omu od 2023 roku, po w<span class="_ _0"></span><span class="ff6">ybuchu wojny na </span></div><div class="t m0 x1 hf y423 ff7 fs4 fc2 sc0 ls0 ws0">Bliskim <span class="_ _1"></span>Wschodzie. <span class="_ _1"></span>Uniemożliwienie <span class="_ _1"></span>transportu <span class="_ _1"></span>ładunków z <span class="_ _1"></span>LNG <span class="_ _1"></span>przez <span class="_ _1"></span>Cieśninę <span class="_ _9"></span>O<span class="_ _0"></span>rmuz oraz <span class="_ _9"></span>w<span class="_ _0"></span>strzymanie p<span class="_ _1"></span>racy w <span class="_ _9"></span>katarskim kompleks<span class="_ _0"></span><span class="ff6">ie LNG, </span></div><div class="t m0 x1 hf y4eb ff7 fs4 fc2 sc0 ls0 ws0">doprowadziło do gwa<span class="_ _1"></span>łtownego wzrostu <span class="_ _1"></span>cen g<span class="_ _1"></span>iełdowych gazu w <span class="_ _1"></span>Europie oraz <span class="_ _1"></span>w Azji. Co <span class="_ _1"></span>prawda Katar <span class="_ _1"></span>odpowiadał, <span class="_ _0"></span><span class="ff6">za ok. 9% <span class="_ _1"></span>dostaw4 LN<span class="_ _1"></span>G do </span></div><div class="t m0 x1 hf y82b ff6 fs4 fc2 sc0 ls13 ws0">UE<span class="ls0">-<span class="ff7">27 <span class="_ _3"></span>w <span class="_ _0"></span>pierwszej <span class="_ _3"></span>połowie <span class="_ _0"></span>2025 <span class="_ _0"></span>roku, <span class="_ _3"></span>to <span class="_ _0"></span>jednak <span class="_ _3"></span>odcięcie <span class="_ _0"></span>odbiorców <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>Azji <span class="_ _3"></span>do <span class="_ _0"></span>tego <span class="_ _3"></span>źródła, <span class="_ _0"></span>zwiększyło <span class="_ _3"></span>konkuren<span class="_ _1"></span>cję <span class="_ _0"></span>o <span class="_ _3"></span>dostawy. <span class="_ _3"></span>Ponad<span class="_ _0"></span><span class="ff6">to<span class="_ _0"></span> <span class="_ _0"></span>do </span></span></span></div><div class="t m0 x1 hf y82c ff7 fs4 fc2 sc0 ls0 ws0">wzrostu cen gazu przyczyniły się szybko rosnące ceny frachtu<span class="_ _1"></span> wraz z niedoborem jednostek. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y82d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 yc3 ff5 fs3 fc5 sc0 ls16 ws0">4.2.7.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">ENERGIA ELEKTRYCZNA<span class="_ _0"></span> </span></span></div><div class="t m0 x1 hf y773 ff7 fs4 fc2 sc0 ls0 ws0">W 2025 ro<span class="_ _0"></span>ku ceny energii elektrycznej spadły w <span class="_ _0"></span>porównaniu <span class="_ _0"></span><span class="ff6">z <span class="_ _0"></span>2024 rokiem</span>, co było w<span class="_ _0"></span>ynikiem zarówno większej produkcji energii z <span class="_ _0"></span>OZE, jak </div><div class="t m0 x1 hf y82e ff7 fs4 fc2 sc0 ls0 ws0">i spadku cen węgla energetycznego oraz gazu ziemnego.<span class="ff6"> </span></div><div class="t m0 xe1 hc y82f ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w4a h0"><div class="t m0 x1 h94 y5cd ff6 fs8 fc2 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w6 h0"><div class="t m0 xe2 hb y830 ff6 fs3 fc2 sc0 ls0 ws0"> <span class="fs4">https://www.gaz-system.pl/pl/dla-mediow/komunikaty-prasowe/2026/styczen/12-<span class="ls7">01</span>-<span class="ls7">2026</span>-rekordowy<span class="_ _0"></span>-rok-<span class="ls7">2025</span>-w-gaz-system.html</span> </div></div><div class="c x0 y0 w4a h0"><div class="t m0 x1 h95 y831 ff6 fsa fc2 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w6 h0"><div class="t m0 xe2 hf y832 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff7">Dane Bloomberg za cały 2025 rok. </span> </div></div><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:589.480000px;bottom:881.020000px;width:7.540000px;height:22.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:789.780000px;bottom:709.420000px;width:7.550000px;height:22.630000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">58<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Produkcja <span class="_ _1"></span>energii <span class="_ _9"></span>elektrycznej <span class="_ _1"></span>w <span class="_ _9"></span>2025 r. <span class="_ _9"></span>w Polsce <span class="_ _9"></span>wzrosła <span class="_ _1"></span>w <span class="_ _1"></span>stosunku <span class="_ _9"></span>do <span class="_ _1"></span>poprzedniego <span class="_ _9"></span>roku o <span class="_ _9"></span>1% r/r<span class="_ _1"></span>, <span class="_ _1"></span>a <span class="_ _9"></span>krajo<span class="_ _0"></span>we <span class="_ _1"></span>zużycie <span class="_ _9"></span>o 0,4% <span class="ff6">r/r. <span class="_ _9"></span>Z <span class="_ _1"></span>raportów </span></div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">miesięcznych <span class="_ _9"></span>o<span class="_ _0"></span> funkcjonowaniu <span class="_ _9"></span>s<span class="_ _0"></span>ystemu <span class="_ _1"></span>za okre<span class="_ _1"></span>s styczeń<span class="ff6">-</span>grudzień 2025 <span class="_ _9"></span>r. wynika, <span class="_ _1"></span>że kr<span class="_ _1"></span>ajowa produkcja <span class="_ _1"></span>energii <span class="_ _9"></span>elektr<span class="_ _0"></span>ycznej wyniosła <span class="_ _1"></span>w tym </div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">czasie <span class="_ _3"></span>174,28 <span class="_ _3"></span>TWh, <span class="_ _3"></span>a <span class="_ _0"></span>zużyc<span class="_ _0"></span>ie <span class="_ _3"></span>175,24 <span class="_ _0"></span>TWh. <span class="_ _3"></span>Produkcja <span class="_ _3"></span>energii <span class="_ _3"></span>w <span class="_ _3"></span>elektrowniach <span class="_ _0"></span>cieplnych <span class="_ _3"></span>konwencjonalnych <span class="_ _3"></span>wyniosła <span class="_ _3"></span>107,2 <span class="_ _3"></span>TWh <span class="_ _3"></span>(wzr<span class="_ _0"></span><span class="ff6">ost <span class="_ _3"></span>o </span></div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">0,5% <span class="_ _0"></span>r/r). <span class="_ _0"></span>Produkcja <span class="_ _0"></span>energii w <span class="_ _0"></span>elektrowniach <span class="_ _0"></span>cieplnych ko<span class="_ _0"></span>nwencjonalnych na <span class="_ _0"></span>wę<span class="_ _0"></span>giel kamienny <span class="_ _0"></span>wyniosła <span class="_ _0"></span>55,<span class="_ _3"></span><span class="ff6">14 T<span class="_ _0"></span>Wh (<span class="_ _0"></span>-</span>2,3% <span class="_ _0"></span>r/r), <span class="_ _0"></span>a <span class="_ _0"></span>na <span class="_ _0"></span>węgiel </div><div class="t m0 x1 hf y79f ff6 fs4 fc2 sc0 ls0 ws0">brunatny  33,46 <span class="_ _15"> </span>TWh <span class="_ _18"> </span>(<span class="_ _0"></span>-<span class="ff7">7,1% <span class="_ _18"> </span>r/r). <span class="_ _15"> </span>Łączny  udział <span class="_ _18"> </span>produkcji <span class="_ _15"> </span>energii  z <span class="_ _15"> </span>węgla  kamiennego <span class="_ _18"> </span>i <span class="_ _15"> </span>brunatnego <span class="_ _18"> </span>w <span class="_ _15"> </span>elektrowniach  zaw<span class="_ _0"></span>odowych  i </span></div><div class="t m0 x1 hf y7a0 ff7 fs4 fc2 sc0 ls0 ws0">elektrociepłowniach w 2025 roku wyniósł 50,8% całk<span class="_ _1"></span>owitej struktury wytworzenia. Produkcja energii w<span class="ff6"> </span>elektrowniach i elektrociepłowniach </div><div class="t m0 x1 hf y1be ff7 fs4 fc2 sc0 ls0 ws0">na gaz ziemny wzrosła o 30% r/r do poziomu 16,9 TWh.<span class="ff6"> </span></div><div class="t m0 x1 hf y833 ff7 fs4 fc2 sc0 ls0 ws0">Moc <span class="_ _14"> </span>elektryczna <span class="_ _14"> </span>zainstalowana <span class="_ _14"> </span>na <span class="_ _14"> </span>koniec <span class="_ _14"> </span>grudnia <span class="_ _14"> </span>2025 <span class="_ _14"> </span>roku  w <span class="_ _5"> </span>przypadku <span class="_ _14"> </span>elektrowni <span class="_ _14"> </span>wiatrowyc<span class="_ _0"></span>h <span class="_ _14"> </span>wynosiła <span class="_ _14"> </span>2,28 <span class="_ _14"> </span>GW <span class="_ _14"> </span>(+0,1% <span class="_ _14"> </span>r/r), <span class="_ _14"> </span>a <span class="_ _14"> </span>w<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y3dd ff7 fs4 fc2 sc0 ls0 ws0">przypadku <span class="_ _14"> </span>instalacji <span class="_ _14"> </span>fotowoltaicznych <span class="_ _14"> </span>(powyżej <span class="_ _14"> </span>lub <span class="_ _5"> </span>ró<span class="_ _0"></span>wnych <span class="_ _14"> </span>10 <span class="_ _14"> </span>MW <span class="_ _14"> </span>mocy)  wynosi<span class="_ _1"></span>ła <span class="_ _14"> </span>3,13 <span class="_ _14"> </span>GW <span class="_ _14"> </span>(+26% <span class="_ _14"> </span>r/r). <span class="_ _14"> </span>Moc <span class="_ _14"> </span>zainstalowana <span class="_ _14"> </span>nowych </div><div class="t m0 x1 hf y834 ff6 fs4 fc2 sc0 ls0 ws0">insta<span class="ff7">lacji <span class="_ _5"></span>odnawialnego <span class="_ _14"> </span>źródła <span class="_ _5"> </span>energii <span class="_ _5"> </span>i <span class="_ _14"> </span>jednostek <span class="_ _5"> </span>kogeneracji <span class="_ _14"> </span>wynosiła <span class="_ _14"> </span>3,64 <span class="_ _5"> </span>GW <span class="_ _14"> </span>w <span class="_ _5"> </span>tym <span class="_ _14"> </span>3,4 <span class="_ _5"> </span>GW <span class="_ _14"> </span>instalacji <span class="_ _5"></span>fotowoltaicznych <span class="_ _14"> </span>(włącznie<span class="_ _0"></span></span> <span class="_ _5"> </span><span class="ls1f">z </span></div><div class="t m0 x1 hf y2ea ff7 fs4 fc2 sc0 ls0 ws0">mikroinstalacjami). <span class="_ _0"></span>W <span class="_ _0"></span>okresie <span class="_ _0"></span>12 <span class="_ _0"></span>miesięcy <span class="_ _0"></span>2025 <span class="_ _3"></span>roku ł<span class="_ _0"></span>ączny <span class="_ _0"></span>wolumen energii <span class="_ _0"></span>elektrycznej <span class="_ _0"></span>w<span class="_ _0"></span>prowadzonej <span class="_ _0"></span>do <span class="_ _0"></span>sieci <span class="_ _0"></span>OSD <span class="_ _3"></span>przez <span class="_ _0"></span>prosu<span class="_ _0"></span><span class="ff6">mentów </span></div><div class="t m0 x1 hf y17 ff7 fs4 fc2 sc0 ls0 ws0">energii odnawialnej wyniosł 8,68 TWh (+10% r/r). Ponad 99% tego wolumen<span class="_ _1"></span>u pochodziło z instalacji fotowoltaicznych. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y502 ff7 fs4 fc2 sc0 ls0 ws0">Spadek <span class="_ _3"></span>zużycia <span class="_ _3"></span>wysoko<span class="_ _0"></span>emisyjnego <span class="_ _3"></span>węgla <span class="_ _3"></span>można <span class="_ _4"></span>przypisać <span class="_ _3"></span>zarówno <span class="_ _3"></span>uruchomieniu <span class="_ _3"></span>nowych <span class="_ _3"></span>bloków <span class="_ _3"></span>gazowyc<span class="_ _0"></span>h <span class="_ _3"></span>i <span class="_ _3"></span>niższym <span class="_ _4"></span>cenom <span class="_ _3"></span>giełdowym </div><div class="t m0 x1 hf y835 ff7 fs4 fc2 sc0 ls0 ws0">gazu w 2025 roku, ale również rekordowemu udziałowi OZE (31,3<span class="_ _1"></span>%) w krajowej strukturze wytworzenia. <span class="ff6"> </span></div><div class="t m0 x1 hf y836 ff7 fs4 fc2 sc0 ls0 ws0">Najwyższy <span class="_ _9"></span>udział <span class="_ _1"></span>OZE <span class="_ _9"></span>w <span class="_ _1"></span>krajowej <span class="_ _a"></span>strukturze <span class="_ _9"></span>wytwo<span class="_ _0"></span>rzenia <span class="_ _9"></span>odnotowano <span class="_ _1"></span>w <span class="_ _9"></span>czerwcu <span class="_ _9"></span>2025 <span class="_ _1"></span>roku <span class="_ _9"></span>(ok. <span class="_ _1"></span>45,<span class="_ _1"></span>6%), <span class="_ _9"></span>a <span class="_ _1"></span>najniższy <span class="_ _9"></span>w <span class="_ _9"></span>lutym <span class="_ _1"></span>2025 <span class="_ _9"></span>(<span class="_ _0"></span><span class="ff6">o<span class="_ _0"></span>k. <span class="_ _9"></span>20,9%). </span></div><div class="t m0 x1 hf y539 ff7 fs4 fc2 sc0 ls0 ws0">Rosnący <span class="_ _4"></span>udział <span class="_ _5"></span>produkcji <span class="_ _4"></span>z <span class="_ _4"></span>od<span class="_ _0"></span>nawialnych <span class="_ _4"></span>źródeł <span class="_ _5"></span>energii <span class="_ _4"></span>w <span class="_ _5"></span>polskim <span class="_ _5"></span>systemie <span class="_ _4"></span>energetycznym <span class="_ _4"></span>uwi<span class="_ _0"></span>docznił <span class="_ _4"></span>wyzw<span class="_ _0"></span>ania <span class="_ _4"></span>związanie <span class="_ _4"></span>z<span class="_ _3"></span><span class="ff6"> <span class="_ _4"></span></span>je<span class="_ _0"></span>go <span class="_ _4"></span>niską </div><div class="t m0 x1 hf y837 ff7 fs4 fc2 sc0 ls0 ws0">elastycznością. W 2025 roku utracono ok. 1,4 TWh energii z OZE (podwojenie względ<span class="_ _1"></span>em 2024 roku), głównie z przyczyn bilansowyc<span class="_ _0"></span><span class="ff6 ls10">h.<span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x1 hf y838 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y495 ff5 fs3 fc5 sc0 ls16 ws0">4.2.8.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">FOTOWOLTAIKA </span></span></div><div class="t m0 x1 hf y61c ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>2025 <span class="_ _4"></span>roku <span class="_ _4"></span>rynek <span class="_ _3"></span>fo<span class="_ _0"></span>towoltaiki <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>Polsce <span class="_ _3"></span>pozostawał <span class="_ _4"></span>jednym <span class="_ _3"></span>z <span class="_ _4"></span>kluczowyc<span class="_ _0"></span>h <span class="_ _3"></span>segmentów <span class="_ _4"></span>rynku <span class="_ _3"></span>od<span class="_ _0"></span>nawialnych <span class="_ _3"></span>źródeł <span class="_ _4"></span>energii, <span class="_ _4"></span>jednocześ<span class="_ _3"></span><span class="ff6">nie </span></div><div class="t m0 x1 hf y839 ff7 fs4 fc2 sc0 ls0 ws0">przechodząc p<span class="_ _1"></span>rzez i<span class="_ _1"></span>stotną <span class="_ _1"></span>fazę transformacji <span class="_ _1"></span>strukturalnej. <span class="_ _1"></span>Rok ten <span class="_ _9"></span>potwierdził odejście <span class="_ _1"></span>od d<span class="_ _1"></span>ominacji mikroinstal<span class="_ _1"></span>acji prosume<span class="ff6 ls10">nc<span class="_ _0"></span><span class="ls0">kich na <span class="_ _9"></span>rzecz<span class="_ _0"></span> </span></span></div><div class="t m0 x1 hf y83a ff7 fs4 fc2 sc0 ls0 ws0">stabilniejszego rozwoju instalacji komercyjnych, przemysłowych oraz farm fotowoltaicznych.<span class="ff6"> </span></div><div class="t m0 x1 hf y83b ff7 fs4 fc2 sc0 ls0 ws0">Na koniec 2025 roku łączna moc zainstalowana w foto<span class="_ _0"></span>woltaice w Polsce przekroczyła 24 GW, co oznacza dalszy wzrost w porównani<span class="_ _0"></span><span class="ff6">u do lat </span></div><div class="t m0 x1 hf y83c ff7 fs4 fc2 sc0 ls0 ws0">wcześniejszych, jednak przy wyra<span class="_ _0"></span>źnym spowo<span class="_ _0"></span>lnieniu tempa przyrostów<span class="_ _0"></span> w <span class="_ _0"></span>segmencie prosumenckim. Zwiększał <span class="_ _0"></span>się natomiast udzia<span class="_ _3"></span>ł <span class="_ _0"></span>dużych </div><div class="t m0 x1 hf y83d ff7 fs4 fc2 sc0 ls0 ws0">instalacji, <span class="_ _0"></span>w <span class="_ _0"></span>tym<span class="_ _0"></span> <span class="_ _0"></span>farm <span class="_ _0"></span>fo<span class="_ _0"></span>towoltaicznych <span class="_ _0"></span>powyż<span class="_ _0"></span>ej <span class="_ _0"></span>1 <span class="_ _0"></span>MW, <span class="_ _3"></span>które <span class="_ _0"></span>stanow<span class="_ _0"></span>iły <span class="_ _0"></span>znaczącą <span class="_ _3"></span>część <span class="_ _0"></span>nowych <span class="_ _0"></span>mocy <span class="_ _3"></span>przyłączanych <span class="_ _0"></span>do <span class="_ _0"></span>sieci. <span class="_ _3"></span>Foto<span class="_ _3"></span><span class="ff6">woltaika </span></div><div class="t m0 x1 hf y83e ff7 fs4 fc2 sc0 ls0 ws0">odpowiadała za około 65% całkowitej mocy zainstalowanej OZE w Polsce, umacniając swoją pozycję d<span class="_ _1"></span>ominującego źródł<span class="_ _0"></span><span class="ff6">a odnawialnego.  </span></div><div class="t m0 x1 hf y83f ff7 fs4 fc2 sc0 ls0 ws0">Rozwój rynku w 2025 roku był determinowany przede wszystki<span class="_ _1"></span>m przez:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y765 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">realizację instalacji fotowoltaicznych dla sektora przemysłowego i komercyjnego,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y840 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">projekty ukierunkowane na zwiększanie p<span class="_ _1"></span>oziomu autokonsumpcji energii,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y841 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">dynamiczny wzrost integracji instalacji PV z magazynami energii, </span></span></div><div class="t m0 x47 hf y842 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">rosnące znaczenie systemów zarządzania energią oraz rozwiązań optymalizacyjnych.<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y843 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y844 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>segmencie <span class="_ _4"></span>prosumenckim <span class="_ _4"></span>2025 <span class="_ _4"></span>r<span class="ls11">ok</span> <span class="_ _3"></span><span class="ff7">był <span class="_ _4"></span>okresem <span class="_ _4"></span>wyraźnych <span class="_ _3"></span>zaw<span class="_ _0"></span>irowań <span class="_ _3"></span>regulacyjnych <span class="_ _4"></span>i <span class="_ _4"></span>finansowych. <span class="_ _4"></span>Program <span class="_ _3"></span>„Mój <span class="_ _4"></span>Prąd <span class="_ _4"></span>6.0”, <span class="_ _3"></span>będący<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y845 ff7 fs4 fc2 sc0 ls0 ws0">kluczowym <span class="_ _4"></span>instrumentem <span class="_ _4"></span>wsparcia <span class="_ _5"></span>dla <span class="_ _4"></span>mikroinstalacji, <span class="_ _4"></span>z<span class="_ _0"></span>ostał <span class="_ _4"></span>we <span class="_ _5"></span>wrześniu <span class="_ _4"></span>2025 <span class="_ _5"></span>r<span class="ff6">o<span class="_ _0"></span>ku <span class="_ _4"></span></span>przedwcześnie <span class="_ _4"></span>zamknięty <span class="_ _5"></span>z <span class="_ _4"></span>uwagi <span class="_ _5"> </span>na <span class="_ _4"></span>wyc<span class="_ _0"></span>zerpanie </div><div class="t m0 x1 hf y846 ff7 fs4 fc2 sc0 ls0 ws0">alokacji środ<span class="_ _1"></span>ków. Nabór <span class="_ _9"></span>wniosków zak<span class="_ _1"></span>ończono <span class="_ _1"></span>12 <span class="_ _1"></span>września <span class="_ _9"></span>2025 r<span class="ff6">oku</span>, po <span class="_ _1"></span>pełnym <span class="_ _9"></span>z<span class="_ _0"></span>akontraktowaniu <span class="_ _9"></span>rekordowego budżetu<span class="_ _1"></span> wynoszącego <span class="_ _9"></span>o<span class="_ _0"></span>k. </div><div class="t m0 x1 hf y3cd ff7 fs4 fc2 sc0 ls0 ws0">1,85 <span class="_ _0"></span>mld <span class="_ _0"></span>zł. <span class="_ _0"></span>E<span class="_ _0"></span>dycja <span class="_ _0"></span>ta <span class="_ _0"></span>w<span class="_ _0"></span>prowadziła obowiązek <span class="_ _0"></span>posiadania <span class="_ _0"></span>magazynu <span class="_ _0"></span>energii <span class="_ _3"></span>lub cie<span class="_ _0"></span>pła <span class="_ _0"></span>dla <span class="_ _0"></span>nowych <span class="_ _3"></span>instalacji PV <span class="_ _3"></span>przyłączanych <span class="_ _0"></span>po<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span>1 <span class="_ _0"></span>sierpnia </span></div><div class="t m0 x1 hf y524 ff6 fs4 fc2 sc0 ls0 ws0">2024 roku<span class="ff7">, c<span class="_ _0"></span>o istotnie wpłynęło <span class="_ _0"></span>na strukturę popytu oraz zwiększyło <span class="_ _0"></span>zainteresowanie magazynami energii, przy <span class="_ _0"></span>jednoczesnym ograniczeniu<span class="_ _3"></span></span> </div><div class="t m0 x1 hf y54c ff6 fs4 fc2 sc0 ls0 ws0">wolumenu nowych instalacji stricte fotowoltaicznych.  </div><div class="t m0 x1 hf y4c8 ff7 fs4 fc2 sc0 ls0 ws0">Brak <span class="_ _4"></span>ciągłości <span class="_ _4"></span>programu <span class="_ _4"></span>po <span class="_ _4"></span>zakończeniu <span class="_ _4"></span>naboru <span class="_ _4"></span>oraz <span class="_ _4"></span>brak <span class="_ _4"></span>o<span class="_ _0"></span>głoszenia <span class="_ _4"></span>kolejnej <span class="_ _4"></span>edycji <span class="_ _4"></span>w <span class="_ _4"></span>2025 <span class="_ _4"></span>r<span class="_ _3"></span><span class="ff6">oku <span class="_ _4"></span></span>powodował<span class="_ _0"></span>y <span class="_ _4"></span>czasowe <span class="_ _4"></span>wstrzymywanie </div><div class="t m0 x1 hf y847 ff7 fs4 fc2 sc0 ls0 ws0">decyzji inwestycyjnych przez część potencjalnych p<span class="_ _1"></span>rosumentów, co przełożyło się na dalsze spowolnienie rynku mikroinstalacji.<span class="ff6"> <span class="_ _0"></span> </span></div><div class="t m0 x1 hf y6b0 ff7 fs4 fc2 sc0 ls0 ws0">Dodatkowym czynnikiem destabilizującym rynek były trudności w funkcjonowaniu programu „Czyst<span class="_ _0"></span>e Powietrze”, który w 2025 r<span class="_ _0"></span><span class="ff6">o<span class="_ _0"></span>ku </span>mierzył </div><div class="t m0 x1 hf y848 ff7 fs4 fc2 sc0 ls0 ws0">się z istotnymi problemami operacyjnymi i finansowymi. W pierwszej połowie roku obserwowano:<span class="ff6"> </span></div><div class="t m0 x47 hf y849 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">znaczące opóźnienia w wypłatach dotacji (w wielu przypadkach sięgające kilku–kilkunastu miesięcy),<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y84a ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">spadek liczby składanych wniosków,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y84b ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">obniżenie zaufania beneficjentów i wykonawców do programu,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y654 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">kumulację zaległości finansowych po zmianach zasad programu wprowadzonych od marca 2025 r<span class="ff6">o<span class="_ _0"></span>ku. </span></span></span></div><div class="t m0 x1 hf y84c ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">59<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Problemy <span class="_ _1"></span>te <span class="_ _1"></span>przełożyły <span class="_ _1"></span>się <span class="_ _1"></span>na <span class="_ _1"></span>ogran<span class="_ _1"></span>iczenie <span class="_ _1"></span>liczby <span class="_ _1"></span>inwestycji <span class="_ _9"></span>realizo<span class="_ _0"></span>wanych <span class="_ _1"></span>w m<span class="_ _1"></span>odelu <span class="_ _1"></span>dotacyjnym, <span class="_ _1"></span>także <span class="_ _9"></span>w obszarze <span class="_ _1"></span>instal<span class="_ _1"></span>acji PV powiązanych </div><div class="t m0 x1 hf ycb ff7 fs4 fc2 sc0 ls0 ws0">z modernizacją energetyczną budynków mieszkalnych. <span class="ff6"> </span></div><div class="t m0 x1 hf y86 ff7 fs4 fc2 sc0 ls0 ws0">W sektorze przedsiębiorstw w 2025 r<span class="ff6">oku </span>kluczowymi czynnikami stymulującymi inwestycje w fotowoltaikę pozostawały:<span class="ff6"> </span></div><div class="t m0 x47 hf y84d ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">utrzymujące się wysokie koszty energ<span class="_ _1"></span>ii elektrycznej,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y84e ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">rosnące opłaty dystrybucyjne,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y84f ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff6 fs4">presja regulacyjna i raportowa w zakresie ESG<span class="_ _1"></span>, </span></span></div><div class="t m0 x47 hf y850 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1a"> </span><span class="ff7 fs4">potrzeba stabilizacji i przewidywalności kosztów operacyjnych.<span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y851 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y2e9 ff7 fs4 fc2 sc0 ls0 ws0">Jednocześnie <span class="_ _9"></span>w <span class="_ _1"></span>2025 <span class="_ _9"></span>r<span class="ff6">oku <span class="_ _9"></span><span class="ff7">c<span class="_ _0"></span>oraz <span class="_ _1"></span>większe <span class="_ _a"></span>znacz<span class="_ _0"></span>enie <span class="_ _9"></span>zyskiwały <span class="_ _9"></span>roz<span class="_ _0"></span>wiązania <span class="_ _9"></span>hybrydowe, <span class="_ _1"></span>łączące <span class="_ _9"></span>instalacje <span class="_ _9"></span>fotowoltaiczne <span class="_ _1"></span>z <span class="_ _9"></span>magazynami <span class="_ _9"></span>energii, </span></span></div><div class="t m0 x1 hf y2ea ff7 fs4 fc2 sc0 ls0 ws0">systemami <span class="_ _27"> </span>ko<span class="_ _0"></span>mpensacji <span class="_ _16"> </span>mocy <span class="_ _16"> </span>biernej <span class="_ _16"> </span>oraz <span class="_ _16"> </span>zaawansowanymi <span class="_ _16"> </span>narzędziami <span class="_ _16"> </span>do <span class="_ _16"> </span>zarządzania <span class="_ _16"> </span>zużyciem <span class="_ _16"> </span>energii <span class="_ _27"> </span>w<span class="_ _0"></span> <span class="_ _16"> </span>czasie <span class="_ _16"> </span>rzeczywistym. </div><div class="t m0 x1 hf y17 ff7 fs4 fc2 sc0 ls0 ws0">Rozwiązania te stanowił<span class="_ _0"></span>y odpowiedź na <span class="_ _0"></span>rosnące wyz<span class="_ _0"></span>wania systemowe, <span class="_ _0"></span>w tym <span class="_ _0"></span>lokalne ograniczenia sieciowe o<span class="_ _0"></span>raz zjawisko <span class="_ _0"></span>redysponowania </div><div class="t m0 x1 hf y852 ff6 fs4 fc2 sc0 ls0 ws0">produkcji OZE. </div><div class="t m0 x1 hf y853 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y854 ff5 fs3 fc5 sc0 ls16 ws0">4.2.9.<span class="ff3 ls0"> <span class="_ _29"> </span><span class="ff5">INFRASTRUKTURA <span class="_ _0"></span> </span></span></div><div class="t m0 x1 hf y855 ff7 fs4 fc2 sc0 ls0 ws0">Spółkami <span class="_ _3"></span>naftowymi <span class="_ _4"></span>odgrywającymi <span class="_ _3"></span>kluczową <span class="_ _4"></span>rolę <span class="_ _3"></span>w <span class="_ _4"></span>krajowym <span class="_ _3"></span>systemie <span class="_ _3"></span>magazynowym <span class="_ _4"></span>paliw <span class="_ _3"></span>płynnych <span class="_ _3"></span>są: <span class="_ _4"></span>Grupa <span class="_ _3"></span>Kapitałow<span class="_ _0"></span>a <span class="_ _4"></span>PERN<span class="_ _1"></span> <span class="_ _3"></span>o<span class="_ _0"></span>raz </div><div class="t m0 x1 hf y168 ff7 fs4 fc2 sc0 ls0 ws0">Grupa Kapitałowa ORLEN, a także Rafineria Gd<span class="_ _1"></span>ańska Sp. z o.o. i Grupa Kapitałowa UNIMOT. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y856 ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _4"></span>Kapitałowa <span class="_ _5"> </span>PERN <span class="_ _5"> </span>posiada <span class="_ _5"></span>możliwości <span class="_ _5"></span>magazynowe <span class="_ _4"></span>na <span class="_ _5"> </span>poziomie <span class="_ _5"></span>6,7 <span class="_ _5"></span>mln <span class="_ _4"></span>m</div><div class="t m0 xe3 h36 y857 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xe4 hf y856 ff7 fs4 fc2 sc0 ls0 ws0">, <span class="_ _4"></span>w <span class="_ _5"> </span>tym <span class="_ _5"></span>możliwości <span class="_ _4"></span>magaz<span class="_ _0"></span>ynowania <span class="_ _4"></span>ropy <span class="_ _5"></span>naftowej <span class="_ _4"></span>w </div><div class="t m0 x1 hf y858 ff7 fs4 fc2 sc0 ls0 ws0">zbiornikach <span class="_ _0"></span>naziemnych <span class="_ _3"></span>o <span class="_ _0"></span>ł<span class="_ _0"></span>ącznej <span class="_ _0"></span>pojemności <span class="_ _3"></span>ok. <span class="_ _3"></span>4,1 <span class="_ _0"></span>mln <span class="_ _3"></span>m</div><div class="t m0 xe5 h36 y859 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xe6 hf y858 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _0"></span><span class="ff7">o<span class="_ _0"></span>raz <span class="_ _3"></span>paliw <span class="_ _0"></span>ciekłych <span class="_ _3"></span>o <span class="_ _0"></span>łąc<span class="_ _0"></span>znej <span class="_ _0"></span>pojemno<span class="_ _0"></span>ści <span class="_ _0"></span>o<span class="_ _0"></span>k. <span class="_ _0"></span>2,7 <span class="_ _3"></span>mln <span class="_ _3"></span>m</span></div><div class="t m0 xc8 h36 y859 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xe7 hf y858 ff6 fs4 fc2 sc0 ls0 ws0">. <span class="_ _0"></span>Po<span class="_ _0"></span>dmiot <span class="_ _0"></span>dys<span class="_ _0"></span>ponuje </div><div class="t m0 x1 hf y85a ff7 fs4 fc2 sc0 ls0 ws0">również największą krajową siecią rurociągów do przesyłania paliw i ropy naftowej. <span class="ff6"> </span></div><div class="t m0 x1 hf y85b ff7 fs4 fc2 sc0 ls0 ws0">Na koniec czerwca <span class="_ _0"></span>2025 roku Grupa Kapitałowa <span class="_ _0"></span>ORLEN łącznie posiadała ok. <span class="_ _0"></span>6,8 mln m</div><div class="t m0 xe8 h36 y85c ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xe9 hf y85b ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff7">pojemności magazynowyc<span class="_ _0"></span>h, w tym m.in. magazyny </span></div><div class="t m0 x1 hf y85d ff7 fs4 fc2 sc0 ls0 ws0">kawernowe na węglowodory <span class="_ _0"></span>ciekłe o łącznej operacyjnej pojemności magaz<span class="_ _0"></span>ynowej ok. <span class="_ _0"></span>5,8 mln m³, w <span class="_ _0"></span>tym na <span class="_ _0"></span>ropę naftową ok. <span class="_ _0"></span>4,12 m<span class="_ _3"></span><span class="ff6">ln m³ </span></div><div class="t m0 x1 hf y499 ff6 fs4 fc2 sc0 ls0 ws0">i ok. 1,68 mln m³ na paliwa. </div><div class="t m0 x1 hf y85e ff7 fs4 fc2 sc0 ls0 ws0">Rafineria <span class="_ _0"></span>Gdańska <span class="_ _3"></span>Sp. <span class="_ _3"></span>z <span class="_ _0"></span>o.o<span class="_ _0"></span>. <span class="_ _3"></span>posiada <span class="_ _0"></span>pojemności <span class="_ _3"></span>zbiornikowe <span class="_ _3"></span>na <span class="_ _3"></span>poziomie <span class="_ _0"></span>ok. <span class="_ _3"></span>890 <span class="_ _3"></span>tys. <span class="_ _0"></span>m</div><div class="t m0 x72 h36 y85f ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x73 hf y85e ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _0"></span>- <span class="_ _3"></span>z<span class="_ _0"></span>biorniki <span class="_ _0"></span>magazynow<span class="_ _0"></span>e <span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _0"></span>o<span class="_ _0"></span>peracyjne <span class="_ _0"></span>na <span class="_ _3"></span>terenie </div><div class="t m0 x1 hf y860 ff7 fs4 fc2 sc0 ls0 ws0">gdańskiej rafinerii, w tym ok. 420 tys. m</div><div class="t m0 xea h36 y861 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xeb hf y860 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff7">pojemności magazynowanych na ropę naftową oraz o<span class="_ _0"></span>k. 470 tys. m</span></div><div class="t m0 xec h36 y861 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xed hf y860 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff7">pojemności magazynowych na </span></div><div class="t m0 x1 hf y6cb ff6 fs4 fc2 sc0 ls0 ws0">paliwa.  </div><div class="t m0 x1 hf y862 ff7 fs4 fc2 sc0 ls0 ws0">Jedną <span class="_ _9"></span>z istotnych<span class="_ _1"></span> <span class="_ _1"></span>krajowych <span class="_ _1"></span>spółe<span class="_ _1"></span>k <span class="_ _1"></span>naftowych <span class="_ _9"></span>jest ró<span class="_ _1"></span>wnież <span class="_ _9"></span>Grupa <span class="_ _1"></span>UNIMOT, <span class="_ _1"></span>w <span class="_ _9"></span>skład <span class="_ _1"></span>której <span class="_ _9"></span>wchodzi m<span class="_ _1"></span>.in. <span class="_ _9"></span>UNIMOT Termin<span class="_ _1"></span>ale <span class="_ _9"></span>S.A. dysponujący </div><div class="t m0 x1 hf y863 ff7 fs4 fc2 sc0 ls0 ws0">9 <span class="_ _0"></span>bazami <span class="_ _0"></span>magazynow<span class="_ _0"></span>ymi. <span class="_ _0"></span>Łączne <span class="_ _0"></span>pojemności <span class="_ _0"></span>magazynowe <span class="_ _0"></span>przeznaczo<span class="_ _0"></span>ne <span class="_ _0"></span>pod <span class="_ _0"></span>paliwa <span class="_ _0"></span>wynoszą <span class="_ _3"></span>ponad<span class="_ _1"></span> <span class="_ _0"></span>376 <span class="_ _0"></span>tys. <span class="_ _3"></span>m</div><div class="t m0 xee h36 y864 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 xef hf y863 ff6 fs4 fc2 sc0 lsb ws0">. <span class="_ _0"></span><span class="ls0">Terminale <span class="_ _0"></span>zlokalizow<span class="_ _0"></span>ane </span></div><div class="t m0 x1 hf y2c7 ff7 fs4 fc2 sc0 ls0 ws0">są w: Gdańsku, Szczecinie, Poznaniu, Piotrkowie Trybun<span class="_ _1"></span>alskim, Jaśle, Czechowicach Dziedzicach, Gutkowie, Rypinie i Bolesławcu<span class="_ _0"></span><span class="ff6">. </span></div><div class="t m0 x1 hc y865 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h10 y866 ff5 fs3 fc5 sc0 ls0 ws0">4.2.10.<span class="ff3"> <span class="_ _2e"> </span></span>PRZEWOZY KOLEJOWE<span class="_ _0"></span> </div><div class="t m0 x1 hf y24 ff7 fs4 fc2 sc0 ls0 ws0">Analizując ko<span class="_ _0"></span>lejowy <span class="_ _0"></span>rynek <span class="_ _0"></span>p<span class="_ _0"></span>rzewozów <span class="_ _0"></span>to<span class="_ _0"></span>warowych, <span class="_ _0"></span>w <span class="_ _3"></span>2025 <span class="_ _0"></span>roku <span class="_ _0"></span>wykonano <span class="_ _0"></span>pracę <span class="_ _3"></span>przewozową <span class="_ _0"></span>na <span class="_ _0"></span>poz<span class="_ _0"></span>iomie <span class="_ _0"></span>56 <span class="_ _0"></span>216 <span class="_ _3"></span>mln <span class="_ _0"></span>tono <span class="_ _0"></span>k<span class="_ _0"></span>ilometrów <span class="_ _4"></span><span class="ff6 ls28">i </span></div><div class="t m0 x1 hf y629 ff7 fs4 fc2 sc0 ls0 ws0">było to o<span class="_ _0"></span> 3,5% mniej niż <span class="_ _0"></span>w rok wcześniej i był <span class="_ _0"></span>to trzeci <span class="_ _0"></span>z rzędu rok <span class="_ _0"></span>spadkowy. Jednocześnie przewieziono ko<span class="_ _0"></span>leją 217,8 mln ton<span class="_ _3"></span><span class="ff6"> </span>ład<span class="ff6">unków, co </span></div><div class="t m0 x1 hf y867 ff7 fs4 fc2 sc0 ls0 ws0">było <span class="_ _0"></span>spadkiem o <span class="_ _0"></span>2,6%<span class="_ _0"></span> w<span class="_ _0"></span> <span class="_ _0"></span>porównaniu z <span class="_ _0"></span>2024<span class="_ _0"></span> <span class="_ _0"></span>rokiem. Biorąc <span class="_ _3"></span>pod u<span class="_ _0"></span>wagę Olavio<span class="_ _0"></span>n, wz<span class="_ _0"></span>ględem pracy <span class="_ _0"></span>przewo<span class="_ _0"></span>zowej udział <span class="_ _0"></span>w <span class="_ _0"></span>rynku <span class="_ _0"></span>w <span class="_ _0"></span>20<span class="_ _0"></span>25 <span class="_ _0"></span>r<span class="_ _3"></span><span class="ff6">oku </span></div><div class="t m0 x1 hf y868 ff7 fs4 fc2 sc0 ls0 ws0">wyniósł <span class="_ _0"></span>1,75%<span class="_ _0"></span> <span class="_ _0"></span>(<span class="_ _0"></span><span class="ff6">wobec <span class="_ _0"></span>1,55% <span class="_ _3"></span>w <span class="_ _3"></span>2024 <span class="_ _0"></span>roku</span>). <span class="_ _3"></span>Pod <span class="_ _3"></span>względe<span class="_ _1"></span>m <span class="_ _0"></span>prze<span class="_ _0"></span>wiezionych <span class="_ _0"></span>ładunków <span class="_ _3"></span>udział <span class="_ _0"></span>spółki <span class="_ _3"></span>Olavion <span class="_ _3"></span>w <span class="_ _0"></span>rynku <span class="_ _3"></span>wynosił <span class="_ _0"></span>0<span class="_ _3"></span><span class="ff6">,88% <span class="_ _0"></span>w <span class="_ _3"></span>2025 </span></div><div class="t m0 x1 hf y4a4 ff6 fs4 fc2 sc0 ls0 ws0">roku i 0,80% w 2024 roku<span class="lsb">. </span> </div><div class="t m0 x1 hf y2d0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y869 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y5e8 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y42a ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y86a ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y81 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y5a6 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y86b ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y86c ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y86d ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y86e ff5 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">60<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 yca ff5 fs4 fc2 sc0 ls0 ws0">Praca przewozowa (mln tono kilometrów) </div><div class="t m0 xf0 hf y86f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y870 ff7 fs4 fc2 sc0 ls0 ws0">Źródło: <span class="ff6">https://dane.utk.gov.pl/sts/przewozy-towarowe/dane-eksploatacyjne/23059,Przewozy-towarowe.html </span></div><div class="t m0 x1 hf y871 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y167 ff5 fs5 fc5 sc0 ls12 ws0">4.3.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">OTOCZENIE REGULACYJ<span class="_ _1"></span>NE  </span></span></div><div class="t m0 x1 hf y872 ff7 fs4 fc2 sc0 ls0 ws0">Grupa Kapitałowa <span class="_ _0"></span>UNIMOT, jako <span class="_ _0"></span>jeden z <span class="_ _0"></span>czołowych krajo<span class="_ _0"></span>wych koncernów <span class="_ _0"></span>multi<span class="_ _0"></span><span class="ff6">-</span>energetycznych, dział<span class="_ _0"></span>a min. obszarach <span class="_ _0"></span>paliw ciekłyc<span class="_ _0"></span>h, gazu </div><div class="t m0 x1 hf y873 ff7 fs4 fc2 sc0 ls0 ws0">ziemnego, <span class="_ _4"></span>energii <span class="_ _5"></span>elektrycznej <span class="_ _4"></span>o<span class="_ _0"></span>raz <span class="_ _5"> </span>transportu. <span class="_ _4"></span>Każdy <span class="_ _5"> </span>z <span class="_ _5"> </span>segmentó<span class="_ _0"></span>w <span class="_ _5"></span>podlega <span class="_ _4"></span>licznym <span class="_ _5"></span>regulacjom <span class="_ _5"></span>krajowym <span class="_ _5"></span>i <span class="_ _5"></span>unijnym, <span class="_ _4"></span>które <span class="_ _5"></span>nieu<span class="_ _0"></span><span class="ff6">s<span class="_ _0"></span>tannie </span></div><div class="t m0 x1 hf y138 ff7 fs4 fc2 sc0 ls0 ws0">ewoluują <span class="_ _17"> </span>w <span class="_ _19"> </span>odpowiedzi <span class="_ _17"> </span>na <span class="_ _19"> </span>zmieniające <span class="_ _17"> </span>się <span class="_ _17"> </span>waru<span class="_ _0"></span>nki <span class="_ _17"> </span>rynko<span class="_ _0"></span>we, <span class="_ _19"> </span>politykę<span class="_ _1"></span> <span class="_ _19"> </span>kl<span class="_ _1"></span>imatyczną <span class="_ _19"> </span>oraz<span class="_ _1"></span> <span class="_ _19"> </span>wymagan<span class="_ _1"></span>ia <span class="_ _19"> </span>w <span class="_ _17"> </span>zakresie <span class="_ _17"> </span>bezpieczeństwa </div><div class="t m0 x1 hf y874 ff6 fs4 fc2 sc0 ls0 ws0">energetycznego. </div><div class="t m0 x1 hf y875 ff7 fs4 fc2 sc0 ls0 ws0">Rok <span class="_ _17"> </span>2025 <span class="_ _17"> </span>przyniósł <span class="_ _16"> </span>istotne <span class="_ _17"> </span>zmiany <span class="_ _16"> </span>regulacyjne, <span class="_ _17"> </span>m.in. <span class="_ _16"> </span>zmiany <span class="_ _17"> </span>w <span class="_ _17"> </span>systemie <span class="_ _16"> </span>zapasów <span class="_ _17"> </span>interwencyjnych <span class="_ _17"> </span>paliw, <span class="_ _16"> </span>zmiany <span class="_ _17"> </span>o <span class="_ _17"> </span>charakterze </div><div class="t m0 x1 hf y876 ff7 fs4 fc2 sc0 ls0 ws0">deregulacyjnym w<span class="_ _0"></span>pływające <span class="_ _0"></span>na <span class="_ _0"></span>rynki <span class="_ _0"></span>ciepła <span class="_ _0"></span>i <span class="_ _0"></span>energii <span class="_ _0"></span>elektrycznej, <span class="_ _3"></span>wejście w <span class="_ _3"></span>życie <span class="_ _0"></span>systemu <span class="_ _0"></span>KSeF c<span class="_ _0"></span>zy <span class="_ _0"></span>wdrożenie <span class="_ _0"></span>nowych <span class="_ _3"></span>sposobów <span class="_ _3"></span><span class="ff6">realizacji </span></div><div class="t m0 x1 hf y469 ff7 fs4 fc2 sc0 ls0 ws0">NCW. <span class="_ _3"></span>Wchodzą <span class="_ _4"></span>lub <span class="_ _3"></span>w <span class="_ _3"></span>najbliższym <span class="_ _3"></span>cz<span class="_ _0"></span>asie <span class="_ _3"></span>wejdą <span class="_ _3"></span>w <span class="_ _3"></span>ż<span class="_ _0"></span>ycie <span class="_ _3"></span>zmiany <span class="_ _4"></span>mające <span class="_ _3"></span>na <span class="_ _3"></span>celu <span class="_ _4"></span>poprawę <span class="_ _3"></span>cyberbezpieczeństwa <span class="_ _3"></span>oraz <span class="_ _3"></span>bezpieczeństwa <span class="_ _4"></span>usł<span class="_ _3"></span><span class="ff6">ug </span></div><div class="t m0 x1 hf y877 ff7 fs4 fc2 sc0 ls0 ws0">kluczowych. <span class="_ _3"></span>Pojawiła <span class="_ _0"></span>się <span class="_ _0"></span>również <span class="_ _3"></span>wizja <span class="_ _3"></span>rządu <span class="_ _0"></span>związana <span class="_ _3"></span>z <span class="_ _0"></span>wdrożeniem <span class="_ _0"></span>Dyrektywy <span class="_ _3"></span>RED <span class="_ _3"></span>3 <span class="_ _0"></span>w <span class="_ _3"></span>transporcie, <span class="_ _0"></span>która <span class="_ _3"></span>stanowi <span class="_ _0"></span>istotne <span class="_ _3"></span>wyzwa<span class="_ _0"></span><span class="ff6">nie <span class="_ _3"></span>dla </span></div><div class="t m0 x1 hf y878 ff7 fs4 fc2 sc0 ls0 ws0">wszystkich podmiotów działających na rynku paliwowym. <span class="ff6"> </span></div><div class="t m0 x1 hf y51d ff7 fs4 fc2 sc0 ls0 ws0">Wszystkie <span class="_ _3"></span>te <span class="_ _4"></span>zmiany <span class="_ _3"></span>wymagają <span class="_ _4"></span>od <span class="_ _4"></span>podmiotów <span class="_ _4"></span>działających <span class="_ _3"></span>w <span class="_ _4"></span>Grup<span class="_ _1"></span>ie <span class="_ _4"></span><span class="ff6">UNIMOT <span class="_ _4"></span></span>bieżącego <span class="_ _4"></span>dostosowania <span class="_ _3"></span>do <span class="_ _4"></span>nowych <span class="_ _4"></span>wymogów <span class="_ _3"></span>prawnych, </div><div class="t m0 x1 hf y2fd ff7 fs4 fc2 sc0 ls0 ws0">zarówno <span class="_ _4"></span>w <span class="_ _3"></span>obszarze <span class="_ _4"></span>zgodności <span class="_ _3"></span>operacyjnej, <span class="_ _3"></span>jak <span class="_ _4"></span>i <span class="_ _4"></span>strategii <span class="_ _3"></span>dłu<span class="_ _0"></span>goterminowego <span class="_ _4"></span>rozwoju. <span class="_ _4"></span>Otoczenie <span class="_ _3"></span>prawne <span class="_ _3"></span>jest <span class="_ _4"></span>dynamiczne, <span class="_ _4"></span>szczegó<span class="_ _3"></span><span class="ff6">lnie <span class="_ _3"></span>w </span></div><div class="t m0 x1 hf y2fe ff7 fs4 fc2 sc0 ls0 ws0">kontekście <span class="_ _0"></span>dostosowyw<span class="_ _0"></span>ania <span class="_ _3"></span>się <span class="_ _3"></span>do <span class="_ _3"></span>unijnych <span class="_ _0"></span>celów <span class="_ _3"></span>klimatycznych <span class="_ _3"></span>i <span class="_ _3"></span>transformacji <span class="_ _3"></span>energetycznej. <span class="_ _3"></span>Poniżej <span class="_ _3"></span>przedstawiono <span class="_ _3"></span>kluczowe <span class="_ _3"></span>re<span class="_ _1"></span>gulacje </div><div class="t m0 x1 hf y2ff ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _9"></span>najważ<span class="_ _0"></span>niejsze <span class="_ _9"></span>zmiany <span class="_ _9"></span>wprowadzo<span class="_ _0"></span>ne <span class="_ _9"></span>w <span class="_ _1"></span>2025 <span class="_ _9"></span>roku <span class="_ _9"></span>o<span class="_ _0"></span>raz <span class="_ _9"></span>b<span class="_ _0"></span>ędące <span class="_ _9"></span>na <span class="_ _1"></span>etapie <span class="_ _9"></span>rozpatrywania <span class="_ _1"></span>w <span class="_ _9"></span>poszczególnych <span class="_ _1"></span>segmentach <span class="_ _9"></span>działalnoś<span class="_ _3"></span><span class="ff6">ci <span class="_ _9"></span>Grupy </span></div><div class="t m0 x1 hf y49d ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT. </div><div class="t m0 x1 hf y879 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y357 w4b h96"><div class="t m0 x35 h10 y87a ff5 fs3 fc14 sc0 ls0 ws0">OBSZAR  </div><div class="t m0 x1c h10 y87b ff5 fs3 fc14 sc0 ls0 ws0">W RAMACH </div><div class="t m0 x58 h10 y87c ff5 fs3 fc14 sc0 ls0 ws0">UNIMOT </div></div><div class="c x7c y357 w4c h96"><div class="t m0 x42 h16 y87d ff5 fs4 fc14 sc0 ls0 ws0">REGULACJA </div></div><div class="c xf1 y357 w4d h96"><div class="t m0 x1f h16 y87d ff5 fs4 fc14 sc0 ls0 ws0">CELE REGULACJI </div></div><div class="c xf2 y357 w4e h96"><div class="t m0 x5a h16 y87d ff5 fs4 fc14 sc0 ls0 ws0">ISTOTNE </div><div class="t m0 x9a h16 y87e ff5 fs4 fc14 sc0 ls0 ws0">DATY </div></div><div class="c xf3 y357 w4f h96"><div class="t m0 x1c h16 y87d ff5 fs4 fc14 sc0 ls0 ws0">OCENA SKUTKÓW </div><div class="t m0 x1d h16 y87e ff5 fs4 fc14 sc0 ls0 ws0">DLA GRUPY UNIMOT   </div></div><div class="c x1 y87f w50 h90"><div class="t m0 xf4 h10 y880 ff5 fs3 fc14 sc0 ls0 ws0">UCHWALONE AKTY PRA<span class="_ _0"></span>WA KRAJOWEGO<span class="_ _0"></span> </div></div><div class="c x1 y881 w4b h97"><div class="t m0 x35 h10 y882 ff5 fs3 fc14 sc0 ls0 ws0">PALIWA </div></div><div class="c x7c y881 w4c h97"><div class="t m0 x4a h14 y883 ff8 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 12 w<span class="_ _1"></span>rześnia 202<span class="_ _1"></span>5 r. </div><div class="t m0 x4a h14 y884 ff5 fs9 fc2 sc0 ls0 ws0">o zmianie ustaw<span class="_ _1"></span>y o zapasach <span class="_ _1"></span>ropy </div><div class="t m0 x4a h14 y885 ff5 fs9 fc2 sc0 ls0 ws0">naftowej, produktów naf<span class="_ _1"></span>towych i </div><div class="t m0 x4a h14 y886 ff5 fs9 fc2 sc0 ls0 ws0">gazu ziemnego ora<span class="_ _1"></span>z zasadach </div><div class="t m0 x4a h14 y887 ff8 fs9 fc2 sc0 ls0 ws0">postępowania w s<span class="_ _1"></span>ytuacjach </div><div class="t m0 x4a h14 y888 ff8 fs9 fc2 sc0 ls0 ws0">zagrożenia bezpi<span class="_ _1"></span>eczeństwa </div><div class="t m0 x4a h14 y889 ff8 fs9 fc2 sc0 ls0 ws0">paliwowego państw<span class="_ _1"></span>a i zakłóceń </div><div class="t m0 x4a h14 y88a ff5 fs9 fc2 sc0 ls0 ws0">na rynku naftowy<span class="_ _1"></span>m oraz ustawy <span class="ff8">–</span> </div><div class="t m0 x4a h14 y88b ff5 fs9 fc2 sc0 ls0 ws0">Prawo energetyczne<span class="_ _1"></span> </div><div class="t m0 x4a h1a y88c ff6 fs9 fc11 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x4a h1a y88d ff6 fs9 fc11 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2025000130</div><div class="t m0 x4a h1a y88e ff6 fs9 fc11 sc0 ls0 ws0">3<span class="fc2"> </span></div><div class="t m0 x4a h1a y88f ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y881 w4d h97"><div class="t m0 x4a h1a y883 ff7 fs9 fc2 sc0 ls0 ws0">Zwiększeni<span class="_ _1"></span>e roli RARS  w t<span class="_ _1"></span>worzeniu, </div><div class="t m0 x4a h1a y884 ff7 fs9 fc2 sc0 ls0 ws0">utrzymywaniu i<span class="_ _1"></span> finansowani<span class="_ _1"></span>u za pomocą </div><div class="t m0 x4a h1a y885 ff7 fs9 fc2 sc0 ls0 ws0">systemu opłat<span class="_ _1"></span>y zapasowej zapasów </div><div class="t m0 x4a h1a y886 ff6 fs9 fc2 sc0 ls0 ws0">interwenc<span class="_ _1"></span>yjnych z poziomem posi<span class="_ _1"></span>adania </div><div class="t m0 x4a h1a y887 ff7 fs9 fc2 sc0 ls0 ws0">zapasów obowiązkowy<span class="_ _1"></span>ch ropy n<span class="_ _1"></span>aftowej i pal<span class="_ _1"></span>iw </div><div class="t m0 x4a h1a y888 ff7 fs9 fc2 sc0 ls0 ws0">ciekłych, w i<span class="_ _1"></span>lości odpowi<span class="_ _1"></span>adającej iloczynowi 45 </div><div class="t m0 x4a h1a y889 ff7 fs9 fc2 sc0 ls0 ws0">dni i śre<span class="_ _1"></span>dniego dzi<span class="ff6">ennego przywo<span class="_ _1"></span>zu nett<span class="_ _1"></span>o </span></div><div class="t m0 x4a h1a y88a ff6 fs9 fc2 sc0 ls0 ws0">ekwiwalent<span class="_ _1"></span>u ropy naft<span class="_ _1"></span>owej w poprzednim </div><div class="t m0 x4a h1a y88b ff6 fs9 fc2 sc0 ls0 ws0">roku kalend<span class="_ _1"></span>arzowym (produc<span class="_ _1"></span>enci i handlo<span class="_ _1"></span>wcy) </div><div class="t m0 x4a h1a y88c ff6 fs9 fc2 sc0 ls0 ws0">oraz 45 dni zapasów a<span class="_ _1"></span>gencyjnyc<span class="_ _1"></span>h (Agencja) </div><div class="t m0 x4a h1a y88d ff7 fs9 fc2 sc0 ls0 ws0">wraz ze ścieżką doc<span class="_ _1"></span>hodzenia (po<span class="_ _1"></span> stronie </div><div class="t m0 x4a h1a y88e ff7 fs9 fc2 sc0 ls0 ws0">przedsiębi<span class="_ _1"></span>orców: 50 dni<span class="_ _1"></span> –<span class="ff6"> 30.09.2025, 47 dni </span>–<span class="_ _1"></span><span class="ff6"> </span></div><div class="t m0 x4a h1a y88f ff6 fs9 fc2 sc0 ls0 ws0">30.06.2026, 45 dni<span class="_ _1"></span> <span class="ff7">–</span> 30.06.2027).<span class="_ _1"></span> </div><div class="t m0 x4a h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y881 w4e h97"><div class="t m0 x4a h1a y883 ff7 fs9 fc2 sc0 ls0 ws0">Weszła w </div><div class="t m0 x4a h1a y884 ff7 fs9 fc2 sc0 ls0 ws0">życie w dniu </div><div class="t m0 x4a h1a y885 ff6 fs9 fc2 sc0 ls0 ws0">29.09.2025 r. </div></div><div class="c xf3 y881 w4f h97"><div class="t m0 x4a h1a y883 ff6 fs9 fc2 sc0 ls0 ws0">Dla Grupy<span class="_ _1"></span> UNIMOT </div><div class="t m0 x4a h1a y884 ff7 fs9 fc2 sc0 ls0 ws0">zmiana, dzięki<span class="_ _1"></span> </div><div class="t m0 x4a h1a y885 ff7 fs9 fc2 sc0 ls0 ws0">przeniesie<span class="_ _1"></span>niu części </div><div class="t m0 x4a h1a y886 ff7 fs9 fc2 sc0 ls0 ws0">obowiązku fi<span class="_ _1"></span>zycznego </div><div class="t m0 x4a h1a y887 ff6 fs9 fc2 sc0 ls0 ws0">tworzenia zapasó<span class="_ _1"></span>w ropy </div><div class="t m0 x4a h1a y888 ff6 fs9 fc2 sc0 ls0 ws0">i paliw z pro<span class="_ _1"></span>ducentów i </div><div class="t m0 x4a h1a y889 ff6 fs9 fc2 sc0 ls0 ws0">handlowców n<span class="_ _1"></span>a </div><div class="t m0 x4a h1a y88a ff7 fs9 fc2 sc0 ls0 ws0">Agencję, zmniejszy </div><div class="t m0 x4a h1a y88b ff6 fs9 fc2 sc0 ls0 ws0">koszty pono<span class="_ _1"></span>szone przez </div><div class="t m0 x4a h1a y88c ff7 fs9 fc2 sc0 ls0 ws0">spółkę, oraz zmni<span class="_ _1"></span>ejszy </div><div class="t m0 x4a h1a y88d ff7 fs9 fc2 sc0 ls0 ws0">presję na </div><div class="t m0 x4a h1a y88e ff6 fs9 fc2 sc0 ls0 ws0">zapotrzebowanie<span class="_ _1"></span> na </div><div class="t m0 x4a h1a y88f ff7 fs9 fc2 sc0 ls0 ws0">pojemności </div><div class="t m0 x4a h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">magazynowe po je<span class="_ _1"></span>j </div><div class="t m0 x4a h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0">stronie<span class="_ _1"></span>. </div></div><span class="d m1" style="border-style:none;position:absolute;left:137.088000px;bottom:1163.900000px;width:382.846000px;height:22.630000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">61<span class="ls0"> </span></div></div><div class="c x1 y890 w4b h98"><div class="t m0 x9a h10 y891 ff5 fs3 fc14 sc0 ls0 ws0">ENERGIA </div><div class="t m0 x2 h10 y892 ff5 fs3 fc14 sc0 ls0 ws0">ELEKTRYCZNA </div><div class="t m0 x5f h10 y893 ff8 fs3 fc14 sc0 ls0 ws0">I CIEPŁO<span class="ff5"> </span></div></div><div class="c x7c y890 w4c h98"><div class="t m0 x4a h14 y7f8 ff8 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 12 w<span class="_ _1"></span>rześnia 202<span class="_ _1"></span>5 r. </div><div class="t m0 x4a h14 y894 ff8 fs9 fc2 sc0 ls0 ws0">o bonie ciepłownicz<span class="_ _1"></span>ym oraz o </div><div class="t m0 x4a h14 y895 ff5 fs9 fc2 sc0 ls0 ws0">zmianie niektóryc<span class="_ _1"></span>h ustaw w celu </div><div class="t m0 x4a h14 y896 ff8 fs9 fc2 sc0 ls0 ws0">ograniczenia wysoko<span class="_ _1"></span>ści cen </div><div class="t m0 x4a h14 y897 ff5 fs9 fc2 sc0 ls0 ws0">energii elektryc<span class="_ _1"></span>znej </div><div class="t m0 x4a h1a y898 ff6 fs9 fc11 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x4a h1a y899 ff6 fs9 fc11 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2025000130</div><div class="t m0 x4a h1a y89a ff6 fs9 fc11 sc0 ls0 ws0">2<span class="fc2"> </span></div><div class="t m0 x4a h1a y1ff ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y890 w4d h98"><div class="t m0 x4a h1a y7f8 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa przewiduje<span class="_ _1"></span>: </div><div class="t m0 x4a h1a y894 ff7 fs9 fc2 sc0 ls0 ws0">W zakresie r<span class="_ _1"></span>ynku ciepła: wpro<span class="_ _1"></span>wadzenie </div><div class="t m0 x4a h1a y895 ff7 fs9 fc2 sc0 ls0 ws0">nowych działań osłon<span class="_ _1"></span>owych wobe<span class="_ _1"></span>c wysokic<span class="_ _1"></span>h </div><div class="t m0 x4a h1a y896 ff7 fs9 fc2 sc0 ls0 ws0">cen ciepła <span class="_ _1"></span>zorientowany<span class="_ _1"></span>ch na osoby o ni<span class="_ _1"></span>skich </div><div class="t m0 x4a h1a y897 ff7 fs9 fc2 sc0 ls0 ws0">dochodach <span class="_ _1"></span>na drugą połowę 2025 r<span class="_ _1"></span>. i w roku </div><div class="t m0 x4a h1a y898 ff7 fs9 fc2 sc0 ls0 ws0">2026 (bon cie<span class="_ _1"></span>płowniczy) i je<span class="_ _1"></span>dnocześnie </div><div class="t m0 x4a h1a y899 ff6 fs9 fc2 sc0 ls0 ws0">wygasza dotychczaso<span class="_ _1"></span>we mechani<span class="_ _1"></span>zmy wsparci<span class="_ _1"></span>a </div><div class="t m0 x4a h1a y89a ff6 fs9 fc2 sc0 ls0 ws0">w tym zakresie<span class="_ _1"></span>.  </div><div class="t m0 x4a h1a y1ff ff6 fs9 fc2 sc0 ls0 ws0">W zakresie e<span class="_ _1"></span>nergii el<span class="_ _1"></span>ektrycznej <span class="ff7">–</span> <span class="ff7">zakończeni<span class="_ _1"></span>e </span></div><div class="t m0 x4a h1a y89b ff6 fs9 fc2 sc0 ls0 ws0">mechanizmu wpar<span class="_ _1"></span>cia odbio<span class="_ _1"></span>rców energii </div><div class="t m0 x4a h1a y89c ff7 fs9 fc2 sc0 ls0 ws0">elektryc<span class="_ _1"></span>znej (cena maksy<span class="_ _1"></span>malna 500 zł/MWh) z </div><div class="t m0 x4a h1a y89d ff7 fs9 fc2 sc0 ls0 ws0">końcem 2025 r.<span class="ff6"> </span></div></div><div class="c xf2 y890 w4e h98"><div class="t m0 x4a h1a y7f8 ff6 fs9 fc2 sc0 ls0 ws0">ustawa </div><div class="t m0 x4a h1a y894 ff7 fs9 fc2 sc0 ls0 ws0">weszła w </div><div class="t m0 x4a h1a y895 ff7 fs9 fc2 sc0 ls0 ws0">życie w dniu </div><div class="t m0 x4a h1a y896 ff6 fs9 fc2 sc0 ls0 ws0">30.09.2025 r. </div></div><div class="c xf3 y890 w4f h98"><div class="t m0 x4a h1a y7f8 ff6 fs9 fc2 sc0 ls0 ws0">Z punktu <span class="_ _1"></span>widzenia </div><div class="t m0 x4a h1a y894 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT ustawa </div><div class="t m0 x4a h1a y895 ff6 fs9 fc2 sc0 ls0 ws0">przywraca rynk<span class="_ _1"></span>owe </div><div class="t m0 x4a h1a y896 ff6 fs9 fc2 sc0 ls0 ws0">funkcjono<span class="_ _1"></span>wanie sektora </div><div class="t m0 x4a h1a y897 ff7 fs9 fc2 sc0 ls0 ws0">sprzedaży ener<span class="_ _1"></span>gii </div><div class="t m0 x4a h1a y898 ff7 fs9 fc2 sc0 ls0 ws0">elektryc<span class="_ _1"></span>znej i ciepła dla </div><div class="t m0 x4a h1a y899 ff6 fs9 fc2 sc0 ls0 ws0">wszystkich <span class="_ _1"></span>odbiorców </div><div class="t m0 x4a h1a y89a ff6 fs9 fc2 sc0 ls0 ws0">(w przypadku gazu </div><div class="t m0 x4a h1a y1ff ff7 fs9 fc2 sc0 ls0 ws0">ziemnego miało t<span class="_ _1"></span>o </div><div class="t m0 x4a h1a y89b ff6 fs9 fc2 sc0 ls0 ws0">miejsce z dnie<span class="_ _1"></span>m </div><div class="t m0 x4a h1a y89c ff6 fs9 fc2 sc0 ls0 ws0">1.07.2024 r.).<span class="_ _1"></span> </div></div><div class="c x1 y89e w4b h98"><div class="t m0 x9a h10 y89f ff5 fs3 fc14 sc0 ls0 ws0">ENERGIA </div><div class="t m0 x2 h10 y8a0 ff5 fs3 fc14 sc0 ls0 ws0">ELEKTRYCZNA<span class="_ _0"></span> </div></div><div class="c x7c y89e w4c h98"><div class="t m0 x4a h14 y8a1 ff5 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 18 g<span class="_ _1"></span>rudnia 2025 r. o<span class="_ _1"></span> </div><div class="t m0 x4a h14 y8a2 ff5 fs9 fc2 sc0 ls0 ws0">zmianie ustaw w c<span class="_ _1"></span>elu </div><div class="t m0 x4a h14 y8a3 ff5 fs9 fc2 sc0 ls0 ws0">usprawnienia mecha<span class="_ _1"></span>nizmów </div><div class="t m0 x4a h14 y8a4 ff5 fs9 fc2 sc0 ls0 ws0">wsparcia odbiorców <span class="_ _1"></span>energii </div><div class="t m0 x4a h14 y8a5 ff8 fs9 fc2 sc0 ls0 ws0">elektrycznej i ciep<span class="_ _1"></span>ła<span class="ff5"> </span></div><div class="t m0 x4a h1a y8a6 ff6 fs9 fc11 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x4a h1a y8a7 ff6 fs9 fc11 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2026000003</div><div class="t m0 x4a h1a y8a8 ff6 fs9 fc11 sc0 ls0 ws0">2<span class="fc2"> </span></div><div class="t m0 x4a h1a y1ff ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y89e w4d h98"><div class="t m0 x4a h1a y8a1 ff7 fs9 fc2 sc0 ls0 ws0">Regulacja m.in. pr<span class="_ _1"></span>zedłuża termin <span class="_ _1"></span>na </div><div class="t m0 x4a h1a y8a2 ff6 fs9 fc2 sc0 ls0 ws0">przekazanie spr<span class="_ _1"></span>zedawcom energii<span class="_ _1"></span> elekt<span class="_ _1"></span>rycznej </div><div class="t m0 x4a h1a y8a3 ff7 fs9 fc2 sc0 ls0 ws0">informacji<span class="_ _1"></span> od przedsię<span class="_ _1"></span>biorców z sektora mikr<span class="_ _1"></span>o, </div><div class="t m0 x4a h1a y8a4 ff7 fs9 fc2 sc0 ls0 ws0">małych i średn<span class="_ _1"></span>ich przedsi<span class="_ _1"></span>ębiorstw o warto<span class="_ _1"></span>ści </div><div class="t m0 x4a h1a y8a5 ff7 fs9 fc2 sc0 ls0 ws0">udzielonej i<span class="_ _1"></span>m pomocy w związku <span class="_ _1"></span>ze </div><div class="t m0 x4a h1a y8a6 ff6 fs9 fc2 sc0 ls0 ws0">stosowani<span class="_ _1"></span>em w II p. 2024 r. ceny mak<span class="_ _1"></span>symalnej </div><div class="t m0 x4a h1a y8a7 ff6 fs9 fc2 sc0 ls0 ws0">ener<span class="ff7">gii e<span class="_ _1"></span>lektrycznej, a tak<span class="_ _1"></span>że w konsekwencji<span class="_ _1"></span> </span></div><div class="t m0 x4a h1a y8a8 ff7 fs9 fc2 sc0 ls0 ws0">wydłuża w ww. zak<span class="_ _1"></span>resie t<span class="_ _1"></span>erminy dla <span class="_ _1"></span>rozliczeń </div><div class="t m0 x4a h1a y1ff ff7 fs9 fc2 sc0 ls0 ws0">rekompensat<span class="_ _1"></span> dla Zarządcy R<span class="_ _1"></span>ozliczeń S.A. w </div><div class="t m0 x4a h1a y8a9 ff6 fs9 fc2 sc0 ls0 ws0">stosunku <span class="_ _1"></span>do sprzedawców ene<span class="_ _1"></span>rgii elekt<span class="_ _1"></span>rycznej. </div></div><div class="c xf2 y89e w4e h98"><div class="t m0 x4a h1a y8a1 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa </div><div class="t m0 x4a h1a y8a2 ff7 fs9 fc2 sc0 ls0 ws0">weszła w </div><div class="t m0 x4a h1a y8a3 ff7 fs9 fc2 sc0 ls0 ws0">życie </div><div class="t m0 x4a h1a y8a4 ff6 fs9 fc2 sc0 ls0 ws0">14.01.2026 r. </div></div><div class="c xf3 y89e w4f h98"><div class="t m0 x4a h1a y8a1 ff6 fs9 fc2 sc0 ls0 ws0">Dla UNIMOT jak </div><div class="t m0 x4a h1a y8a2 ff6 fs9 fc2 sc0 ls0 ws0">sprzedawcy ene<span class="_ _1"></span>rgii </div><div class="t m0 x4a h1a y8a3 ff6 fs9 fc2 sc0 ls0 ws0">elektryc<span class="_ _1"></span>znej Ustawa ma </div><div class="t m0 x4a h1a y8a4 ff6 fs9 fc2 sc0 ls0 ws0">znaczenie tec<span class="_ _1"></span>hniczne i </div><div class="t m0 x4a h1a y8a5 ff7 fs9 fc2 sc0 ls0 ws0">wiąże się z obowi<span class="_ _1"></span>ązkiem </div><div class="t m0 x4a h1a y8a6 ff6 fs9 fc2 sc0 ls0 ws0">odbierani<span class="_ _1"></span>a informacji o<span class="_ _1"></span>d </div><div class="t m0 x4a h1a y8a7 ff7 fs9 fc2 sc0 ls0 ws0">MŚP i ich przek<span class="_ _1"></span>azywania </div><div class="t m0 x4a h1a y8a8 ff7 fs9 fc2 sc0 ls0 ws0">do  Zarządcy R<span class="_ _1"></span>ozliczeń </div><div class="t m0 x4a h1a y1ff ff6 fs9 fc2 sc0 ls0 ws0">S.A. (do 30.06.2026 r<span class="_ _1"></span>.) w </div><div class="t m0 x4a h1a y8a9 ff7 fs9 fc2 sc0 ls0 ws0">celu prawi<span class="_ _1"></span>dłowego </div><div class="t m0 x4a h1a y8aa ff7 fs9 fc2 sc0 ls0 ws0">rozliczenia <span class="_ _1"></span>końcowego.<span class="ff6"> </span></div></div><div class="c x1 y801 w4b h99"><div class="t m0 x9a h10 y8ab ff5 fs3 fc14 sc0 ls0 ws0">KWESTIE </div><div class="t m0 x1d h10 y8ac ff5 fs3 fc14 sc0 ls0 ws0">ORGANIZACYJ</div><div class="t m0 x11 h10 y8ad ff5 fs3 fc14 sc0 ls0 ws0">NO - </div><div class="t m0 x3d h10 y8ae ff8 fs3 fc14 sc0 ls0 ws0">KSIĘGOWE<span class="ff5"> </span></div></div><div class="c x7c y801 w4c h99"><div class="t m0 x4a h14 y8af ff5 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 5 sie<span class="_ _1"></span>rpnia 2025 r. o </div><div class="t m0 x4a h14 y8b0 ff5 fs9 fc2 sc0 ls0 ws0">zmianie ustaw<span class="_ _1"></span>y o podatku od </div><div class="t m0 x4a h14 y8b1 ff8 fs9 fc2 sc0 ls0 ws0">towarów i usług o<span class="_ _1"></span>raz ustawy o </div><div class="t m0 x4a h14 y8b2 ff5 fs9 fc2 sc0 ls0 ws0">zmianie ustaw<span class="_ _1"></span>y o podatku od </div><div class="t m0 x4a h14 y8b3 ff8 fs9 fc2 sc0 ls0 ws0">towarów i usług o<span class="_ _1"></span>raz niektóryc<span class="_ _1"></span>h </div><div class="t m0 x4a h14 y898 ff5 fs9 fc2 sc0 ls0 ws0">innych ustaw<span class="_ _1"></span> </div><div class="t m0 x4a h1a y8b4 ff6 fs9 fc11 sc0 ls0 ws0">https://isap.s<span class="_ _1"></span>ejm.gov.pl/isap.nsf/D</div><div class="t m0 x4a h1a y8b5 ff6 fs9 fc11 sc0 ls0 ws0">ocDetai<span class="_ _1"></span>ls.xsp?id=WDU2025000120</div><div class="t m0 x4a h1a y1ff ff6 fs9 fc11 sc0 ls0 ws0">3<span class="fc2"> </span></div><div class="t m0 x4a h1a y8a9 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y801 w4d h99"><div class="t m0 x4a h1a y8af ff7 fs9 fc2 sc0 ls0 ws0">Ustawa przesunę<span class="_ _1"></span>ła na dzień1 lute<span class="_ _1"></span>go 2026 r. </div><div class="t m0 x4a h1a y8b0 ff7 fs9 fc2 sc0 ls0 ws0">wejście w życi<span class="_ _1"></span>e obligato<span class="_ _1"></span>ryjnego Krajowego </div><div class="t m0 x4a h1a y8b1 ff6 fs9 fc2 sc0 ls0 ws0">Systemu e-Faktur<span class="_ _1"></span> (KSeF). Wprowad<span class="_ _1"></span>zono </div><div class="t m0 x4a h1a y8b2 ff7 fs9 fc2 sc0 ls0 ws0">również przepi<span class="_ _1"></span>sy przejści<span class="_ _1"></span>owe dot. stosowania </div><div class="t m0 x4a h1a y8b3 ff7 fs9 fc2 sc0 ls0 ws0">faktur w p<span class="_ _1"></span>ostaci papiero<span class="_ _1"></span>wej oraz możliwo<span class="_ _1"></span>ść </div><div class="t m0 x4a h1a y898 ff7 fs9 fc2 sc0 ls0 ws0">przesyłania załąc<span class="_ _1"></span>zników do e<span class="ff6">-fakt<span class="_ _1"></span>ur. </span></div></div><div class="c xf2 y801 w4e h99"><div class="t m0 x4a h1a y8af ff7 fs9 fc2 sc0 ls0 ws0">Wejście w </div><div class="t m0 x4a h1a y8b0 ff7 fs9 fc2 sc0 ls0 ws0">życie –<span class="ff6"> </span></div><div class="t m0 x4a h1a y8b1 ff6 fs9 fc2 sc0 ls0 ws0">2.09.2025 r. </div></div><div class="c xf3 y801 w4f h99"><div class="t m0 x4a h1a y8af ff7 fs9 fc2 sc0 ls0 ws0">Spółki z Grupy <span class="ff6">UN<span class="_ _1"></span>IMOT </span></div><div class="t m0 x4a h1a y8b0 ff7 fs9 fc2 sc0 ls0 ws0">były zobowiązane do<span class="_ _1"></span> </div><div class="t m0 x4a h1a y8b1 ff7 fs9 fc2 sc0 ls0 ws0">wdrożenia ust<span class="_ _1"></span>awy, w </div><div class="t m0 x4a h1a y8b2 ff6 fs9 fc2 sc0 ls0 ws0">tym ustruk<span class="_ _1"></span>turyzowania </div><div class="t m0 x4a h1a y8b3 ff6 fs9 fc2 sc0 ls0 ws0">procesów, </div><div class="t m0 x4a h1a y898 ff6 fs9 fc2 sc0 ls0 ws0">przygotowania </div><div class="t m0 x4a h1a y8b4 ff7 fs9 fc2 sc0 ls0 ws0">wewnętrznych </div><div class="t m0 x4a h1a y8b5 ff6 fs9 fc2 sc0 ls0 ws0">procedur<span class="_ _1"></span>, klauzul </div><div class="t m0 x4a h1a y1ff ff6 fs9 fc2 sc0 ls0 ws0">umownych. </div></div><div class="c x1 y86e w4b h9a"><div class="t m0 x93 h10 y8b6 ff5 fs3 fc14 sc0 ls0 ws0">CYBERBEZPIEC</div><div class="t m0 x9f h10 y8b7 ff8 fs3 fc14 sc0 ls0 ws0">ZEŃSTWO<span class="ff5"> </span></div></div><div class="c x7c y86e w4c h9a"><div class="t m0 x4a h14 y8b8 ff5 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 23 st<span class="_ _1"></span>ycznia 2026 r.  </div><div class="t m0 x4a h14 y8b9 ff5 fs9 fc2 sc0 ls0 ws0">o zmianie ustaw<span class="_ _1"></span>y o krajowy<span class="_ _1"></span>m </div><div class="t m0 x4a h14 y8ba ff8 fs9 fc2 sc0 ls0 ws0">systemie cyberbe<span class="_ _1"></span>zpieczeństwa<span class="ff5"> </span></div><div class="t m0 x4a h14 y8bb ff5 fs9 fc2 sc0 ls0 ws0">oraz niektórych inn<span class="_ _1"></span>ych ustaw<span class="ff6"> </span></div><div class="t m0 x4a h1a y8bc ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a h1a y8bd ff6 fs9 fc11 sc0 ls0 ws0">https://ork<span class="_ _1"></span>a.sejm.gov.pl/proc10.ns</div><div class="t m0 x4a h1a y8be ff6 fs9 fc11 sc0 ls0 ws0">f/ustawy/1955_u.ht<span class="_ _1"></span>m<span class="fc2"> </span></div><div class="t m0 x4a h1a y8bf ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a h1a y8c0 ff6 fs9 fc2 sc0 ls0 ws0">Uwaga <span class="ff7">–</span> <span class="ff7">ustawa w c<span class="_ _1"></span>zęści </span></div><div class="t m0 x4a h1a y8c1 ff6 fs9 fc2 sc0 ls0 ws0">skiero<span class="_ _1"></span>wana przez Prezydenta <span class="_ _1"></span>do </div><div class="t m0 x4a h1a y8c2 ff7 fs9 fc2 sc0 ls0 ws0">kontroli n<span class="_ _1"></span>astępczej przez Trybunał </div><div class="t m0 x4a h1a y8c3 ff6 fs9 fc2 sc0 ls0 ws0">Konstytuc<span class="_ _1"></span>yjny.  </div></div><div class="c xf1 y86e w4d h9a"><div class="t m0 x4a h1a y8b8 ff7 fs9 fc2 sc0 ls0 ws0">Ustawa stano<span class="_ _1"></span>wi  wdrożenie<span class="_ _1"></span> do polskiego </div><div class="t m0 x4a h1a y8b9 ff7 fs9 fc2 sc0 ls0 ws0">porządku prawne<span class="_ _1"></span>go Dyrek<span class="_ _1"></span>tywy Parlamentu </div><div class="t m0 x4a h1a y8ba ff6 fs9 fc2 sc0 ls0 ws0">Europejski<span class="_ _1"></span>ego i Rady (UE) 2022/255<span class="_ _1"></span>5 z dnia 14 </div><div class="t m0 x4a h1a y8bb ff7 fs9 fc2 sc0 ls0 ws0">grudnia 2022 r. w spr<span class="_ _1"></span>awie środk<span class="_ _1"></span>ów na rzecz </div><div class="t m0 x4a h1a y8bc ff6 fs9 fc2 sc0 ls0 ws0">wysokiego ws<span class="_ _1"></span>pólnego pozio<span class="_ _1"></span>mu </div><div class="t m0 x4a h1a y8bd ff7 fs9 fc2 sc0 ls0 ws0">cyberbe<span class="_ _1"></span>zpieczeństwa na t<span class="_ _1"></span>erytorium Unii, </div><div class="t m0 x4a h1a y8be ff7 fs9 fc2 sc0 ls0 ws0">zmieniającej ro<span class="_ _1"></span>zporzą<span class="ff6">dzenie (<span class="_ _1"></span>UE) nr 910/2014 i </span></div><div class="t m0 x4a h1a y8bf ff7 fs9 fc2 sc0 ls0 ws0">dyrekt<span class="_ _1"></span>ywę (UE) 2018/1972 oraz uchy<span class="_ _1"></span>lającej </div><div class="t m0 x4a h1a y8c0 ff7 fs9 fc2 sc0 ls0 ws0">dyrekt<span class="_ _1"></span>ywę (UE) 2016/1148 (Dz. Ur<span class="_ _1"></span>z. UE L </div><div class="t m0 x4a h1a y8c1 ff7 fs9 fc2 sc0 ls0 ws0">2022/2555 z 27.12<span class="_ _1"></span>.2022), („dyr<span class="_ _1"></span>ektywa NIS 2”).<span class="ff6"> </span></div></div><div class="c xf2 y86e w4e h9a"><div class="t m0 x4a h1a y8b8 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa </div><div class="t m0 x4a h1a y8b9 ff6 fs9 fc2 sc0 ls0 ws0">podpisana </div><div class="t m0 x4a h1a y8ba ff6 fs9 fc2 sc0 ls0 ws0">przez </div><div class="t m0 x4a h1a y8bb ff6 fs9 fc2 sc0 ls0 ws0">Prezydenta w </div><div class="t m0 x4a h1a y8bc ff6 fs9 fc2 sc0 ls0 ws0">dniu 19 </div><div class="t m0 x4a h1a y8bd ff6 fs9 fc2 sc0 ls0 ws0">lutego 2026 r. </div></div><div class="c xf3 y86e w4f h9a"><div class="t m0 x4a h1a y8b8 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT z racji </div><div class="t m0 x4a h1a y8b9 ff6 fs9 fc2 sc0 ls0 ws0">posiadanyc<span class="_ _1"></span>h koncesji </div><div class="t m0 x4a h1a y8ba ff6 fs9 fc2 sc0 ls0 ws0">energetyc<span class="_ _1"></span>znych oraz </div><div class="t m0 x4a h1a y8bb ff7 fs9 fc2 sc0 ls0 ws0">spełniania k<span class="_ _1"></span>ryterium </div><div class="t m0 x4a h1a y8bc ff7 fs9 fc2 sc0 ls0 ws0">dużego </div><div class="t m0 x4a h1a y8bd ff7 fs9 fc2 sc0 ls0 ws0">przedsiębi<span class="_ _1"></span>orstwa w </div><div class="t m0 x4a h1a y8be ff6 fs9 fc2 sc0 ls0 ws0">rozumieniu </div><div class="t m0 x4a h1a y8bf ff7 fs9 fc2 sc0 ls0 ws0">Rozporządzenia </div><div class="t m0 x4a h1a y8c0 ff7 fs9 fc2 sc0 ls0 ws0">651/2014/UE będzi<span class="_ _1"></span>e </div><div class="t m0 x4a h1a y8c1 ff7 fs9 fc2 sc0 ls0 ws0">zobowiązany do </div><div class="t m0 x4a h1a y8c2 ff7 fs9 fc2 sc0 ls0 ws0">realizacji o<span class="_ _1"></span>bowiązków </div><div class="t m0 x4a h1a y8c3 ff7 fs9 fc2 sc0 ls0 ws0">nałożonych przez </div><div class="t m0 x4a h1a y8c4 ff7 fs9 fc2 sc0 ls0 ws0">ustawę na po<span class="_ _1"></span>dmioty </div><div class="t m0 x4a h1a y8c5 ff6 fs9 fc2 sc0 ls0 ws0">kluczowe. </div><div class="t m0 x4a h1a y8c6 ff6 fs9 fc2 sc0 ls0 ws0">Jako pods<span class="_ _1"></span>tawowy </div><div class="t m0 x4a h1a y8c7 ff7 fs9 fc2 sc0 ls0 ws0">obowiązek nal<span class="_ _1"></span>eży </div><div class="t m0 x4a h1a y8c8 ff7 fs9 fc2 sc0 ls0 ws0">wskazać stoso<span class="_ _1"></span>wanie </div><div class="t m0 x4a h1a y8c9 ff6 fs9 fc2 sc0 ls0 ws0">odpowiedni<span class="_ _1"></span>ch i </div><div class="t m0 x4a h1a y8ca ff6 fs9 fc2 sc0 ls0 ws0">proporcjo<span class="_ _1"></span>nalnych </div><div class="t m0 x4a h1a y8cb ff7 fs9 fc2 sc0 ls0 ws0">środków t<span class="_ _1"></span>echnicznych, </div><div class="t m0 x4a h1a y8cc ff6 fs9 fc2 sc0 ls0 ws0">operacyjny<span class="_ _1"></span>ch i </div><div class="t m0 x4a h1a y8cd ff6 fs9 fc2 sc0 ls0 ws0">organizacyjnyc<span class="_ _1"></span>h w celu </div><div class="t m0 x4a h1a y8ce ff7 fs9 fc2 sc0 ls0 ws0">zarządzania ryzyk<span class="_ _1"></span>iem </div><div class="t m0 x4a h1a y8cf ff7 fs9 fc2 sc0 ls0 ws0">dla bezpiec<span class="_ _1"></span>zeństwa siec<span class="_ _1"></span>i </div><div class="t m0 x4a h1a y8d0 ff6 fs9 fc2 sc0 ls0 ws0">i systemów </div><div class="t m0 x4a h1a y2d6 ff6 fs9 fc2 sc0 ls0 ws0">informaty<span class="_ _1"></span>cznych </div><div class="t m0 x4a h1a y2d7 ff6 fs9 fc2 sc0 ls0 ws0">wykorzysty<span class="_ _1"></span>wanych </div><div class="t m0 x4a h1a y2d8 ff6 fs9 fc2 sc0 ls0 ws0">przez te podmiot<span class="_ _1"></span>y do </div><div class="t m0 x4a h1a y2d9 ff6 fs9 fc2 sc0 ls0 ws0">prowadzenia </div><div class="t m0 x4a h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">działalności l<span class="_ _1"></span>ub </div><div class="t m0 x4a h1a y2db ff7 fs9 fc2 sc0 ls0 ws0">świadczenia us<span class="_ _1"></span>ług oraz </div></div><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1441.040000px;width:119.000000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1421.520000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1401.980000px;width:8.550000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1176.040000px;width:119.000000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1156.520000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1136.980000px;width:8.550000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">62<span class="ls0"> </span></div></div><div class="c xf3 y890 w4f h98"><div class="t m0 x4a h1a y7f8 ff6 fs9 fc2 sc0 ls0 ws0">w celu zapobi<span class="_ _1"></span>egania </div><div class="t m0 x4a h1a y894 ff7 fs9 fc2 sc0 ls0 ws0">wpływowi incyde<span class="_ _1"></span>ntów </div><div class="t m0 x4a h1a y895 ff7 fs9 fc2 sc0 ls0 ws0">na odbior<span class="_ _1"></span>ców ich usług </div><div class="t m0 x4a h1a y896 ff7 fs9 fc2 sc0 ls0 ws0">lub na inne<span class="_ _1"></span> usługi bądź </div><div class="t m0 x4a h1a y897 ff6 fs9 fc2 sc0 ls0 ws0">minimalizowania </div><div class="t m0 x4a h1a y898 ff7 fs9 fc2 sc0 ls0 ws0">takiego wpływu.<span class="ff6"> </span></div></div><div class="c x1 y8d1 w4b h9b"><div class="t m0 x5d h10 y8d2 ff5 fs3 fc14 sc0 ls0 ws0">PALIWA I </div><div class="t m0 x5a h10 y8d3 ff5 fs3 fc14 sc0 ls0 ws0">BIOPALIWA<span class="_ _0"></span> </div></div><div class="c x7c y8d1 w4c h9b"><div class="t m0 x4a h14 y8d4 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie Mini<span class="_ _1"></span>stra Kli<span class="_ _1"></span>matu i </div><div class="t m0 x4a h14 y8d5 ff8 fs9 fc2 sc0 ls0 ws0">Środowiska z dni<span class="_ _1"></span>a 18 kwietnia </div><div class="t m0 x4a h14 y883 ff8 fs9 fc2 sc0 ls0 ws0">2025 r. w sprawie wart<span class="_ _1"></span>ości </div><div class="t m0 x4a h14 y884 ff5 fs9 fc2 sc0 ls0 ws0">energetycznej pos<span class="_ _1"></span>zczególnych </div><div class="t m0 x4a h14 y885 ff5 fs9 fc2 sc0 ls0 ws0">biokomponentó<span class="_ _1"></span>w, biopaliw </div><div class="t m0 x4a h14 y8d6 ff8 fs9 fc2 sc0 ls0 ws0">ciekłych, ciekłych <span class="_ _1"></span>paliw </div><div class="t m0 x4a h14 y887 ff8 fs9 fc2 sc0 ls0 ws0">węglowych pochod<span class="_ _1"></span>zących z </div><div class="t m0 x4a h14 y888 ff5 fs9 fc2 sc0 ls0 ws0">recyklingu, gazo<span class="_ _1"></span>wych paliw </div><div class="t m0 x4a h14 y8d7 ff8 fs9 fc2 sc0 ls0 ws0">węglowych pochod<span class="_ _1"></span>zących z </div><div class="t m0 x4a h14 y88a ff5 fs9 fc2 sc0 ls0 ws0">recyklingu, innych pal<span class="_ _1"></span>iw </div><div class="t m0 x4a h14 y88b ff8 fs9 fc2 sc0 ls0 ws0">odnawialnych, pali<span class="_ _1"></span>w ciekłych i </div><div class="t m0 x4a h14 y88c ff5 fs9 fc2 sc0 ls0 ws0">energii elektryc<span class="_ _1"></span>znej z </div><div class="t m0 x4a h14 y88d ff8 fs9 fc2 sc0 ls0 ws0">odnawialnych źród<span class="_ _1"></span>eł energii<span class="ff5"> </span></div><div class="t m0 x4a h1a y8d8 ff6 fs9 fc11 sc0 ls0 ws0">https://dzienni<span class="_ _1"></span>kustaw.gov.pl<span class="_ _1"></span>/DU/2</div><div class="t m0 x4a h1a y88f ff6 fs9 fc11 sc0 ls0 ws0">025/0545<span class="fc2"> </span></div></div><div class="c xf1 y8d1 w4d h9b"><div class="t m0 x4a h1a y8d4 ff7 fs9 fc2 sc0 ls0 ws0">Rozporządzenie wy<span class="_ _1"></span>dane w związku <span class="_ _1"></span>z </div><div class="t m0 x4a h1a y8d5 ff7 fs9 fc2 sc0 ls0 ws0">upoważnieniem wyni<span class="_ _1"></span>kającym z nowel<span class="_ _9"></span>izacji </div><div class="t m0 x4a h1a y883 ff6 fs9 fc2 sc0 ls0 ws0">ustawy z dnia 25 s<span class="_ _1"></span>ierpnia <span class="_ _1"></span>2006 r. o </div><div class="t m0 x4a h1a y884 ff7 fs9 fc2 sc0 ls0 ws0">biokompone<span class="_ _1"></span>ntach i biopa<span class="_ _1"></span>liwach ciek<span class="_ _1"></span>łych z </div><div class="t m0 x4a h1a y885 ff6 fs9 fc2 sc0 ls0 ws0">21.02.2025 r. </div><div class="t m0 x4a h1a y8d6 ff7 fs9 fc2 sc0 ls0 ws0">Wejście w życie<span class="_ _1"></span> rozporządzenia umo<span class="_ _1"></span>żli<span class="_ _1"></span>wia </div><div class="t m0 x4a h1a y887 ff7 fs9 fc2 sc0 ls0 ws0">praktyc<span class="_ _1"></span>zną realizację NCW przy po<span class="_ _1"></span>mocy </div><div class="t m0 x4a h1a y888 ff7 fs9 fc2 sc0 ls0 ws0">dodatkowy<span class="_ _1"></span>ch nośników e<span class="_ _1"></span>nergii, m.in.: cie<span class="_ _1"></span>kłych </div><div class="t m0 x4a h1a y8d7 ff7 fs9 fc2 sc0 ls0 ws0">paliw węglowyc<span class="_ _1"></span>h pochodzący<span class="_ _1"></span>ch z recyclingu, </div><div class="t m0 x4a h1a y88a ff7 fs9 fc2 sc0 ls0 ws0">gazowych pal<span class="_ _1"></span>iw węglowych po<span class="_ _1"></span>chodzących <span class="_ _1"></span>z </div><div class="t m0 x4a h1a y88b ff6 fs9 fc2 sc0 ls0 ws0">recyklingu, inn<span class="_ _1"></span>ych pali<span class="_ _1"></span>w odnawialnych, energii<span class="_ _1"></span> </div><div class="t m0 x4a h1a y88c ff6 fs9 fc2 sc0 ls0 ws0">e<span class="ff7">lektryc<span class="_ _1"></span>znej z odnawialnyc<span class="_ _1"></span>h źródeł ener<span class="_ _1"></span>gii oraz </span></div><div class="t m0 x4a h1a y88d ff6 fs9 fc2 sc0 ls0 ws0">przy wykorzyst<span class="_ _1"></span>aniu dot<span class="_ _1"></span>ychczas stosowanych </div><div class="t m0 x4a h1a y8d8 ff7 fs9 fc2 sc0 ls0 ws0">nośników e<span class="_ _1"></span>nergii z zaktua<span class="_ _1"></span>lizowanymi </div><div class="t m0 x4a h1a y88f ff7 fs9 fc2 sc0 ls0 ws0">wartości<span class="_ _1"></span>ami, jak np. estr<span class="_ _1"></span>y metylowe kwasów </div><div class="t m0 x4a h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">tłuszczowych, c<span class="_ _1"></span>zy różne rodzaje </div><div class="t m0 x4a h1a y2e6 ff7 fs9 fc2 sc0 ls0 ws0">biowęglowodo<span class="_ _1"></span>rów ciek<span class="_ _1"></span>łych.<span class="ff6"> </span></div></div><div class="c xf2 y8d1 w4e h9b"><div class="t m0 x4a h1a y8d4 ff7 fs9 fc2 sc0 ls0 ws0">Weszło w </div><div class="t m0 x4a h1a y8d5 ff7 fs9 fc2 sc0 ls0 ws0">życie 10 maja </div><div class="t m0 x4a h1a y883 ff6 fs9 fc2 sc0 ls0 ws0">2025 r. </div></div><div class="c xf3 y8d1 w4f h9b"><div class="t m0 x4a h1a y8d4 ff6 fs9 fc2 sc0 ls0 ws0">Dla Grupy<span class="_ _1"></span> UNIMOT </div><div class="t m0 x4a h1a y8d5 ff7 fs9 fc2 sc0 ls0 ws0">rozporządzenie st<span class="_ _1"></span>anowi </div><div class="t m0 x4a h1a y883 ff7 fs9 fc2 sc0 ls0 ws0">dopełnieni<span class="_ _1"></span>e zmian </div><div class="t m0 x4a h1a y884 ff6 fs9 fc2 sc0 ls0 ws0">regulacyjny<span class="_ _1"></span>ch </div><div class="t m0 x4a h1a y885 ff7 fs9 fc2 sc0 ls0 ws0">wynikający<span class="_ _1"></span>ch z Ustawy </div><div class="t m0 x4a h1a y8d6 ff6 fs9 fc2 sc0 ls0 ws0">BIO i w prak<span class="_ _1"></span>tyce </div><div class="t m0 x4a h1a y887 ff7 fs9 fc2 sc0 ls0 ws0">umożliwia real<span class="_ _1"></span>izację </div><div class="t m0 x4a h1a y888 ff6 fs9 fc2 sc0 ls0 ws0">NCW przy pomoc<span class="_ _1"></span>y </div><div class="t m0 x4a h1a y8d7 ff7 fs9 fc2 sc0 ls0 ws0">dodatkowy<span class="_ _1"></span>ch nośników </div><div class="t m0 x4a h1a y88a ff6 fs9 fc2 sc0 ls0 ws0">energii. </div></div><div class="c x1 y8d9 w4b h97"><div class="t m0 x5d h10 y8da ff5 fs3 fc14 sc0 ls0 ws0">PALIWA I </div><div class="t m0 x5a h10 y8db ff5 fs3 fc14 sc0 ls0 ws0">BIOPALIWA<span class="_ _0"></span> </div></div><div class="c x7c y8d9 w4c h97"><div class="t m0 x4a h14 y8dc ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie Mini<span class="_ _1"></span>stra En<span class="_ _1"></span>ergii z </div><div class="t m0 x4a h14 y8dd ff5 fs9 fc2 sc0 ls0 ws0">dnia 23 grudnia <span class="_ _1"></span>2025 r. </div><div class="t m0 x4a h14 y8de ff8 fs9 fc2 sc0 ls0 ws0">zmieniające rozpor<span class="_ _1"></span>ządzenie w </div><div class="t m0 x4a h14 y8df ff8 fs9 fc2 sc0 ls0 ws0">sprawie szczegóło<span class="_ _1"></span>wego wykazu </div><div class="t m0 x4a h14 y8e0 ff8 fs9 fc2 sc0 ls0 ws0">paliw ciekłych, któr<span class="_ _1"></span>ych </div><div class="t m0 x4a h14 y8e1 ff5 fs9 fc2 sc0 ls0 ws0">wytwarzanie, <span class="_ _1"></span>magazynowanie lub </div><div class="t m0 x4a h14 y8e2 ff8 fs9 fc2 sc0 ls0 ws0">przeładunek, prze<span class="_ _1"></span>syłanie lub </div><div class="t m0 x4a h14 y8e3 ff5 fs9 fc2 sc0 ls0 ws0">dystrybucja, obrót<span class="_ _1"></span>, w tym obrót<span class="_ _1"></span> z </div><div class="t m0 x4a h14 y8e4 ff8 fs9 fc2 sc0 ls0 ws0">zagranicą, wy<span class="_ _1"></span>maga konc<span class="ff5">esji oraz </span></div><div class="t m0 x4a h14 y8e5 ff5 fs9 fc2 sc0 ls0 ws0">których przywóz <span class="_ _1"></span>wymaga wpisu </div><div class="t m0 x4a h14 y88d ff5 fs9 fc2 sc0 ls0 ws0">do rejestru pod<span class="_ _1"></span>miotów </div><div class="t m0 x4a h14 y8d8 ff8 fs9 fc2 sc0 ls0 ws0">przywożących<span class="ff5"> </span></div><div class="t m0 x4a h1a y88f ff6 fs9 fc11 sc0 ls0 ws0">https://dzienni<span class="_ _1"></span>kustaw.gov.pl<span class="_ _1"></span>/DU/2</div><div class="t m0 x4a h1a y2e5 ff6 fs9 fc11 sc0 ls0 ws0">025/1876<span class="fc2"> </span></div><div class="t m0 x4a h1a y2db ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y8d9 w4d h97"><div class="t m0 x4a h1a y8dc ff7 fs9 fc2 sc0 ls0 ws0">Rozporządzenie umo<span class="_ _1"></span>żliwia wpr<span class="_ _1"></span>owadzenie<span class="_ _1"></span> do </div><div class="t m0 x4a h1a y8dd ff6 fs9 fc2 sc0 ls0 ws0">koncesji<span class="_ _1"></span> energetycznych <span class="_ _1"></span>nowych paliw, tj: </div><div class="t m0 x4c h1a yff ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">biopal<span class="_ _1"></span>iw ciekłch <span class="ff6">- dodanie<span class="_ _1"></span> </span></span></span></div><div class="t m0 x14 h1a y25a ff6 fs9 fc2 sc0 ls0 ws0">samoistnego HVO (<span class="_ _1"></span>CN 2710 19 42), </div><div class="t m0 x14 h1a y8e6 ff7 fs9 fc2 sc0 ls0 ws0">uporządkowani<span class="_ _1"></span>e status<span class="_ _1"></span>u biopaliw </div><div class="t m0 x14 h1a y8e7 ff7 fs9 fc2 sc0 ls0 ws0">już ujętych w r<span class="_ _1"></span>ozporządzeniu (CN </div><div class="t m0 x14 h1a y8e8 ff6 fs9 fc2 sc0 ls0 ws0">2207 20 00, 3826 00 10<span class="_ _1"></span>, 3824 99 </div><div class="t m0 x14 h1a y8e9 ff6 fs9 fc2 sc0 ls0 ws0">92), </div><div class="t m0 x4c h1a y8ea ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">ciek<span class="_ _1"></span>łych paliw węglowych <span class="_ _1"></span>z </span></span></div><div class="t m0 x14 h1a y8eb ff6 fs9 fc2 sc0 ls0 ws0">recyklingu (<span class="_ _1"></span>RCF - paliwa i subst<span class="_ _1"></span>ancje </div><div class="t m0 x14 h1a y8ec ff6 fs9 fc2 sc0 ls0 ws0">zaliczane do pal<span class="_ _1"></span>iw z przerobu </div><div class="t m0 x14 h1a y8ed ff6 fs9 fc2 sc0 ls0 ws0">tworzyw sztucznyc<span class="_ _1"></span>h i gum). </div><div class="t m0 x4a h1a y8ee ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y8d9 w4e h97"><div class="t m0 x4a h1a y8dc ff7 fs9 fc2 sc0 ls0 ws0">Rozporządzen</div><div class="t m0 x4a h1a y8dd ff7 fs9 fc2 sc0 ls0 ws0">ie weszło w </div><div class="t m0 x4a h1a y8de ff7 fs9 fc2 sc0 ls0 ws0">życie </div><div class="t m0 x4a h1a y8df ff6 fs9 fc2 sc0 ls0 ws0">1.01.2026 r. </div></div><div class="c xf3 y8d9 w4f h97"><div class="t m0 x4a h1a y8dc ff7 fs9 fc2 sc0 ls0 ws0">W związku z wejś<span class="_ _1"></span>ciem w </div><div class="t m0 x4a h1a y8dd ff7 fs9 fc2 sc0 ls0 ws0">życie rozpor<span class="_ _1"></span>ządzenia </div><div class="t m0 x4a h1a y8de ff6 fs9 fc2 sc0 ls0 ws0">podmioty G<span class="_ _1"></span>rupy </div><div class="t m0 x4a h1a y8df ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT <span class="ff7">złożyły wn<span class="_ _1"></span>ioski </span></div><div class="t m0 x4a h1a y8e0 ff6 fs9 fc2 sc0 ls0 ws0">do Prezesa URE o </div><div class="t m0 x4a h1a y8e1 ff7 fs9 fc2 sc0 ls0 ws0">zmianę posiadany<span class="_ _1"></span>ch </div><div class="t m0 x4a h1a y8e2 ff6 fs9 fc2 sc0 ls0 ws0">koncesji<span class="_ _1"></span>. </div></div><div class="c x1 y8ef w4b h9c"><div class="t m0 x5d h10 y8f0 ff5 fs3 fc14 sc0 ls0 ws0">PALIWA I </div><div class="t m0 x5a h10 y8f1 ff5 fs3 fc14 sc0 ls0 ws0">BIOPALIWA<span class="_ _0"></span> </div></div><div class="c x7c y8ef w4c h9c"><div class="t m0 x4a h14 y8f2 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie Mini<span class="_ _1"></span>stra En<span class="_ _1"></span>ergii z </div><div class="t m0 x4a h14 y8f3 ff5 fs9 fc2 sc0 ls0 ws0">dnia 12 lutego 20<span class="_ _1"></span>26 r. w sprawie </div><div class="t m0 x4a h14 y8d4 ff5 fs9 fc2 sc0 ls0 ws0">sposobu pobierani<span class="_ _1"></span>a próbek pali<span class="_ _1"></span>w </div><div class="t m0 x4a h14 y8d5 ff8 fs9 fc2 sc0 ls0 ws0">ciekłych i biopali<span class="_ _1"></span>w ciekłych<span class="ff5"> </span></div><div class="t m0 x4a h1a y8f4 ff6 fs9 fc11 sc0 ls0 ws0">https://dzienni<span class="_ _1"></span>kustaw.gov.pl<span class="_ _1"></span>/DU/2</div><div class="t m0 x4a h1a y884 ff6 fs9 fc11 sc0 ls0 ws0">026/0217<span class="fc2"> </span></div><div class="t m0 x4a h1a y885 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y8ef w4d h9c"><div class="t m0 x4a h1a y8f2 ff7 fs9 fc2 sc0 ls0 ws0">Rozporządzenie zast<span class="_ _1"></span>ąpi rozporząd<span class="_ _1"></span>zenie </div><div class="t m0 x4a h1a y8f3 ff7 fs9 fc2 sc0 ls0 ws0">Ministr<span class="_ _1"></span>a Gospodarki z dnia <span class="_ _1"></span>1 września 2009 r. </div><div class="t m0 x4a h1a y8d4 ff6 fs9 fc2 sc0 ls0 ws0">w sprawie spo<span class="_ _1"></span>sobu pobieran<span class="_ _1"></span>ia próbek paliw </div><div class="t m0 x4a h1a y8d5 ff7 fs9 fc2 sc0 ls0 ws0">ciekłych <span class="_ _1"></span>i biopaliw ciek<span class="_ _1"></span>łych. Rozporządzenie<span class="_ _1"></span> to </div><div class="t m0 x4a h1a y8f4 ff7 fs9 fc2 sc0 ls0 ws0">reguluje zagadnieni<span class="_ _1"></span>a dotyc<span class="_ _1"></span>zące próbek: pal<span class="_ _1"></span>iw </div><div class="t m0 x4a h1a y884 ff7 fs9 fc2 sc0 ls0 ws0">ciekłych, b<span class="_ _1"></span>iopaliw ciek<span class="_ _1"></span>łych stanowiąc<span class="ff6">ych </span></div><div class="t m0 x4a h1a y885 ff7 fs9 fc2 sc0 ls0 ws0">mieszankę ole<span class="_ _1"></span>ju napędowego i<span class="_ _1"></span> </div><div class="t m0 x4a h1a y886 ff7 fs9 fc2 sc0 ls0 ws0">biokompone<span class="_ _1"></span>ntów, estr<span class="_ _1"></span>u stanowiącego </div><div class="t m0 x4a h1a y887 ff7 fs9 fc2 sc0 ls0 ws0">samoistne p<span class="_ _1"></span>aliwo, biopa<span class="_ _1"></span>liw ciekłych </div><div class="t m0 x4a h1a y888 ff7 fs9 fc2 sc0 ls0 ws0">stanowiący<span class="_ _1"></span>ch mieszankę b<span class="_ _1"></span>enzyn silnikowych <span class="_ _1"></span>i </div><div class="t m0 x4a h1a y889 ff7 fs9 fc2 sc0 ls0 ws0">bioetano<span class="_ _1"></span>lu oraz biopali<span class="_ _1"></span>w ciekłych oparty<span class="_ _1"></span>ch na </div><div class="t m0 x4a h1a y8f5 ff6 fs9 fc2 sc0 ls0 ws0">bioetano<span class="_ _1"></span>lu, stosowanych <span class="_ _1"></span>w wybranych fl<span class="_ _1"></span>otach, </div><div class="t m0 x4a h1a y8f6 ff7 fs9 fc2 sc0 ls0 ws0">wyposażonych w s<span class="_ _1"></span>ilniki<span class="_ _1"></span> z zapłonem </div><div class="t m0 x4a h1a y8f7 ff6 fs9 fc2 sc0 ls0 ws0">samoczynnym. W akt<span class="_ _1"></span>ualnym stan<span class="_ _1"></span>ie prawnym </div><div class="t m0 x4a h1a y8f8 ff7 fs9 fc2 sc0 ls0 ws0">brak jest<span class="_ _1"></span> natomiast przepi<span class="_ _1"></span>sów dotyczących </div><div class="t m0 x4a h1a y88e ff7 fs9 fc2 sc0 ls0 ws0">sposobu po<span class="_ _1"></span>bierania pró<span class="_ _1"></span>bek biowęglowodoró<span class="_ _1"></span>w </div><div class="t m0 x4a h1a y88f ff7 fs9 fc2 sc0 ls0 ws0">ciekłych <span class="_ _1"></span>stanowiących sa<span class="_ _1"></span>moistne paliwo, </div><div class="t m0 x4a h1a y2f4 ff7 fs9 fc2 sc0 ls0 ws0">będących <span class="_ _1"></span>parafinowym ole<span class="_ _1"></span>jem napędowym </div><div class="t m0 x4a h1a y2e6 ff7 fs9 fc2 sc0 ls0 ws0">(tzw. „HVO100”).<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xf2 y8ef w4e h9c"><div class="t m0 x4a h1a y8f2 ff7 fs9 fc2 sc0 ls0 ws0">Wejście w </div><div class="t m0 x4a h1a y8f3 ff7 fs9 fc2 sc0 ls0 ws0">życie </div><div class="t m0 x4a h1a y8d4 ff6 fs9 fc2 sc0 ls0 ws0">13.03.2026 r. </div></div><div class="c xf3 y8ef w4f h9c"><div class="t m0 x4a h1a y8f2 ff7 fs9 fc2 sc0 ls0 ws0">Spółki G<span class="ff6">rupy<span class="_ _1"></span> UNIMOT </span></div><div class="t m0 x4a h1a y8f3 ff7 fs9 fc2 sc0 ls0 ws0">poddane są k<span class="_ _1"></span>ontroli </div><div class="t m0 x4a h1a y8d4 ff7 fs9 fc2 sc0 ls0 ws0">jakości p<span class="_ _1"></span>aliwa </div><div class="t m0 x4a h1a y8d5 ff6 fs9 fc2 sc0 ls0 ws0">transpor<span class="_ _1"></span>towanego, </div><div class="t m0 x4a h1a y8f4 ff7 fs9 fc2 sc0 ls0 ws0">rozporządzenie </div><div class="t m0 x4a h1a y884 ff6 fs9 fc2 sc0 ls0 ws0">dostosuje<span class="_ _1"></span> sposób </div><div class="t m0 x4a h1a y885 ff6 fs9 fc2 sc0 ls0 ws0">pobierani<span class="_ _1"></span>a próbek do<span class="_ _1"></span> </div><div class="t m0 x4a h1a y886 ff6 fs9 fc2 sc0 ls0 ws0">aktualne<span class="_ _1"></span>go stanu </div><div class="t m0 x4a h1a y887 ff7 fs9 fc2 sc0 ls0 ws0">prawnego, tre<span class="_ _1"></span>ści </div><div class="t m0 x4a h1a y888 ff6 fs9 fc2 sc0 ls0 ws0">Polskich <span class="_ _1"></span>Norm oraz </div><div class="t m0 x4a h1a y889 ff6 fs9 fc2 sc0 ls0 ws0">nowych ro<span class="_ _1"></span>dzajów paliw </div><div class="t m0 x4a h1a y8f5 ff7 fs9 fc2 sc0 ls0 ws0">dostępny<span class="_ _1"></span>ch na rynku.<span class="ff6"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1019.800000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1000.260000px;width:35.970000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:706.300000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:686.760000px;width:35.970000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:568.580000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:549.040000px;width:35.970000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf3f" class="pf w0 h0" ><div class="pc pc3f w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">63<span class="ls0"> </span></div></div><div class="c x1 y890 w4b h98"><div class="t m0 xa4 h10 y891 ff8 fs3 fc14 sc0 ls0 ws0">CIEPŁO<span class="ff5"> </span></div></div><div class="c x7c y890 w4c h98"><div class="t m0 x4a h14 y7f8 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie Mini<span class="_ _1"></span>stra En<span class="_ _1"></span>ergii z </div><div class="t m0 x4a h14 y894 ff8 fs9 fc2 sc0 ls0 ws0">dnia 31 paździer<span class="_ _1"></span>nika 2025 r. w </div><div class="t m0 x4a h14 y895 ff8 fs9 fc2 sc0 ls0 ws0">sprawie maksy<span class="_ _1"></span>malnej ilości i </div><div class="t m0 x4a h14 y896 ff8 fs9 fc2 sc0 ls0 ws0">wartości energi<span class="_ _1"></span>i elektrycznej <span class="_ _1"></span>z </div><div class="t m0 x4a h14 y897 ff5 fs9 fc2 sc0 ls0 ws0">wysokosprawnej k<span class="_ _1"></span>ogeneracji </div><div class="t m0 x4a h14 y898 ff8 fs9 fc2 sc0 ls0 ws0">objętej wsparciem o<span class="_ _1"></span>raz </div><div class="t m0 x4a h14 y899 ff8 fs9 fc2 sc0 ls0 ws0">jednostkowych wy<span class="_ _1"></span>sokości pre<span class="_ _1"></span>mii </div><div class="t m0 x4a h14 y89a ff5 fs9 fc2 sc0 ls0 ws0">gwarantowanej w roku 2<span class="_ _1"></span>026 </div><div class="t m0 x4a h1a y1ff ff6 fs9 fc11 sc0 ls0 ws0">https://dzienni<span class="_ _1"></span>kustaw.gov.pl<span class="_ _1"></span>/DU/2</div><div class="t m0 x4a h1a y89b ff6 fs9 fc11 sc0 ls0 ws0">025/1505<span class="fc2"> </span></div><div class="t m0 x4a h1a y89c ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y890 w4d h98"><div class="t m0 x4a h1a y7f8 ff7 fs9 fc2 sc0 ls0 ws0">Rozporządzenie wy<span class="_ _1"></span>nika z dele<span class="_ _1"></span>gacji ustawowej </div><div class="t m0 x4a h1a y894 ff6 fs9 fc2 sc0 ls0 ws0">(ustawy z dnia <span class="_ _1"></span>14 grudnia 2018 r. o<span class="_ _1"></span> </div><div class="t m0 x4a h1a y895 ff6 fs9 fc2 sc0 ls0 ws0">promowaniu ene<span class="_ _1"></span>rgii el<span class="_ _1"></span>ektrycznej z </div><div class="t m0 x4a h1a y896 ff6 fs9 fc2 sc0 ls0 ws0">wysokospr<span class="_ _1"></span>awnej kogene<span class="_ _1"></span>racji) i ma coroczny </div><div class="t m0 x4a h1a y897 ff7 fs9 fc2 sc0 ls0 ws0">charakte<span class="_ _1"></span>r. Treść rozporządzeni<span class="_ _1"></span>a pozwala </div><div class="t m0 x4a h1a y898 ff7 fs9 fc2 sc0 ls0 ws0">inwestor<span class="_ _1"></span>om na okre<span class="_ _1"></span>ślenie, czy dany proje<span class="_ _1"></span>kt </div><div class="t m0 x4a h1a y899 ff6 fs9 fc2 sc0 ls0 ws0">inwestyc<span class="_ _1"></span>yjny uzyska wsp<span class="_ _1"></span>arcie w ramach </div><div class="t m0 x4a h1a y89a ff6 fs9 fc2 sc0 ls0 ws0">wsparcia ene<span class="_ _1"></span>rgii elektry<span class="_ _1"></span>cznej z </div><div class="t m0 x4a h1a y1ff ff6 fs9 fc2 sc0 ls0 ws0">wysokospr<span class="_ _1"></span>awnej kogene<span class="_ _1"></span>racji. </div></div><div class="c xf2 y890 w4e h98"><div class="t m0 x4a h1a y7f8 ff7 fs9 fc2 sc0 ls0 ws0">Wejście w </div><div class="t m0 x4a h1a y894 ff7 fs9 fc2 sc0 ls0 ws0">życie 1 </div><div class="t m0 x4a h1a y895 ff6 fs9 fc2 sc0 ls0 ws0">stycznia 2026 </div><div class="t m0 x4a h1a y896 ff6 fs9 fc2 sc0 ls32 ws0">r.<span class="ls0"> </span></div></div><div class="c xf3 y890 w4f h98"><div class="t m0 x4a h1a y7f8 ff7 fs9 fc2 sc0 ls0 ws0">Spółki z G<span class="ff6">rupy UN<span class="_ _1"></span>IMOT </span></div><div class="t m0 x4a h1a y894 ff7 fs9 fc2 sc0 ls0 ws0">prowadzące działalno<span class="_ _1"></span>ść </div><div class="t m0 x4a h1a y895 ff6 fs9 fc2 sc0 ls0 ws0">zakresie wy<span class="_ _1"></span>twarzania </div><div class="t m0 x4a h1a y896 ff7 fs9 fc2 sc0 ls0 ws0">ciepła w kogene<span class="_ _1"></span>racji </div><div class="t m0 x4a h1a y897 ff7 fs9 fc2 sc0 ls0 ws0">będą zobowiązane d<span class="_ _1"></span>o </div><div class="t m0 x4a h1a y898 ff6 fs9 fc2 sc0 ls0 ws0">stosowani<span class="_ _1"></span>a </div><div class="t m0 x4a h1a y899 ff7 fs9 fc2 sc0 ls0 ws0">rozporządzenia pr<span class="_ _1"></span>zy </div><div class="t m0 x4a h1a y89a ff6 fs9 fc2 sc0 ls0 ws0">podejmowaniu de<span class="_ _1"></span>cyzji </div><div class="t m0 x4a h1a y1ff ff7 fs9 fc2 sc0 ls0 ws0">inwestyc<span class="_ _1"></span>yjnych objęty<span class="_ _1"></span>m </div><div class="t m0 x4a h1a y89b ff7 fs9 fc2 sc0 ls0 ws0">wsparciem państ<span class="_ _1"></span>wa.<span class="ff6"> </span></div></div><div class="c x1 y89e w4b h98"><div class="t m0 xa4 h10 y89f ff8 fs3 fc14 sc0 ls0 ws0">CIEPŁO<span class="ff5"> </span></div></div><div class="c x7c y89e w4c h98"><div class="t m0 x4a h14 y8a1 ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie Mini<span class="_ _1"></span>stra En<span class="_ _1"></span>ergii z </div><div class="t m0 x4a h14 y8a2 ff8 fs9 fc2 sc0 ls0 ws0">dnia 12 wrześni<span class="_ _1"></span>a 2025 r. w </div><div class="t m0 x4a h14 y8a3 ff8 fs9 fc2 sc0 ls0 ws0">sprawie zmiany ro<span class="_ _1"></span>zporządzenia </div><div class="t m0 x4a h14 y8a4 ff8 fs9 fc2 sc0 ls0 ws0">zmieniającego roz<span class="_ _1"></span>porządzenie w </div><div class="t m0 x4a h14 y8a5 ff8 fs9 fc2 sc0 ls0 ws0">sprawie szczegóło<span class="_ _1"></span>wych zasad </div><div class="t m0 x4a h14 y8a6 ff8 fs9 fc2 sc0 ls0 ws0">kształtowania i<span class="_ _1"></span> kalkulacji<span class="_ _1"></span> taryf </div><div class="t m0 x4a h14 y8a7 ff8 fs9 fc2 sc0 ls0 ws0">oraz rozliczeń z tytu<span class="_ _1"></span>łu </div><div class="t m0 x4a h14 y8a8 ff8 fs9 fc2 sc0 ls0 ws0">zaopatrzenia w cie<span class="_ _1"></span>pło<span class="ff5"> </span></div><div class="t m0 x4a h1a y1ff ff6 fs9 fc11 sc0 ls0 ws0">https://dzienni<span class="_ _1"></span>kustaw.gov.pl<span class="_ _1"></span>/DU/2</div><div class="t m0 x4a h1a y8a9 ff6 fs9 fc11 sc0 ls0 ws0">025/1245<span class="fc2"> </span></div><div class="t m0 x4a h1a y8aa ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y89e w4d h98"><div class="t m0 x4a h1a y8a1 ff7 fs9 fc2 sc0 ls0 ws0">Celem rozporząd<span class="_ _1"></span>zenia jest<span class="_ _1"></span> zrównanie wspar<span class="_ _1"></span>cia </div><div class="t m0 x4a h1a y8a2 ff7 fs9 fc2 sc0 ls0 ws0">jednostek<span class="_ _1"></span> kogeneracji b<span class="_ _1"></span>ez względu na datę i<span class="_ _1"></span>ch </div><div class="t m0 x4a h1a y8a3 ff7 fs9 fc2 sc0 ls0 ws0">oddania do u<span class="_ _1"></span>żytku, co po<span class="_ _1"></span>zytywnie wpłynie n<span class="_ _1"></span>a </div><div class="t m0 x4a h1a y8a4 ff7 fs9 fc2 sc0 ls0 ws0">rentowność<span class="_ _1"></span> jednostek<span class="_ _1"></span> kogeneracji oddanych </div><div class="t m0 x4a h1a y8a5 ff7 fs9 fc2 sc0 ls0 ws0">do użytku do<span class="_ _1"></span> dnia 3 listo<span class="_ _1"></span>pada 2010 r.<span class="ff6"> </span></div></div><div class="c xf2 y89e w4e h98"><div class="t m0 x4a h1a y8a1 ff7 fs9 fc2 sc0 ls0 ws0">Wejście w </div><div class="t m0 x4a h1a y8a2 ff7 fs9 fc2 sc0 ls0 ws0">życie </div><div class="t m0 x4a h1a y8a3 ff6 fs9 fc2 sc0 ls0 ws0">17.09.2025 r. </div></div><div class="c xf3 y89e w4f h98"><div class="t m0 x4a h1a y8a1 ff6 fs9 fc2 sc0 ls0 ws0">Dla Grupy<span class="_ _1"></span> UNIMOT </div><div class="t m0 x4a h1a y8a2 ff7 fs9 fc2 sc0 ls0 ws0">rozporządzenie </div><div class="t m0 x4a h1a y8a3 ff7 fs9 fc2 sc0 ls0 ws0">umożliwi równopr<span class="_ _1"></span>awne </div><div class="t m0 x4a h1a y8a4 ff6 fs9 fc2 sc0 ls0 ws0">trakto<span class="_ _1"></span>wanie w obecnej </div><div class="t m0 x4a h1a y8a5 ff6 fs9 fc2 sc0 ls0 ws0">sytuacji r<span class="_ _1"></span>ynkowej oraz </div><div class="t m0 x4a h1a y8a6 ff7 fs9 fc2 sc0 ls0 ws0">poprawi re<span class="_ _1"></span>ntowność </div><div class="t m0 x4a h1a y8a7 ff6 fs9 fc2 sc0 ls0 ws0">jednostek<span class="_ _1"></span> kogeneracji. </div></div><div class="c x1 y801 w4b h99"><div class="t m0 x5d h10 y8ab ff5 fs3 fc14 sc0 ls0 ws0">PALIWA I </div><div class="t m0 x5a h10 y8ac ff5 fs3 fc14 sc0 ls0 ws0">BIOPALIWA<span class="_ _0"></span> </div></div><div class="c x7c y801 w4c h99"><div class="t m0 x4a h14 y8af ff8 fs9 fc2 sc0 ls0 ws0">Rozporządzenie Mini<span class="_ _1"></span>stra Kli<span class="_ _1"></span>matu i </div><div class="t m0 x4a h14 y8b0 ff8 fs9 fc2 sc0 ls0 ws0">Środowiska z dni<span class="_ _1"></span>a 19 września </div><div class="t m0 x4a h14 y8b1 ff5 fs9 fc2 sc0 ls0 ws0">2025 r. w sprawie w<span class="_ _1"></span>zoru </div><div class="t m0 x4a h14 y8b2 ff8 fs9 fc2 sc0 ls0 ws0">świadectwa wy<span class="_ _1"></span>stawianego prze<span class="_ _1"></span>z </div><div class="t m0 x4a h14 y8b3 ff8 fs9 fc2 sc0 ls0 ws0">podmiot realizujący Na<span class="_ _1"></span>rodowy <span class="_ _1"></span>Cel </div><div class="t m0 x4a h14 y898 ff8 fs9 fc2 sc0 ls0 ws0">Wskaźnikowy<span class="ff5"> </span></div><div class="t m0 x4a h1a y8b4 ff6 fs9 fc11 sc0 ls0 ws0">https://dzienni<span class="_ _1"></span>kustaw.gov.pl<span class="_ _1"></span>/DU/2</div><div class="t m0 x4a h1a y8b5 ff6 fs9 fc11 sc0 ls0 ws0">025/1330<span class="fc2"> </span></div><div class="t m0 x4a h1a y1ff ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y801 w4d h99"><div class="t m0 x4a h1a y8af ff7 fs9 fc2 sc0 ls0 ws0">Nowy wzór rozpor<span class="_ _1"></span>ządzenia wyni<span class="_ _1"></span>ka ze zmian </div><div class="t m0 x4a h1a y8b0 ff6 fs9 fc2 sc0 ls0 ws0">wprowadzonych do<span class="_ _1"></span> ustawy o<span class="_ _1"></span> </div><div class="t m0 x4a h1a y8b1 ff7 fs9 fc2 sc0 ls0 ws0">biokompone<span class="_ _1"></span>ntach i biopa<span class="_ _1"></span>liwach ciek<span class="_ _1"></span>łych </div><div class="t m0 x4a h1a y8b2 ff7 fs9 fc2 sc0 ls0 ws0">nowelizacją z dni<span class="_ _1"></span>a 21 lutego 2025 r<span class="_ _1"></span>. Zakres </div><div class="t m0 x4a h1a y8b3 ff7 fs9 fc2 sc0 ls0 ws0">świadectwa zost<span class="_ _1"></span>ał rozszerzony o  <span class="_ _1"></span>ciekłe pal<span class="_ _1"></span>iwa </div><div class="t m0 x4a h1a y898 ff7 fs9 fc2 sc0 ls0 ws0">węglowe pocho<span class="_ _1"></span>dzące z recyk<span class="_ _1"></span>lingu, gazowe </div><div class="t m0 x4a h1a y8b4 ff7 fs9 fc2 sc0 ls0 ws0">paliwa węglowe p<span class="_ _1"></span>ochodzące z re<span class="_ _1"></span>cyklingu oraz </div><div class="t m0 x4a h1a y8b5 ff6 fs9 fc2 sc0 ls0 ws0">inne pali<span class="_ _1"></span>wa odnawialne<span class="_ _1"></span>.    </div><div class="t m0 x4a h1a y1ff ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y801 w4e h99"><div class="t m0 x4a h1a y8af ff7 fs9 fc2 sc0 ls0 ws0">Wejście w </div><div class="t m0 x4a h1a y8b0 ff7 fs9 fc2 sc0 ls0 ws0">życie </div><div class="t m0 x4a h1a y8b1 ff6 fs9 fc2 sc0 ls0 ws0">2.03.2026 r. </div><div class="t m0 x4a h1a y8b2 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf3 y801 w4f h99"><div class="t m0 x4a h1a y8af ff6 fs9 fc2 sc0 ls0 ws0">Podmioty z Grupy<span class="_ _1"></span> </div><div class="t m0 x4a h1a y8b0 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT <span class="ff7">zobowią<span class="_ _1"></span>zane </span></div><div class="t m0 x4a h1a y8b1 ff6 fs9 fc2 sc0 ls0 ws0">do reali<span class="_ _1"></span>zacji NCW </div><div class="t m0 x4a h1a y8b2 ff7 fs9 fc2 sc0 ls0 ws0">korzystać<span class="_ _1"></span> będą z </div><div class="t m0 x4a h1a y8b3 ff6 fs9 fc2 sc0 ls0 ws0">nowego wzoru </div><div class="t m0 x4a h1a y898 ff7 fs9 fc2 sc0 ls0 ws0">świadectwa.<span class="ff6"> </span></div><div class="t m0 x4a h1a y8b4 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y863 w50 h9d"><div class="t m0 xf5 h10 y613 ff8 fs3 fc14 sc0 ls0 ws0">WYBRANE PROJEKTY UST<span class="_ _0"></span>AW I ROZPORZĄ<span class="_ _0"></span>DZEŃ<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x1 y8f9 w4b h9e"><div class="t m0 x5d h10 y8fa ff5 fs3 fc14 sc0 ls0 ws0">PALIWA I </div><div class="t m0 x5a h10 y8fb ff5 fs3 fc14 sc0 ls0 ws0">BIOPALIWA<span class="_ _0"></span> </div></div><div class="c x7c y8f9 w4c h9e"><div class="t m0 x4a h14 y8fc ff5 fs9 fc2 sc0 ls0 ws0">Projekt ustawy o <span class="_ _1"></span>zmianie usta<span class="_ _1"></span>wy </div><div class="t m0 x4a h14 y8fd ff5 fs9 fc2 sc0 ls0 ws0">o biokomponentac<span class="_ _1"></span>h i biopali<span class="_ _1"></span>wach </div><div class="t m0 x4a h14 y8fe ff8 fs9 fc2 sc0 ls0 ws0">ciekłych oraz ni<span class="_ _1"></span>ektórych innych </div><div class="t m0 x4a h14 y8ff ff5 fs9 fc2 sc0 ls0 ws0">ustaw </div><div class="t m0 x4a h1a y900 ff6 fs9 fc11 sc0 ls0 ws0">https://legisl<span class="_ _1"></span>acja.rcl.gov.pl<span class="_ _1"></span>/projekt</div><div class="t m0 x4a h1a y901 ff6 fs9 fc11 sc0 ls0 ws0">/12406050<span class="fc2"> </span></div><div class="t m0 x4a h1a y902 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y8f9 w4d h9e"><div class="t m0 x4a h1a y8fc ff7 fs9 fc2 sc0 ls0 ws0">Celem projek<span class="_ _1"></span>tu jest wd<span class="_ _1"></span>rożenie do polsk<span class="_ _1"></span>iego </div><div class="t m0 x4a h1a y8fd ff7 fs9 fc2 sc0 ls0 ws0">porządku prawne<span class="_ _1"></span>go postano<span class="_ _1"></span>wień tzw. </div><div class="t m0 x4a h1a y8fe ff6 fs9 fc2 sc0 ls0 ws0">Dyrekt<span class="_ _1"></span>ywy RED3 w obszarze tran<span class="_ _1"></span>sportu.  </div><div class="t m0 x4a h1a y8ff ff7 fs9 fc2 sc0 ls0 ws0">Do najważniejszych <span class="_ _1"></span>proponowany<span class="_ _1"></span>ch zmian </div><div class="t m0 x4a h1a y900 ff7 fs9 fc2 sc0 ls0 ws0">należy zaliczyć:<span class="ff6"> </span></div><div class="t m0 x4c h1a y903 ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">zmianę pozio<span class="_ _1"></span>mu NCW na ro<span class="_ _1"></span>k 2030 z </span></span></div><div class="t m0 x14 h1a y904 ff6 fs9 fc2 sc0 ls0 ws0">14,5% na 29% oraz ce<span class="_ _1"></span>lów </div><div class="t m0 x14 h1a y905 ff7 fs9 fc2 sc0 ls0 ws0">przejściowyc<span class="_ _1"></span>h: na 2027 r. z 10% na </div><div class="t m0 x14 h1a y906 ff6 fs9 fc2 sc0 ls0 ws0">11%, na 2028 r. z 1<span class="_ _1"></span>0% na 13%, na </div><div class="t m0 x14 h1a y907 ff6 fs9 fc2 sc0 ls0 ws0">2029 r. z 10% na 15<span class="_ _1"></span>%; </div><div class="t m0 x4c h1a y908 ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">zmianę mian<span class="_ _1"></span>ownika (po<span class="_ _1"></span>dstawy </span></span></div><div class="t m0 x14 h1a y909 ff7 fs9 fc2 sc0 ls0 ws0">NCW) poprzez obję<span class="_ _1"></span>cie m.in. pal<span class="_ _1"></span>iw </div><div class="t m0 x14 h1a y90a ff6 fs9 fc2 sc0 ls0 ws0">gazowych (w t<span class="_ _1"></span>ym LPG i LNG) o<span class="_ _1"></span>raz </div><div class="t m0 x14 h1a y90b ff6 fs9 fc2 sc0 ls0 ws0">energii e<span class="_ _1"></span>lektrycznej z OZE </div><div class="t m0 x14 h1a y90c ff6 fs9 fc2 sc0 ls0 ws0">dostarczanej d<span class="_ _1"></span>o pojazdów </div><div class="t m0 x14 h1a y90d ff6 fs9 fc2 sc0 ls0 ws0">drogowych l<span class="_ _1"></span>ub kolejowych; </div><div class="t m0 x4c h1a y90e ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">zwiększenie<span class="_ _1"></span> udziału </span></span></div><div class="t m0 x14 h1a y90f ff6 fs9 fc2 sc0 ls0 ws0">biokompone<span class="_ _1"></span>ntów zaawansowanyc<span class="_ _1"></span>h </div><div class="t m0 x14 h1a y910 ff6 fs9 fc2 sc0 ls0 ws0">z 3,5% do 5,5% w 203<span class="_ _1"></span>0 r.; </div><div class="t m0 x4c h1a y911 ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">wprowadzenie<span class="_ _1"></span> obowiązku ud<span class="_ _1"></span>ziału </span></span></div><div class="t m0 x14 h1a y912 ff6 fs9 fc2 sc0 ls0 ws0">co najmniej 1% pal<span class="_ _1"></span>iw odnawial<span class="_ _1"></span>nych </div><div class="t m0 x14 h1a y28f ff6 fs9 fc2 sc0 ls0 ws0">pochodzenia <span class="_ _1"></span>niebiologicznego </div><div class="t m0 x14 h1a y913 ff6 fs9 fc2 sc0 ls0 ws0">(RFNBO); </div><div class="t m0 x4c h1a y88f ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">wprowadzenie<span class="_ _1"></span> mnożników dla </span></span></div><div class="t m0 x14 h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">paliw sto<span class="_ _1"></span>sowanych w transp<span class="_ _1"></span>orcie </div><div class="t m0 x14 h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0">lotnic<span class="_ _1"></span>zym i morskim. </div><div class="t m0 x4a h1a y0 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y8f9 w4e h9e"><div class="t m0 x4a h1a y8fc ff6 fs9 fc2 sc0 ls0 ws0">Projekt n<span class="_ _1"></span>a </div><div class="t m0 x4a h1a y8fd ff6 fs9 fc2 sc0 ls0 ws0">etapie </div><div class="t m0 x4a h1a y8fe ff6 fs9 fc2 sc0 ls0 ws0">konsult<span class="_ _1"></span>acji i </div><div class="t m0 x4a h1a y8ff ff7 fs9 fc2 sc0 ls0 ws0">uzgodnień </div><div class="t m0 x4a h1a y900 ff7 fs9 fc2 sc0 ls0 ws0">międzyresort</div><div class="t m0 x4a h1a y901 ff6 fs9 fc2 sc0 ls0 ws0">owych, </div><div class="t m0 x4a h1a y914 ff6 fs9 fc2 sc0 ls0 ws0">opublik<span class="_ _1"></span>owan</div><div class="t m0 x4a h1a y915 ff6 fs9 fc2 sc0 ls0 ws0">y 14.01.2026 </div><div class="t m0 x4a h1a y916 ff6 fs9 fc2 sc0 ls32 ws0">r.<span class="ls0"> </span></div><div class="t m0 x4a h1a y917 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf3 y8f9 w4f h9e"><div class="t m0 x4a h1a y8fc ff7 fs9 fc2 sc0 ls0 ws0">Ewentualne we<span class="_ _1"></span>jście w </div><div class="t m0 x4a h1a y8fd ff7 fs9 fc2 sc0 ls0 ws0">życie proje<span class="_ _1"></span>ktu </div><div class="t m0 x4a h1a y8fe ff6 fs9 fc2 sc0 ls0 ws0">(planowane w d<span class="_ _1"></span>niu 1 </div><div class="t m0 x4a h1a y8ff ff7 fs9 fc2 sc0 ls0 ws0">stycznia 2027 r<span class="_ _1"></span>.) będzie </div><div class="t m0 x4a h1a y900 ff7 fs9 fc2 sc0 ls0 ws0">miało kluczowe </div><div class="t m0 x4a h1a y901 ff6 fs9 fc2 sc0 ls0 ws0">znaczenie dla </div><div class="t m0 x4a h1a y914 ff7 fs9 fc2 sc0 ls0 ws0">przedsiębi<span class="_ _1"></span>orstw </div><div class="t m0 x4a h1a y915 ff7 fs9 fc2 sc0 ls0 ws0">działających na r<span class="_ _1"></span>ynku </div><div class="t m0 x4a h1a y916 ff6 fs9 fc2 sc0 ls0 ws0">paliwowym, w </div><div class="t m0 x4a h1a y918 ff7 fs9 fc2 sc0 ls0 ws0">szczególnośc<span class="_ _1"></span>i objętych </div><div class="t m0 x4a h1a y919 ff7 fs9 fc2 sc0 ls0 ws0">obowiązkiem re<span class="_ _1"></span>alizacji </div><div class="t m0 x4a h1a y91a ff6 fs9 fc2 sc0 ls0 ws0">Narodowego Cel<span class="_ _1"></span>u </div><div class="t m0 x4a h1a y91b ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnikowego (N<span class="_ _1"></span>CW) </div><div class="t m0 x4a h1a y91c ff7 fs9 fc2 sc0 ls0 ws0">istotnie wpływając<span class="_ _1"></span> na </div><div class="t m0 x4a h1a y91d ff7 fs9 fc2 sc0 ls0 ws0">ich polity<span class="_ _1"></span>kę zakupową, </div><div class="t m0 x4a h1a y91e ff7 fs9 fc2 sc0 ls0 ws0">strategię<span class="_ _1"></span> </div><div class="t m0 x4a h1a y91f ff6 fs9 fc2 sc0 ls0 ws0">funkcjono<span class="_ _1"></span>wania, czy </div><div class="t m0 x4a h1a y920 ff7 fs9 fc2 sc0 ls0 ws0">rentowność<span class="_ _1"></span>.<span class="ff6"> </span></div><div class="t m0 x4a h1a y889 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1382.440000px;width:119.000000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1362.920000px;width:35.970000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1117.440000px;width:119.000000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1097.920000px;width:35.970000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:891.520000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:871.980000px;width:35.970000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:635.680000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:616.140000px;width:40.030000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">64<span class="ls0"> </span></div></div><div class="c x1 y921 w4b h9f"><div class="t m0 x9a h10 y922 ff5 fs3 fc14 sc0 ls0 ws0">ENERGIA </div><div class="t m0 x93 h10 y923 ff5 fs3 fc14 sc0 ls0 ws0">ELEKTRYCZNA, </div><div class="t m0 x5e h10 y924 ff5 fs3 fc14 sc0 ls0 ws0">GAZ ZIEMNY </div></div><div class="c x7c y921 w4c h9f"><div class="t m0 x4a h14 y8e2 ff5 fs9 fc2 sc0 ls0 ws0">Projekt ustawy o <span class="_ _1"></span>zmianie usta<span class="_ _1"></span>wy </div><div class="t m0 x4a h14 y8e3 ff8 fs9 fc2 sc0 ls0 ws0">–<span class="ff5"> Prawo energet<span class="_ _1"></span>yczne oraz </span></div><div class="t m0 x4a h14 y88b ff8 fs9 fc2 sc0 ls0 ws0">ustawy o odnawial<span class="_ _1"></span>nych źródłac<span class="_ _1"></span>h </div><div class="t m0 x4a h14 y88c ff5 fs9 fc2 sc0 ls0 ws0">energii UD284  </div><div class="t m0 x4a h1a y88d ff6 fs9 fc11 sc0 ls0 ws0">https://legisl<span class="_ _1"></span>acja.rcl.gov.pl<span class="_ _1"></span>/projekt</div><div class="t m0 x4a h1a y8d8 ff6 fs9 fc11 sc0 ls0 ws0">/12404106/katal<span class="_ _1"></span>og/13168891#131</div><div class="t m0 x4a h1a y88f ff6 fs9 fc11 sc0 ls6 ws0">68891<span class="fc2 ls0"> </span></div><div class="t m0 x4a h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c xf1 y921 w4d h9f"><div class="t m0 x4a h1a y8e2 ff7 fs9 fc2 sc0 ls0 ws0">Przywrócenie<span class="_ _1"></span> tzw. obliga giełdowe<span class="_ _1"></span>go dot. </div><div class="t m0 x4a h1a y8e3 ff7 fs9 fc2 sc0 ls0 ws0">energii e<span class="_ _1"></span>lektrycznej oraz zwięk<span class="_ _1"></span>szenie obl<span class="_ _1"></span>iga </div><div class="t m0 x4a h1a y88b ff7 fs9 fc2 sc0 ls0 ws0">giełdowego na rynk<span class="_ _1"></span>u wysoko<span class="_ _1"></span>metanowego </div><div class="t m0 x4a h1a y88c ff6 fs9 fc2 sc0 ls0 ws0">gazu ziemnego </div><div class="t m0 x4a h1a y925 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y921 w4e h9f"><div class="t m0 x4a h1a y8e2 ff6 fs9 fc2 sc0 ls0 ws0">Projekt n<span class="_ _1"></span>a </div><div class="t m0 x4a h1a y8e3 ff6 fs9 fc2 sc0 ls0 ws0">etapie </div><div class="t m0 x4a h1a y88b ff6 fs9 fc2 sc0 ls0 ws0">konsult<span class="_ _1"></span>acji i </div><div class="t m0 x4a h1a y88c ff7 fs9 fc2 sc0 ls0 ws0">uzgodnień w </div><div class="t m0 x4a h1a y88d ff7 fs9 fc2 sc0 ls0 ws0">Rządowym </div><div class="t m0 x4a h1a y8d8 ff6 fs9 fc2 sc0 ls0 ws0">procesi<span class="_ _1"></span>e </div><div class="t m0 x4a h1a y88f ff6 fs9 fc2 sc0 ls0 ws0">legislacyjny<span class="_ _1"></span>m </div></div><div class="c xf3 y921 w4f h9f"><div class="t m0 x4a h1a y8e2 ff6 fs9 fc2 sc0 ls0 ws0">Ewentualne </div><div class="t m0 x4a h1a y8e3 ff7 fs9 fc2 sc0 ls0 ws0">wprowadzenie/z<span class="_ _1"></span>większe</div><div class="t m0 x4a h1a y88b ff7 fs9 fc2 sc0 ls0 ws0">nie obli<span class="_ _1"></span>ga giełdowego </div><div class="t m0 x4a h1a y88c ff7 fs9 fc2 sc0 ls0 ws0">może pozytywnie </div><div class="t m0 x4a h1a y88d ff7 fs9 fc2 sc0 ls0 ws0">wpłynąć na podmio<span class="_ _1"></span>tu z </div><div class="t m0 x4a h1a y8d8 ff6 fs9 fc2 sc0 ls0 ws0">Grupy UNIMO<span class="_ _1"></span>T </div><div class="t m0 x4a h1a y88f ff7 fs9 fc2 sc0 ls0 ws0">dokonujące<span class="_ _1"></span> zakupów </div><div class="t m0 x4a h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">energii e<span class="_ _1"></span>lektrycznej i </div><div class="t m0 x4a h1a y2db ff6 fs9 fc2 sc0 ls0 ws0">gazu ziemnego n<span class="_ _1"></span>a TGE. </div></div><div class="c x1 y926 w4b ha0"><div class="t m0 x9a h10 y927 ff5 fs3 fc14 sc0 ls0 ws0">ENERGIA </div><div class="t m0 x2 h10 y928 ff5 fs3 fc14 sc0 ls0 ws0">ELEKTRYCZNA<span class="_ _0"></span> </div></div><div class="c x7c y926 w4c ha0"><div class="t m0 x4a h14 y929 ff5 fs9 fc2 sc0 ls0 ws0">Ustawa z dnia 27 l<span class="_ _1"></span>utego 2026 r. o </div><div class="t m0 x4a h14 y92a ff5 fs9 fc2 sc0 ls0 ws0">zmianie ustaw<span class="_ _1"></span>y <span class="ff8">–</span> Prawo </div><div class="t m0 x4a h14 y92b ff5 fs9 fc2 sc0 ls0 ws0">energetyczne ora<span class="_ _1"></span>z niektórych </div><div class="t m0 x4a h14 y92c ff5 fs9 fc2 sc0 ls0 ws0">innych ustaw<span class="_ _1"></span> </div><div class="t m0 x4a h1a y92d ff6 fs9 fc11 sc0 ls0 ws0">https://ork<span class="_ _1"></span>a.sejm.gov.pl/proc10.ns</div><div class="t m0 x4a h1a y92e ff6 fs9 fc11 sc0 ls0 ws0">f/ustawy/2150_u.ht<span class="_ _1"></span>m<span class="fc2"> </span></div><div class="t m0 x4a h1a y8f2 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y926 w4d ha0"><div class="t m0 x4a h1a y929 ff7 fs9 fc2 sc0 ls0 ws0">Projekt d<span class="_ _1"></span>otyczy m.in. wprowadzenia <span class="_ _1"></span>części<span class="_ _1"></span> </div><div class="t m0 x4a h1a y92a ff7 fs9 fc2 sc0 ls0 ws0">„pakietu <span class="_ _1"></span>antyblackoutowe<span class="_ _1"></span>go” i wzmocnie<span class="_ _1"></span>nia </div><div class="t m0 x4a h1a y92b ff7 fs9 fc2 sc0 ls0 ws0">bezpieczeństwa e<span class="_ _1"></span>nergetyc<span class="_ _1"></span>znego Polski p<span class="_ _1"></span>oprzez </div><div class="t m0 x4a h1a y92c ff7 fs9 fc2 sc0 ls0 ws0">zwiększenie o<span class="_ _1"></span>dporności<span class="_ _1"></span> Krajowego Systemu </div><div class="t m0 x4a h1a y92d ff7 fs9 fc2 sc0 ls0 ws0">Elektro<span class="_ _1"></span>energetycznego na zakłóc<span class="_ _1"></span>enia, awarie<span class="_ _1"></span> i </div><div class="t m0 x4a h1a y92e ff6 fs9 fc2 sc0 ls0 ws0">cyberat<span class="_ _1"></span>aki; uproszczenia i<span class="_ _1"></span> przyspieszeni<span class="ls33">a </span></div><div class="t m0 x4a h1a y8f2 ff7 fs9 fc2 sc0 ls0 ws0">przyłączania do si<span class="_ _1"></span>eci ele<span class="_ _1"></span>ktroenergetycznej.<span class="ff6"> </span></div><div class="t m0 x4a h1a y917 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y926 w4e ha0"><div class="t m0 x4a h1a y929 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa </div><div class="t m0 x4a h1a y92a ff7 fs9 fc2 sc0 ls0 ws0">przyjęta przez </div><div class="t m0 x4a h1a y92b ff6 fs9 fc2 sc0 ls0 ws0">Sejm i </div><div class="t m0 x4a h1a y92c ff6 fs9 fc2 sc0 ls0 ws0">przekazana </div><div class="t m0 x4a h1a y92d ff6 fs9 fc2 sc0 ls0 ws0">do Senatu </div></div><div class="c xf3 y926 w4f ha0"><div class="t m0 x4a h1a y929 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa ma znaczeni<span class="_ _1"></span>e w </div><div class="t m0 x4a h1a y92a ff7 fs9 fc2 sc0 ls0 ws0">kontek<span class="_ _1"></span>ście </div><div class="t m0 x4a h1a y92b ff6 fs9 fc2 sc0 ls0 ws0">wprowadzenia </div><div class="t m0 x4a h1a y92c ff6 fs9 fc2 sc0 ls0 ws0">dodatkowy<span class="_ _1"></span>ch regulacji </div><div class="t m0 x4a h1a y92d ff7 fs9 fc2 sc0 ls0 ws0">dotyczącyc<span class="_ _1"></span>h umów na </div><div class="t m0 x4a h1a y92e ff7 fs9 fc2 sc0 ls0 ws0">dostawę ene<span class="_ _1"></span>rgii </div><div class="t m0 x4a h1a y8f2 ff6 fs9 fc2 sc0 ls0 ws0">elektryc<span class="_ _1"></span>znej </div><div class="t m0 x4a h1a y917 ff6 fs9 fc2 sc0 ls0 ws0">zawieranych z </div><div class="t m0 x4a h1a y8d4 ff6 fs9 fc2 sc0 ls0 ws0">odbiorc<span class="_ _1"></span>ami, czy </div><div class="t m0 x4a h1a y8d5 ff6 fs9 fc2 sc0 ls0 ws0">wprowadzenia </div><div class="t m0 x4a h1a y8f4 ff7 fs9 fc2 sc0 ls0 ws0">obowiązku wobe<span class="_ _1"></span>c </div><div class="t m0 x4a h1a y884 ff6 fs9 fc2 sc0 ls0 ws0">sprzedawców ene<span class="_ _1"></span>rgii </div><div class="t m0 x4a h1a y92f ff6 fs9 fc2 sc0 ls0 ws0">elektryc<span class="_ _1"></span>znej </div><div class="t m0 x4a h1a y930 ff6 fs9 fc2 sc0 ls0 ws0">opracowani<span class="_ _1"></span>a i </div><div class="t m0 x4a h1a y931 ff6 fs9 fc2 sc0 ls0 ws0">stosowani<span class="_ _1"></span>a strategii </div><div class="t m0 x4a h1a y932 ff6 fs9 fc2 sc0 ls0 ws0">ograniczenia r<span class="_ _1"></span>yzyka </div><div class="t m0 x4a h1a y8d7 ff6 fs9 fc2 sc0 ls0 ws0">(strate<span class="_ _1"></span>gii </div><div class="t m0 x4a h1a y88a ff7 fs9 fc2 sc0 ls0 ws0">zabezpieczającej). </div><div class="t m0 x4a h1a y933 ff6 fs9 fc2 sc0 ls0 ws0">Istotne znac<span class="_ _1"></span>zenie ma </div><div class="t m0 x4a h1a y88c ff7 fs9 fc2 sc0 ls0 ws0">również umożliwie<span class="_ _1"></span>nie </div><div class="t m0 x4a h1a y934 ff7 fs9 fc2 sc0 ls0 ws0">współdzielenia <span class="_ _1"></span>przyłącza </div><div class="t m0 x4a h1a y88e ff6 fs9 fc2 sc0 ls0 ws0">energetyc<span class="_ _1"></span>znego na </div><div class="t m0 x4a h1a y88f ff6 fs9 fc2 sc0 ls0 ws0">magazyny ener<span class="_ _1"></span>gii (cable<span class="_ _1"></span> </div><div class="t m0 x4a h1a y2f4 ff6 fs9 fc2 sc0 ls0 ws0">pooling). </div><div class="t m0 x4a h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y935 w4b ha1"><div class="t m0 x5c h10 y80e ff5 fs3 fc14 sc0 ls0 ws0">BIOMETAN </div></div><div class="c x7c y935 w4c ha1"><div class="t m0 x4a h14 y936 ff5 fs9 fc2 sc0 ls0 ws0">Projekt ustawy o <span class="_ _1"></span>zmianie usta<span class="_ _1"></span>wy </div><div class="t m0 x4a h14 yaa ff8 fs9 fc2 sc0 ls0 ws0">o odnawialnych <span class="_ _1"></span>źródłach energi<span class="_ _1"></span>i </div><div class="t m0 x4a h14 y937 ff5 fs9 fc2 sc0 ls0 ws0">oraz niektórych inn<span class="_ _1"></span>ych ustaw </div><div class="t m0 x4a h1a y400 ff6 fs9 fc11 sc0 ls0 ws0">https://legisl<span class="_ _1"></span>acja.rcl.gov.pl<span class="_ _1"></span>/projekt</div><div class="t m0 x4a h1a y938 ff6 fs9 fc11 sc0 ls0 ws0">/12405700<span class="fc2"> </span></div><div class="t m0 x4a h1a y939 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y935 w4d ha1"><div class="t m0 x4a h1a y936 ff7 fs9 fc2 sc0 ls0 ws0">Projekt p<span class="_ _1"></span>rzewiduje szere<span class="_ _1"></span>g zmian mający<span class="_ _1"></span>ch na </div><div class="t m0 x4a h1a yaa ff6 fs9 fc2 sc0 ls0 ws0">celu uspr<span class="_ _1"></span>awnienie realizacji<span class="_ _1"></span> inwestycji w O<span class="_ _1"></span>ZE, </div><div class="t m0 x4a h1a y937 ff6 fs9 fc2 sc0 ls0 ws0">m.in.: </div><div class="t m0 x4c h1a y93a ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff6">wprowadza wspar<span class="_ _1"></span>cia dla bi<span class="_ _1"></span>ometanu </span></span></div><div class="t m0 x14 h1a y93b ff6 fs9 fc2 sc0 ls0 ws0">w instalac<span class="_ _1"></span>jach o mocy </div><div class="t m0 x14 h1a y93c ff7 fs9 fc2 sc0 ls0 ws0">zainstalowane<span class="_ _1"></span>j większej ni<span class="_ _1"></span>ż 1 MW </div><div class="t m0 x14 h1a y93d ff6 fs9 fc2 sc0 ls0 ws0">(system auk<span class="_ _1"></span>cjny), </div><div class="t m0 x4c h1a y911 ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">okre<span class="_ _1"></span>śla zasady funkcjo<span class="_ _1"></span>nowania </span></span></div><div class="t m0 x14 h1a y912 ff7 fs9 fc2 sc0 ls0 ws0">gazociągu bezpośr<span class="_ _1"></span>edniego bi<span class="_ _1"></span>ogazu, </div><div class="t m0 x14 h1a y93e ff6 fs9 fc2 sc0 ls0 ws0">biogazu rolni<span class="_ _1"></span>czego lub biomet<span class="_ _1"></span>anu </div><div class="t m0 x4c h1a y8d8 ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">wprowadzenie<span class="_ _1"></span> szeregu usprawni<span class="_ _1"></span>eń </span></span></div><div class="t m0 x14 h1a y93f ff6 fs9 fc2 sc0 ls0 ws0">w procesi<span class="_ _1"></span>e inwestycyjny<span class="_ _1"></span>m </div><div class="t m0 x14 h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">lądowych e<span class="_ _1"></span>lektrowni wi<span class="_ _1"></span>atrowych<span class="ff6"> </span></div><div class="t m0 x4a h1a y2db ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y935 w4e ha1"><div class="t m0 x4a h1a y936 ff6 fs9 fc2 sc0 ls0 ws0">Projekt n<span class="_ _1"></span>a </div><div class="t m0 x4a h1a yaa ff6 fs9 fc2 sc0 ls0 ws0">etapie </div><div class="t m0 x4a h1a y937 ff6 fs9 fc2 sc0 ls0 ws0">rozpatrywani</div><div class="t m0 x4a h1a y400 ff7 fs9 fc2 sc0 ls0 ws0">a przez Stały </div><div class="t m0 x4a h1a y938 ff6 fs9 fc2 sc0 ls0 ws0">Komitet Rad<span class="_ _1"></span> </div><div class="t m0 x4a h1a y939 ff6 fs9 fc2 sc0 ls0 ws0">Ministr<span class="_ _1"></span>ów </div><div class="t m0 x4a h1a y6b9 ff6 fs9 fc2 sc0 ls0 ws0">(skiero<span class="_ _1"></span>wany </div><div class="t m0 x4a h1a y940 ff6 fs9 fc2 sc0 ls0 ws0">30.01.2026 r.) <span class="_ _1"></span> </div><div class="t m0 x4a h1a y941 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf3 y935 w4f ha1"><div class="t m0 x4a h1a y936 ff6 fs9 fc2 sc0 ls0 ws0">Dla Grupy<span class="_ _1"></span> UNIMOT </div><div class="t m0 x4a h1a yaa ff7 fs9 fc2 sc0 ls0 ws0">wejście w życi<span class="_ _1"></span>e projektu </div><div class="t m0 x4a h1a y937 ff6 fs9 fc2 sc0 ls0 ws0">stanowi w i<span class="_ _1"></span>stocie </div><div class="t m0 x4a h1a y400 ff6 fs9 fc2 sc0 ls0 ws0">warunek k<span class="_ _1"></span>onieczny </div><div class="t m0 x4a h1a y938 ff7 fs9 fc2 sc0 ls0 ws0">opłacalnośc<span class="_ _1"></span>i inwestycji<span class="_ _1"></span> </div><div class="t m0 x4a h1a y939 ff7 fs9 fc2 sc0 ls0 ws0">polegających <span class="_ _1"></span>na </div><div class="t m0 x4a h1a y6b9 ff6 fs9 fc2 sc0 ls0 ws0">budowie bi<span class="_ _1"></span>ometanowni, </div><div class="t m0 x4a h1a y940 ff6 fs9 fc2 sc0 ls0 ws0">a w konsek<span class="_ _1"></span>wencji </div><div class="t m0 x4a h1a y941 ff6 fs9 fc2 sc0 ls0 ws0">rozwoju rynk<span class="_ _1"></span>u bio-LNG i </div><div class="t m0 x4a h1a y942 ff6 fs9 fc2 sc0 ls0 ws0">bio-CNG. Jest<span class="_ _1"></span> to </div><div class="t m0 x4a h1a y943 ff6 fs9 fc2 sc0 ls0 ws0">potencjal<span class="_ _1"></span>ne pole </div><div class="t m0 x4a h1a y944 ff6 fs9 fc2 sc0 ls0 ws0">rozwoju biznesu G<span class="_ _1"></span>rupy </div><div class="t m0 x4a h1a y1e1 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT  . </div><div class="t m0 x4a h1a y158 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y945 w4b ha2"><div class="t m0 x58 h10 y946 ff5 fs3 fc14 sc0 ls0 ws0">PALIWA, </div><div class="t m0 x2 h10 y947 ff8 fs3 fc14 sc0 ls0 ws0">EFEKTYWNOŚ</div><div class="t m0 x1d h10 y948 ff8 fs3 fc14 sc0 ls0 ws0">ĆENERGETYCZ</div><div class="t m0 x33 h10 y949 ff5 fs3 fc14 sc0 ls34 ws0">NA<span class="ls0"> </span></div></div><div class="c x7c y945 w4c ha2"><div class="t m0 x4a h14 y92e ff5 fs9 fc2 sc0 ls0 ws0">Projekt ustawy o <span class="_ _1"></span>zmianie usta<span class="_ _1"></span>wy </div><div class="t m0 x4a h14 y8f2 ff8 fs9 fc2 sc0 ls0 ws0">o efektywności ener<span class="_ _1"></span>getycznej </div><div class="t m0 x4a h14 y917 ff5 fs9 fc2 sc0 ls0 ws0">oraz niektórych inn<span class="_ _1"></span>ych ustaw </div><div class="t m0 x4a h1a y8d4 ff6 fs9 fc11 sc0 ls0 ws0">https://legisl<span class="_ _1"></span>acja.rcl.gov.pl<span class="_ _1"></span>/projekt</div><div class="t m0 x4a h1a y8d5 ff6 fs9 fc11 sc0 ls0 ws0">/12402653<span class="fc2"> </span></div><div class="t m0 x4a h1a y8f4 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y945 w4d ha2"><div class="t m0 x4a h1a y92e ff7 fs9 fc2 sc0 ls0 ws0">Wśród założeń pr<span class="_ _1"></span>ojektu <span class="_ _1"></span>znalazły się m.in.<span class="ff6"> </span></div><div class="t m0 x4c h1a y94a ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">zmiana zasad r<span class="_ _1"></span>ozliczania obo<span class="_ _1"></span>wiązku </span></span></div><div class="t m0 x14 h1a y94b ff7 fs9 fc2 sc0 ls0 ws0">efektywnośc<span class="_ _1"></span>iowego opłatą </div><div class="t m0 x14 h1a y94c ff7 fs9 fc2 sc0 ls0 ws0">zastępczą,<span class="ff6"> </span></div><div class="t m0 x4c h1a y94d ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">nowe zasady u<span class="_ _1"></span>stalania wy<span class="_ _1"></span>sokości </span></span></div><div class="t m0 x14 h1a y94e ff7 fs9 fc2 sc0 ls0 ws0">opłaty zastępc<span class="_ _1"></span>zej na lata 2027<span class="ff6">-</span></div><div class="t m0 x14 h1a y94f ff6 fs9 fc2 sc0 ls0 ws0">2030,  </div><div class="t m0 x4c h1a y950 ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">zmiany doty<span class="_ _1"></span>czące rozliczani<span class="_ _1"></span>a paliw </span></span></div><div class="t m0 x14 h1a y951 ff7 fs9 fc2 sc0 ls0 ws0">przeznaczonych lub<span class="_ _1"></span> pochodzącyc<span class="_ _1"></span>h z </div><div class="t m0 x14 h1a y952 ff7 fs9 fc2 sc0 ls0 ws0">zapasów obowiązkowy<span class="_ _1"></span>ch i </div><div class="t m0 x14 h1a y953 ff6 fs9 fc2 sc0 ls0 ws0">agencyjnych, </div><div class="t m0 x4c h1a y954 ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">Zmiany w obs<span class="_ _1"></span>zarze rozliczeń </span></span></div><div class="t m0 x14 h1a y955 ff7 fs9 fc2 sc0 ls0 ws0">przedsięwzięć EFE.<span class="ff6"> </span></div><div class="t m0 x4a h1a y956 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y945 w4e ha2"><div class="t m0 x4a h1a y92e ff6 fs9 fc2 sc0 ls0 ws0">Projekt </div><div class="t m0 x4a h1a y8f2 ff6 fs9 fc2 sc0 ls0 ws0">opublik<span class="_ _1"></span>owan</div><div class="t m0 x4a h1a y917 ff6 fs9 fc2 sc0 ls0 ws0">y 30.09.2025 </div><div class="t m0 x4a h1a y8d4 ff6 fs9 fc2 sc0 ls0 ws0">r., na etapi<span class="_ _1"></span>e </div><div class="t m0 x4a h1a y8d5 ff6 fs9 fc2 sc0 ls0 ws0">konsult<span class="_ _1"></span>acji i </div><div class="t m0 x4a h1a y8f4 ff7 fs9 fc2 sc0 ls0 ws0">uzgodnień </div><div class="t m0 x4a h1a y884 ff7 fs9 fc2 sc0 ls0 ws0">międzyresort</div><div class="t m0 x4a h1a y885 ff6 fs9 fc2 sc0 ls0 ws0">owych </div><div class="t m0 x4a h1a y886 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf3 y945 w4f ha2"><div class="t m0 x4a h1a y92e ff6 fs9 fc2 sc0 ls0 ws0">Projekt ma i<span class="_ _1"></span>stotne </div><div class="t m0 x4a h1a y8f2 ff6 fs9 fc2 sc0 ls0 ws0">znaczenie z punkt<span class="_ _1"></span>u </div><div class="t m0 x4a h1a y917 ff6 fs9 fc2 sc0 ls0 ws0">widzenia podmio<span class="_ _1"></span>tów </div><div class="t m0 x4a h1a y8d4 ff6 fs9 fc2 sc0 ls0 ws0">Grupy UNIMO<span class="_ _1"></span>T, które </div><div class="t m0 x4a h1a y8d5 ff7 fs9 fc2 sc0 ls0 ws0">prowadzą działal<span class="_ _1"></span>ność w </div><div class="t m0 x4a h1a y8f4 ff6 fs9 fc2 sc0 ls0 ws0">zakresie o<span class="_ _1"></span>brotu </div><div class="t m0 x4a h1a y884 ff7 fs9 fc2 sc0 ls0 ws0">paliwami cie<span class="_ _1"></span>kłymi i w </div><div class="t m0 x4a h1a y885 ff7 fs9 fc2 sc0 ls0 ws0">związku z tym są </div><div class="t m0 x4a h1a y886 ff6 fs9 fc2 sc0 ls0 ws0">podmiotami </div><div class="t m0 x4a h1a y887 ff7 fs9 fc2 sc0 ls0 ws0">zobowiązanymi w </div><div class="t m0 x4a h1a y957 ff7 fs9 fc2 sc0 ls0 ws0">Ustawie EFE. Wejśc<span class="_ _1"></span>ie w </div><div class="t m0 x4a h1a y889 ff7 fs9 fc2 sc0 ls0 ws0">życie proje<span class="_ _1"></span>ktu wiązać się </div><div class="t m0 x4a h1a y88a ff7 fs9 fc2 sc0 ls0 ws0">będzie ze zmianami w </div><div class="t m0 x4a h1a y933 ff7 fs9 fc2 sc0 ls0 ws0">wysokośc<span class="_ _1"></span>i obciążeń </div><div class="t m0 x4a h1a y88c ff7 fs9 fc2 sc0 ls0 ws0">związanych z </div><div class="t m0 x4a h1a y88d ff7 fs9 fc2 sc0 ls0 ws0">obowiązkiem EF<span class="_ _1"></span>E, a </div><div class="t m0 x4a h1a y88e ff7 fs9 fc2 sc0 ls0 ws0">także weryf<span class="_ _1"></span>ikacją </div><div class="t m0 x4a h1a y88f ff6 fs9 fc2 sc0 ls0 ws0">optymalnego s<span class="_ _1"></span>posobu </div><div class="t m0 x4a h1a y2f4 ff6 fs9 fc2 sc0 ls0 ws0">jego reali<span class="_ _1"></span>zacji. </div><div class="t m0 x4a h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1460.580000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1441.040000px;width:119.000000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1421.520000px;width:24.770000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1283.800000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1264.260000px;width:76.000000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">65<span class="ls0"> </span></div></div><div class="c x1 y958 w4b ha3"><div class="t m0 x35 h10 y7bd ff5 fs3 fc14 sc0 ls0 ws0">PALIWA </div></div><div class="c x7c y958 w4c ha3"><div class="t m0 x4a h14 y959 ff8 fs9 fc2 sc0 ls0 ws0">Rządowy projekt u<span class="_ _1"></span>stawy o </div><div class="t m0 x4a h14 y578 ff5 fs9 fc2 sc0 ls0 ws0">zmianie ustaw<span class="_ _1"></span>y o systemie </div><div class="t m0 x4a h14 y95a ff5 fs9 fc2 sc0 ls0 ws0">monitorowania dro<span class="_ _1"></span>gowego i </div><div class="t m0 x4a h14 y95b ff5 fs9 fc2 sc0 ls0 ws0">kolejowego przew<span class="_ _1"></span>ozu towarów </div><div class="t m0 x4a h14 y95c ff8 fs9 fc2 sc0 ls0 ws0">oraz obrotu paliwa<span class="_ _1"></span>mi opałowy<span class="_ _1"></span>mi </div><div class="t m0 x4a h14 y95d ff5 fs9 fc2 sc0 ls0 ws0">oraz niektórych inn<span class="_ _1"></span>ych ustaw </div><div class="t m0 x4a h1a y95e ff6 fs9 fc11 sc0 ls0 ws0">https://www.sej<span class="_ _1"></span>m.gov.pl/sejm10.n</div><div class="t m0 x4a h1a y95f ff6 fs9 fc11 sc0 ls0 ws0">sf/agent.xsp?symbol<span class="_ _1"></span>=RPL&amp;Id=RM-</div><div class="t m0 x4a h1a y960 ff6 fs9 fc11 sc0 ls6 ws0">0610<span class="ls0">-9-<span class="ls35">26</span><span class="fc2"> </span></span></div><div class="t m0 x4a h1a y909 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y958 w4d ha3"><div class="t m0 x4a h1a y959 ff7 fs9 fc2 sc0 ls0 ws0">Projekt w zak<span class="_ _1"></span>resie po<span class="_ _1"></span>dmiotów działający<span class="_ _1"></span>ch na </div><div class="t m0 x4a h1a y578 ff7 fs9 fc2 sc0 ls0 ws0">rynku pal<span class="_ _1"></span>iw wprowadza ro<span class="_ _1"></span>związania </div><div class="t m0 x4a h1a y95a ff7 fs9 fc2 sc0 ls0 ws0">uszczelniające. Pr<span class="_ _1"></span>ojektowana<span class="_ _1"></span> zmiana pole<span class="_ _1"></span>ga </div><div class="t m0 x4a h1a y95b ff7 fs9 fc2 sc0 ls0 ws0">na objęciu <span class="_ _1"></span>systemem SENT równi<span class="_ _1"></span>eż </div><div class="t m0 x4a h1a y95c ff6 fs9 fc2 sc0 ls0 ws0">przewozów towaru:<span class="_ _1"></span> </div><div class="t m0 x4c h1a y961 ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">w celu wy<span class="_ _1"></span>konania na<span class="_ _1"></span> nim usług lub </span></span></div><div class="t m0 x14 h1a y962 ff7 fs9 fc2 sc0 ls0 ws0">czasowego używani<span class="_ _1"></span>a (np. w cel<span class="_ _1"></span>u </div><div class="t m0 x14 h1a y963 ff6 fs9 fc2 sc0 ls0 ws0">konfekcjono<span class="_ _1"></span>wania), </div><div class="t m0 x4c h1a y949 ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">przemieszc<span class="_ _1"></span>zanego pomięd<span class="_ _1"></span>zy </span></span></div><div class="t m0 x14 h1a y964 ff6 fs9 fc2 sc0 ls0 ws0">magazynami jedn<span class="_ _1"></span>ego podmiot<span class="_ _1"></span>u (w </div><div class="t m0 x14 h1a y965 ff7 fs9 fc2 sc0 ls0 ws0">ramach aktua<span class="_ _1"></span>lnie funkcjo<span class="_ _1"></span>nującego, </div><div class="t m0 x14 h1a y966 ff7 fs9 fc2 sc0 ls0 ws0">tzw. przesunięc<span class="_ _1"></span>ia </div><div class="t m0 x14 h1a y967 ff7 fs9 fc2 sc0 ls0 ws0">międzymagazynowe<span class="_ _1"></span>go),<span class="ff6"> </span></div><div class="t m0 x4c h1a y887 ff12 fs9 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _25"> </span><span class="ff7">będącego p<span class="_ _1"></span>rzedmiotem zwrotu </span></span></div><div class="t m0 x14 h1a y888 ff7 fs9 fc2 sc0 ls0 ws0">(towar ni<span class="_ _1"></span>e został przyjęt<span class="_ _1"></span>y, jest </div><div class="t m0 x14 h1a y889 ff6 fs9 fc2 sc0 ls0 ws0">reklamowany<span class="_ _1"></span>). </div><div class="t m0 x4a h1a y8f5 ff7 fs9 fc2 sc0 ls0 ws0">Projekt wpr<span class="_ _1"></span>owadza również k<span class="_ _1"></span>ary dla podmiot<span class="_ _1"></span>u </div><div class="t m0 x4a h1a y968 ff7 fs9 fc2 sc0 ls0 ws0">odbierając<span class="_ _1"></span>ego za brak po<span class="_ _1"></span>twierdzenia odb<span class="_ _1"></span>ioru </div><div class="t m0 x4a h1a y8f7 ff6 fs9 fc2 sc0 ls0 ws0">towaru w sy<span class="_ _1"></span>stemie SENT oraz zaostr<span class="_ _1"></span>za zasady </div><div class="t m0 x4a h1a y8f8 ff7 fs9 fc2 sc0 ls0 ws0">nakłaniania k<span class="_ _1"></span>ar (brak badan<span class="_ _1"></span>ia przesłanki </div><div class="t m0 x4a h1a y969 ff7 fs9 fc2 sc0 ls0 ws0">ważnego intere<span class="_ _1"></span>su strony<span class="_ _1"></span> lub interesu </div><div class="t m0 x4a h1a y96a ff7 fs9 fc2 sc0 ls0 ws0">publicznego na <span class="_ _1"></span>etapie p<span class="_ _1"></span>ostępowania w </div><div class="t m0 x4a h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">sprawie n<span class="ff7">ałożeni<span class="_ _1"></span>a kary.<span class="ff6"> </span></span></div><div class="t m0 x4a h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y958 w4e ha3"><div class="t m0 x4a h1a y959 ff7 fs9 fc2 sc0 ls0 ws0">Wpłynął do </div><div class="t m0 x4a h1a y578 ff6 fs9 fc2 sc0 ls0 ws0">Sejmu w dniu </div><div class="t m0 x4a h1a y95a ff6 fs9 fc2 sc0 ls0 ws0">13.02.2026 r. </div></div><div class="c xf3 y958 w4f ha3"><div class="t m0 x4a h1a y959 ff6 fs9 fc2 sc0 ls0 ws0">Z punktu <span class="_ _1"></span>widzenia </div><div class="t m0 x4a h1a y578 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT<span class="ff7">, grupa bę<span class="_ _1"></span>dzie </span></div><div class="t m0 x4a h1a y95a ff7 fs9 fc2 sc0 ls0 ws0">zobowiązana do </div><div class="t m0 x4a h1a y95b ff6 fs9 fc2 sc0 ls0 ws0">cdostoso<span class="_ _1"></span>wania </div><div class="t m0 x4a h1a y95c ff7 fs9 fc2 sc0 ls0 ws0">procedur<span class="_ _1"></span> związanych z </div><div class="t m0 x4a h1a y95d ff7 fs9 fc2 sc0 ls0 ws0">dokumentacją </div><div class="t m0 x4a h1a y95e ff6 fs9 fc2 sc0 ls0 ws0">przewozów towarów w </div><div class="t m0 x4a h1a y95f ff7 fs9 fc2 sc0 ls0 ws0">zakresie wy<span class="_ _1"></span>nikającym z </div><div class="t m0 x4a h1a y960 ff6 fs9 fc2 sc0 ls0 ws0">nowelizacji Us<span class="_ _1"></span>tawy </div><div class="t m0 x4a h1a y909 ff6 fs9 fc2 sc0 ls0 ws0">SENT. </div><div class="t m0 x4a h1a y90a ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y863 w4b ha4"><div class="t m0 x4a h10 y96b ff8 fs3 fc14 sc0 ls0 ws0">BEZPIECZEŃST</div><div class="t m0 x4a h10 y96c ff8 fs3 fc14 sc0 ls0 ws0">WO, USŁUGI </div><div class="t m0 x4a h10 y81 ff5 fs3 fc14 sc0 ls0 ws0">KLUCZOWE<span class="_ _0"></span> </div></div><div class="c x7c y863 w4c ha4"><div class="t m0 x4a h14 y96d ff5 fs9 fc2 sc0 ls0 ws0">Projekt ustawy o <span class="_ _1"></span>zmianie usta<span class="_ _1"></span>wy </div><div class="t m0 x4a h14 y5c9 ff8 fs9 fc2 sc0 ls0 ws0">o zarządzaniu kry<span class="_ _1"></span>zysowym oraz </div><div class="t m0 x4a h14 y96e ff5 fs9 fc2 sc0 ls0 ws0">niektórych innych u<span class="_ _1"></span>staw </div><div class="t m0 x4a h14 y8dc ff5 fs9 fc11 sc0 ls0 ws0">https://legislacja.<span class="_ _1"></span>rcl.gov.pl/p<span class="_ _1"></span>rojek</div><div class="t m0 x4a h14 y8dd ff5 fs9 fc11 sc0 ls0 ws0">t/12386961/katalog<span class="_ _1"></span>/1306904<span class="_ _1"></span>6#1</div><div class="t m0 x4a h14 y8de ff5 fs9 fc11 sc0 ls6 ws0">3069046<span class="fc2 ls0"> </span></div><div class="t m0 x4a h14 y96f ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y863 w4d ha4"><div class="t m0 x4a h1a y96d ff7 fs9 fc2 sc0 ls0 ws0">Projekt s<span class="_ _1"></span>tanowi wdro<span class="_ _1"></span>żenie Dyrektywy </div><div class="t m0 x4a h1a y5c9 ff6 fs9 fc2 sc0 ls0 ws0">Parlamentu Euro<span class="_ _1"></span>pejskiego i<span class="_ _1"></span> Rady (UE) </div><div class="t m0 x4a h1a y96e ff6 fs9 fc2 sc0 ls0 ws0">2022/2557 z dni<span class="_ _1"></span>a 14 grudnia 2022 r. <span class="_ _1"></span>w sprawie<span class="_ _1"></span> </div><div class="t m0 x4a h1a y8dc ff7 fs9 fc2 sc0 ls0 ws0">odpornośc<span class="_ _1"></span>i podmiotów k<span class="_ _1"></span>rytycznych i </div><div class="t m0 x4a h1a y8dd ff7 fs9 fc2 sc0 ls0 ws0">uchylające<span class="_ _1"></span>j dyrektywę<span class="_ _1"></span> Rady 2008/114/WE </div><div class="t m0 x4a h1a y8de ff6 fs9 fc2 sc0 ls0 ws0">(Dyrektywa CER)<span class="_ _1"></span> </div><div class="t m0 x4a h1a y96f ff7 fs9 fc2 sc0 ls0 ws0">Projekt wpr<span class="_ _1"></span>owadza obowiązki<span class="_ _1"></span> wobec </div><div class="t m0 x4a h1a y8e0 ff6 fs9 fc2 sc0 ls0 ws0">podmiotów k<span class="_ _1"></span>rytycznych w zakr<span class="_ _1"></span>esie </div><div class="t m0 x4a h1a y8e1 ff7 fs9 fc2 sc0 ls0 ws0">zapobiegania inc<span class="_ _1"></span>ydento<span class="_ _1"></span>m mogącym zakłóci<span class="_ _1"></span>ć </div><div class="t m0 x4a h1a y970 ff7 fs9 fc2 sc0 ls0 ws0">świadczenie u<span class="_ _1"></span>sług kluczowych, oc<span class="_ _1"></span>hrony pr<span class="_ _1"></span>zed </div><div class="t m0 x4a h1a y8e3 ff6 fs9 fc2 sc0 ls0 ws0">takimi inc<span class="_ _1"></span>ydentami i odp<span class="_ _1"></span>owiedzi na nie, </div><div class="t m0 x4a h1a y8e4 ff7 fs9 fc2 sc0 ls0 ws0">stawiania i<span class="_ _1"></span>m oporu, łagodzenia i<span class="_ _1"></span> absorbowani<span class="_ _1"></span>a </div><div class="t m0 x4a h1a y8e5 ff6 fs9 fc2 sc0 ls0 ws0">ich oraz adapt<span class="_ _1"></span>acji i odtwor<span class="_ _1"></span>zenia po takic<span class="_ _1"></span>h </div><div class="t m0 x4a h1a y971 ff6 fs9 fc2 sc0 ls0 ws0">incydent<span class="_ _1"></span>ach. </div><div class="t m0 x4a h1a y972 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y863 w4e ha4"><div class="t m0 x4a h1a y96d ff6 fs9 fc2 sc0 ls0 ws0">Skierowany<span class="_ _1"></span> w </div><div class="t m0 x4a h1a y5c9 ff6 fs9 fc2 sc0 ls0 ws0">dniu </div><div class="t m0 x4a h1a y96e ff6 fs9 fc2 sc0 ls0 ws0">2.03.2026 r. </div><div class="t m0 x4a h1a y8dc ff7 fs9 fc2 sc0 ls0 ws0">do przyjęci<span class="_ _1"></span>a </div><div class="t m0 x4a h1a y8dd ff7 fs9 fc2 sc0 ls0 ws0">przez Radę </div><div class="t m0 x4a h1a y8de ff6 fs9 fc2 sc0 ls0 ws0">Ministr<span class="_ _1"></span>ów </div><div class="t m0 x4a h1a y96f ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf3 y863 w4f ha4"><div class="t m0 x4a h1a y96d ff6 fs9 fc2 sc0 ls0 ws0">Z punktu <span class="_ _1"></span>widzenia </div><div class="t m0 x4a h1a y5c9 ff6 fs9 fc2 sc0 ls0 ws0">Grupy UNIMO<span class="_ _1"></span>T </div><div class="t m0 x4a h1a y96e ff7 fs9 fc2 sc0 ls0 ws0">infrastruk<span class="_ _1"></span>tura i usługi </div><div class="t m0 x4a h1a y8dc ff6 fs9 fc2 sc0 ls0 ws0">prowadzone pr<span class="_ _1"></span>zez </div><div class="t m0 x4a h1a y8dd ff7 fs9 fc2 sc0 ls0 ws0">podmioty wc<span class="_ _1"></span>hodzące w </div><div class="t m0 x4a h1a y8de ff7 fs9 fc2 sc0 ls0 ws0">skład grupy mogą być<span class="_ _1"></span> </div><div class="t m0 x4a h1a y96f ff7 fs9 fc2 sc0 ls0 ws0">uznane za usługi </div><div class="t m0 x4a h1a y8e0 ff6 fs9 fc2 sc0 ls0 ws0">kluczowe a w </div><div class="t m0 x4a h1a y8e1 ff6 fs9 fc2 sc0 ls0 ws0">konsekwe<span class="_ _1"></span>ncji oraz </div><div class="t m0 x4a h1a y970 ff7 fs9 fc2 sc0 ls0 ws0">spółki GK jak<span class="_ _1"></span>o podmioty<span class="_ _1"></span> </div><div class="t m0 x4a h1a y8e3 ff7 fs9 fc2 sc0 ls0 ws0">krytyc<span class="_ _1"></span>zne zobowiązane </div><div class="t m0 x4a h1a y8e4 ff7 fs9 fc2 sc0 ls0 ws0">do podjęci<span class="_ _1"></span>a szeregu </div><div class="t m0 x4a h1a y8e5 ff7 fs9 fc2 sc0 ls0 ws0">działań związanych <span class="_ _1"></span>z </div><div class="t m0 x4a h1a y971 ff6 fs9 fc2 sc0 ls0 ws0">zabezpieczeniem </div><div class="t m0 x4a h1a y972 ff6 fs9 fc2 sc0 ls0 ws0">nieprzerwane<span class="_ _1"></span>go </div><div class="t m0 x4a h1a y973 ff7 fs9 fc2 sc0 ls0 ws0">świadczenia us<span class="_ _1"></span>ługi </div><div class="t m0 x4a h1a y974 ff6 fs9 fc2 sc0 ls0 ws0">kluczowej. </div><div class="t m0 x4a h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y975 w4b ha5"><div class="t m0 x35 h10 y976 ff5 fs3 fc14 sc0 ls0 ws0">PALIWA </div><div class="t m0 x25 h10 y977 ff5 fs3 fc14 sc0 ls0 ws0">LOTNICZE </div></div><div class="c x7c y975 w4c ha5"><div class="t m0 x4a h14 y978 ff5 fs9 fc2 sc0 ls0 ws0">Projekt ustawy o <span class="_ _1"></span>zmianie usta<span class="_ _1"></span>wy - </div><div class="t m0 x4a h14 y979 ff5 fs9 fc2 sc0 ls0 ws0">Prawo lotnicze ora<span class="_ _1"></span>z niektórych </div><div class="t m0 x4a h14 y97a ff5 fs9 fc2 sc0 ls0 ws0">innych ustaw<span class="_ _1"></span> </div><div class="t m0 x4a h14 y97b ff5 fs9 fc11 sc0 ls0 ws0">https://www.sej<span class="_ _1"></span>m.gov.pl/sej<span class="_ _1"></span>m10.</div><div class="t m0 x4a h14 y97c ff5 fs9 fc11 sc0 ls0 ws0">nsf/PrzebiegProc<span class="_ _1"></span>.xsp?nr=2236<span class="fc2"> </span></div><div class="t m0 x4a h14 y97d ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y975 w4d ha5"><div class="t m0 x4a h1a y978 ff6 fs9 fc2 sc0 ls0 ws0">Projekt d<span class="_ _1"></span>otyczy dostoso<span class="_ _1"></span>wania krajowego </div><div class="t m0 x4a h1a y979 ff7 fs9 fc2 sc0 ls0 ws0">porządku prawne<span class="_ _1"></span>go do unijny<span class="_ _1"></span>ch przepisów </div><div class="t m0 x4a h1a y97a ff7 fs9 fc2 sc0 ls0 ws0">dotyczącyc<span class="_ _1"></span>h zrównoważonego tr<span class="_ _1"></span>ansportu </div><div class="t m0 x4a h1a y97b ff6 fs9 fc2 sc0 ls0 ws0">lotnic<span class="_ _1"></span>zego (ReFuelEU Aviat<span class="_ _1"></span>ion). Chodzi przede<span class="_ _1"></span> </div><div class="t m0 x4a h1a y97c ff7 fs9 fc2 sc0 ls0 ws0">wszystkim o zwięk<span class="_ _1"></span>szenie udziału </div><div class="t m0 x4a h1a y97d ff7 fs9 fc2 sc0 ls0 ws0">zrównoważonych pal<span class="_ _1"></span>iw lotni<span class="_ _1"></span>czych (SAF) w </div><div class="t m0 x4a h1a y931 ff6 fs9 fc2 sc0 ls0 ws0">lotnictwie<span class="_ _1"></span>, ograniczenie e<span class="_ _1"></span>misji dwutl<span class="_ _1"></span>enku </div><div class="t m0 x4a h1a y97e ff7 fs9 fc2 sc0 ls0 ws0">węgla oraz stwor<span class="_ _1"></span>zenie jasnyc<span class="_ _1"></span>h zasad nadzoru i </div><div class="t m0 x4a h1a y97f ff7 fs9 fc2 sc0 ls0 ws0">odpowiedzial<span class="_ _1"></span>ności dla uc<span class="_ _1"></span>zestników rynku </div><div class="t m0 x4a h1a y88a ff6 fs9 fc2 sc0 ls0 ws0">lotnic<span class="_ _1"></span>zego. Wprowadzona zostanie<span class="_ _1"></span> defini<span class="_ _1"></span>cja </div><div class="t m0 x4a h1a y88b ff7 fs9 fc2 sc0 ls0 ws0">dostawcy p<span class="_ _1"></span>aliw lotnic<span class="_ _1"></span>zych oraz określone </div><div class="t m0 x4a h1a y88c ff6 fs9 fc2 sc0 ls0 ws0">organy odpowi<span class="_ _1"></span>edzialne za st<span class="_ _1"></span>osowania </div><div class="t m0 x4a h1a y88d ff7 fs9 fc2 sc0 ls0 ws0">Rozporządzenia Re<span class="_ _1"></span>FuelEU Aviat<span class="ff6">ion. </span></div><div class="t m0 x4a h1a y8d8 ff7 fs9 fc2 sc0 ls0 ws0">Rozporządzenie o<span class="_ _1"></span>kreśla r<span class="_ _1"></span>ównież wartość </div><div class="t m0 x4a h1a y88f ff7 fs9 fc2 sc0 ls0 ws0">energetyc<span class="_ _1"></span>zną dla poszczególny<span class="_ _1"></span>ch paliw </div><div class="t m0 x4a h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">lotnic<span class="_ _1"></span>zych do czasu wydania pr<span class="_ _1"></span>zepisów </div><div class="t m0 x4a h1a y2db ff6 fs9 fc2 sc0 ls0 ws0">wykonawczych. </div></div><div class="c xf2 y975 w4e ha5"><div class="t m0 x4a h1a y978 ff6 fs9 fc2 sc0 ls0 ws0">Projekt </div><div class="t m0 x4a h1a y979 ff6 fs9 fc2 sc0 ls0 ws0">rozpatrywany<span class="_ _1"></span> </div><div class="t m0 x4a h1a y97a ff6 fs9 fc2 sc0 ls0 ws0">w Sejmie (po </div><div class="t m0 x4a h1a y97b ff6 fs9 fc2 sc0 ls0 ws0">pierwszym </div><div class="t m0 x4a h1a y97c ff6 fs9 fc2 sc0 ls0 ws0">czytaniu w </div><div class="t m0 x4a h1a y97d ff6 fs9 fc2 sc0 ls0 ws0">komisjach). </div></div><div class="c xf3 y975 w4f ha5"><div class="t m0 x4a h1a y978 ff6 fs9 fc2 sc0 ls0 ws0">Projekt ma i<span class="_ _1"></span>stotne </div><div class="t m0 x4a h1a y979 ff7 fs9 fc2 sc0 ls0 ws0">znaczenie dla sp<span class="_ _1"></span>ółek </div><div class="t m0 x4a h1a y97a ff6 fs9 fc2 sc0 ls0 ws0">Grupy UNIMO<span class="_ _1"></span>T </div><div class="t m0 x4a h1a y97b ff7 fs9 fc2 sc0 ls0 ws0">prowadzących o<span class="_ _1"></span>brót </div><div class="t m0 x4a h1a y97c ff6 fs9 fc2 sc0 ls0 ws0">paliwami lot<span class="_ _1"></span>niczymi. </div><div class="t m0 x4a h1a y97d ff7 fs9 fc2 sc0 ls0 ws0">Jego wejście<span class="_ _1"></span> w życie </div><div class="t m0 x4a h1a y931 ff7 fs9 fc2 sc0 ls0 ws0">projekt<span class="_ _1"></span>u wiązać się </div><div class="t m0 x4a h1a y97e ff7 fs9 fc2 sc0 ls0 ws0">będzie z koni<span class="_ _1"></span>ecznością </div><div class="t m0 x4a h1a y97f ff6 fs9 fc2 sc0 ls0 ws0">aktuali<span class="_ _1"></span>zacji koncesji </div><div class="t m0 x4a h1a y88a ff7 fs9 fc2 sc0 ls0 ws0">dotyczącyc<span class="_ _1"></span>h paliw typu </div><div class="t m0 x4a h1a y88b ff6 fs9 fc2 sc0 ls0 ws0">nafty do<span class="_ _1"></span> silników </div><div class="t m0 x4a h1a y88c ff6 fs9 fc2 sc0 ls0 ws0">odrzutowych, b<span class="_ _1"></span>enzyn </div><div class="t m0 x4a h1a y88d ff6 fs9 fc2 sc0 ls0 ws0">lotnic<span class="_ _1"></span>zych, paliw typu </div><div class="t m0 x4a h1a y8d8 ff6 fs9 fc2 sc0 ls0 ws0">benzynowego do </div><div class="t m0 x4a h1a y88f ff6 fs9 fc2 sc0 ls0 ws0">silnikó<span class="_ _1"></span>w odrzutowych.  </div><div class="t m0 x4a h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1421.520000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1401.980000px;width:119.000000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1382.440000px;width:37.780000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1007.800000px;width:119.000000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:988.260000px;width:119.000000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:968.740000px;width:32.880000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:655.240000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:635.700000px;width:105.430000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf42" class="pf w0 h0" ><div class="pc pc42 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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1pxiBEkg9snxqSHRxMei8IIxFVCVO+3SohVBtdJSaL5EyXmWK8hYVBJXA0npl61OboVRTHDFN0ROcAzCEyiRu4Fcz9bz3km5VhP7D3v+f29ew+ZchQQpktIoKZZyT0YSkVpiIbgHlJtBAGICMIhK6myeXAU6kGNVJmlICAwASDytrbJMAGVemw0ulR1UqNoFNYm6UMf+SgxfL1efxqQ2YDdj+276aY7iHpOvaxVtl72CtxXC7sf26d65IhNRws0XTb/tx/90s/9wq9fc8OOpWGmEEwosyklpTZRyuQZnmGh6h0aDr/y9a++6c3vvv3WZaKQUgUUIpEI6smktTBOMmwxNGqMGqXWKGVWpaSUlbIjOzXOdaI2U5upUTRKraEGtyRwAnFLvAZO33r+dLm/0+l0Op1nGOWWrM0KeIRhaSXvfDDmFhIoaZG8NAyIyTSJG0wptZzV6uV7HoB5E4CAXkYqZ8593Q+36Be5DK2UFsVLRclWFDnOrNa48SZoa+uzgo4gACTbg5deuo0DtC4U0QFTZVsrfKXilV4I55yKCGOBwQL6i4f2Xrt9rmnNmkzmUPRYQy5yO9P6hg0bcfq2tuwB09iFyX27w+KqUao5CVuRc8+pVFTm7glkmNRCLqSju+/jA0sZmJiSd/P9Tyv3A9kdZm7WQhxsjoZRweiBR69+x28Ndj1GRGM0R8ew6ZHHH/mrT87oKFOGQxJKA3L+1vTHxIBNK34I4hCwuyuYWMSg3zRx7NMASXAicK/oEZgpEHFKmSkIAdAwvTTgJBTgpOpMoupl2TNj5nDlFdeGQDAnWM41uQEWZX1qmw+fIUwiiEw8nWp3uIgAIGK4EZwFQsHUD0dbB9wtLy0txVi4sUg0NxLEMqi7Oa68+ppx7QCrKZzcyYwY4c4778zZYixVKcaSWQgMgIn27t2bEqbtcI4MgszxJ+//9O+977+0icYTdYQ2KSEwBVVlZsBTSiJFUqQMlqJVrKymn3vb2x96OItMuwOxAyEIyFg0RIc3QpnJTRMzE5ER+/pianVXchNyYmUyYmdS4ulhhDDcDfzUCb/L/Z1Op9PpPMPEWphEEdMyjfd++rNHHViJQC3BVKLKQH1mMuqnpkBbaF2g1l5NPKQH7h5fcwV7gwhMMCl5/vtfXpxx4kQQKDOaLHUKySkRNTNa33jJp9GOEqBiJqTuJVAsLa9c842FxcWgcKndxn3WylO0xtlXg2582blNCQJSnR3Yv/3GQT0KXgv7TOP9xiftOKOZVS08+AUvRn+uyGFGJbPD8oErr9/QtNFs0wgLtReGmcZ6bVU1Xpn31Oc9BkgANh1YHV1zQ/C24ADtTounIyIHarNoihKNY0ZNRtDm+ltu/Ym3b/3ajXMYLUafVFiR1XmZhA9dvOd33p9HB3PhUKBRq5DiZL1YxQHwk0t3AHdiBxupkYEUlADFE50rjwRIocOrfHl9HAD2aa05eL02HYCDHHB2J1gvls2k7fVnJxP95Kf+YdzADK4aAhNZER3eEpR9vcEQQdmJnHn9bsAwdiV3hgPTp9fC6PBD63TNMRxtnTwrA54zkynaZC2YzWl5dXjHjruTGYHXF98QHLjpxjuLWNWTNpJAFWbkbqruvroyrCdKgLsTyJzUccnnvvq+P/yT0YSTxqo3SxwYA01CJqQmsMJprpzxxKVsIMyk1GdZUMr7Dx34yZ/+6Ud27ctqWdU9pzQmy8iGVisS0UxZI6Inohwj+q4FWcVeBhTigc1Ync3ZjNxJ4UbCIIdphPfcnuKSWlff3+l0Op3OM8vJC7A5JCccXL3tbz99XqonzJOC3cjgQlYQ19oQhaBEwdc0DQa9uXF714c+df4rXplnyuAYQ+dOO+60t71hx923bZ40oaBxRMtKMOYctFm7/Y7m5jvKCy/kwBlwkpDQ7Ly7vn/nfJQ1qdoYkFWhllF4b5XKAwsbnvfSl40yF+DYYzgeveraiGYiOYIrK51jXbWQtmmxryiPes2FdSirkSOiKXLQcXPN9aUlEAatKPGBHgfjYW/DYGUkMSTPUYoJ8STQTJ4sX/+N4376NcOicOkK/J/eENLAtkRWoVc0gPgANZbX7vqt3zv+rodiM1yN7SHheacoMLTHTfjB9/3PtHH2qH/3lljNFoqWvCGehwFyuMhF1ivICSAFzOECZbjBDq/iPbxE5YnOkrSexWE+jdogkAFGDnbApxd1iGAEIzKC56xFDJNJ2+tvuOGmOy/+7OU/++MXcShVRywwa0EZbkQ0Lf7BtGH99HQhAApS0PoDTxexgJTW++UbgGl7zqy5Sa1ZyczILRdwM3NhDszVZLx26207nn/uaRLhQEpZpMiC666/1Tz0qn6TkwQWAoyhxsKTSdNkw+Hmn9k8A3/8/g/NzG85sLha9gaTumGmKNk4uY1+5AdfdeJJ21JtH//4Z7goko6buo29ygiOwsG7Hlu8+JIv/Yff+FlzO+20E/70/e8FBgqToDAruJi0eP+fffjOO+9Xj0xMgJCpNvNzvd/+j+8abGC4sD/Rz2d2JpjBzMoogBF1/Xw6nU6n0/muq4FgcHUQ4xs38UO7Ayyx91oqjcQxQRhs2RbWVnPTkLUwVUxqlQLF6vb7eP9wZWbDAtnAg6MYvOKCZmZDOW4MSYz6mctMGkJpacPq+PGvXXvSyy8EeyRKRGxYfOC+4JOmoLHFOOFIvUxZqFd4f0/Rw5nnYPNxZeipIyjictO7886gjUhCdgG3bhHKmiuiRH7MmWctAlsGBDVBi7WV5t4H5lWNSZxb4UngXka7dUuY7KoEnMk5KHNCCpyWHtx5nLsBDaHqzoynNYgEOICjA+6AYnn1sT/+oNx8a9ssJ2aWIITKqKibUJWLPnoOH3XXBz92wuu/f3zScSYDARkYsG/tp0TTiE9K0GlJCK2n/CMR0vHU4zUHzInXryIQnIicHJju1XZ45GBuqkDZ69dtDS7f/z8/9C+/98INGxBi1ZrHqnR805ZU0+WpTodXIk+3FDu8dRWcp0+Hfdr0kp2MQA6Mxo0ZAMa0O78zAAGbCTELlzvvergqg+VMZEQgxtIqHnlsf91af8DaaBAzEMzc3IQcNKlbeInptQfCNdfetmvPgeUVwAszqmLRpnGr+2cG5Tve+Yv/9u1vJICBd//HX37d637mznsemZufHbWr4OhphjSrxe033GWONttRR82+4ccuyg5yEMHdhDkDH/vU38aiYXDbrhVFYdbEQufm+E0/c8H6Ucf6jwAQckZOqQFNV2GHb32LuzqfTqfT6XSeWRkSlQshTJqbPvg3J0xsEuoJN3O1DhIK82ElG3/0B4575SuSR0jpJv1QNZZc62MfX2lvuHWEJonOJibt4djjF846r8glmxSZ5hvuZYk5BoRiefWRf/waltY8ZVggJ7g222+a57yWR6X2iqx9JwOEY2y8nZt7/r95sw5iSD6BgZM+9hjfdutgslJ5YuGayIl6kzQzbgBfOOPU4uRTCoM5wLnKw6WvfhX795SaC0XIIeRQZh40GLz6onZ21pMVrSOzpNBzCajX7roDt909m2DdafH0EMHijAV2oKJ0/713//I797z/z7eMllDaOOrEeSG5J4UUozalfjmMw+N2PX7FD79l+YMfldU1ylxAADsSnw9v3mWAMzK5gpQ0kgUygcm0gQw9sVfs9Gf0cIMZOKZbTZnRdJMruAsgCijYiZ5UL6TOVLcZUkEGOx/c8453/vaotuyRODRNO63oMRx+wOlGvWQKOJnTtG8pOdggDnaX9a+JFKRECmTwngOL2QBmdw+R4Q4X4dItwEtQdcMNt7atg4WJQmS1/Hd/f9niSu0U21ZjEQFlZGYLQRzgotq/uEQguAOYNOn//oM/GtcZXPZn5rO6aY4Bvcre8Pof/Ndv+0nx2tMhtnE/6Ht+552Bk+mE2ZI2TomDkIQbbrxt3/7VGIWRNI8icuE55KagFt7AVLUhcjgkROagZoAnbVNG6XWJpkSKpAEpoIXVbkmE3MkheKolNF3u73Q6nU7nGY5qEDRAxtqux/bdvrOX80o/D2dhQuPgK6Xun3f86IuLf3HOStmkgTcy1nap6GXh4bZmZfmaqwRLi5xB6gGjhbjwqhescl4rdVLkzLkRGxe2HK2YLcb7Dhx86AGUASkzGJN2dNuOuTZJSgtajPr1WjFaLUepakrKx5+57eiLnpepRT1RGsKXtn/2Y746oSwpS5LeqvRGoe/Uy1Ts7RUn/tS/Wt501NFjFEMEc6yuffGvP+ylt2JG5EQEicbBqXrtRb71qBSYhR0STarG+25zS6urF3+RliZFd1o8TQxjSpQJ2fK1H/jLta9euXU8LEKqm7UihCYWC40702KkoYgolqWtsfriexeX3vX+PZdeLiFUifyf3auvV+8APp3vJw/kkTwQhL61H+R6+f6RXvK+XstPfmQ5LqaF9kRORzpQaojkbhSKSc6NEaT3tcuvveHGHdmQHaEs1af3wEdy/3QeH9Nae5ivjz+miwvEIYAcubGBjMggh5aXMwAWcwthOm5h5sgWYFETP/7YvptvvpMO9+U00w/8+YdcSgoFS8yaVbMjAy7CKWcn2ndgESBVBfDIo7tvueP27FT1Z8ZNS8SAu+lzjj3pvb/7G/0ieLIy9ih7IXLBS89//jkv0oaYBsID50Ncjpu8lGzy9//whekFlSIUnkAIjNI1BCpdZbbaqKlw6wdeGI8pyILmkrxPDkIgBEJkF0ZkKpgqoBTuwwrP6/vydbm/0+l0Op3vqsIJwUCra/fcsmV5bXMrG4bFUcNgnke9BOhsbyPOPA8/8kPNYOao1dXSxrM0M7/UI5t9dMD7Hn30mGGcQ0+pbrAKyODUl+4tZyqXvherlnNFxZj6acuxy/qy/Q/r3be2iCj7rI6lx8P99/YmM0mOWS4OVe3GlmRDm+eG/mA5OOZHfwzFQk1hPNvfMOrhsdFjV38laF0XpcqgN8EAQ6KDVVuHtr+44djeD140Qy16WJq1ESm+fPO2Ow/M1i17riMOBBORGumOE1CeeHZ54SsOFDBMvKxBdTAsxhJW7Lz489C11ZxgqOHwjLpGqltYi/VycjiQuxPnqRjDDeVkkWq9+bpjP/Xxk1cWNR69aFukF5QPLYx4cVYOxdGML57YLB3X+ObxUXt6x948G1YKvfdv/opWdyPsX/FACqoVltzzmGQN0Y1m6kG/GbQCD61Jo5yMs8n6xQF/0uJeB4xbJ3cwvIQX5ELO5NPJ+gTyGaDwRlGpz5CV5OJcJNeI4bxPeu7uvbFUX/r69apaAdxq4cFdMlOm9Y1qCU4OArMLe2QTNmeoQAlKpERkcRUeBCjMotcFWBOIyJCcY87BmTiwaSYatnTAezbSmSuu3BGsBYaAPry32XdwF3ukJG4NU1sUfUeViZJz4Hk2Prj3IWdoaBX60EP7UG8paKPnUREmIi2ciYs3/PAFfYGwUYiOHmIfkqRsL3z184tIUEPWwgaeKgkbMvrXb7/LAEZFkBADBB6nL8V6Ym2z5kKZHbY6iC1soixgDwZQAMm0n+rh9qrEzABIwMVTZ/wu93c6nU6n88xKgEWH26Grt89JbMycObE7WZkpeth64qnozWF+YW7rcQYxiTV5Qi5MBzmv3HIH7n08OkDi8ABeOO90OnaLJqhm6ZepTUWILaex1WJ06PYdkhUOtO0jX/hHmzSZqeXERu5NMBp4aWb5hE2D770AQUpDcnem5b/7h2rnrvXKCoaxsysDHkIOfPRzT8W2YwIJEiJYxqPbPv25+dWGDJMg5FQpcbIKxXG9zZuO3XrKRa+qe1XwaG124QyfAfdb7R0aLX74UxsU5nA3d0ch09aMwUGO9fYxXSXQU8kBgCMVW1aGN/zZX2DURJoxTU6NKMc2QLKMquPqo9fomCuOP/Gmt/3I6h/+25f913e/8r3//hXv/a2zX/9Te+7Z57ZQkpsDgd0yEcQ9wKYlLEbPyIrr6ZR/XddFEcldAplmEVLD57/wxX37D6hBbbpPgD+piP/pfuhSmobg6VjFnVSzI4lQWfTbNlaVo84AACAASURBVAF28cV/vzbMlrODtt9wS27UzEKQaQtOM5teeyAiwFV1eXnF3ASirg8/souZp3P/Zga4w9z8wgsvFJkW6AumSzDcheXcc88JIRyJ5mYWQtCsu3fvbtonHaBnWJf7O51Op9N5ZhFhyAlN3Vxx05xJQzCi2rOxlwmq0jvjTN3Q100b49lnrkq5VhQrFbVV0KDZRgtrq/iLj8YGRIE9CAinbNly0QUc+m45BQ0eRLimRmLP3Jdvvj3k7ClhPLr77y+tjJroHC04+tFDokrLRBzOPw2nHZ+kqECRSJt65ycuPXt/Tc4gJLbMFl3Z0TA3vWr25S9CyQAhILpWux5buebGYxPEuAkC9wFIzIiK577gVb5QxO950eSME0ahyM4rhQ8rMrOo2hsN7/3kZ/ngKgsiiREpTAnizAp3pPW2LN2J8xRCQo6yHIVXVg596SszHuFcpIwiu4deWwZq+lbc06sWfuUXX/uZz5z+Uz+z++Zbv/qB//Gp//Z7n/2vv7/jj/8yf/qKcP9q2dYs0GAuDiA6KkCm4z2i//Wxf9rZdH0Y1+v1cpvOOfusGKUoSHUi0tu7f+k//fb7kiE7OfO0KdCTHvHbfVACMB6PD3/6piVMAfCidPXkTkTsbHv3Lu68+xEOg3HT3rD9TjN2BzFME8FS08p6Nb9NuwTt33+ASRQuFPbvPxhCYGZ/4gaoeuVztm1LCXBzW99k18zccc45Zw96FZkDPt0EgJmJePfu3SsroyeO7TN82ne5v9PpdDqdZ1bMKIDx1y7vPbgbOU2YCcJkHswkHirK3rnnTLi/hmLhlNPVo1g0JxNqObdFy3l4/+cvbe+535wIBbnVpZ/81jePin4AW0pCXOcanNvIY6C4/6F8w40Ebx94oNxxjziNkCpr3Exz6+QNySEOR7/6grEEJYZTgTS5Ywfuf3ihbskEgLJnyeReGrUSdotvedWLxzG6cRLENu+56ob54Qq34+AcciRwIDh0f6/A639ImTHXP+OiV5OHBRoEZWXk1HBBJNn27G5vvR1qatlIWvB6BxIFTVtCdj0+/1cclOye7VePdj0qElZI68CIjKQmtCa+EvnAS04871Pve/y8429/7weWf/w3jrv4q6fdff/L962dtWtxy6MP7/vAnz76o29Yu/M+5NyQZSYAbNPu+G7kmfAtu6p9R94PA9C2bQhhbm72ta/5Pk1j9gYk7uXXr7zxsiu3l/1ZNXVSgvK0D+gTiwO+vdy/vLyqau5ORO7TEG5bt86dcPwxpFLFKmmbKV53/U71WJSD666/jRAJQrCqlFNOOakqSyKBr0/nM8u+AwfNQS4GW1lZyTlPO4oSTa8q+Nzc7FFHzQcGEU9HTwQQA465waDX64EAcwITOGcFaLg23vP43m85ws/UB6DL/Z1Op9PpPMO531GN6js//PGZ0cgCLIgkL0HZ81BwYKaYO/u5AgT41pNPV+O5CW8ccn/sUb1iLnNbrK3d9YlPozGjaGSJCM8/u3/uOSCuMthJxUuyEazplZsOrTzyiUvQpgPbt5+wMmECB55pWzC7GwIOxXBofuOxL3wpQQnIJEHzwSuuOMotg9mJHOKqbMpWZBpD6JzTquedCaoIGBHYMLnsqh7nEU0ihUGOBjL2DKxu24h/cV7hcAqnXvDqIpRzxvO1zTSYyVyoVkiDerj/umthSgwFEcf1oEmgI60HpTtxnsJKAdm3f/hrvy93PVaefk4qimUeHexZ0DKC9/Q9vPY1Z17xqbnXfP8Lt52bHtyP4UohzZzr7NBmlD2krb1Je89VD37kE8jq8AQzO9wJkpDZjSH+v4vU3+ZAhYHDHXrgZnDzpUMH/vN/fufGhV6U5A7istXqbz566dzCJiWApqEfdKR0/f/boOKbDtTyCCAiOTy5HiXQ3AY568yTcpvdXQLVybbfdE/28oFHHnv4kb1MJcxynpjVLzr/eU3drG9MRjZ9FgcOHCInJgG4aVpg/bC5r9dGxRhCIGKY5fXrDAQiIgbzeoUPM4PW10GbWwghpXRkUPdM63J/p9PpdDrPMAL2La3cdpeQJnFVFUiUQEAbqK3KfPT8EpoaGp6zsDTLOUpPyoIiO2TczlrQldH+a66VurH1X94OeDj7jFZRtM5OUkRO6ixJ0Mu6uuMu7D04eejhGcvuJsSUNbkC4qZ1L9ZbN2PbiT3zEjZhQja6515pxysFAyyOYADMCOzUiBx1/jm2YY7NhGBwrA3HDzxSRIzFsufC4ObGziJ81Fy7MBiLjyPjlGNWZ/oTkAFMHpg55YHajObhQw9jbehYr4+ebj4EBmi90LzL/U8pw3Db7Udv39Hu2nvqK17FLffVPbCSmKGZn517y1ser2ZV53DOC1/43t986Lj+kDxrGErVxl5QWl45UM1X4b5dSNk8C0LW9c2TD8+tW1wvUfnOzjobACIiIm1Tr8TZZz8XqAGoela+5fadcxs2kfCTNwh7WsmWADTtevI2M4dNq3F6JT/nOVuLGDRl9Rxied+Du51w9dXb21YFzMxRIMFOOfnEQgI503TO310Nk3FDhDa3DJ7e+fRufb2bEcxseiyZGEDTNAC5r1++UtX1W7q7+3QYUJZlWZbftfOny/2dTqfT6XyHua+X8E6/mARbvf6mzUvjFGxCGojIwURurqpnn3IaBtV8HvXaNWybG504sxRz7TZitBwLrpDBsSzvvre57c5pl/XSob2quOCF495MiQjyOrcFoqh7SsRpeMdd+uWrRttvU6Rgxq2SBKJgRhE4GHDeW96M+VlYhmUFcGhFb7iuaCbjomAQmZVqAm8ZiqLZuOncn/+ZSSgqC6o+q+PJrbfVDz+C1DibMTKcAFInstOec1KYqKQmtC3m+n7WsY+VaVxgIhgHMQ6umT3tu+1WHDxEmhUpTrv3EEwAeOEQIHWlPk9lPk92fuGzgnrvP37xpB94bXj5+SWq45e1cN/bn3nBr/za/PdeNIPKCHkh2GtfcNrP/kSF0hh1oSG1WyZ5M5e5bfP2HTi4HB2Ah1Aao4U6QU1FRNYLZMgdRLweVp84uQGQuU2/ma5tDSFMoy0zu8O/6WeOfEVEBPe6nuSEt77lDYQJoREm4d7+A8NPfuoz8xsWHEow/v+3snc8mqxvPUbTByXN+ZhjNr38Jeeyt1FA4Oy0e8/BHTv3fvErVzpN+4G6U3P++Wc95/hNROZq5HA3gxVFubi0bI4iFOo6Nzdnpu4GoCiK6SLgybgej2uz9SdeluX0fwJzP3jw0PoiYDcQWMhMmSiEsLCw4YkJgmdYt19vp9PpdDrf4dBPhzuiTNNPS5Ol667f3PIyaVFVvNwae6sWEea4iHsOHnj7fxoWIStmSWcWV+bVS8U4UBM4ZGlIlkvZNqn3Xn3NiRe9qAUHpZZ98wUv3DE3v2lk5nUQ0dZ7kODNmHWT4f4/+rN25fFJ9EGjDJqESI7IMeU8c9rpW3/8hyc97pmDrAcc/PLl2LWr71S7KHIgEiCbO8lqLJ77L38QZ52RqEQGhOLK8Nq/+qsNdV0mK0ORTK2QSCEkzW7pxjvv+6V326rHng/QhIf3Vpp7zGuOOrJYEKdJYWnf3vE/fbl4+xsdLBRhmG4SG6e7M7F0Jf5Pndvq9s677ji+J5tvu/eWD/7pWe97x61vfvDUB/a3ZZMueMXcW39hVBVz1iAULUPQ2/ZTr7/4w39xSo2NzbhkVg9mRcjFYDjCww/xSQuCYBlewECAmysRwWAwJifm6Vm8Pv3uh9fJgpgCEYcQmGO2lHNmR4zRbAwCE5s6T+fu4U6YtuUkYqjBVQg/+AMXXPDy5112+f1VOZc1MBef/8KX+rMVHd6xd/0UoG83/jOA4XDk7keSNBMkyAnbjn3FS19geVWp5CDmtjaqP/LXl2y/cad5QQ6hLNy86Y3/amFDsX7xwx1MRGRKbaNtk2PfAcxvmIsxJlBWZRYCiYS14ejA4tKGo44xkGP9xTOJAfsOHlgdjkAMcjcVoZQVrkdv3rJl68IT1zfoycOk77xuvr/T6XQ6ne8kelIbxOlc4wzqlXvvo7oVlqaZSIARzCAIGNeTR3cvff6ymc9fU3z+G0v/eOX8obWqqQNcHEEhBgKRc9GM5P4HMJ4wAKdIZEdvKk8/ZdgrjL2ta+JC1Au1FNAX4kcfmxm3iRlkDs4UyVmtSbF37PnnY/NCDXKOoCCT9OBXLyucihBl0jiRu2dVdieS5arY8pqLIOLT3Vo944FHlu+4q1R3BZuDrEFyzexMRPrwrgOf+Pzgn64rLr3m0Ke+LLv2baAgbVuqszE5AxQMc0kfuuY6bia9w1OQT+4QT9+Nqc//M6nVi6s9C/O5Xrrsyn0P7Xrpe/793WcetWdzf2njHAZ9JShzskw1yIGTT0gvfn5DVZlDCrRShJr6sLlQsk5G7CTgwE+O2aaenUlEVNXMRMTdx5Mnj2ynS10xneSeDm7NbFq4oqpMT/4gPBE1p6MGM2PynLIQ3v4rvzA/X6o2MCcukmI0mtCT0v50j95vf/CNts1ENL1qAcDhlvWohY3zc+UJJxxTFpySxSoa+de+euVkrICJiFuanetf+OqXxxhdldeLeZQIZpaSTiYThzt00CsceqTIxwE4pzZPJpO1tZZIsmafvnyinLG8vJpzNoeZA55SA4CFNm3atH6c6LvRubbL/Z1Op9PpfIf5YdPMIXfc1dx5XwCCCwFGKuysRMolUGkzT63XhzivlN4K5Rx4LJ7ZexmFepXtqIkGb5avvx7LI1NTZkrZetXzfvVfP9AXZ+shOlUOZ84ObkbjDZaOqjVqmARNAreKjSS0iwsbj3/zm6xHheeM2CLIfQ80l39DLax5mkWrAiPXSGLMieyME/CK8xOXFRglRNuVv/jIpsf2z2ZqJYwAgpWm7N4IjcmqPDkTCjsgkwMbK4bkFR6PQ1a2MkuRY5lkfsJbh3nfN25I9z8cLQE+Df80rexnEBC7Pp5PbWZb/9hAOi7GZxwcr/36n9x17z3Pf/+7t/7KW8qqp48/Msi1mShzJLXVtmn11Rf96ObRXGiLCQrWWOWeYWbNsxy32QjIBAMpBESGhQ0bkmkWTDtUEpGqquYD+w+aHx4bTJvkwFdXV3LOqjptS09EOecQgtm0muXJpT525JsQgqrGQIBf9KpXvOvXf6kqjHl6fSC6Y7oZL9a7Cn375T4OAJPJBM5H+vm4pciyYW5DEfxNP/0jyG3gmHPiQI/vXdYcWabb2+qP/dhrt26a6/VKETx5iYOBUrK14RqDABx77DGq6m7rrTydzJxIvn7FVf1BkVRZYspugJpz4Msu/3rORkQkgRjTf831JS950fo2A0+8TOvm+zudTqfT+T/JdKbfzFJK7Qc/Mb+4EiGcIVGymGseUEUuCm3RtKHREt4Xp1QGqSmNCk/iBGuDNkEZStF9967xVy4rwO107WIIs9//PXMvPjcj9TmkRDmgllS4FCIIedYx08iw0lq4ygU5uUzk3LPxgnNazgOr2WHA8rU3nLi40iIOyxBDm1wztA1wR2Gy6VUv0bmCwEFRs6a15Yc+94Vta20/YyVirS9ieaOTu6+x22yppXmsx+WYSk15SMHa0lPFmcFOmbkJAtCM2oZx/dj/y969B1t6nfWd/z3PWu+79z6Xvkitbl1sybZkjIyxZWzLN2zLQMCOIQEHBgwxnlDDMEMITEwlMyQz1JAizFSgIJWaVCBhKjWhEgYbyMBAxlyMZQPGMhjHGLANtiyBJFtS3/ucs/d+33c9z/yxT7eFZKpmJAPCfD+lKpW61eo+q/dufdfa613rfR+wVFo0l6ROMlMzpcy4r/fTWsxueNXLz+e5Uft959c8fGb6oR9/59d9z+J3L33xV7+hzEu5eNCdW80vntOH7/Yf/6lf/2ffe/3tt85qmRQH/dBrr+r8cn5+ODrTDdc0KwpTk0tVMuVTn3pD6bvRYpqmTcqbmZm/5z3vaS0lU8rcIuLg4ODcuXOllCsfcG0291933XWHb4HNWTh/4l1x+YOCaSjFzXI17P3X3/x1z3vu57ZxKKXPUF6ZXVze95L/nyI4HlG2m3M8z7u7uys3W+8UEddcdUI5ve51X3Ty5IloSgtZZJZaF5nTNI3b2/M3vekbJg1Hj24pN8d3Xt5nlCaV1XopqVq59dnP7vteUiklIjbPQriVt7zlLRcurFKmzWGeJnc/e+7i29/+KymlPFMZUatHRNd1r33ta/1Te3v+zCe7dD8AAH9WMnMcx0/+2vt3piLJ08dp8mpusiksvS5mraRldKvB9pZbQ9a95cxrWEiZluuqgy7XNVfjauH23jvfKWnKJqXSVO1Ztz+/1BJT81K9lDFDkX3fL8d9U/Tpo2dzebhkqTz+zJtH06RQpKcmae/jd++sJ/Oq+Ww57HlxmWUxSTuLndkN1677IqmY9jQ8cN8f+8FyN7yT1qaxc5P5uK61G4rW2famg31fb0VbDK1Oq8UUuX9g0TYRNxRfVltVT1OfOvOHH5NlRKQd7u351E2t3Nf76ez3Ovmy2+pWvTq6B2N5phs+92LccVrn3/obP/5t3/aL3/nmX/me733vv/rhO7/3++7+hjd9+O++uX/wHp3yi9vjuhvHum7dcugurvpz1zztKZr3KWmcNuvrm7X1o0eP1lony1KKu7dpMrPVan3XXXcd9nWkpHEc9/b2zp49O47jJuU3k4Su644dO2Z2eKDNn5wK56aSM7PWGhER01Y/L6YX3377YrEYhmGx2FZe/oFPrIGXy4PN9HuzD6fWsl6ujh+/2txuuuna5z7n2ZsbeSPafL41DJO5Sim7u7s3P+OkS4vFvLXmKZPJHnFiTzu8U+zENdd0XdnMMSLC7HDR/p577nnv+36rlrJcrd2VUou8++N3nz59+vIEJVObeULb3dl55jOvSj3q5c56PwAAT04hTZstz5mptRQpGy1CY6ZP40d/7K0X7v2wx8WVD+s6HRnL7r6a+wPz1ViWx/bWx4e0mA11u23N1r3M5lur2c561sJX/Y5W8+PrshPL1Xy+s9yr73jn/tvevkhJNikvLOrVb/z6g6tvSJWo59u43JmOzcZ+XO9HX8/X1VIXTh3MZjnszc9YaQ/0Nx978XNq2Z/URd2xPNjZ++TZ33i3UjttbctxqNdI+8fX07FlPTvfvmunP/HKV601Wypc44nVpdUvvn13amcWw31bw7Gwq86Pk+tcpzGHmakfcje2StvO3L44q3t9v7TYKrPZVLpmXUzzaTWLPbP9C/Pl0YsXTv7S+3Xu4n7JaCpLafTNCaKjjTEbeXE91phx9BWv3P2C11/wq4/bpa148Hw5s+8Xjg8PvOzui8/6ufed+Hf/9sg//RfX/PD/8bTf+71bYvBcqB1VO358nB1ZW0bv41VbB0+573VfrthZrG3arsutiDIqMlt51Utve+qJ7aqpTSZZ8Sliad7/5M++61u/85++93c/unT7o0+e/6mf+bW//cZ/sFq6u6UGmYYxZG2K81/6Za9wk6kqYrBMUz9u1VbD2uRjGzubtkblWIbipW+zGsMbv/a1u7P1TLm+JIsjU26NHlNZSabYipxP6pokNWXz6EyR2SJnkpuG0jTpmqaamW4XzZYtdObCtPbZKj1TtVlMY3ekr7vz1NiX9Ru+8lW7MfZjH25judDKnk+dWnvJi55ZYlgod7rdUvuh+NJ93U9R94vMlrNpHD1mVd2po903venLTBciPbQ9pdJXskurevJb3/y/vOs9H/ZZDcXU4oFPDj/wAz8edmTVpvS9Wldqx2OaPC59yaufV6WaclVp88lCmLykK62ZpckjS+boGovCrG9eW9ce7+uH83wAAHgCTKqaZDVkqVIOv3Hlsa/p6vX+f/53b/3S/VoyJ8+0GKtWipmVE6NX2dR3w7A85uMizqxHi1LWRcu+79d+TOV80WpLK+XU+1XLOpvUnV594N//9Mvu+CL1XQntlKJrrpu/8AvOnv1VmyLcIt1DGTZ57pVpNttdr9eLupVjlqaPP/3EC17y0qVthcogzZvrP3/s0ofvDZlHdOtY1P5gslWddVHnw+zEy59bn/mMbVmXFpaeZfWu91d5SfVjM8uwbJ5btWv7w0y2yuVOOdLatK3lSuPM5yvLs2213c1K88nKstNY+9E1V+tiefaj99z0O39w5BUvmGqvXnKZrJNzY++f5lhzud/6fd/xyx/69ed9/MLuvJ7uS8k4slpLmRFHxmmrnT89k6lK3amtY+2jd/cHZ4+437cay87W6VXLY9vP/tIvUl/CLSSXtxyqF1lsL2b/5Ru//n/6vh8qZSvTzN1d05TrtX7+P73rZ3/2bV1xTTGNk1s1P+JWvbjSd+aLYX3+xIljX/tffHWGwsLVpJBN4UN6lZqsmTdlmFv4JLncItfPuPnUP/rH3/7ff9cPeJ23DFmTWiplg9TMBrdJqrJJamlKa2khjWmunNKaYmU+yUYpsjW5Vus982ZSxhTelGZh1113Q4upK92XfMmrr7rq3xyc2TfZajW6OlNXyvrFt7+guKemrvZmdnjnQJTNY7tpdml/LzKLrBS9+c3f+taf/sX7H1zNai+vCh+HGKa5svuar/2OL3z58555802XLh783z/zy1MsMo/PZz7EdLB/sFunaVoe3Zn9ja/4kssHnG4ef/DDP1I2j1zIZU0WtrnIWpPMw5U+5uNdt6f7AQB4/NK0J6V0xA8/q3dJkakIDX73H1//kQfnbTFaa9b6qZRspZUS6rrZPX2c2e5W0Z2sXYvl4KYW6+2uDevPPdNOTmWe65qqUztQbg1bvfzqQR959/t05rxuuKa3zbH3dfV5n7v61ffuXtpza0Ve0ywkz1bUbOqszcZpaqte8/j8W3XtqUGbx4uldZ7/lfce2xubxpo6IsUwzGs3uXdD1r676ZUvi3nfh2JQ9k3nD/wP7u+nWRexHcWUo2LwaIONdft0Z6v50UtF4XU2aVTM+9nB6mDn6HY5v3/tXuuizVrOmppLOexat1qND/7yr5+6/QVZpqnUzVYfTymdM30+vZBmVZ9/y/xFt5X7DtarC3tHPF2m1g9TybbTxk55aWYPr62Xdo9ec/qjH1Gd7l2ei6Od9qK77vrpZc+96mlPkadVTykUvZdNfXrR6//ml//Qv/jhC3vZWoTcwkvZSk3jGNFmq9W6q52r99K3VjJUaxnHdRvHWW9/83WvOXF8q1hKcXi9nMWVTSyWksLMwje7ippZqWZDG1//t17zz//lv777j07PF9tDxOYi3LT0DNl0uYhTUlqYpR1uu880pVm2yS9vxZF7plpMtjkQ1DYnVJkij+7MUi0itrf9umtPPnjxj6aQWSnWxVQ6azc//YY2jV7NzGr14VOfOXmaK3zv4OBwK1qLrZm/8uW3/+R/vFPKg/2Druu6ut0tjly6eHa+Ve/6rQ++89fumoZpvji+vxy6vrcppph2Fls2HOzM65Gd+Ytf9IJMefmT6wiHIxXSZuLxyC1Audn+97jfGnQ/AABPJPzVWU4yhdQkV0heommYaX3619/7wrPLJr/Y57qqbykrg/u8zc7Ptk/9w2+67Zu/upRFjjH1xeTdOtYL6cE/fs9XfEt/72mL2sW4M7jGONMPW3XLh9U1F8+ce++dO1/1lZN1M1PO8uQdL33fD/3IyRgP6mDV0w63yk+eU7Yt97HtT4vuTN9e/F99YyxmNdPMPEZ97OMffst/PDUuLyzWbtE1D7epdgfr1TVlZzx5/NjXvjZ61yqjt8mGsz/3c/bQA6uSKevSZTFZGdWNpf+jndlLv+c7+9e+OhdzizL1tUV6qhT35cV3/ZPvP/2WX7p+f7+LaR4W8otd7m0p2vj7P/cLp77ir40vfs5KZSabSZ6udvhBCh6d/UVj7dztC/7hm3/zw584+bH7FquD8GltEfPIbJek/bJfY/tMv3Xh2LHn33rLXT/6r0+s93x3O5vOH736qjd91U3f8U1xbKe1NJkd3lYVaZZmxXTDqe5b3vg13//DPynFrN8aR2WUNJ+UslJm2xnZireUe9kc+j+rZjE951lP/87v+KadLVnIXREpq8oqmYWZVaUrS2YqirKmimQRZtL2lt7whi///h/80WlammZpmxaOzPDNoyySsqYy05tKRqQ85akSUtlcNZydbCaV8xfaNFq2jAg3l/WmOH5ktysq6hUK02233fq+3/+Iu7z00Vyy7YXddtvnmZupeLVaXVPztMjD82fDdOb8RSuWme7Zxvbtf/cb3/3u93/i4Quzfmbmmblc7XXz2nK4eLDs+s5Lv24x255FjFMbZ721aa/X8hUvf+n//N1//+hu52raPN3yyDX8dFmRTFksi1Q8NoccWSrzCRz5yf5+AAAeP2s5H3KnSZMU8lSYoso07aqdu+s3d7Tudb74RdVzUS+0ujf0Bytfn+ti90Wfv3ftUy5ecyquu3Y4cTJOnMhrT+5ddbI94/Ouff4LLnnXsk42W/rW1B2/2A8Xu6Zc3uDrs+95R1eGpcVYxnXnx2579jVPub5v6lqv7DNnFrMSs26cbcdON/ZTzs7OFqdvuf6mV93uyu1oW5rm672HfuIn/N57q9bjLIY+xy6mWQ4+VtnQW/eSZ+rGY6FQaUOZ7NK5D/7Yf1iMe+PszGp+5tzW2Ye3L57e3lvOVmMZDo7N+i99mW6+bjx1Sqeuj5Pz9bXH2nVXH5zcXd901bO+/AvDx6p1K+NkbVlznHWXsqVyfv/DH/v3P12nqaiVzdqmH06o8FhTUe+la7PFbc971dt+7KHbn7fjx0+tFseXZWfoOs3PLRb7R7efsrc4OHb18g2vPrt//uhdH9/1RUxHln7i6u/6ezd973+nI9tL86zzlHqpl7us5ZSeVpRNf//bvunLX/uFN1y7uz44U30s1pQxDUOpXWs5bV7kmetpr3TjannedXBky37w+7/rqiMLa2mapjbJTHJlZ1ml2mo1OAAAIABJREFUajmz7D3Mo1jMlPNULxW1RVdmxfQ1f+srrzq6U90tOm8Lb3OLmVQsikfddL+yyyyKmUVvUS2KssvsPc2yuixikdl/4r6L62UzVY+iqMre02684drNRwTmmakX3n5Lxn71qZpiWpvnV33ll111bFG9SCpFx4/vuiZX+OYzKKUUFy+tNrdMmEXf583PuO6dd771S159e1fWy4NzpnHWdTnJrW+ti5xPrS/d1tRU3IqUw2pm7Ste96of/ZF/9oynX9cVmcLssQ/ymlSVxbK37D062wzj4V/9435zMJUGAOAJcDVTc3mnkofbVLK1Xbn++OyZ93/kao3Vpt11bI2tZEjRhZribPXjNz11T9kyPLUd6eEKHXWVbM940bM/8As/e3Rc+jS411n21692NM121I1n9vZ+44N66GD3xCI8Q5bbx25+w1c99H0/eHzIlCyzSNlssuiVfdpQ+tPjdN3znxu9eTSVzJzsk2c++vN3XtVKjW53L2Zp8yiR0UxKP7voFq968dBVpZa9jVrrd+6++v0PnFr5frQSSuVQLOVbg0eGTl2n47uD2rp4jeyGmbrSTeq8mPmpF9x+vi+ypZXJwmW+Myy6aTGlH13r3p/91Zv/3sP9M54qaSzaN83r5eMY8ahuy7B1k7qx66frnvqFP/pD9//bt6x/54MP/tZv7Z5fLiY7flEPTcMnnv05N/03f+fEc575zu/6J8fq7Pwt12996aufe8cXzV/5wlaKFmGqJtU0bQ6OKqZ0uQ3jatbNq/u/+t/+x9987/v/z5/4T+94x3tOnzvfWdfPfBwOulo3p1T1/azUpeXyuc992qtf/pJv/eY3XH/dVbVKypRVn8XlgFWuixepZUxm7q42WS22Ob6pFG9TqthTb7jqu//xP/hH3/2/rqbcnPZvGVJTTote2ZSmFinJs3XeMgezEjmZxayWmMbNz63Ugw8+1IZ1rTIPKT2K5fqG66920+GFxCVvffYt834cM6INfa19N/6dN31NtowSkpWSN9546r5PfKJktUilSykrh3dxmWeOOa5n/VaL9qP/5nv/w0/8/Fve+v988IMfHvbbfNYNw3rR9YdTtfWyuGsceosXPv/zv+J1d7zh6754e0vZpGxmofTDye4jXvEZkqlNY1GEJk1j19vUpq70GePjfmvQ/QAAPH6T21IWkplm0mzzAF4pOrs8/a7f/vj+xfUNR/bb7nxqRVNa61rOJh+833/Orbr2BlM3MzVJrt4VKTO51/5vvPrjP/VjD9577/H5zsVLy52tXS3rlLPtagf7+fDpc8/4yB/Xo9eMs16S1e7Ia774zv/rJ7c+cVppHqWkNdPShpn5fNBK2j9x7PmveNlU+r61ZmUtX95z/++dPnfN8d2a/dbU+slLlhIetux9/rGd8povfJm0k1OJzmfauu8Dd99XZ/tHbeqPeUvPGIuaqW+lTeWG5zxXR06s1S9Vu06es7WpulJa+9GtXVs9/0Xv++BdB1pfY1vDGEU+tNb1W2VV7t07e/NH/vCam54qUxZN0mSasd7/aaeZmeqVln2UftL09Btv/J7/VsvljR/6w3vf9s4LH/qjm1bzp7/iufn6V33g/R/8he//l7c+7cbnffsb9fKX6vobl6VqrdLyfFluyzpdOTM1Lb24hVS7KoXcFmqvfNnzX/6S5589P7373b/1tl98+/333//QmdMXL16czWbXnDh15MiRl7/q+a/9stc89bqr593mnrWUmg5v6jWThmns+7GUS60tZzMfpqWlW+jo0aeeP3fm2JHjplGalWJpUcxe//q/9slPfuIHf/B/z5wkydeysebqzMMP3fS0ky3Cq+d6iLxYi6KtvJSI0YsOLj68vXXVMMW80zTaen2++r7soBQpZVZqjkd2yji0eW+mGNrqmbfc+LKXfP6HPvKx2dbO/t76phtvuPVZT5XCzE02THnjU07e9d61WZNtNtSPMl/u7W+eGmhNpe8yhsWsayrf8PV//Rv/9ut+8zc/+tM/+TMf/djHPvA7HzgY1u5dy7ZzZOeZNz/tda/5spe8+AW3fd7NXbWy+USrxOank+xwq88VJrNYr9fzxaS81Pm0mPtqvd95UbOuHs3Hu9HHrpxICgAA/v/alM7m4btOKqOUsSrTXE0PnNa9H9fcpFMaQhrVT4qmUVIZj87t8561Dt82xTR435RdszpJfTYbV/u/+7vbY2oIzXfUTFpKrhLSNDXVz3l+HF1EkSQf5bkeP/TBbmpK1+SSqYRmRZk6mKQaOfrnPG246mSfdqG0UeX4+fPlIw8oB3WjRilNViWpHcjmoVEvfI5325q06uRS97EH7IH7tAjFrpoUTTVUNtsfqo4d1S03XMw2L10/at0rpMWkZrpUdHSQ/f7dOrigRdW4rYNBW4PsdJZql6Sum255Sjl5namupbW0laqT1PH6eqy2Vq7li/RuUlSljSUnTaM0SVUXU4s6zH157tLRg9S2dJVLW8rtSSqhKBo1ztQ94oHbkEuuJknhh1duDamSWdM8UutRfa9hPFyTri73wx9toc7lkrJd3nnuUslUs/HCpdX99++5LyJHq5PLTLWo3XLzqYxl8cliR95SU8uULR4+u/fwwwfKuZSyUTb2Pn7uLTemQpqaokW5554Hh9EiO/PScrKSc5uXurzlphNTrKpvnbvQHvjEmcMNOilFVy1nfXva064bY6/zItXMTqZxUppKUUqzlFmm2tRC3t1990PjkGnd5euDPTNPXlOuPnpkVrS5wFfZmlnITX2TuTSuo/YeqTPnLx0crLZ2to8c2epcllnNXFNmc5td/jPj8DSfw4X4vLLk36a2CsVy3V/aS7PZlEOpaeHFevfVzq626pzuBwDgLyL8TVnSUmom00GJqlanaSrjvrXU8a2UmQ6UVW2hyIiVW0pHVDSkfFQdlTWta6pNHgqTIlU25wM1uY1TMSmKsmtm0aVbNHVSFK2KVjnMrPSyGh6m0bRWk9osrc8a67CuNJdF7lcbpaNT6ydrfR54zGQmm+QhdTnGOLZ+rrTtlatoWVRDnXKobWmTa95LNQ9/ilBsybrWNgulCtM6pu3BVX3y9LLvJuVi8qFqqdwJs1GtXw82mKJO6670o/VNiyqrqTDVDJ9CHbsSHi3URmWTm6xPK5sYrrb23LdWpO2WU2RVNS9DmUYNk8a5tmvrXBpdnlEV5XDHx+U7Ys1kdvlm3DBl5iAVWcmsm+Nxaq2RoUyTZ5qk9KmoyEyRlmklL88kXCpKNdsz9S2q5CGZT1IovKi4mbRMLd2OZE6bu7HGyFJmUs1PvbvSM7ON7gpNcpOKcnOzs6cpNufepBebUntFpuwz52mSxeYrMhWlRctSLXJIhZsr3L1OY1qx1qSSM2+RKTOTjyFL88tXEYdd+cLC4vDBBXNFjnK1TKW5uWWReWRkyt0jlJlWZCmzlpG+udHMHnlDnW/+Y5fDXFJkNrMxNEnz9Vhq9c0fLgrLVou3UtamLbofAIA/9+6XmmlS2GEoWYZaRqk+qq019er6zRkcfnmNz2LwyZXVFNHc+rX1k7TYrJ5L3XpSqasaRa1brVRcbTtLROeSyqRcH1g/kxWl0tte2fwboWYKV9mEVqgNrUWpC4VpmcvdziQ3Waq09JbqfHRVycbLwdYyO1tZ2hTzyVtnY+ZcpjE1s2xph2uoOjxq0yKmwWtR8aYYFSZP9aYoiiId3i2cYZs9DRmKplbV5mFrn7syslmrfZFskKomb/XwExQ85gUXqVR4hKlkkdlSWksz5da6qflm2LLzKdW1lLfBbaXSS/OmnNqk7Loqj0d0utuVHrRItfVy1fVz95q5uYs2WozFzMyV5bBTD1/TmsY0y9KZPvXKKErJ1lLJrMMYEdNsnqF11ULZKSU1+Uq5ndnMLXJy85Zx+a7fyy2crrD1uOrnVcqWUdSbDg+/TNt83tZFjLKlJEWv6Et12eYzEFfOJIU0DKN3VlwuRYsSnYqN41R7C40lU15bmlmJzGKHp41ufimhkCLbNKynvs5q17VJXjc3TYQr2tiKFdWaqQyVwxM51ZrM5S6lxjG7zvLwU5ErcyTXlZM5LaTIsFSaD+sx+rojaT1eWvQ1WnHrlSk7kG/T/QAA/Ll3f2p0haJJJitj9FlkiqrYXD/rB4qyOcTw8AE+V7oymldLRTRNpU7SdkimyVSX0qS9rexL9sMon7Ta1iLWMUX2805my5S1oavVZKvVEKVfdO3ygThVaWERykiFamdpGkwzDRn9JLXNXg0pMtzCra4lSUWZmUXpntO6Whnbuva9pWlI1U6SYiXb9IopXeEqFpZplpf3fvShNDVrqanKLCUVhWkapUGdqXWaZipqZSxKqU7Fi2RLqWjqp6JmmvH6erTNvNEjrW2W3JuVlSRpe/PR07hSb6FuLF6kupRy3FtMO+YaTaWkF9sck+oxKkIyuctrfmrXSdpkqto8XarNfWpxeWuKKTbpf3keq8MXdZrM4lMzwnRl5mbesDmHU4NZi9a51cMfmCuVeYZCcpcdntI/bP62mVsoXFZkmqKZp1uxsCvn36RHajL1mSkb3DzCfTPr8EnWlJtPANIOrxVQZLjCZbb519TkEblydbLS0txqKGJad6UqTeZpLTVuLtM1dZt5S6Ric3xoZrV0uaaIrpmK5Ca1ltla7T81TPmpw6oeMUE6LPJPdb9ys4bQWlPxEiEvU+ZoOTs87tOnw115dD8AAH9+mlKaXJ4tM8KsyiJ9MnNXDUVTLYNsc2SH55V6SlVJTdqcXukKk7eUK8x8lKRlJ0mLUGgy3/zHNk8VpmuUsqh3hdog65pVmVxKabN2XzOLbLIcZZKK1LdRxTdXDaSniltuPqxQl3LbHEYql0VOnZlFyNUi3H1zpniTqlpIkyzlRXYlZC6v/j8yciIUfriNwXX5TtJURss6ZvbaL1NR9lFC7rIymUxZm4zu/1O63xSWqSiZSpd5mCxloeY5WBRln2VlJmk+Sa7Bp34ITTHNa3jtJ6lkmkJ5ZZdPeUQPHt7OfPk3NTPNUhkyWR7erqbUIzekX75w6krU2qf2rkgZMldmM88MM5Vsl98Tmy8rNtuFNjdeP3LjuymUzawolOZ2OB+4MkvxjAxlcVcqzCxDGeaHB0K1wxmIDn/JkbLN13Blo42lPFKbXrdIN7NUWMYjHrbN3Jy2mZLcrGaY2eZissNqtwjJsoxXvnY73CYUUkZmytxK6PI06E8M3JXuTykzDidbm+/OlHlmm8yqYvMmD5XHcxY/3Q8AwBPqsOZaS1sRipAk81WJQbVTW6QNFh2n5z1WNssYY7BaN1lUvPPDXdObJ0Tz8a1oAvjT8I4CAOAJOVzwdjdzpTS1ajbz0S5cUqjvmrJnlB4zaqbadWPIJ0W0atO8a7LDG4nMZY1BAj6zWO8HAOAJiJRydGuXH3Kch1LNzp+755//yPmf/yWLZTr/q320tc9Ci53BStRP1nz6//AtT/uavx5WS7MsWpuknHNzF/AZxXo/AABPgGeqVVWTJqmk0jRYm81NZx+yD3/oSB+z/YlxepTWxow4oe2q7TKb2YMPmI8hLyqHJ8QT/QDdDwDAk8ckbXan1MMTxSVp32Lmw76NQ7UDtc44j/LR+nlTLod1azHZ7Pg0n5ZqodbJJStSbVdOOgFA9wMA8BetpJVwS6moSTJlZJUU/fZBt73cmcW6xN6T9tdvj1lV/3Pa/9umlXurNQe7qLZrVpQ1pdgcsnLlSiMAdD8AAE+Gbg7TZHJNFqPkFlUxl2n0oeyc9q3SLbqO/f2PmV3EdswXq6atsvsJa1t5pJ/myqLY3IQwqTRpwUABn8k/r3iuFwCAx29zjadlWJOyC1nTQQm57J774/TZizMdWbPK9mglbT0NnffdMlrt9Izr6rVXl5BFRt9GjTM1aYeBAuh+AACeHFKTaa2cqVVJzTS09aLua1yo9coLap2OME6PslZKNpd2UppyWbK5d9KsSWVzAyvr/QDdDwDAk0dkeq42iZra3Aw6WrrGspw0Toql+i3G6dFqUSkaQim5h7dhtpCsT7mUllIzdiMDn9m3HUMAAMDjZ9nUJNdUFMqq0TRFzqf2h2+/8/yvv28xjVl5PvUx0yWLhZVcD2MtlxZ+02tffd3tLxqsa6qeprTJK6cgAXQ/AABPFmle5DXXKiWrlNlbTsX9YPSff9vuj711q6XlyEA9Std81WfkcNXQ5db28uT1dvvLe1WzlIWlM1UCPuN4WwEAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwCAzz6plCSzy99gjAlA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAPCXX2UIAAB43AbpnGLX6raiyb2Z7VndbdpaLftxa7i05QdTzhmoR/Gs222uqXZR+jG7WMvWUlXY2q1orMtBi20GCqD7AQB4UpiFTqZ7NKVqp2ZSr8nSZftu3WJrbxynPM5APVo3ruu6psfBdGlnUWpKNknd5nuTPgHofgAAnmQ8JTMVHVgU92KqkTXmO8O8G7bmU3axYpQePWiee8tRVru6COu67DRaZ1IqXWu3OusYJYDuBwDgScM0VTVZKg+kuWlW1Ktq1JZvr9X1WhQ/yzg9uvuj7uaR6GpYd3BxPT8ITb556jCkURpcPcME0P0AADxZpDxkpnTNpZop2eTKzP6VL5xaTrVNWjJOj1KiePqQTaXf7nzrhbdOvRWlhXWK1OSapC0GCvgMssxkFAAAeJya1CSTPLJIYTZq1dslG49nq+umPmS7jNNjRNgkyQ6WtphfMh9VtqR5pHwKDa4mHWOYgM8g1vsBAHgCXHKlyaSQilLmRerVNStlHkueUf10Uj6plzTb6uNw6OSSsknucskYJeAzi/V+AAAev5CGzXK/ZMoSaZNnUSsqklKDaZbBQD0m/E1mKVlK0mSSqW5mAJbylFJWGCeA7gcA4EnSr9Lmf6T2iG9Rym0zKyD5Py1Xc+VmrvRpBnOD7Ac+o/jsEQCAJ5z+V2xW/jOVKblLvlnMxqedMIUdzpeuzJ02/8hsCfgzwHo/AABPpF4zlZJbHm7xn0w1m6dknjILycjYP234rpR+yltYTjKX1TTl4bGeAD5TWO8HAOCJdL9Cf+Ip1JDC5JaTcpJ1RYWAfYy11KRyedw6pdRGxaQ2k8mKVK7c3gvgM4L1fgAAAOCzHysQAAAAwGe/eueddzIKAAAAwGd590t6yud8AQPxl8t9f/Dbd9xxB+OAvyLuvPNOXvAA72swpHiCrxD2+QAAAACf/eh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAf1EqQ/BZyYwxwF8amYwBAAB0PwgpAAAAPGHs8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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">66<span class="ls0"> </span></div></div><div class="c x1 y890 w4b h98"><div class="t m0 x5f h10 y891 ff8 fs3 fc14 sc0 ls0 ws0">CIEPŁO I </div><div class="t m0 x9a h10 y892 ff5 fs3 fc14 sc0 ls0 ws0">ENERGIA </div><div class="t m0 x2 h10 y893 ff5 fs3 fc14 sc0 ls0 ws0">ELEKTRYCZNA<span class="_ _0"></span> </div></div><div class="c x7c y890 w4c h98"><div class="t m0 x4a h14 y7f8 ff5 fs9 fc2 sc0 ls0 ws0">Projekt ustawy o <span class="_ _1"></span>zmianie </div><div class="t m0 x4a h14 y894 ff5 fs9 fc2 sc0 ls0 ws0">niektórych ustaw w c<span class="_ _1"></span>elu </div><div class="t m0 x4a h14 y895 ff5 fs9 fc2 sc0 ls0 ws0">dokonania deregul<span class="_ _1"></span>acji w zakresie </div><div class="t m0 x4a h14 y896 ff5 fs9 fc2 sc0 ls0 ws0">energetyki </div><div class="t m0 x4a h14 y897 ff5 fs9 fc11 sc0 ls0 ws0">https://legislacja.<span class="_ _1"></span>rcl.gov.pl/p<span class="_ _1"></span>rojek</div><div class="t m0 x4a h14 y898 ff5 fs9 fc11 sc0 ls0 ws0">t/12404704<span class="fc2"> </span></div><div class="t m0 x4a h14 y899 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y890 w4d h98"><div class="t m0 x4a h1a y7f8 ff6 fs9 fc2 sc0 ls0 ws0">Projekt u<span class="_ _1"></span>stawy o deregul<span class="_ _1"></span>acyjnym charak<span class="_ _1"></span>terze </div><div class="t m0 x4a h1a y894 ff6 fs9 fc2 sc0 ls0 ws0">ma istotne<span class="_ _1"></span> znaczenie dla <span class="_ _1"></span>podmiotów </div><div class="t m0 x4a h1a y895 ff7 fs9 fc2 sc0 ls0 ws0">dostarczający<span class="_ _1"></span>ch i wytwar<span class="_ _1"></span>zających ciepło. </div><div class="t m0 x4a h1a y896 ff6 fs9 fc2 sc0 ls0 ws0">Przewiduje upro<span class="_ _1"></span>szczenie zasad ust<span class="_ _1"></span>alania </div><div class="t m0 x4a h1a y897 ff7 fs9 fc2 sc0 ls0 ws0">wysokośc<span class="_ _1"></span>i zwrotu z kapi<span class="_ _1"></span>tału zaangażowanego </div><div class="t m0 x4a h1a y898 ff7 fs9 fc2 sc0 ls0 ws0">w działalność gospo<span class="_ _1"></span>darczą wytwarz<span class="_ _1"></span>ania <span class="_ _1"></span>ciepła, </div><div class="t m0 x4a h1a y899 ff6 fs9 fc2 sc0 ls0 ws0">jego dy<span class="ff7">stry<span class="_ _1"></span>bucję oraz obrot<span class="_ _1"></span>u ciepłem oraz </span></div><div class="t m0 x4a h1a y89a ff7 fs9 fc2 sc0 ls0 ws0">zawiera rozwiązania pr<span class="_ _1"></span>omujące ko<span class="_ _1"></span>generac<span class="_ _1"></span>ję.<span class="ff6"> </span></div><div class="t m0 x4a h1a y1ff ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y890 w4e h98"><div class="t m0 x4a h1a y7f8 ff6 fs9 fc2 sc0 ls0 ws0">Ustawa na </div><div class="t m0 x4a h1a y894 ff6 fs9 fc2 sc0 ls0 ws0">etapie </div><div class="t m0 x4a h1a y895 ff6 fs9 fc2 sc0 ls0 ws0">przyjmowani</div><div class="t m0 x4a h1a y896 ff7 fs9 fc2 sc0 ls0 ws0">a przez Stały </div><div class="t m0 x4a h1a y897 ff6 fs9 fc2 sc0 ls0 ws0">Komitet Rad<span class="_ _1"></span>y </div><div class="t m0 x4a h1a y898 ff6 fs9 fc2 sc0 ls0 ws0">Ministr<span class="_ _1"></span>ów w </div><div class="t m0 x4a h1a y899 ff7 fs9 fc2 sc0 ls0 ws0">Rządowym </div><div class="t m0 x4a h1a y89a ff6 fs9 fc2 sc0 ls0 ws0">procesi<span class="_ _1"></span>e </div><div class="t m0 x4a h1a y1ff ff6 fs9 fc2 sc0 ls0 ws0">legislacyjny<span class="_ _1"></span>m </div><div class="t m0 x4a h1a y89b ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf3 y890 w4f h98"><div class="t m0 x4a h1a y7f8 ff6 fs9 fc2 sc0 ls0 ws0">Dla Grupy<span class="_ _1"></span> UNIMOT </div><div class="t m0 x4a h1a y894 ff6 fs9 fc2 sc0 ls0 ws0">projekt<span class="_ _1"></span> ma znaczenie </div><div class="t m0 x4a h1a y895 ff7 fs9 fc2 sc0 ls0 ws0">dla rozwoju działal<span class="_ _1"></span>ności </div><div class="t m0 x4a h1a y896 ff6 fs9 fc2 sc0 ls0 ws0">RCEkoenergia Sp. z o.o. </div><div class="t m0 x4a h1a y897 ff7 fs9 fc2 sc0 ls0 ws0">która wy<span class="_ _1"></span>twarza ciepło i<span class="_ _1"></span> </div><div class="t m0 x4a h1a y898 ff7 fs9 fc2 sc0 ls0 ws0">energię e<span class="_ _1"></span>lektryczną w </div><div class="t m0 x4a h1a y899 ff6 fs9 fc2 sc0 ls0 ws0">wysokospr<span class="_ _1"></span>awnej </div><div class="t m0 x4a h1a y89a ff6 fs9 fc2 sc0 ls0 ws0">kogeneracji<span class="_ _1"></span> oraz </div><div class="t m0 x4a h1a y1ff ff7 fs9 fc2 sc0 ls0 ws0">zajmuje się p<span class="_ _1"></span>rzesyłem i </div><div class="t m0 x4a h1a y89b ff7 fs9 fc2 sc0 ls0 ws0">dystrybu<span class="_ _1"></span>cją ciepła.<span class="ff6"> </span></div><div class="t m0 x4a h1a y89c ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y8d1 w4b h9b"><div class="t m0 x5d h10 y8d2 ff5 fs3 fc14 sc0 ls0 ws0">PALIWA I </div><div class="t m0 x5a h10 y8d3 ff5 fs3 fc14 sc0 ls0 ws0">BIOPALIWA<span class="_ _0"></span> </div></div><div class="c x7c y8d1 w4c h9b"><div class="t m0 x4a h14 y8d4 ff8 fs9 fc2 sc0 ls0 ws0">Projekt rozporządz<span class="_ _1"></span>enia Ministra </div><div class="t m0 x4a h14 y8d5 ff8 fs9 fc2 sc0 ls0 ws0">Klimatu i Środowi<span class="_ _1"></span>ska w sprawi<span class="_ _1"></span>e </div><div class="t m0 x4a h14 y883 ff8 fs9 fc2 sc0 ls0 ws0">wymagań jakościowy<span class="_ _1"></span>ch dla </div><div class="t m0 x4a h14 y884 ff8 fs9 fc2 sc0 ls0 ws0">biokomponentó<span class="_ _1"></span>w, metod bada<span class="_ _1"></span>ń </div><div class="t m0 x4a h14 y885 ff8 fs9 fc2 sc0 ls0 ws0">jakości biokomponent<span class="_ _1"></span>ów oraz </div><div class="t m0 x4a h14 y8d6 ff5 fs9 fc2 sc0 ls0 ws0">sposobu pobierani<span class="_ _1"></span>a próbek </div><div class="t m0 x4a h14 y887 ff8 fs9 fc2 sc0 ls0 ws0">biokomponentó<span class="_ _1"></span>w, z wyłączenie<span class="_ _1"></span>m </div><div class="t m0 x4a h14 y888 ff5 fs9 fc2 sc0 ls0 ws0">biokomponentó<span class="_ _1"></span>w wytwarzanych </div><div class="t m0 x4a h14 y8d7 ff8 fs9 fc2 sc0 ls0 ws0">w procesie współ<span class="_ _1"></span>uwodornienia<span class="ff5 ls36">, </span></div><div class="t m0 x4a h14 y88a ff5 fs9 fc2 sc0 ls0 ws0">biokomponentó<span class="_ _1"></span>w gazowych ora<span class="_ _1"></span>z </div><div class="t m0 x4a h14 y88b ff5 fs9 fc2 sc0 ls0 ws0">biokomponentó<span class="_ _1"></span>w </div><div class="t m0 x4a h14 y88c ff5 fs9 fc2 sc0 ls0 ws0">wykorzystywanych d<span class="_ _1"></span>o </div><div class="t m0 x4a h14 y88d ff5 fs9 fc2 sc0 ls0 ws0">wytwarzania pali<span class="_ _1"></span>w lotniczych i </div><div class="t m0 x4a h14 y8d8 ff8 fs9 fc2 sc0 ls0 ws0">paliw żeglugowyc<span class="_ _1"></span>h<span class="ff5"> </span></div><div class="t m0 x4a h14 y88f ff5 fs9 fc11 sc0 ls0 ws0">https://legislacja.<span class="_ _1"></span>rcl.gov.pl/p<span class="_ _1"></span>rojek</div><div class="t m0 x4a h14 y2e5 ff5 fs9 fc11 sc0 ls0 ws0">t/12394801<span class="fc2"> </span></div><div class="t m0 x4a h14 y2e6 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y8d1 w4d h9b"><div class="t m0 x4a h1a y8d4 ff7 fs9 fc2 sc0 ls0 ws0">Projekt wy<span class="_ _1"></span>nika z upoważnie<span class="_ _1"></span>nia legisl<span class="_ _1"></span>acyjnego </div><div class="t m0 x4a h1a y8d5 ff6 fs9 fc2 sc0 ls0 ws0">w nowelizacji u<span class="_ _1"></span>stawy z dnia 25 s<span class="_ _1"></span>ierpnia 2006 r. </div><div class="t m0 x4a h1a y883 ff7 fs9 fc2 sc0 ls0 ws0">o bioko<span class="_ _1"></span>mponentach i bi<span class="_ _1"></span>opaliwach ciekłych <span class="_ _1"></span>z </div><div class="t m0 x4a h1a y884 ff6 fs9 fc2 sc0 ls0 ws0">dnia 21.02.2025 r<span class="_ _1"></span>. </div><div class="t m0 x4a h1a y885 ff7 fs9 fc2 sc0 ls0 ws0">Projekt t<span class="_ _1"></span>worzy regulac<span class="_ _1"></span>je umożliwiające<span class="_ _1"></span> </div><div class="t m0 x4a h1a y8d6 ff7 fs9 fc2 sc0 ls0 ws0">wyłączenie bio<span class="_ _1"></span>komponentó<span class="_ _1"></span>w wytwarzanych <span class="_ _1"></span>w </div><div class="t m0 x4a h1a y887 ff7 fs9 fc2 sc0 ls0 ws0">procesi<span class="_ _1"></span>e współuwodornieni<span class="_ _1"></span>a, </div><div class="t m0 x4a h1a y888 ff6 fs9 fc2 sc0 ls0 ws0">biokompone<span class="_ _1"></span>ntów gazowych or<span class="_ _1"></span>az </div><div class="t m0 x4a h1a y8d7 ff6 fs9 fc2 sc0 ls0 ws0">biokompone<span class="_ _1"></span>ntów wyko<span class="_ _1"></span>rzystywanych do </div><div class="t m0 x4a h1a y88a ff6 fs9 fc2 sc0 ls0 ws0">wytwarzania pal<span class="_ _1"></span>iw lotni<span class="_ _1"></span>czych i paliw </div><div class="t m0 x4a h1a y88b ff7 fs9 fc2 sc0 ls0 ws0">żeglugowych z re<span class="_ _1"></span>gulacji dot<span class="_ _1"></span>yczących wymagań </div><div class="t m0 x4a h1a y88c ff6 fs9 fc2 sc0 ls37 ws0">jak<span class="ff7 ls0">ościo<span class="_ _1"></span>wych, metod bada<span class="_ _1"></span>ń jakości oraz </span></div><div class="t m0 x4a h1a y88d ff6 fs9 fc2 sc0 ls0 ws0">sposobu po<span class="_ _1"></span>bierania pró<span class="_ _1"></span>bek dla </div><div class="t m0 x4a h1a y8d8 ff7 fs9 fc2 sc0 ls0 ws0">biokompone<span class="_ _1"></span>ntów, a tak<span class="_ _1"></span>że uwzględnienie w </div><div class="t m0 x4a h1a y88f ff7 fs9 fc2 sc0 ls0 ws0">przepisach o<span class="_ _1"></span>bowiązującego brzmieni<span class="_ _1"></span>a Polski<span class="_ _1"></span>ch </div><div class="t m0 x4a h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">Norm. </div><div class="t m0 x4a h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y8d1 w4e h9b"><div class="t m0 x4a h1a y8d4 ff6 fs9 fc2 sc0 ls0 ws0">Projekt w </div><div class="t m0 x4a h1a y8d5 ff6 fs9 fc2 sc0 ls0 ws0">dniu </div><div class="t m0 x4a h1a y883 ff6 fs9 fc2 sc0 ls0 ws0">21.01.2026 r. </div><div class="t m0 x4a h1a y884 ff6 fs9 fc2 sc0 ls0 ws0">skiero<span class="_ _1"></span>wany </div><div class="t m0 x4a h1a y885 ff7 fs9 fc2 sc0 ls0 ws0">na Komisję </div><div class="t m0 x4a h1a y8d6 ff7 fs9 fc2 sc0 ls0 ws0">Prawniczą w </div><div class="t m0 x4a h1a y887 ff6 fs9 fc2 sc0 ls0 ws0">ramach </div><div class="t m0 x4a h1a y888 ff7 fs9 fc2 sc0 ls0 ws0">rządowego </div><div class="t m0 x4a h1a y8d7 ff6 fs9 fc2 sc0 ls0 ws0">procesu </div><div class="t m0 x4a h1a y88a ff6 fs9 fc2 sc0 ls0 ws0">legislacyjne<span class="_ _1"></span>go </div><div class="t m0 x4a h1a y88b ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf3 y8d1 w4f h9b"><div class="t m0 x4a h1a y8d4 ff6 fs9 fc2 sc0 ls0 ws0">Z punktu <span class="_ _1"></span>widzenia </div><div class="t m0 x4a h1a y8d5 ff6 fs9 fc2 sc0 ls0 ws0">UNIMOT <span class="ff7">okre<span class="_ _1"></span>ślenie </span></div><div class="t m0 x4a h1a y883 ff7 fs9 fc2 sc0 ls0 ws0">wymagań jakośc<span class="_ _1"></span>iowych, </div><div class="t m0 x4a h1a y884 ff7 fs9 fc2 sc0 ls0 ws0">metod badań jak<span class="_ _1"></span>ości </div><div class="t m0 x4a h1a y885 ff6 fs9 fc2 sc0 ls0 ws0">oraz sposobu p<span class="_ _1"></span>obierania </div><div class="t m0 x4a h1a y8d6 ff6 fs9 fc2 sc0 ls0 ws0">próbek </div><div class="t m0 x4a h1a y887 ff6 fs9 fc2 sc0 ls0 ws0">biokompone<span class="_ _1"></span>ntów </div><div class="t m0 x4a h1a y888 ff7 fs9 fc2 sc0 ls0 ws0">umożliwi zaliczeni<span class="_ _1"></span>e ich </div><div class="t m0 x4a h1a y8d7 ff6 fs9 fc2 sc0 ls0 ws0">do reali<span class="_ _1"></span>zacji NCW. </div><div class="t m0 x4a h1a y88a ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y980 w4b ha6"><div class="t m0 x65 h10 y981 ff5 fs3 fc14 sc0 ls0 ws0">LNG </div></div><div class="c x7c y980 w4c ha6"><div class="t m0 x4a h14 y8dd ff8 fs9 fc2 sc0 ls0 ws0">Projekt rozporządz<span class="_ _1"></span>enia Ministra </div><div class="t m0 x4a h14 y982 ff5 fs9 fc2 sc0 ls0 ws0">Energii oraz Mini<span class="_ _1"></span>stra Klimatu i<span class="_ _1"></span> </div><div class="t m0 x4a h14 y96f ff8 fs9 fc2 sc0 ls0 ws0">Środowiska w sprawi<span class="_ _1"></span>e wymaga<span class="_ _1"></span>ń </div><div class="t m0 x4a h14 y8e0 ff8 fs9 fc2 sc0 ls0 ws0">jakościowych dla <span class="_ _1"></span>skroplonego </div><div class="t m0 x4a h14 y983 ff5 fs9 fc2 sc0 ls0 ws0">gazu ziemnego (LNG)<span class="_ _1"></span> </div><div class="t m0 x4a h14 y970 ff5 fs9 fc11 sc0 ls0 ws0">https://legislacja.<span class="_ _1"></span>rcl.gov.pl/p<span class="_ _1"></span>rojek</div><div class="t m0 x4a h14 y8e3 ff5 fs9 fc11 sc0 ls0 ws0">t/12406851<span class="fc2"> </span></div><div class="t m0 x4a h14 y984 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y980 w4d ha6"><div class="t m0 x4a h1a y8dd ff7 fs9 fc2 sc0 ls0 ws0">Projekt u<span class="_ _1"></span>stanawia nor<span class="_ _1"></span>my jakościowe dla LN<span class="_ _1"></span>G </div><div class="t m0 x4a h1a y982 ff6 fs9 fc2 sc0 ls0 ws0">(w tym bio-LNG)<span class="_ _1"></span> które wp<span class="_ _1"></span>rowadzane jest do </div><div class="t m0 x4a h1a y96f ff6 fs9 fc2 sc0 ls0 ws0">obrotu na<span class="_ _1"></span> terytorium Rzeczypo<span class="_ _1"></span>spolitej </div><div class="t m0 x4a h1a y8e0 ff6 fs9 fc2 sc0 ls0 ws0">Polskiej.  </div><div class="t m0 x4a h1a y983 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y980 w4e ha6"><div class="t m0 x4a h1a y8dd ff6 fs9 fc2 sc0 ls0 ws0">Obecna </div><div class="t m0 x4a h1a y982 ff6 fs9 fc2 sc0 ls0 ws0">wersja </div><div class="t m0 x4a h1a y96f ff6 fs9 fc2 sc0 ls0 ws0">projekt<span class="_ _1"></span>u </div><div class="t m0 x4a h1a y8e0 ff6 fs9 fc2 sc0 ls0 ws0">opublik<span class="_ _1"></span>owan</div><div class="t m0 x4a h1a y983 ff6 fs9 fc2 sc0 ls0 ws0">a 5.02.2026 r. </div><div class="t m0 x4a h1a y970 ff6 fs9 fc2 sc0 ls0 ws0">na etapie<span class="_ _1"></span> </div><div class="t m0 x4a h1a y8e3 ff6 fs9 fc2 sc0 ls0 ws0">przyjmowani</div><div class="t m0 x4a h1a y984 ff6 fs9 fc2 sc0 ls0 ws0">a przez </div><div class="t m0 x4a h1a y8e5 ff7 fs9 fc2 sc0 ls0 ws0">właściwych </div><div class="t m0 x4a h1a y985 ff6 fs9 fc2 sc0 ls0 ws0">ministrów </div><div class="t m0 x4a h1a y88e ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf3 y980 w4f ha6"><div class="t m0 x4a h1a y8dd ff6 fs9 fc2 sc0 ls0 ws0">Grupy <span class="ff7">UNIMO<span class="_ _1"></span>T będzie </span></div><div class="t m0 x4a h1a y982 ff7 fs9 fc2 sc0 ls0 ws0">zobowiązana do </div><div class="t m0 x4a h1a y96f ff6 fs9 fc2 sc0 ls0 ws0">dostosowani<span class="_ _1"></span>a </div><div class="t m0 x4a h1a y8e0 ff6 fs9 fc2 sc0 ls0 ws0">parametrów </div><div class="t m0 x4a h1a y983 ff7 fs9 fc2 sc0 ls0 ws0">jakościo<span class="_ _1"></span>wych dla LNG </div><div class="t m0 x4a h1a y970 ff7 fs9 fc2 sc0 ls0 ws0">do wymagań </div><div class="t m0 x4a h1a y8e3 ff7 fs9 fc2 sc0 ls0 ws0">rozporządzenia, przy </div><div class="t m0 x4a h1a y984 ff6 fs9 fc2 sc0 ls0 ws0">czym projekt<span class="_ _1"></span>owane </div><div class="t m0 x4a h1a y8e5 ff7 fs9 fc2 sc0 ls0 ws0">wymagania są z<span class="_ _1"></span>godne </div><div class="t m0 x4a h1a y985 ff7 fs9 fc2 sc0 ls0 ws0">ze stosowaną p<span class="_ _1"></span>raktyk<span class="_ _1"></span>ą </div><div class="t m0 x4a h1a y88e ff7 fs9 fc2 sc0 ls0 ws0">rynkową i<span class="_ _1"></span> normami </div><div class="t m0 x4a h1a y88f ff6 fs9 fc2 sc0 ls0 ws0">krajowymi i </div><div class="t m0 x4a h1a y2f4 ff6 fs9 fc2 sc0 ls0 ws0">europejsk<span class="_ _1"></span>imi. </div><div class="t m0 x4a h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y986 w4b ha7"><div class="t m0 x35 h10 y987 ff5 fs3 fc14 sc0 ls0 ws0">PALIWA </div></div><div class="c x7c y986 w4c ha7"><div class="t m0 x4a h14 y988 ff8 fs9 fc2 sc0 ls0 ws0">Projekt rozporządz<span class="_ _1"></span>enia Ministra </div><div class="t m0 x4a h14 y989 ff8 fs9 fc2 sc0 ls0 ws0">Przemysłu zmieniając<span class="_ _1"></span>ego </div><div class="t m0 x4a h14 y97c ff8 fs9 fc2 sc0 ls0 ws0">rozporządzenie w sp<span class="_ _1"></span>rawie </div><div class="t m0 x4a h14 y930 ff5 fs9 fc2 sc0 ls0 ws0">warunków technic<span class="_ _1"></span>znych, jakim </div><div class="t m0 x4a h14 y931 ff8 fs9 fc2 sc0 ls0 ws0">powinny odpowiadać <span class="_ _1"></span>bazy i stacj<span class="_ _1"></span>e </div><div class="t m0 x4a h14 y932 ff8 fs9 fc2 sc0 ls0 ws0">paliw płynnych, ba<span class="_ _1"></span>zy i stacje gaz<span class="_ _1"></span>u </div><div class="t m0 x4a h14 y8d7 ff8 fs9 fc2 sc0 ls0 ws0">płynnego, rurociągi pr<span class="_ _1"></span>zesyłow<span class="_ _1"></span>e </div><div class="t m0 x4a h14 y88a ff8 fs9 fc2 sc0 ls0 ws0">dalekosiężne słu<span class="_ _1"></span>żące do </div><div class="t m0 x4a h14 y933 ff5 fs9 fc2 sc0 ls0 ws0">transportu rop<span class="_ _1"></span>y naftowej i </div><div class="t m0 x4a h14 y88c ff5 fs9 fc2 sc0 ls0 ws0">produktów naftowy<span class="_ _1"></span>ch i ich </div><div class="t m0 x4a h14 y88d ff5 fs9 fc2 sc0 ls0 ws0">usytuowanie </div><div class="t m0 x4a h14 y88e ff5 fs9 fc11 sc0 ls0 ws0">https://legislacja.<span class="_ _1"></span>rcl.gov.pl/p<span class="_ _1"></span>rojek</div><div class="t m0 x4a h14 y88f ff5 fs9 fc11 sc0 ls0 ws0">t/12396200/katalog<span class="_ _1"></span>/1311911<span class="_ _1"></span>4#1</div><div class="t m0 x4a h14 y2f4 ff5 fs9 fc11 sc0 ls6 ws0">3119114<span class="fc2 ls0"> </span></div><div class="t m0 x4a h14 y2e6 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf1 y986 w4d ha7"><div class="t m0 x4a h1a y988 ff6 fs9 fc2 sc0 ls0 ws0">Projekt s<span class="_ _1"></span>tanowi dostoso<span class="_ _1"></span>wanie do aktualne<span class="_ _1"></span>go </div><div class="t m0 x4a h1a y989 ff7 fs9 fc2 sc0 ls0 ws0">stanu wiedzy t<span class="_ _1"></span>echnic<span class="_ _1"></span>znej i przeciwpożarowej, </div><div class="t m0 x4a h1a y97c ff7 fs9 fc2 sc0 ls0 ws0">a także pot<span class="_ _1"></span>rzeby opty<span class="_ _1"></span>malizacji rozwiązań </div><div class="t m0 x4a h1a y930 ff7 fs9 fc2 sc0 ls0 ws0">względem baz i st<span class="_ _1"></span>acji paliw p<span class="_ _1"></span>łynnych, baz i </div><div class="t m0 x4a h1a y931 ff7 fs9 fc2 sc0 ls0 ws0">stacji gazu płynnego o<span class="_ _1"></span>raz ruroci<span class="_ _1"></span>ągów </div><div class="t m0 x4a h1a y932 ff7 fs9 fc2 sc0 ls0 ws0">przesyłowych da<span class="_ _1"></span>lekosię<span class="_ _1"></span>żnych.<span class="ff6"> </span></div><div class="t m0 x4a h1a y8d7 ff7 fs9 fc2 sc0 ls0 ws0">Projekte<span class="_ _1"></span>m objęte są Spó<span class="_ _1"></span>łki grupy będące </div><div class="t m0 x4a h1a y88a ff7 fs9 fc2 sc0 ls0 ws0">właścicielami<span class="_ _1"></span> stacji paliw płynn<span class="_ _1"></span>ych oraz baz </div><div class="t m0 x4a h1a y933 ff7 fs9 fc2 sc0 ls0 ws0">paliw płynnyc<span class="_ _1"></span>h.  Będą one<span class="_ _1"></span> zobowiązane do </div><div class="t m0 x4a h1a y88c ff6 fs9 fc2 sc0 ls0 ws0">dostosowani<span class="_ _1"></span>a posiadanej i<span class="_ _1"></span>nfrastruktury or<span class="_ _1"></span>az </div><div class="t m0 x4a h1a y88d ff7 fs9 fc2 sc0 ls0 ws0">procedur<span class="_ _1"></span> wewnętrznyc<span class="_ _1"></span>h do wymogów </div><div class="t m0 x4a h1a y88e ff7 fs9 fc2 sc0 ls0 ws0">zaktualizowanego r<span class="_ _1"></span>ozporządzeni<span class="_ _1"></span>a.<span class="ff6"> </span></div><div class="t m0 x4a h1a y88f ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf2 y986 w4e ha7"><div class="t m0 x4a h1a y988 ff6 fs9 fc2 sc0 ls0 ws0">Projekt </div><div class="t m0 x4a h1a y989 ff6 fs9 fc2 sc0 ls0 ws0">przekazany </div><div class="t m0 x4a h1a y97c ff6 fs9 fc2 sc0 ls0 ws0">do </div><div class="t m0 x4a h1a y930 ff6 fs9 fc2 sc0 ls0 ws0">opiniowani<span class="_ _1"></span>a i </div><div class="t m0 x4a h1a y931 ff6 fs9 fc2 sc0 ls0 ws0">konsult<span class="_ _1"></span>acji w </div><div class="t m0 x4a h1a y932 ff6 fs9 fc2 sc0 ls0 ws0">dniu </div><div class="t m0 x4a h1a y8d7 ff6 fs9 fc2 sc0 ls0 ws0">13.01.2026 r. </div><div class="t m0 x4a h1a y88a ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xf3 y986 w4f ha7"><div class="t m0 x4a h1a y988 ff7 fs9 fc2 sc0 ls0 ws0">Spółki G<span class="ff6">rupy<span class="_ _1"></span> UNIMOT<span class="ls38">  </span></span></div><div class="t m0 x4a h1a y989 ff7 fs9 fc2 sc0 ls0 ws0">posiadające<span class="_ _1"></span> </div><div class="t m0 x4a h1a y97c ff7 fs9 fc2 sc0 ls0 ws0">infrastruk<span class="_ _1"></span>turę paliwową </div><div class="t m0 x4a h1a y930 ff7 fs9 fc2 sc0 ls0 ws0">będą zobowiązane d<span class="_ _1"></span>o </div><div class="t m0 x4a h1a y931 ff7 fs9 fc2 sc0 ls0 ws0">dostosowani<span class="_ _1"></span>a się do </div><div class="t m0 x4a h1a y932 ff6 fs9 fc2 sc0 ls0 ws0">wymogów zmieni<span class="_ _1"></span>onego </div><div class="t m0 x4a h1a y8d7 ff7 fs9 fc2 sc0 ls0 ws0">rozporządzenia. <span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y98a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y98b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y98c ff5 fs5 fc5 sc0 ls12 ws0">4.4.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">SEZONOWOŚĆ DZIAŁAL<span class="_ _1"></span>NOŚCI <span class="ff5 ls39">  <span class="ls0"> </span></span></span></span></div><div class="t m0 x1 hf y684 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _14"> </span>trakcie <span class="_ _14"> </span>roku  za<span class="_ _1"></span>chodzi <span class="_ _14"> </span>regularna <span class="_ _14"> </span>umiarkowana <span class="_ _14"> </span>zmienność <span class="_ _14"> </span>w<span class="_ _0"></span>olumenów <span class="_ _14"> </span>sprzedaży <span class="_ _14"> </span>produktów <span class="_ _14"> </span>spowodowana  s<span class="_ _1"></span>ezonowymi <span class="_ _14"> </span>wahaniami </div><div class="t m0 x1 hf y98d ff7 fs4 fc2 sc0 ls0 ws0">popytu w szczególności w segmentach: <span class="ff6"> </span></div><div class="t m0 x1 hf y98e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">sprzedaży gazu <span class="_ _0"></span>ziemnego, <span class="_ _0"></span>paliw <span class="_ _0"></span>stałyc<span class="_ _0"></span>h i <span class="_ _0"></span>energii <span class="_ _3"></span>elektryczne<span class="_ _1"></span>j <span class="_ _0"></span>ze <span class="_ _0"></span>wz<span class="_ _0"></span>ględu na <span class="_ _0"></span>zdecydowanie <span class="_ _0"></span>wyższy <span class="_ _0"></span>popyt <span class="_ _0"></span>w <span class="_ _0"></span>sezonie <span class="_ _0"></span>grzewczym <span class="_ _3"></span>w I<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span>i <span class="_ _0"></span>IV </span></span></span></div><div class="t m0 x47 hf y832 ff6 fs4 fc2 sc0 ls0 ws0">kwartale<span class="ls20">, </span> </div></div><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1460.580000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1441.040000px;width:43.150000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:1000.260000px;width:119.000000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:980.720000px;width:43.150000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:843.020000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:823.480000px;width:43.150000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:451.380000px;width:119.000000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:431.860000px;width:119.000000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:237.900000px;bottom:412.320000px;width:32.880000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf43" class="pf w0 h0" ><div class="pc pc43 w0 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">67<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y482 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">sprzedaży paliw/biopaliw/LPG –<span class="ff6"> </span>wzmożone zapotrzebowanie na paliwa w III i IV <span class="ff6">kwartale, </span></span></span></div><div class="t m0 x1 hf y98f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">sprzedaży bitumenów –<span class="ff6"> </span>ze względu na szczyt sezonu budowy i remontów dróg przypadający na II i I<span class="ff6 lsb">II<span class="ls0"> </span></span>kwartał<span class="ff6">, </span></span></span></div><div class="t m0 x1 hf y990 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">sprzedaży usług logistyki kolejowej –<span class="ff6"> </span>najwyższe zapotrzebowanie na usługi przep<span class="_ _1"></span>ada na III i IV kwartał.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y991 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">s<span class="ff7">przedaż </span>fotowoltaiki <span class="ff7">–</span> <span class="ff7">najwyższa aktywność sprzedażowa przypada na II i III kwartał.</span> </span></span></div><div class="t m0 x1 hf y992 ff7 fs4 fc2 sc0 ls0 ws0">W pozostałych segmentach <span class="ff6">Grupa UNIMOT </span>nie występuje istotna sezonowość i cykliczność działalności.<span class="ff6"> </span></div><div class="t m0 x1 hf y993 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y994 ff5 fs5 fc5 sc0 ls12 ws0">4.5.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">INFORMACJE O ZAWARTYCH UMOWACH ZNAC<span class="_ _1"></span>ZĄCYCH DLA DZIAŁALNOŚCI UNIMOT S.A. I </span></span></div><div class="t m0 x49 hd y780 ff8 fs5 fc5 sc0 ls0 ws0">GRUPY KAPITAŁOWEJ<span class="ff5"> </span></div><div class="t m0 x1 hf y3bb ff6 fs4 fc2 sc0 ls0 ws0">Brak takich umów. </div><div class="t m0 x1 hf y502 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y995 ff5 fs5 fc5 sc0 ls12 ws0">4.6.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">ZMIANY W PODSTAWOWYCH ZASADACH ZARZ<span class="_ _1"></span>ĄDZANIA PRZEDSIĘBIORSTWEM EMITENTA I </span></span></div><div class="t m0 x49 hd y996 ff8 fs5 fc5 sc0 ls0 ws0">JEGO GRUPĄ KAPITAŁOWĄ<span class="ff5"> </span></div><div class="t m0 x1 hf y997 ff6 fs4 fc2 sc0 ls0 ws0">W badanym <span class="ff7">okresie podstawowe zasady zarządzania Spółką i jej Grup<span class="_ _1"></span>ą Kapitałową nie uległy istotnym zmianom.<span class="ff6"> </span></span></div><div class="t m0 x1 hf y998 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y464 ff5 fs5 fc5 sc0 ls12 ws0">4.7.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">POSTĘPOWANIA SĄDOWE<span class="ff5">    </span></span></span></div><div class="t m0 x1 hf y999 ff7 fs4 fc2 sc0 ls0 ws0">Emitent <span class="_ _9"></span>ani <span class="_ _1"></span>żadna <span class="_ _9"></span>z <span class="_ _1"></span>jego <span class="_ _9"></span>jednostek <span class="_ _1"></span>zależnych <span class="_ _9"></span>nie <span class="_ _9"></span>je<span class="_ _0"></span>st <span class="_ _9"></span>stroną postę<span class="_ _1"></span>powania <span class="_ _1"></span>toczącego <span class="_ _9"></span>się <span class="_ _9"></span>przed <span class="_ _1"></span>sądem, <span class="_ _1"></span>organem <span class="_ _a"></span>w<span class="_ _0"></span>łaściwym <span class="_ _9"></span>dla <span class="_ _1"></span>po<span class="_ _0"></span>stę<span class="_ _0"></span>powania </div><div class="t m0 x1 hf y1cb ff7 fs4 fc2 sc0 ls0 ws0">arbitrażowego lub <span class="_ _0"></span>organem <span class="_ _0"></span>administracji <span class="_ _0"></span>publicznej dotycz<span class="_ _0"></span>ącego <span class="_ _0"></span>zobowiązań <span class="_ _0"></span>lub w<span class="_ _0"></span>ierzytelności, które <span class="_ _0"></span>mogłyby <span class="_ _0"></span>w <span class="_ _0"></span>sposób <span class="_ _0"></span>ist<span class="_ _3"></span>otny rz<span class="_ _0"></span>utować </div><div class="t m0 x1 hf y99a ff6 fs4 fc2 sc0 ls0 ws0">na wyniki finansowe. </div><div class="t m0 x1 hf y99b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y99c ff5 fs5 fc5 sc0 ls12 ws0">4.8.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">ZATRUDNIENIE W 2025 ROKU W GRUPIE     </span></span></div><div class="t m0 x1 hf y99 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _4"></span>2024 <span class="_ _4"></span>roku <span class="_ _4"></span>Grupa <span class="_ _4"></span>UNIMOT <span class="_ _4"></span><span class="ff7">o<span class="_ _0"></span>publikowała <span class="_ _4"></span>5 <span class="_ _4"></span>letnią <span class="_ _4"></span>strategię <span class="_ _4"></span>na <span class="_ _4"></span>lata <span class="_ _4"></span>2024</span>-<span class="ls7">2028<span class="_ _0"></span></span>. <span class="_ _4"></span><span class="ff7">W <span class="_ _4"></span>ramach <span class="_ _4"></span>strategii <span class="_ _4"></span>Grupy <span class="_ _4"></span>określono <span class="_ _4"></span>kluczow<span class="_ _0"></span>e <span class="_ _4"></span>kierunki </span></div><div class="t m0 x1 hf y9a ff7 fs4 fc2 sc0 ls0 ws0">rozwoju <span class="_ _14"> </span>w <span class="_ _14"> </span>obszarze <span class="_ _5"> </span>zarządzania <span class="_ _14"> </span>kapitałem <span class="_ _14"> </span>ludzkim.<span class="ff6"> <span class="_ _14"> </span></span>Od <span class="_ _14"> </span>początku <span class="_ _14"> </span>powstania <span class="_ _14"> </span>firmy <span class="_ _14"> </span>–<span class="ff6"> <span class="_ _14"> </span></span>pracownicy <span class="_ _14"> </span>są <span class="_ _5"> </span>najw<span class="_ _0"></span>ażniejszą <span class="_ _14"> </span>wartością <span class="_ _5"> </span>Grupy. <span class="_ _14"> </span>Ich </div><div class="t m0 x1 hf y99d ff7 fs4 fc2 sc0 ls0 ws0">eksperckość, zaangażowanie i podejście do współpracy przyczyniają się do rozwoju Grupy.  <span class="ff6"> </span></div><div class="t m0 x1 hf y99e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y99f ff7 fs4 fc2 sc0 ls0 ws0">Pracując <span class="_ _4"></span>nad <span class="_ _4"></span>5 <span class="_ _5"> </span>letnią <span class="_ _5"></span>strategią <span class="_ _5"> </span><span class="ff6">Grupy <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span></span>w <span class="_ _5"></span>zakresie <span class="_ _4"></span>HR <span class="_ _5"></span>zostały <span class="_ _5"></span>uwzględnione <span class="_ _4"></span>oczekiwania <span class="_ _5"></span>społeczne, <span class="_ _4"></span>wyzwania <span class="_ _5"></span>zrównoważonego </div><div class="t m0 x1 hf y3c8 ff7 fs4 fc2 sc0 ls0 ws0">rozwoju oraz kwestie ESG. Pozwoliło to na zidentyfikowanie<span class="_ _1"></span> priorytetów wobec kapitału pracowniczego, które stanowią liczne wy<span class="ff6">z<span class="_ _0"></span>wania.  </span></div><div class="t m0 x1 hf y448 ff7 fs4 fc2 sc0 ls0 ws0">Pozostając pracodawcą ogólnopolskim, <span class="ff6">Grupa UNIMOT <span class="_ _0"></span></span>prowadzi działania <span class="_ _0"></span>budujące pozycję Grupy jako <span class="_ _0"></span>pracodawcy pierwszego wyboru na </div><div class="t m0 x1 hf y9a0 ff7 fs4 fc2 sc0 ls0 ws0">rynkach lokalnych. <span class="_ _0"></span>Po<span class="_ _0"></span>dejmowane są <span class="_ _0"></span>inicjatywy <span class="_ _0"></span>przyciągające <span class="_ _3"></span>nie tylko <span class="_ _0"></span>kandydatów <span class="_ _0"></span>z <span class="_ _0"></span>mło<span class="_ _0"></span>dego pokolenia, <span class="_ _0"></span>ale <span class="_ _0"></span>także <span class="_ _0"></span>tych <span class="_ _0"></span>z <span class="_ _0"></span>doświad<span class="_ _3"></span><span class="ff6">czeniem. </span></div><div class="t m0 x1 hf y5e1 ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="_ _0"></span><span class="ff7">uczestniczy w <span class="_ _0"></span>tragach pracy o<span class="_ _0"></span>rganizowanych przez <span class="_ _0"></span>wyższe uczelnie, docierając <span class="_ _0"></span>do st<span class="_ _0"></span>udentów i absolwentów <span class="_ _0"></span>z o<span class="_ _0"></span>fertą staży <span class="_ _0"></span>i </span></div><div class="t m0 x1 hf y4e8 ff7 fs4 fc2 sc0 ls0 ws0">praktyk,  którzy  po  okresie  stażu/zrealizowanych  praktyk  mają  szans<span class="_ _1"></span>ę  na  pozostanie  w  Grupie  w  ramach  umowy  o  pracę. <span class="_ _15"> </span><span class="ff6">Cyklicznie </span></div><div class="t m0 x1 hf y574 ff7 fs4 fc2 sc0 ls0 ws0">publikowane są oferty pracy na lokalnych portalach pracy oraz tych ogólnopolskich pracuj<span class="ff6">.pl, Linke<span class="_ _0"></span>din, olx. Przy kluczowych stanowiskach w </span></div><div class="t m0 x1 hf y9a1 ff7 fs4 fc2 sc0 ls0 ws0">wybranych sytuacjach Grupa korzysta ze współpracy z agencji headhunterski<span class="_ _1"></span>ch.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y9a2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9a3 ff7 fs4 fc2 sc0 ls0 ws0">Od <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _3"></span>wszystkie spół<span class="_ _0"></span>ki <span class="_ _0"></span>Grupy <span class="_ _0"></span>korzystają <span class="_ _3"></span>z <span class="_ _0"></span><span class="ff6">wypracow<span class="_ _0"></span>an<span class="ls14">ego</span> <span class="_ _0"></span>Standard <span class="_ _0"></span>rekrutacji <span class="_ _0"></span>i <span class="_ _3"></span>zatrudniania, <span class="_ _3"></span></span>Dzięki temu <span class="_ _0"></span>każda <span class="_ _3"></span>spółka <span class="_ _0"></span>realiz<span class="_ _0"></span><span class="ff6">uje <span class="_ _0"></span>te </span></div><div class="t m0 x1 hf y9a4 ff7 fs4 fc2 sc0 ls0 ws0">procesy na najwyższym poziomie <span class="_ _1"></span>wg przyjętych standard<span class="_ _1"></span>ów uwzględniając fundamentalne zasady: różnorodności, inkluzywności i równości. </div><div class="t m0 x1 hf y450 ff7 fs4 fc2 sc0 ls0 ws0">Ponieważ to one <span class="_ _1"></span>otwierają drzwi <span class="_ _1"></span>do zrównoważonego i<span class="_ _1"></span> efektywnego <span class="_ _1"></span>rozwoju biznesu, <span class="_ _1"></span>wpływają na wię<span class="_ _1"></span>ksze zaangażowanie <span class="_ _1"></span>oraz <span class="_ _0"></span><span class="ff6">budowanie </span></div><div class="t m0 x1 hf y9a5 ff6 fs4 fc2 sc0 ls0 ws0">silnej, pozytywnej kultury organizacyjnej.  </div><div class="t m0 x1 hf y9a6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9a7 ff7 fs4 fc2 sc0 ls0 ws0">Cyklicznie raz w miesiącu organizowane jest szkolen<span class="_ _1"></span>ie onboarding<span class="ff6"> <span class="_ _0"></span></span>dla wszystkich nowych pracowników. W ramach szkolenia Prezes Zarządu </div><div class="t m0 x1 hf y9a8 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _4"></span><span class="ff7">S.A. <span class="_ _3"></span>Pan <span class="_ _4"></span>Adam <span class="_ _4"></span>Sikorski <span class="_ _4"></span>wita <span class="_ _3"></span>nowych <span class="_ _4"></span>pracowników. <span class="_ _4"></span>W <span class="_ _4"></span>pozostałej <span class="_ _3"></span>cz<span class="_ _0"></span>ęści <span class="_ _3"></span>szkolenia <span class="_ _4"></span>poruszane <span class="_ _4"></span>są <span class="_ _3"></span>kwestie: <span class="_ _4"></span>historia <span class="_ _4"></span>rozwoju <span class="_ _5"> </span></span>Grupy </div><div class="t m0 x1 hf y9a9 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT<span class="ff7">, obszar relacji inwestorskich oraz ESG, komunikacja wewnętr<span class="_ _1"></span>zna i zewnętrzna, tematy HR, marketingu oraz IT. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf y9aa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9ab ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9ac ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9ad ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y212 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">68<span class="ls0"> </span></div></div><div class="c xb7 y9ae w51 ha8"><div class="t m0 xa h1a y9af ff6 fs9 fc2 sc0 ls0 ws0">Wyszczególnie<span class="_ _1"></span>nie </div></div><div class="c xf6 y9b0 w52 h90"><div class="t m0 x15 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xf7 y9b0 w52 h90"><div class="t m0 x15 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xf8 y9b0 w52 h90"><div class="t m0 x15 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xf6 y9ae w53 ha9"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">KOBIETY </div></div><div class="c x52 y9ae w54 ha9"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">MĘŻCZYŹNI<span class="ff6"> </span></div></div><div class="c xf9 y9ae w55 ha9"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">ŁĄCZNIE<span class="ff6"> </span></div></div><div class="c xf7 y9ae w53 ha9"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">KOBIETY </div></div><div class="c xfa y9ae w54 ha9"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">MĘŻCZYŹNI<span class="ff6"> </span></div></div><div class="c xd2 y9ae w55 ha9"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">ŁĄCZNIE<span class="ff6"> </span></div></div><div class="c xf8 y9ae w56 ha9"><div class="t m0 xa h1a y2df ff6 fs9 fc2 sc0 ls0 ws0">KOBIETY </div></div><div class="c xfb y9ae w57 ha9"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">MĘŻCZYŹNI<span class="ff6"> </span></div></div><div class="c xfc y9ae w55 ha9"><div class="t m0 xa h1a y2df ff7 fs9 fc2 sc0 ls0 ws0">ŁĄCZNIE<span class="ff6"> </span></div></div><div class="c xb7 y9b1 w51 haa"><div class="t m0 xa h1a y9b2 ff7 fs9 fc2 sc0 ls0 ws0">Struktur<span class="_ _1"></span>a zatrudnienia w G<span class="_ _1"></span>K według </div><div class="t m0 xa h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">typu umowy </div></div><div class="c xf6 y9b1 w53 haa"><div class="t m0 x5c h1a y9b3 ff6 fs9 fc2 sc0 ls6 ws0">293<span class="ls0"> </span></div></div><div class="c x52 y9b1 w54 haa"><div class="t m0 x5f h1a y9b3 ff6 fs9 fc2 sc0 ls6 ws0">722<span class="ls0"> </span></div></div><div class="c xf9 y9b1 w55 haa"><div class="t m0 x56 h14 y9b3 ff5 fs9 fc2 sc0 ls0 ws0">1 <span class="ls6">015</span> </div></div><div class="c xf7 y9b1 w53 haa"><div class="t m0 x5c h1a y9b3 ff6 fs9 fc2 sc0 ls6 ws0">273<span class="ls0"> </span></div></div><div class="c xfa y9b1 w54 haa"><div class="t m0 x5f h1a y9b3 ff6 fs9 fc2 sc0 ls6 ws0">656<span class="ls0"> </span></div></div><div class="c xd2 y9b1 w55 haa"><div class="t m0 x5c h1a y9b3 ff6 fs9 fc2 sc0 ls6 ws0">929<span class="ls0"> </span></div></div><div class="c xf8 y9b1 w56 haa"><div class="t m0 x5c h1a y9b3 ff6 fs9 fc2 sc0 ls6 ws0">248<span class="ls0"> </span></div></div><div class="c xfb y9b1 w57 haa"><div class="t m0 x5f h1a y9b3 ff6 fs9 fc2 sc0 ls6 ws0">574<span class="ls0"> </span></div></div><div class="c xfc y9b1 w55 haa"><div class="t m0 x5c h1a y9b3 ff6 fs9 fc2 sc0 ls6 ws0">822<span class="ls0"> </span></div></div><div class="c xb7 y9b4 w51 haa"><div class="t m0 xa h1a y9b5 ff7 fs9 fc2 sc0 ls0 ws0">Umowa o pracę n<span class="_ _1"></span>a czas nieok<span class="_ _1"></span>reślony<span class="ff6"> </span></div></div><div class="c xf6 y9b4 w53 haa"><div class="t m0 x5c h1a y9b5 ff6 fs9 fc2 sc0 ls6 ws0">205<span class="ls0"> </span></div></div><div class="c x52 y9b4 w54 haa"><div class="t m0 x5f h1a y9b5 ff6 fs9 fc2 sc0 ls6 ws0">580<span class="ls0"> </span></div></div><div class="c xf9 y9b4 w55 haa"><div class="t m0 x5c h1a y9b5 ff6 fs9 fc2 sc0 ls6 ws0">785<span class="ls0"> </span></div></div><div class="c xf7 y9b4 w53 haa"><div class="t m0 x5c h1a y9b5 ff6 fs9 fc2 sc0 ls6 ws0">198<span class="ls0"> </span></div></div><div class="c xfa y9b4 w54 haa"><div class="t m0 x5f h1a y9b5 ff6 fs9 fc2 sc0 ls6 ws0">553<span class="ls0"> </span></div></div><div class="c xd2 y9b4 w55 haa"><div class="t m0 x5c h1a y9b5 ff6 fs9 fc2 sc0 ls6 ws0">751<span class="ls0"> </span></div></div><div class="c xf8 y9b4 w56 haa"><div class="t m0 x5c h1a y9b5 ff6 fs9 fc2 sc0 ls6 ws0">185<span class="ls0"> </span></div></div><div class="c xfb y9b4 w57 haa"><div class="t m0 x5f h1a y9b5 ff6 fs9 fc2 sc0 ls6 ws0">481<span class="ls0"> </span></div></div><div class="c xfc y9b4 w55 haa"><div class="t m0 x5c h1a y9b5 ff6 fs9 fc2 sc0 ls6 ws0">666<span class="ls0"> </span></div></div><div class="c xb7 y9b6 w51 h90"><div class="t m0 xa h1a y6c9 ff7 fs9 fc2 sc0 ls0 ws0">Umowa o pracę n<span class="_ _1"></span>a czas określ<span class="_ _1"></span>ony<span class="ff6"> </span></div></div><div class="c xf6 y9b6 w53 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">88<span class="ls0"> </span></div></div><div class="c x52 y9b6 w54 h90"><div class="t m0 x5f h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">142<span class="ls0"> </span></div></div><div class="c xf9 y9b6 w55 h90"><div class="t m0 x5c h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">230<span class="ls0"> </span></div></div><div class="c xf7 y9b6 w53 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">75<span class="ls0"> </span></div></div><div class="c xfa y9b6 w54 h90"><div class="t m0 x5f h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">103<span class="ls0"> </span></div></div><div class="c xd2 y9b6 w55 h90"><div class="t m0 x5c h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">178<span class="ls0"> </span></div></div><div class="c xf8 y9b6 w56 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">63<span class="ls0"> </span></div></div><div class="c xfb y9b6 w57 h90"><div class="t m0 xa4 h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">93<span class="ls0"> </span></div></div><div class="c xfc y9b6 w55 h90"><div class="t m0 x5c h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">156<span class="ls0"> </span></div></div><div class="c xb7 y9b7 w51 haa"><div class="t m0 xa h14 y9b2 ff8 fs9 fc2 sc0 ls0 ws0">Struktura zatru<span class="_ _1"></span>dnienia w GK w<span class="_ _1"></span>edług </div><div class="t m0 xa h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">charakteru umowy </div></div><div class="c xf6 y9b7 w53 haa"><div class="t m0 x5c h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">293<span class="ls0"> </span></div></div><div class="c x52 y9b7 w54 haa"><div class="t m0 x5f h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">722<span class="ls0"> </span></div></div><div class="c xf9 y9b7 w55 haa"><div class="t m0 x56 h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0">1 015 </div></div><div class="c xf7 y9b7 w53 haa"><div class="t m0 x5c h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">273<span class="ls0"> </span></div></div><div class="c xfa y9b7 w54 haa"><div class="t m0 x5f h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">656<span class="ls0"> </span></div></div><div class="c xd2 y9b7 w55 haa"><div class="t m0 x5c h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">929<span class="ls0"> </span></div></div><div class="c xf8 y9b7 w56 haa"><div class="t m0 x5c h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">248<span class="ls0"> </span></div></div><div class="c xfb y9b7 w57 haa"><div class="t m0 x5f h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">574<span class="ls0"> </span></div></div><div class="c xfc y9b7 w55 haa"><div class="t m0 x5c h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">822<span class="ls0"> </span></div></div><div class="c xb7 y890 w51 h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">pełen etat<span class="ff6"> </span></div></div><div class="c xf6 y890 w53 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">28<span class="ls0">5 </span></div></div><div class="c x52 y890 w54 h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">682<span class="ls0"> </span></div></div><div class="c xf9 y890 w55 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">967<span class="ls0"> </span></div></div><div class="c xf7 y890 w53 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">266<span class="ls0"> </span></div></div><div class="c xfa y890 w54 h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">638<span class="ls0"> </span></div></div><div class="c xd2 y890 w55 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">904<span class="ls0"> </span></div></div><div class="c xf8 y890 w56 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">242<span class="ls0"> </span></div></div><div class="c xfb y890 w57 h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">563<span class="ls0"> </span></div></div><div class="c xfc y890 w55 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">805<span class="ls0"> </span></div></div><div class="c xb7 y9b8 w51 h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">niepełny e<span class="_ _1"></span>tat<span class="ff6"> </span></div></div><div class="c xf6 y9b8 w53 h90"><div class="t m0 x5d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">8 </div></div><div class="c x52 y9b8 w54 h90"><div class="t m0 xa4 h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">40<span class="ls0"> </span></div></div><div class="c xf9 y9b8 w55 h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">48 </div></div><div class="c xf7 y9b8 w53 h90"><div class="t m0 x5d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c xfa y9b8 w54 h90"><div class="t m0 xa4 h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">18<span class="ls0"> </span></div></div><div class="c xd2 y9b8 w55 h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">25<span class="ls0"> </span></div></div><div class="c xf8 y9b8 w56 h90"><div class="t m0 x5d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">6 </div></div><div class="c xfb y9b8 w57 h90"><div class="t m0 xa4 h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">11<span class="ls0"> </span></div></div><div class="c xfc y9b8 w55 h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">17<span class="ls0"> </span></div></div><div class="c xb7 y9b9 w51 haa"><div class="t m0 xa h14 y9b2 ff8 fs9 fc2 sc0 ls0 ws0">Struktura zatru<span class="_ _1"></span>dnienia w GK w<span class="_ _1"></span>edług </div><div class="t m0 xa h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">wieku </div></div><div class="c xf6 y9b9 w53 haa"><div class="t m0 x5c h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">293<span class="ls0"> </span></div></div><div class="c x52 y9b9 w54 haa"><div class="t m0 x5f h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">722<span class="ls0"> </span></div></div><div class="c xf9 y9b9 w55 haa"><div class="t m0 x56 h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0">1 <span class="ls6">015</span> </div></div><div class="c xf7 y9b9 w53 haa"><div class="t m0 x5c h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">273<span class="ls0"> </span></div></div><div class="c xfa y9b9 w54 haa"><div class="t m0 x5f h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">656<span class="ls0"> </span></div></div><div class="c xd2 y9b9 w55 haa"><div class="t m0 x5c h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">929<span class="ls0"> </span></div></div><div class="c xf8 y9b9 w56 haa"><div class="t m0 x5c h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">248<span class="ls0"> </span></div></div><div class="c xfb y9b9 w57 haa"><div class="t m0 x5f h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">574<span class="ls0"> </span></div></div><div class="c xfc y9b9 w55 haa"><div class="t m0 x5c h14 y9b5 ff5 fs9 fc2 sc0 ls6 ws0">822<span class="ls0"> </span></div></div><div class="c xb7 y9ba w51 h90"><div class="t m0 xa h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">Do 30 lat </div></div><div class="c xf6 y9ba w53 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">46<span class="ls0"> </span></div></div><div class="c x52 y9ba w54 h90"><div class="t m0 xa4 h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">66<span class="ls0"> </span></div></div><div class="c xf9 y9ba w55 h90"><div class="t m0 x5c h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">1<span class="ls6">12</span> </div></div><div class="c xf7 y9ba w53 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">46<span class="ls0"> </span></div></div><div class="c xfa y9ba w54 h90"><div class="t m0 xa4 h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">53<span class="ls0"> </span></div></div><div class="c xd2 y9ba w55 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">99<span class="ls0"> </span></div></div><div class="c xf8 y9ba w56 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">30<span class="ls0"> </span></div></div><div class="c xfb y9ba w57 h90"><div class="t m0 xa4 h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">26<span class="ls0"> </span></div></div><div class="c xfc y9ba w55 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">56<span class="ls0"> </span></div></div><div class="c xb7 y716 w51 h90"><div class="t m0 xa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">Od 30 do 50 lat<span class="_ _1"></span> </div></div><div class="c xf6 y716 w53 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">183<span class="ls0"> </span></div></div><div class="c x52 y716 w54 h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">417<span class="ls0"> </span></div></div><div class="c xf9 y716 w55 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">600<span class="ls0"> </span></div></div><div class="c xf7 y716 w53 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">167<span class="ls0"> </span></div></div><div class="c xfa y716 w54 h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">373<span class="ls0"> </span></div></div><div class="c xd2 y716 w55 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">540<span class="ls0"> </span></div></div><div class="c xf8 y716 w56 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">170<span class="ls0"> </span></div></div><div class="c xfb y716 w57 h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">342<span class="ls0"> </span></div></div><div class="c xfc y716 w55 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">512<span class="ls0"> </span></div></div><div class="c xb7 y2bb w51 h8f"><div class="t m0 xa h1a y718 ff7 fs9 fc2 sc0 ls0 ws0">Powyżej 50 lat<span class="ff6"> </span></div></div><div class="c xf6 y2bb w53 h8f"><div class="t m0 x7b h1a y718 ff6 fs9 fc2 sc0 ls6 ws0">64<span class="ls0"> </span></div></div><div class="c x52 y2bb w54 h8f"><div class="t m0 x5f h1a y718 ff6 fs9 fc2 sc0 ls6 ws0">239<span class="ls0"> </span></div></div><div class="c xf9 y2bb w55 h8f"><div class="t m0 x5c h1a y718 ff6 fs9 fc2 sc0 ls6 ws0">303<span class="ls0"> </span></div></div><div class="c xf7 y2bb w53 h8f"><div class="t m0 x7b h1a y718 ff6 fs9 fc2 sc0 ls6 ws0">60<span class="ls0"> </span></div></div><div class="c xfa y2bb w54 h8f"><div class="t m0 x5f h1a y718 ff6 fs9 fc2 sc0 ls6 ws0">230<span class="ls0"> </span></div></div><div class="c xd2 y2bb w55 h8f"><div class="t m0 x5c h1a y718 ff6 fs9 fc2 sc0 ls6 ws0">290<span class="ls0"> </span></div></div><div class="c xf8 y2bb w56 h8f"><div class="t m0 x7b h1a y718 ff6 fs9 fc2 sc0 ls6 ws0">48<span class="ls0"> </span></div></div><div class="c xfb y2bb w57 h8f"><div class="t m0 x5f h1a y718 ff6 fs9 fc2 sc0 ls6 ws0">206<span class="ls0"> </span></div></div><div class="c xfc y2bb w55 h8f"><div class="t m0 x5c h1a y718 ff6 fs9 fc2 sc0 ls6 ws0">254<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y9bb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9bc ff7 fs4 fc2 sc0 ls0 ws0">Według s<span class="_ _1"></span>tanu zatrudnienia na dzień <span class="_ _1"></span>31 grudnia <span class="_ _1"></span>202<span class="ff6">5<span class="_ _0"></span> </span>roku, w <span class="_ _1"></span>Grupie Kapitałowej <span class="_ _1"></span>zatrudnionych było <span class="ff6 ls7">1015 </span>pracowników, n<span class="_ _1"></span>atomiast na dzie<span class="_ _1"></span>ń </div><div class="t m0 x1 hf y2f5 ff6 fs4 fc2 sc0 ls0 ws0">31 grudnia <span class="_ _0"></span>2024<span class="_ _0"></span> <span class="_ _0"></span><span class="ff7">roku sta<span class="_ _0"></span>n te<span class="_ _0"></span>n w<span class="_ _0"></span>ynosił <span class="_ _0"></span></span><span class="ls7">929</span> <span class="_ _0"></span>osób, <span class="_ _0"></span>co<span class="_ _0"></span> <span class="_ _0"></span>oznacza w<span class="_ _0"></span>zrost zatrudnienia <span class="_ _0"></span>o <span class="_ _3"></span>9% <span class="_ _0"></span>rok <span class="_ _0"></span>do <span class="_ _0"></span>roku. <span class="_ _0"></span><span class="ff7">Wzrost <span class="_ _0"></span>zatrudnienia <span class="_ _0"></span>jest <span class="_ _0"></span>konsekwencją </span></div><div class="t m0 x1 hf y9bd ff7 fs4 fc2 sc0 ls0 ws0">wzrostu skali działalności i rozbudowy kompetencji Grupy. <span class="ff6"> </span></div><div class="t m0 x1 hf y9be ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y466 ff7 fs4 fc2 sc0 ls0 ws0">Struktura zatrudnionych kobiet i <span class="_ _0"></span>mężczyzn <span class="_ _0"></span>pozostaje na stałym <span class="_ _0"></span>poziomie ok <span class="_ _0"></span>30% i <span class="_ _0"></span>70%.<span class="_ _0"></span><span class="ff6"> W <span class="_ _0"></span>2025 </span>roku zdecydowana <span class="_ _0"></span>większość pracowników </div><div class="t m0 x1 hf y9bf ff6 fs4 fc2 sc0 ls0 ws0">- <span class="ls7">77</span><span class="ff7">% posi<span class="_ _1"></span>adała umowy na <span class="_ _1"></span>czas nieokre<span class="_ _1"></span>ślony. <span class="ff6">Odsetek </span>umów o pracę <span class="_ _1"></span>na <span class="_ _1"></span>czas nieokreślony <span class="_ _1"></span>w stosunku <span class="_ _1"></span>do wszystkich <span class="_ _1"></span>umów funkcjonujących </span></div><div class="t m0 x1 hf y9c0 ff6 fs4 fc2 sc0 ls0 ws0">w <span class="_ _4"></span>Grupie<span class="_ _1"></span>, <span class="_ _4"></span><span class="ff7">spadł <span class="_ _3"></span></span>o<span class="_ _0"></span> <span class="_ _4"></span>3 <span class="_ _3"></span><span class="ls10">pp</span>. <span class="_ _4"></span><span class="ff7">w <span class="_ _4"></span>porównaniu <span class="_ _3"></span>z <span class="_ _4"></span>końcem <span class="_ _4"></span>roku <span class="_ _3"></span>202<span class="_ _0"></span></span>4<span class="ff7">. <span class="_ _3"></span>W<span class="_ _0"></span>edług <span class="_ _3"></span>stanu <span class="_ _4"></span>zatrudnienia <span class="_ _4"></span>na <span class="_ _3"></span>koniec <span class="_ _4"></span>grudnia <span class="_ _3"></span>202<span class="_ _0"></span></span>5 <span class="_ _4"></span>roku <span class="_ _3"></span>95% <span class="_ _4"></span>pracowników </div><div class="t m0 x1 hf y9c1 ff7 fs4 fc2 sc0 ls0 ws0">zatrudnionych było w pełnym wymiarze czasu pracy.<span class="ff6"> </span></div><div class="t m0 x1 hf y9c2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5fe ff6 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _3"></span>koniec <span class="_ _0"></span>202<span class="_ _0"></span>5 <span class="_ _3"></span><span class="ff7">roku <span class="_ _3"></span>największą <span class="_ _0"></span>grupę <span class="_ _3"></span>stanowili <span class="_ _3"></span>pracownicy <span class="_ _3"></span>w <span class="_ _3"></span>przed<span class="_ _1"></span>ziale <span class="_ _3"></span>wiekowym <span class="_ _3"></span>3<span class="ff6">0-50 <span class="_ _3"></span>lat <span class="_ _3"></span>(<span class="ls7">59</span>%), <span class="_ _3"></span>pracownicy <span class="_ _0"></span>w <span class="_ _3"></span>przedziale <span class="_ _3"></span>wiekowym </span></span></div><div class="t m0 x1 hf y9c3 ff7 fs4 fc2 sc0 ls0 ws0">powyżej <span class="_ _5"></span>50 <span class="_ _4"></span>lat <span class="_ _5"></span>(<span class="ff6 ls7">30<span class="ls24">%)<span class="_ _0"></span><span class="ls0">, <span class="_ _5"></span></span></span></span>natomiast <span class="_ _4"></span>pracownicy <span class="_ _5"></span>w <span class="_ _5"></span>przedziale <span class="_ _4"></span>poniżej <span class="_ _5"></span>30 <span class="_ _5"></span>roku <span class="_ _4"></span>życia <span class="_ _5"></span>(<span class="_ _0"></span><span class="ff6 ls7">11</span>%). <span class="_ _4"></span>Kobiety <span class="_ _5"></span>stanowią <span class="_ _5"></span>największą <span class="_ _4"></span>grupę <span class="_ _5"></span>w <span class="_ _5"></span>przedziale </div><div class="t m0 x1 hf y3ef ff6 fs4 fc2 sc0 ls0 ws0">wiekowym 30-50 lat <span class="_ _1"></span>(<span class="ls7">18</span><span class="ff7">% ogółu zatru<span class="_ _1"></span>dniania), zaś <span class="_ _1"></span>najmniejszą w przedziale<span class="_ _1"></span> wiekowym do <span class="_ _1"></span>30 lat <span class="_ _1"></span>(<span class="ff6">5<span class="_ _0"></span></span>%). Mężczyźni stan<span class="_ _1"></span>owili największą grupę </span></div><div class="t m0 x1 hf y9c4 ff6 fs4 fc2 sc0 ls0 ws0">w przedziale wiekowym 30-50 lat (<span class="ls7">41</span><span class="ff7">% ogółu zatrudnienia), natomiast najmniejszą w przedziale<span class="_ _1"></span> wiekowym poniżej 30 lat (<span class="_ _0"></span><span class="ff6">7%). <span class="_ _13"> </span> </span></span></div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w0 h0" ><div class="pc pc45 w0 h0"><img class="bi x5 y59 w25 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">69<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h35 y1b9 ff5 fs2 fca sc0 lsf ws0">5.<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff8">CZYNNIKI I ZDA<span class="_ _1"></span>RZENIA MAJĄCE WPŁ<span class="_ _1"></span>YW NA <span class="_ _1"></span>WYNIKI GRUP<span class="_ _1"></span>Y <span class="ff5"> </span></span></span></div><div class="t m0 x47 hd y35b ff5 fs5 fc5 sc0 ls12 ws0">5.1.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">GŁÓWNE CZYNNIKI I ZDARZENIA KSZTAŁTUJĄCE<span class="_ _1"></span> WYNIKI GRUPY <span class="ff5 ls12">202<span class="ls0">5 ROKU </span></span>MOGĄCE MIEĆ </span></span></div><div class="t m0 x49 hd y5ee ff8 fs5 fc5 sc0 ls0 ws0">WPŁYW NA DZIAŁALNOŚĆ GRUPY W KOLEJNYCH <span class="ff5">LATACH   </span></div><div class="t m0 x1 hf y9c5 ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT <span class="ff7">jes<span class="_ _1"></span>t niezależną grupą paliwowo<span class="ff6">-</span>energetyczną, która </span></div><div class="t m0 x1 hf y754 ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _16"> </span>swo<span class="_ _0"></span>jej <span class="_ _16"> </span>ofercie <span class="_ _16"> </span>posiada: <span class="_ _17"> </span>olej <span class="_ _16"> </span>napędowy <span class="_ _16"> </span>(ON), <span class="_ _17"> </span>olej <span class="_ _16"> </span>silnikowy, </div><div class="t m0 x1 hf y9c6 ff7 fs4 fc2 sc0 ls0 ws0">benzyny, <span class="_ _5"> </span>biopaliwa <span class="_ _14"> </span>(Bio), <span class="_ _14"> </span>gaz <span class="_ _14"> </span>płynny <span class="_ _5"></span>(LPG), <span class="_ _14"> </span>gaz <span class="_ _14"> </span>ziemny, <span class="_ _5"> </span>produkty </div><div class="t m0 x1 hf y667 ff7 fs4 fc2 sc0 ls0 ws0">asfaltowe, <span class="_ _9"></span>energię <span class="_ _9"></span>elektryczną, <span class="_ _1"></span>surowce <span class="_ _9"></span>energetyczne <span class="_ _9"></span>(w<span class="_ _0"></span> <span class="_ _9"></span>tym <span class="_ _1"></span>węgiel </div><div class="t m0 x1 hf y9c7 ff6 fs4 fc2 sc0 ls0 ws0">kamienny or<span class="ff7">az <span class="_ _0"></span>w <span class="_ _0"></span>perspektywie średniookresowej <span class="_ _0"></span>biomasę), a <span class="_ _0"></span>także </span></div><div class="t m0 x1 hf y190 ff7 fs4 fc2 sc0 ls0 ws0">paliwa <span class="_ _0"></span>lotnicze, <span class="_ _0"></span>żeglugowe <span class="_ _0"></span>i <span class="_ _0"></span>olej <span class="_ _3"></span>opałowy. <span class="_ _0"></span>Od <span class="_ _3"></span>2016 <span class="_ _0"></span>r. <span class="_ _0"></span>spółka <span class="_ _0"></span>należy </div><div class="t m0 x1 hf y15f ff7 fs4 fc2 sc0 ls0 ws0">do <span class="_ _4"></span>stow<span class="_ _0"></span>arzyszenia <span class="_ _4"></span>AVIA <span class="_ _5"> </span>International, <span class="_ _5"> </span>dzięki <span class="_ _5"></span>czemu <span class="_ _5"></span>jako <span class="_ _5"> </span>pierwsza </div><div class="t m0 x1 hf y9c8 ff7 fs4 fc2 sc0 ls0 ws0">polska <span class="_ _14"> </span>firma  uzyskała <span class="_ _14"> </span>prawo  do<span class="_ _1"></span>  b<span class="_ _1"></span>udowania <span class="_ _14"> </span>i  rozwoju <span class="_ _14"> </span>sieci<span class="ff6">  stacji </span></div><div class="t m0 x1 hf y433 ff6 fs4 fc2 sc0 ls0 ws0">paliw AVIA w Polsce i w Ukrainie. </div><div class="t m0 x1 hf y9c9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y616 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT  ma <span class="_ _15"> </span>ponad <span class="_ _15"> </span>30 <span class="_ _18"> </span>lat<span class="_ _0"></span> <span class="_ _18"> </span>doś<span class="_ _0"></span>wiadczenia  na<span class="_ _0"></span> <span class="_ _18"> </span>rynku <span class="_ _15"> </span>paliwowym, </div><div class="t m0 x1 hf y9ca ff7 fs4 fc2 sc0 ls0 ws0">specjalizując <span class="_ _27"> </span>się <span class="_ _16"> </span>w <span class="_ _16"> </span>hurtowej <span class="_ _27"> </span>s<span class="_ _0"></span>przedaży <span class="_ _27"> </span>o<span class="_ _0"></span>leju <span class="_ _27"> </span>napędowego <span class="_ _16"> </span>oraz </div><div class="t m0 x1 hf y9cb ff7 fs4 fc2 sc0 ls0 ws0">dystrybucji <span class="_ _4"></span>pozostałych <span class="_ _4"></span>paliw <span class="_ _5"></span>płynnych, <span class="_ _4"></span>zarówno <span class="_ _4"></span>na <span class="_ _5"></span>terenie <span class="_ _4"></span>kraju, </div><div class="t m0 x1 hf y9cc ff7 fs4 fc2 sc0 ls0 ws0">jak i poza <span class="_ _0"></span>jego granicami. Firma <span class="_ _0"></span>rozwija <span class="_ _0"></span>także segment fotowo<span class="_ _0"></span>ltaiki, </div><div class="t m0 x1 hf y75d ff6 fs4 fc2 sc0 lse ws0">m.i<span class="ff7 ls0">n. pod marką AVIA Solar oraz inwestuje w kolejne sektory OZE.<span class="ff6"> </span></span></div><div class="t m0 x1 hf y9bd ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _9"></span>kwietniu <span class="_ _9"></span>2023<span class="_ _0"></span> <span class="_ _9"></span>r. <span class="_ _1"></span>Grupa <span class="_ _9"></span>UNIMOT <span class="ff7">sfin<span class="_ _1"></span>alizowała <span class="_ _1"></span>transakcję <span class="_ _a"></span>przejęcia </span></div><div class="t m0 x1 hf y9be ff6 fs4 fc2 sc0 ls0 ws0">aktywów <span class="_ _5"> </span>Lotos <span class="_ _14"> </span>Terminale <span class="_ _4"></span>(obec<span class="_ _0"></span>nie <span class="_ _5"></span>UNIMOT <span class="_ _5"> </span>T<span class="_ _0"></span>erminale), <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _5"></span>tym <span class="_ _14"> </span>9 </div><div class="t m0 x1 hf y466 ff7 fs4 fc2 sc0 ls0 ws0">terminali <span class="_ _0"></span>paliwowych <span class="_ _3"></span>i <span class="_ _0"></span>dwóch <span class="_ _3"></span>zakładów <span class="_ _0"></span>produkcji <span class="_ _3"></span>asfaltu. <span class="_ _0"></span>UNIMOT </div><div class="t m0 x1 hf y9bf ff7 fs4 fc2 sc0 ls0 ws0">pełni <span class="_ _14"> </span>tym <span class="_ _14"> </span>samym  funkcję <span class="_ _14"> </span>Niezależnego <span class="_ _14"> </span>Operatora  Logistycznego, </div><div class="t m0 x1 hf y9c0 ff7 fs4 fc2 sc0 ls0 ws0">będąc  trzecim  graczem  na <span class="_ _18"> </span>rynku  maga<span class="_ _0"></span>zynowania  paliw, <span class="_ _18"> </span>a <span class="_ _15"> </span>także </div><div class="t m0 x1 hf y3c2 ff6 fs4 fc2 sc0 ls0 ws0">zajmuje drugie miejsce na rynku produkcji asfaltów w Polsce. </div><div class="t m0 x1 h16 y328 ff5 fs4 fc5 sc0 ls0 ws0">Segmenty operacyjne Grupy UNIMOT   </div><div class="t m0 x1 hf y9cd ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT prowadzi działalność poprzez następujące seg<span class="_ _1"></span>menty operacyjne:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 h16 y9ce ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Paliwa <span class="_ _15"> </span>ciekłe<span class="ff6"> <span class="_ _27"> </span>- <span class="_ _27"> </span><span class="ff7">obejmuje <span class="_ _27"> </span>hurtową <span class="_ _27"> </span>i <span class="_ _27"> </span>detaliczną <span class="_ _27"> </span>sprzedaż <span class="_ _15"> </span>o<span class="_ _0"></span>leju <span class="_ _27"> </span>napędowego, <span class="_ _27"> </span>benzyn, <span class="_ _15"> </span>oleju <span class="_ _27"> </span>grzewczego, <span class="_ _27"> </span>paliw <span class="_ _27"> </span>lotniczych <span class="_ _27"> </span>i </span></span></span></span></div><div class="t m0 x17 hf y9cf ff7 fs4 fc2 sc0 ls0 ws0">żeglugowych oraz biopaliw prowadzoną przez Spółki w Grupie.<span class="ff6"> </span></div><div class="t m0 x47 h16 y803 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">LPG<span class="ff6"> - <span class="ff7">obejmuje hurtową i detaliczną sprzedaż gazu płynnego (LPG) prowadzoną przez Spółki w Grupi<span class="_ _1"></span>e. <span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x47 h16 y9d0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Gaz <span class="_ _5"></span>ziemny<span class="ff6"> <span class="_ _5"></span>- <span class="_ _5"></span><span class="ff7">obejmuje <span class="_ _4"></span>sprzeda<span class="_ _0"></span>ż <span class="_ _5"></span>i <span class="_ _5"></span>dystrybucję <span class="_ _4"></span>paliw <span class="_ _5"> </span>gazo<span class="_ _0"></span>wych <span class="_ _4"></span>w <span class="_ _5"> </span>systemie <span class="_ _5"></span>sieciowym <span class="_ _5"></span>oraz <span class="_ _5"></span>obrót <span class="_ _5"></span>hurtowy <span class="_ _5"></span>gazem <span class="_ _4"></span>z<span class="_ _0"></span>iemnym <span class="_ _4"></span>za </span></span></span></span></div><div class="t m0 x17 hf y41f ff7 fs4 fc2 sc0 ls0 ws0">pośrednictwem Towarowej Giełdy Energ<span class="_ _1"></span>ii, a także na rynku pozagiełdowym prowadzoną przez Spółki w Grupie.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 h16 y9d1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Energia elektryczna<span class="ff6"> <span class="ff7">–</span> <span class="ff7">obejmuje obrót i dystrybucję energii elektrycznej przez Sp<span class="_ _1"></span>ółki w Grupie.<span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x47 h16 y9d2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Odnawialne <span class="_ _9"></span>źródła energii<span class="ff6"> <span class="_ _9"></span><span class="ff7">–<span class="ff6"> <span class="_ _1"></span><span class="ff7">działalność <span class="_ _9"></span>Spółek <span class="_ _1"></span>w <span class="_ _1"></span>Grupie<span class="_ _1"></span> <span class="_ _1"></span>związana <span class="_ _1"></span>z <span class="_ _9"></span>fo<span class="_ _0"></span>towoltaiką <span class="_ _9"></span>w obszarze <span class="_ _a"></span>farm fotowoltaicznych <span class="_ _9"></span>oraz s<span class="_ _1"></span>przedażą </span></span></span></span></span></span></div><div class="t m0 x17 hf y9d3 ff7 fs4 fc2 sc0 ls0 ws0">i montażem instalacji fotowoltaicznych.<span class="ff6"> </span></div><div class="t m0 x47 h16 y9d4 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Stacje Paliw<span class="ff6"> - <span class="ff7">działalność związana z handlem detalicznym paliwami w ramach stacji AVIA.</span> </span></span></span></div><div class="t m0 x47 h16 y9d5 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Bitumen<span class="ff6"> - <span class="ff7">działalność związana z produkcją i handle<span class="_ _1"></span>m produktami asfaltowymi.<span class="_ _0"></span><span class="ff6"> </span></span></span></span></span></div><div class="t m0 x47 h16 y9d6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Paliwa stałe<span class="ff6"> <span class="ff7">–</span> <span class="ff7">działalność związana z obrotem paliwami stałymi, w tym węglem.</span> </span></span></span></div><div class="t m0 x47 h16 y2d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Infrastruktura <span class="_ _0"></span>i <span class="_ _0"></span>l<span class="_ _0"></span>ogistyka<span class="ff6"> <span class="_ _0"></span>- <span class="_ _3"></span><span class="ff7">działalność <span class="_ _0"></span>związana <span class="_ _3"></span>z <span class="_ _0"></span>transportem <span class="_ _0"></span>kol<span class="_ _0"></span>ejowym, <span class="_ _0"></span>usługami <span class="_ _0"></span>spedycyjnymi, <span class="_ _3"></span>magazynowaniem <span class="_ _0"></span>paliw <span class="_ _0"></span>o<span class="_ _0"></span>raz </span></span></span></span></div><div class="t m0 x17 hf y9d7 ff7 fs4 fc2 sc0 ls0 ws0">wytwarzaniem, przesyłem, dystrybucją oraz obrotem mediami energetycznymi.<span class="ff6"> </span></div><div class="t m0 x47 h16 y9d8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Działalność <span class="_ _9"></span>pozostała<span class="ff6"> <span class="ff7">–<span class="_ _1"></span><span class="ff6"> <span class="_ _1"></span><span class="ff7">działalność <span class="_ _9"></span>spółek G<span class="_ _1"></span>rupy, <span class="_ _9"></span>które nie<span class="_ _1"></span> <span class="_ _1"></span>wchodzą <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _1"></span>zakresy <span class="_ _9"></span>działalności s<span class="_ _1"></span>egmentów <span class="_ _9"></span>wymienionych <span class="_ _1"></span>wyżej, <span class="_ _1"></span>m.in.: </span></span></span></span></span></span></div><div class="t m0 x17 hf y9d9 ff7 fs4 fc2 sc0 ls0 ws0">obrót pozostałymi towarami, pozostałe usługi, zarządzanie i administracja (usługi<span class="_ _1"></span> centralne).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y9da ff8 fs4 fc5 sc0 ls0 ws0">Dane Grupy Kapitałowe<span class="ff5"> </span></div><div class="t m0 x1 h16 y257 ff8 fs4 fc2 sc0 ls0 ws0">Skonsolidowane przychody ze sprzedaży i ich struktura w poszczególn<span class="_ _1"></span>ych grupach asortymentowych:<span class="ff5"> </span></div></div><div class="c x1 y310 w58 haa"><div class="t m0 xa h13 y9b5 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xfd y310 w59 haa"><div class="t m0 x5e h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x5e h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xfe y310 w5a haa"><div class="t m0 xff h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">struktura % </div><div class="t m0 x5a h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">w 2025 </div></div><div class="c x100 y310 w5b haa"><div class="t m0 x101 h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x101 h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x102 y310 w5c haa"><div class="t m0 xff h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">struktura % </div><div class="t m0 x5a h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">w 2024 </div></div><div class="c x103 y310 w5d haa"><div class="t m0 x101 h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x101 h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x104 y310 w5e haa"><div class="t m0 x5c h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x5c h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x95 y310 w5f haa"><div class="t m0 x5a h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">zmiana </div><div class="t m0 x93 h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y9db w58 h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Paliwa ciek<span class="_ _1"></span>łe<span class="ff6"> </span></div></div><div class="c xfd y9db w59 h8c"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">9 602 886 </div></div><div class="c xfe y9db w5a h8c"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">64,9% </div></div><div class="c x100 y9db w5b h8c"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">9 452 503 </div></div><div class="c x102 y9db w5c h8c"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">67,1% </div></div><div class="c x103 y9db w5d h8c"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 846 564 </div></div><div class="c x104 y9db w5e h8c"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">10 563 751 </div></div><div class="c x95 y9db w5f h8c"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1,6% </div></div><div class="c x1 y227 w58 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">LPG </div></div><div class="c xfd y227 w59 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">870 825 </div></div><div class="c xfe y227 w5a h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">5,9% </div></div><div class="c x100 y227 w5b h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">814 037 </div></div><div class="c x102 y227 w5c h8d"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">5,8% </div></div><div class="c x103 y227 w5d h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">978 170 </div></div><div class="c x104 y227 w5e h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 054 337 </div></div><div class="c x95 y227 w5f h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">7,0% </div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">70<span class="ls0"> </span></div></div><div class="c x1 y709 w58 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c xfd y709 w59 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">772 432 </div></div><div class="c xfe y709 w5a h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">5,2% </div></div><div class="c x100 y709 w5b h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">623 379 </div></div><div class="c x102 y709 w5c h8d"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">4,4% </div></div><div class="c x103 y709 w5d h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">432 177 </div></div><div class="c x104 y709 w5e h8d"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">605 194 </div></div><div class="c x95 y709 w5f h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">23,9% </div></div><div class="c x1 y70a w58 h8e"><div class="t m0 xa h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">Energia elek<span class="_ _1"></span>tryczna </div></div><div class="c xfd y70a w59 h8e"><div class="t m0 xa3 h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">602 373 </div></div><div class="c xfe y70a w5a h8e"><div class="t m0 x35 h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">4,1% </div></div><div class="c x100 y70a w5b h8e"><div class="t m0 x58 h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">379 794 </div></div><div class="c x102 y70a w5c h8e"><div class="t m0 x9f h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">2,7% </div></div><div class="c x103 y70a w5d h8e"><div class="t m0 x58 h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">396 926 </div></div><div class="c x104 y70a w5e h8e"><div class="t m0 x4c h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">457 184 </div></div><div class="c x95 y70a w5f h8e"><div class="t m0 x3d h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">58,6% </div></div><div class="c x1 y70d w58 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Odnawialne<span class="_ _1"></span> źródła energii<span class="_ _1"></span>  <span class="ff6"> </span></div></div><div class="c xfd y70d w59 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">71 202 </div></div><div class="c xfe y70d w5a h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,5% </div></div><div class="c x100 y70d w5b h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">30 821 </div></div><div class="c x102 y70d w5c h8d"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,2% </div></div><div class="c x103 y70d w5d h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">18 536 </div></div><div class="c x104 y70d w5e h8d"><div class="t m0 xc h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">7 769 </div></div><div class="c x95 y70d w5f h8d"><div class="t m0 x5a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">131,0% </div></div><div class="c x1 y1bc w58 h8d"><div class="t m0 xa h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">Stacje pali<span class="_ _1"></span>w </div></div><div class="c xfd y1bc w59 h8d"><div class="t m0 xa3 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">935 257 </div></div><div class="c xfe y1bc w5a h8d"><div class="t m0 x35 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">6,3% </div></div><div class="c x100 y1bc w5b h8d"><div class="t m0 x58 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">810 608 </div></div><div class="c x102 y1bc w5c h8d"><div class="t m0 x9f h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">5,8% </div></div><div class="c x103 y1bc w5d h8d"><div class="t m0 x58 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">635 309 </div></div><div class="c x104 y1bc w5e h8d"><div class="t m0 x4c h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">500 706 </div></div><div class="c x95 y1bc w5f h8d"><div class="t m0 x3d h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">15,4% </div></div><div class="c x1 y70f w58 h8c"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Bitumen </div></div><div class="c xfd y70f w59 h8c"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 458 627 </div></div><div class="c xfe y70f w5a h8c"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">9,9% </div></div><div class="c x100 y70f w5b h8c"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 497 436 </div></div><div class="c x102 y70f w5c h8c"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">10,6% </div></div><div class="c x103 y70f w5d h8c"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 302 444 </div></div><div class="c x104 y70f w5e h8c"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">147 785 </div></div><div class="c x95 y70f w5f h8c"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-2,6% </div></div><div class="c x1 y317 w58 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Infrastrukt<span class="_ _1"></span>ura i logisty<span class="_ _1"></span>ka </div></div><div class="c xfd y317 w59 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">253 919 </div></div><div class="c xfe y317 w5a h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1,7% </div></div><div class="c x100 y317 w5b h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">267 501 </div></div><div class="c x102 y317 w5c h8d"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1,9% </div></div><div class="c x103 y317 w5d h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">195 854 </div></div><div class="c x104 y317 w5e h8d"><div class="t m0 x36 h1a y649 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x95 y317 w5f h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-5,1% </div></div><div class="c x1 y710 w58 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Paliwa stałe<span class="ff6"> </span></div></div><div class="c xfd y710 w59 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">167 366 </div></div><div class="c xfe y710 w5a h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1,1% </div></div><div class="c x100 y710 w5b h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">181 950 </div></div><div class="c x102 y710 w5c h8d"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1,3% </div></div><div class="c x103 y710 w5d h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">85 160 </div></div><div class="c x104 y710 w5e h8d"><div class="t m0 x36 h1a y649 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x95 y710 w5f h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-8,0% </div></div><div class="c x1 y9b7 w58 h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Działalność po<span class="_ _1"></span>została <span class="ff6"> </span></div></div><div class="c xfd y9b7 w59 h90"><div class="t m0 xaf h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">70 130 </div></div><div class="c xfe y9b7 w5a h90"><div class="t m0 x35 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">0,5% </div></div><div class="c x100 y9b7 w5b h90"><div class="t m0 xa3 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">26 482 </div></div><div class="c x102 y9b7 w5c h90"><div class="t m0 x9f h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">0,2% </div></div><div class="c x103 y9b7 w5d h90"><div class="t m0 xa3 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">22 103 </div></div><div class="c x104 y9b7 w5e h90"><div class="t m0 xa1 h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">32638<span class="ls0"> </span></div></div><div class="c x95 y9b7 w5f h90"><div class="t m0 x5a h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">164,8% </div></div><div class="c x1 y890 w58 h90"><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c xfd y890 w59 h90"><div class="t m0 x9f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">14 805 017 </div></div><div class="c xfe y890 w5a h90"><div class="t m0 x5f h14 y613 ff5 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x100 y890 w5b h90"><div class="t m0 x5c h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">14 084 511 </div></div><div class="c x102 y890 w5c h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x103 y890 w5d h90"><div class="t m0 x5c h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">12 913 244 </div></div><div class="c x104 y890 w5e h90"><div class="t m0 x9a h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">13 369 364 </div></div><div class="c x95 y890 w5f h90"><div class="t m0 x25 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">5,1% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y9dc ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y9dd ff5 fs9 fc2 sc0 ls0 ws0">Skonsolidowane w<span class="_ _1"></span>olumeny w <span class="_ _1"></span>poszczególnych gru<span class="_ _1"></span>pach asorty<span class="_ _1"></span>mentowych: </div></div><div class="c x1 y1a w60 h7a"><div class="t m0 xa h13 y156 ffa fs9 fc2 sc0 ls0 ws0">w m</div><div class="t m0 x9a hab y33f ffa fs1a fc2 sc0 ls0 ws0">3</div><div class="t m0 xa3 h13 y156 ffa fs9 fc2 sc0 ls0 ws0">/T/GWh/KWp/M<span class="_ _1"></span>g </div></div><div class="c x105 y1a w61 h7a"><div class="t m0 x3d h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x3d h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xa6 y1a w62 h7a"><div class="t m0 x5e h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x1c h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x102 y1a w63 h7a"><div class="t m0 x101 h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x101 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x106 y1a w64 h7a"><div class="t m0 x101 h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x101 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x107 y1a w65 h7a"><div class="t m0 x3f h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x3f h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xf0 y1a w66 h7a"><div class="t m0 x5c hac y9de ff13 fs9 fc2 sc0 ls0 ws0">Zmiana  </div><div class="t m0 x2 hac y35 ff13 fs9 fc2 sc0 ls6 ws0">202<span class="ls0">5/2024 </span></div></div><div class="c x1 y784 w60 h7f"><div class="t m0 xa h1a y6a9 ff7 fs9 fc2 sc0 ls0 ws0">Paliwa ciek<span class="_ _1"></span>łe<span class="ff6"> </span></div></div><div class="c x105 y784 w61 h7f"><div class="t m0 xa3 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">2 534 145 </div></div><div class="c xa6 y784 w62 h7f"><div class="t m0 x9a h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">2 248 600 </div></div><div class="c x102 y784 w63 h7f"><div class="t m0 x9f h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 978 545 </div></div><div class="c x106 y784 w64 h7f"><div class="t m0 x9f h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 784 405 </div></div><div class="c x107 y784 w65 h7f"><div class="t m0 x7b h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 583 850 </div></div><div class="c xf0 y784 w66 h7f"><div class="t m0 x5f h13 y6a9 ffa fs9 fc2 sc0 ls0 ws0">13% </div></div><div class="c x1 y9df w60 had"><div class="t m0 xa h1a y9e0 ff6 fs9 fc2 sc0 ls0 ws0">LPG [T] </div></div><div class="c x105 y9df w61 had"><div class="t m0 x4c h1a y9e0 ff6 fs9 fc2 sc0 ls0 ws0">283 843 </div></div><div class="c xa6 y9df w62 had"><div class="t m0 xa3 h1a y9e0 ff6 fs9 fc2 sc0 ls0 ws0">270 630 </div></div><div class="c x102 y9df w63 had"><div class="t m0 x58 h1a y9e0 ff6 fs9 fc2 sc0 ls0 ws0">294 228 </div></div><div class="c x106 y9df w64 had"><div class="t m0 x58 h1a y9e0 ff6 fs9 fc2 sc0 ls0 ws0">256 544 </div></div><div class="c x107 y9df w65 had"><div class="t m0 x9a h1a y9e0 ff6 fs9 fc2 sc0 ls0 ws0">221 445 </div></div><div class="c xf0 y9df w66 had"><div class="t m0 xa3 h13 y9e0 ffa fs9 fc2 sc0 ls0 ws0">5% </div></div><div class="c x1 y9e1 w60 h80"><div class="t m0 xa h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">Gaz ziemny [GWh<span class="_ _1"></span>] </div></div><div class="c x105 y9e1 w61 h80"><div class="t m0 x11 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">3 146 </div></div><div class="c xa6 y9e1 w62 h80"><div class="t m0 xaa h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">2 405 </div></div><div class="c x102 y9e1 w63 h80"><div class="t m0 xaf h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">1 167 </div></div><div class="c x106 y9e1 w64 h80"><div class="t m0 xaf h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">1 066 </div></div><div class="c x107 y9e1 w65 h80"><div class="t m0 xa4 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">2 507 </div></div><div class="c xf0 y9e1 w66 h80"><div class="t m0 x5f h13 y18f ffa fs9 fc2 sc0 ls6 ws0">31<span class="ls0">% </span></div></div><div class="c x1 y9e2 w60 h85"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">Energia elek<span class="_ _1"></span>tryczna [GWh] </div></div><div class="c x105 y9e2 w61 h85"><div class="t m0 x11 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">1 898 </div></div><div class="c xa6 y9e2 w62 h85"><div class="t m0 xaa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">1 657 </div></div><div class="c x102 y9e2 w63 h85"><div class="t m0 xaf h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">3 735 </div></div><div class="c x106 y9e2 w64 h85"><div class="t m0 xaf h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">2 546 </div></div><div class="c x107 y9e2 w65 h85"><div class="t m0 xa4 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">3 145 </div></div><div class="c xf0 y9e2 w66 h85"><div class="t m0 x5f h13 y1a2 ffa fs9 fc2 sc0 ls6 ws0">15<span class="ls0">% </span></div></div><div class="c x1 y58c w60 h80"><div class="t m0 xa h1a y1a2 ff7 fs9 fc2 sc0 ls0 ws0">Odnawialne<span class="_ _1"></span> źródła energii<span class="_ _1"></span>   [KWp]<span class="ff6"> </span></div></div><div class="c x105 y58c w61 h80"><div class="t m0 x1b h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">29 014 </div></div><div class="c xa6 y58c w62 h80"><div class="t m0 xaf h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">10 380 </div></div><div class="c x102 y58c w63 h80"><div class="t m0 xaf h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">3 448 </div></div><div class="c x106 y58c w64 h80"><div class="t m0 xaf h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">1 686 </div></div><div class="c x107 y58c w65 h80"><div class="t m0 xa4 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">4 249 </div></div><div class="c xf0 y58c w66 h80"><div class="t m0 x5d h13 y1a2 ffa fs9 fc2 sc0 ls6 ws0">180<span class="ls0">% </span></div></div><div class="c x1 y9e3 w60 h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">Stacje pali<span class="_ _1"></span>w [tys. m</div><div class="t m0 x8e hae y9e4 ff6 fs1a fc2 sc0 ls0 ws0">3</div><div class="t m0 x37 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">] </div></div><div class="c x105 y9e3 w61 h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">414 530 </div></div><div class="c xa6 y9e3 w62 h80"><div class="t m0 xa3 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">360 123 </div></div><div class="c x102 y9e3 w63 h80"><div class="t m0 x58 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">301 031 </div></div><div class="c x106 y9e3 w64 h80"><div class="t m0 x58 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">236 338 </div></div><div class="c x107 y9e3 w65 h80"><div class="t m0 x9a h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">179 834 </div></div><div class="c xf0 y9e3 w66 h80"><div class="t m0 x5f h13 y1a2 ffa fs9 fc2 sc0 ls6 ws0">15<span class="ls0">% </span></div></div><div class="c x1 y9e5 w60 h63"><div class="t m0 xa h1a y2dd ff7 fs9 fc2 sc0 ls0 ws0">Wolumen przeładunkó<span class="_ _1"></span>w/ wydań na<span class="_ _1"></span> terminalac<span class="_ _1"></span>h </div><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">[tys. m</div><div class="t m0 xa1 hae y154 ff6 fs1a fc2 sc0 ls0 ws0">3</div><div class="t m0 x65 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">] </div></div><div class="c x105 y9e5 w61 h63"><div class="t m0 x11 h1a y6f7 ff6 fs9 fc2 sc0 ls0 ws0">2 715 </div></div><div class="c xa6 y9e5 w62 h63"><div class="t m0 xaa h1a y6f7 ff6 fs9 fc2 sc0 ls0 ws0">2 785 </div></div><div class="c x102 y9e5 w63 h63"><div class="t m0 xaf h1a y6f7 ff6 fs9 fc2 sc0 ls0 ws0">3 757 </div></div><div class="c x106 y9e5 w64 h63"><div class="t m0 x12 h1a y2b2 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x107 y9e5 w65 h63"><div class="t m0 xa2 hb y2b2 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xf0 y9e5 w66 h63"><div class="t m0 x35 h13 y6f7 ffa fs9 fc2 sc0 ls0 ws0">-3% </div></div><div class="c x1 yb0 w60 h80"><div class="t m0 xa h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">Praca przewozowa <span class="_ _1"></span>[mln ntk<span class="_ _1"></span>m]* </div></div><div class="c x105 yb0 w61 h80"><div class="t m0 x33 h1a y18f ff6 fs9 fc2 sc0 ls6 ws0">982<span class="ls0"> </span></div></div><div class="c xa6 yb0 w62 h80"><div class="t m0 x11 h1a y18f ff6 fs9 fc2 sc0 ls6 ws0">905<span class="ls0"> </span></div></div><div class="c x102 yb0 w63 h80"><div class="t m0 xa1 h1a y18f ff6 fs9 fc2 sc0 ls6 ws0">670<span class="ls0"> </span></div></div><div class="c x106 yb0 w64 h80"><div class="t m0 x33 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x107 yb0 w65 h80"><div class="t m0 x4 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xf0 yb0 w66 h80"><div class="t m0 xa3 h13 y18f ffa fs9 fc2 sc0 ls0 ws0">9% </div></div><div class="c x1 y9e6 w60 h85"><div class="t m0 xa h1a y1a2 ff7 fs9 fc2 sc0 ls0 ws0">Paliwa stałe [T]<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x105 y9e6 w61 h85"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">364 161 </div></div><div class="c xa6 y9e6 w62 h85"><div class="t m0 xa3 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">350 386 </div></div><div class="c x102 y9e6 w63 h85"><div class="t m0 x58 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">106 414 </div></div><div class="c x106 y9e6 w64 h85"><div class="t m0 xc h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x107 y9e6 w65 h85"><div class="t m0 xa1 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xf0 y9e6 w66 h85"><div class="t m0 xa3 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">4% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y9e7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9e8 ff7 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _0"></span>przyszłe <span class="_ _0"></span>wyniki <span class="_ _3"></span>finansowe <span class="_ _0"></span>Grupy <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>będzie <span class="_ _0"></span>miał <span class="_ _0"></span>wpływ <span class="_ _3"></span>trwający <span class="_ _0"></span>konflikt <span class="_ _0"></span>zbrojny <span class="_ _3"></span>na Bl<span class="_ _0"></span>iskim <span class="_ _0"></span>Wschodzie. <span class="_ _0"></span>Syt<span class="_ _0"></span>uacja <span class="_ _0"></span>geopolit<span class="_ _3"></span><span class="ff6">yczna <span class="_ _0"></span>w </span></div><div class="t m0 x1 hf y328 ff7 fs4 fc2 sc0 ls0 ws0">tym <span class="_ _9"></span>regionie <span class="_ _9"></span>o<span class="_ _0"></span>ddziałuje <span class="_ _9"></span>na <span class="_ _1"></span>rynki <span class="_ _9"></span>g<span class="_ _0"></span>lobalne, <span class="_ _9"></span>w <span class="_ _1"></span>szczególności <span class="_ _9"></span>poprzez <span class="_ _1"></span>wahania <span class="_ _9"></span>cen <span class="_ _9"></span>surowc<span class="_ _0"></span>ów <span class="_ _9"></span>energetycznych, <span class="_ _1"></span>takich <span class="_ _9"></span>jak <span class="_ _9"></span>ropa naf<span class="ff6">to<span class="_ _0"></span>wa, <span class="_ _9"></span>produkty </span></div><div class="t m0 x1 hf y329 ff7 fs4 fc2 sc0 ls0 ws0">ropopochodne <span class="_ _1"></span>i <span class="_ _1"></span>gaz. <span class="_ _1"></span>Niestabilność prowadzi <span class="_ _9"></span>do zakłóceń w <span class="_ _9"></span>ł<span class="_ _0"></span>ańcuchach <span class="_ _9"></span>dostaw, wzrostu kosztów <span class="_ _1"></span>tran<span class="_ _1"></span>sportu oraz <span class="_ _9"></span>niepewności inwes<span class="_ _0"></span><span class="ff6">tycyjnej.<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y32a ff7 fs4 fc2 sc0 ls0 ws0">Dodatkowo, <span class="_ _4"></span>z<span class="_ _0"></span>mienność <span class="_ _4"></span>kursów <span class="_ _4"></span>w<span class="_ _0"></span>alut <span class="_ _4"></span>oraz <span class="_ _5"></span>reakcje <span class="_ _4"></span>rynków <span class="_ _5"></span>finansowych <span class="_ _4"></span>na <span class="_ _5"></span>bieżące <span class="_ _4"></span>wydarzenia <span class="_ _5"> </span>mogą <span class="_ _5"></span>wpływać <span class="_ _5"></span>na <span class="_ _4"></span>po<span class="_ _3"></span><span class="ff6">ziom <span class="_ _4"></span>przychodów<span class="_ _0"></span> <span class="_ _4"></span>i </span></div><div class="t m0 x1 hf y2fd ff7 fs4 fc2 sc0 ls0 ws0">kosztów <span class="_ _3"></span>działalności. <span class="_ _0"></span>W <span class="_ _3"></span>efekcie <span class="_ _0"></span>czynniki <span class="_ _0"></span>te <span class="_ _0"></span>mo<span class="_ _0"></span>gą <span class="_ _0"></span>kształto<span class="_ _0"></span>wać <span class="_ _3"></span>przyszłą <span class="_ _0"></span>sytuację <span class="_ _0"></span>finansową <span class="_ _3"></span>przedsiębiorstwa. <span class="_ _3"></span><span class="ff6">Szerszy <span class="_ _3"></span></span>opis <span class="_ _0"></span>wpływu <span class="_ _3"></span>konfliktu </div><div class="t m0 x1 hf y9e9 ff7 fs4 fc2 sc0 ls0 ws0">zbrojnego na Bliskim Wschodzie został przedstawiony w rozdziale <span class="ff6">5.7. </span></div><div class="t m0 x1 hf y9ea ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y9eb ff8 fs4 fc0 sc0 ls0 ws0">PALIWA CIEKŁE<span class="ff5"> </span></div></div><div class="c x1 y9ec w67 h7a"><div class="t m0 xa h13 y156 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xeb y9ec w68 h7a"><div class="t m0 x2 h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x2 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x108 y9ec w69 h7a"><div class="t m0 x93 h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x93 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x109 y9ec w6a h7a"><div class="t m0 x2 h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x2 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x3e y9ec w6b h7a"><div class="t m0 x1c h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x1c h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x2f y9ec w6c h7a"><div class="t m0 x1d h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x1d h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xae y9ec w6d h7a"><div class="t m0 x4a h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x4a h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x5b y9ec w6e h7a"><div class="t m0 x5c hac y9de ff13 fs9 fc2 sc0 ls0 ws0">Zmiana  </div><div class="t m0 x3f hac y35 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y9ed w67 h7f"><div class="t m0 xa h1a y6a9 ff7 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [m</div><div class="t m0 xb3 hae y9ee ff6 fs1a fc2 sc0 ls0 ws0">3</div><div class="t m0 x86 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">] </div></div><div class="c xeb y9ed w68 h7f"><div class="t m0 x3d h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">2 534 145 </div></div><div class="c x108 y9ed w69 h7f"><div class="t m0 x5a h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">2 248 600 </div></div><div class="c x109 y9ed w6a h7f"><div class="t m0 x3d h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 978 545 </div></div><div class="c x3e y9ed w6b h7f"><div class="t m0 x9a h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 784 405 </div></div><div class="c x2f y9ed w6c h7f"><div class="t m0 x5c h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 583 850 </div></div><div class="c xae y9ed w6d h7f"><div class="t m0 x5a h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 347 350 </div></div><div class="c x5b y9ed w6e h7f"><div class="t m0 x5f h13 y6a9 ffa fs9 fc2 sc0 ls0 ws0">13% </div></div><div class="c x1 y9ef w67 h80"><div class="t m0 xa h1a y1a2 ff7 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c xeb y9ef w68 h80"><div class="t m0 x3d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">9 602 886 </div></div><div class="c x108 y9ef w69 h80"><div class="t m0 x5a h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">9 452 503 </div></div><div class="c x109 y9ef w6a h80"><div class="t m0 x3d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">8 846 564 </div></div><div class="c x3e y9ef w6b h80"><div class="t m0 x25 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">10 563 751 </div></div><div class="c x2f y9ef w6c h80"><div class="t m0 x5c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">6 450 845 </div></div><div class="c xae y9ef w6d h80"><div class="t m0 x5a h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">3 845 935 </div></div><div class="c x5b y9ef w6e h80"><div class="t m0 xa4 h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">2% </div></div><div class="c x1 y9f0 w67 h80"><div class="t m0 xa h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c xeb y9f0 w68 h80"><div class="t m0 x5f h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">32 021 </div></div><div class="c x108 y9f0 w69 h80"><div class="t m0 x5d h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">87 218 </div></div><div class="c x109 y9f0 w6a h80"><div class="t m0 x5f h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">37 013 </div></div><div class="c x3e y9f0 w6b h80"><div class="t m0 xa4 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">445 180 </div></div><div class="c x2f y9f0 w6c h80"><div class="t m0 x25 h1a y18f ff6 fs9 fc2 sc0 ls6 ws0">112<span class="ls0"> </span>686<span class="ls0"> </span></div></div><div class="c xae y9f0 w6d h80"><div class="t m0 x5d h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">63 757 </div></div><div class="c x5b y9f0 w6e h80"><div class="t m0 x9a h13 y18f ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">63</span>% </div></div><div class="c x1 y9f1 w67 h85"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA - skorygowana<span class="_ _1"></span> </div></div><div class="c xeb y9f1 w68 h85"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">103 710 </div></div><div class="c x108 y9f1 w69 h85"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">80 424 </div></div><div class="c x109 y9f1 w6a h85"><div class="t m0 x5f h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">43 366 </div></div><div class="c x3e y9f1 w6b h85"><div class="t m0 xa4 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">436 001 </div></div><div class="c x2f y9f1 w6c h85"><div class="t m0 x9a h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">83 225 </div></div><div class="c xae y9f1 w6d h85"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">84 643 </div></div><div class="c x5b y9f1 w6e h85"><div class="t m0 x5f h13 y1a2 ffa fs9 fc2 sc0 ls6 ws0">29<span class="ls0">% </span></div></div><div class="c x1 y9f2 w67 h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) netto za okr<span class="_ _1"></span>es </div></div><div class="c xeb y9f2 w68 h80"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls3a ws0">(2<span class="ls0">3 <span class="ls6">984</span>) </span></div></div><div class="c x108 y9f2 w69 h80"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">25 903 </div></div><div class="c x109 y9f2 w6a h80"><div class="t m0 x5f h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">11 188 </div></div><div class="c x3e y9f2 w6b h80"><div class="t m0 xa4 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">425 466 </div></div><div class="c x2f y9f2 w6c h80"><div class="t m0 x25 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">102 135 </div></div><div class="c xae y9f2 w6d h80"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">53 230 </div></div><div class="c x5b y9f2 w6e h80"><div class="t m0 xaa h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y9f3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y82b ff6 fs4 fc2 sc0 ls0 ws0">EBITDA w <span class="_ _0"></span>2025 <span class="_ _0"></span><span class="ff7">r. w segmencie Paliw <span class="_ _0"></span>ciekłych wyniosła <span class="_ _0"></span></span>32,0 <span class="_ _0"></span>mln PLN, a <span class="_ _0"></span>EBITDA skorygowana <span class="_ _0"></span>103,7 <span class="ff7">mln PLN. <span class="_ _0"></span>Różnica w <span class="_ _0"></span>poziomach EBITDA i </span></div><div class="t m0 x1 hf y9f4 ff7 fs4 fc2 sc0 ls0 ws0">EBITDA <span class="_ _3"></span>skorygowana <span class="_ _3"></span>wynika <span class="_ _3"></span>z <span class="_ _3"></span>faktu <span class="_ _3"></span>eliminacji <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _3"></span>EBITDA <span class="_ _3"></span>skorygowana <span class="_ _3"></span>wycen <span class="_ _3"></span>księgowych <span class="_ _3"></span>zapasów <span class="_ _3"></span>i <span class="_ _3"></span>instrumentów <span class="_ _3"></span>zabezpieczających <span class="_ _3"></span>o<span class="_ _3"></span><span class="ff6">raz </span></div><div class="t m0 x1 hf y9f5 ff7 fs4 fc2 sc0 ls0 ws0">przesunięcia w czasie kosztów logistyki<span class="_ _1"></span> i wykonania NCW względem przychodów. <span class="ff6"> </span></div><div class="t m0 x1 hf y9f6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yfa ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki skorygowane osiągnięte w 2025 roku w segme<span class="_ _1"></span>ncie Paliw ciekłych wpływ miały głównie poniższe czynniki: <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y9f7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zwiększone wolumeny sprzedaży paliw ciekłych do 2,56 mln m</span></span></div><div class="t m0 x10a h36 y6c3 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x10b hf y9f7 ff6 fs4 fc2 sc0 ls0 ws0">; </div><div class="t m0 x47 hf y33c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">W <span class="_ _3"></span>2025 <span class="_ _3"></span>roku <span class="_ _3"></span>warunki <span class="_ _0"></span>cenowe <span class="_ _3"></span>hurtowej <span class="_ _3"></span>sprzedaży <span class="_ _3"></span>oleju <span class="_ _3"></span>napędowego <span class="_ _3"></span>w <span class="_ _3"></span>Polsce <span class="_ _3"></span>nie <span class="_ _0"></span>zapewniały <span class="_ _3"></span>osiągania <span class="_ _3"></span>przez <span class="_ _3"></span>importerów <span class="_ _3"></span>tego </span></span></div><div class="t m0 x17 hf y41 ff7 fs4 fc2 sc0 ls0 ws0">produktu, <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _3"></span>przez <span class="_ _0"></span>Grupę Emitenta, <span class="_ _0"></span>zakładanych <span class="_ _0"></span>marż <span class="_ _3"></span>handlowych <span class="_ _0"></span>i <span class="_ _0"></span>tym <span class="_ _0"></span>samym <span class="_ _0"></span>wyników <span class="_ _0"></span>finansowych. <span class="_ _0"></span>W<span class="_ _0"></span> <span class="_ _0"></span>2025 <span class="_ _0"></span>r<span class="_ _0"></span><span class="ff6">oku <span class="_ _3"></span>premia </span></div><div class="t m0 x17 hf y39 ff7 fs4 fc2 sc0 ls0 ws0">lądowa utrzymywała się na niskich poziomach co uniemożliwiło osiąganie s<span class="_ _1"></span>atysfakcjonujących wyników finansowych<span class="_ _3"></span><span class="ff6">; </span></div><div class="t m0 x47 hf y9f8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Grupa <span class="_ _4"></span>E<span class="_ _0"></span>mitenta <span class="_ _5"></span>konsekwentnie <span class="_ _5"></span>rozwijała <span class="_ _5"> </span>swoją <span class="_ _5"></span>ofertę <span class="_ _5"></span>produktową <span class="_ _5"></span>nakierowaną <span class="_ _4"></span>na<span class="_ _0"></span> <span class="_ _5"></span>produkty <span class="_ _5"> </span>umoż<span class="_ _0"></span>liwiające <span class="_ _4"></span>w<span class="_ _0"></span>ypracowywanie </span></span></div><div class="t m0 x17 hf y9f9 ff7 fs4 fc2 sc0 ls0 ws0">wyższych <span class="_ _14"> </span>marż. <span class="_ _5"></span>W <span class="_ _5"> </span>2025 <span class="_ _14"> </span>roku <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _5"> </span>dalszym <span class="_ _14"> </span>ciągu <span class="_ _5"> </span>ro<span class="_ _0"></span>zwijała <span class="_ _5"></span>sprzedaż <span class="_ _5"> </span>o<span class="_ _0"></span>leju <span class="_ _5"> </span>opałow<span class="_ _0"></span>ego <span class="_ _5"> </span>i <span class="_ _14"> </span>sukcesywnie<span class="_ _1"></span> <span class="_ _5"> </span>zw<span class="_ _0"></span>iększała <span class="_ _5"> </span>wo<span class="_ _0"></span>lumen </div><div class="t m0 x17 hf y9fa ff7 fs4 fc2 sc0 ls0 ws0">sprzedaży <span class="_ _5"> </span>notując <span class="_ _14"> </span>w<span class="_ _0"></span> <span class="_ _14"> </span>2025 <span class="_ _14"> </span>roku <span class="_ _14"> </span>wzro<span class="_ _0"></span>st <span class="_ _14"> </span>o <span class="_ _14"> </span>4,6% <span class="_ _14"> </span>rdr. <span class="_ _14"> </span>Olej <span class="_ _14"> </span>opałowy <span class="_ _14"> </span>oferowany <span class="_ _14"> </span>jest <span class="_ _14"> </span>w <span class="_ _14"> </span>pięciu <span class="_ _14"> </span>bazach <span class="_ _14"> </span>paliwowych <span class="_ _14"> </span>w: <span class="_ _14"> </span>Piotrkowie </div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">71<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x17 hf y5e ff7 fs4 fc2 sc0 ls0 ws0">Trybunalskim,  Gutkowie,  Bolesł<span class="_ _1"></span>awcu,  Czechowicach<span class="ff6">-</span>Dziedzicach  i  Szczecinie.  Innym  działanie<span class="_ _1"></span>m  była  intensyfikacja  sp<span class="_ _1"></span>rzedaży </div><div class="t m0 x17 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">benzyn. <span class="_ _4"></span>Dz<span class="_ _0"></span>ięki <span class="_ _5"></span>tym <span class="_ _5"> </span>kierunkom <span class="_ _14"> </span>rozwoju <span class="_ _5"> </span>częściowo <span class="_ _5"> </span>erozja <span class="_ _5"> </span>w<span class="_ _0"></span>yniku <span class="_ _5"></span>z <span class="_ _5"> </span>tytułu <span class="_ _5"> </span>obrotu <span class="_ _5"> </span>o<span class="_ _0"></span>lejem <span class="_ _5"></span>napędowym <span class="_ _5"> </span>została <span class="_ _5"> </span>skompensowana </div><div class="t m0 x17 hf y398 ff6 fs4 fc2 sc0 ls0 ws0">dodatkowym wynikie<span class="ff7">m EBITDA osiągniętym poprzez obrót benzynami i olejem opałowym</span>; </div><div class="t m0 x47 hf y485 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Realizowanie <span class="_ _19"> </span>dostaw <span class="_ _19"> </span>paliw <span class="_ _2b"> </span>ciekłych <span class="_ _19"> </span>do <span class="_ _2b"> </span>Ukrainy, <span class="_ _19"> </span>co <span class="_ _2b"> </span>pozwoliło <span class="_ _2b"> </span>uzyskać <span class="_ _19"> </span>znaczące <span class="_ _2b"> </span>wzrosty <span class="_ _19"> </span>wolumenów <span class="_ _19"> </span>sprzedaży. <span class="_ _19"> </span>przy<span class="_ _0"></span> </span></span></div><div class="t m0 x17 hf y458 ff7 fs4 fc2 sc0 ls0 ws0">satysfakcjonującej marży<span class="ff6">; </span></div><div class="t m0 x47 hf y487 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Dostosowywanie <span class="_ _14"> </span>łańcuchów <span class="_ _14"> </span>dostaw <span class="_ _5"> </span>zapewniających <span class="_ _14"> </span>elastyczność <span class="_ _14"> </span>działania <span class="_ _14"> </span>Grupy <span class="_ _5"> </span>UNIMOT, <span class="_ _14"> </span>w <span class="_ _14"> </span>tym <span class="_ _14"> </span>m.in. <span class="_ _5"> </span>w<span class="_ _0"></span>ynajęcie <span class="_ _14"> </span>terminala </span></span></div><div class="t m0 x17 hf y9fb ff7 fs4 fc2 sc0 ls0 ws0">przeładunkowego  paliw <span class="_ _18"> </span>na <span class="_ _15"> </span>terenie  Niemiec, <span class="_ _15"> </span>rozbudowa <span class="_ _18"> </span>infrastruktury  magazynow<span class="_ _0"></span>ania  LPG <span class="_ _15"> </span>w <span class="_ _18"> </span>Pio<span class="_ _0"></span>trkowie  Trybunalskim, <span class="_ _18"> </span>co<span class="_ _0"></span> </div><div class="t m0 x17 hf y9fc ff6 fs4 fc2 sc0 ls0 ws0">generuje dodatkowe koszty <span class="ff7">działania.</span> </div><div class="t m0 x1 hf y9fd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y4ae ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki przyszłych okresów wpływ mogą mieć głównie poniższe czynn<span class="_ _1"></span>iki:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y9fe ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Czynniki <span class="_ _14"> </span>geopolityczne, <span class="_ _14"> </span>w <span class="_ _14"> </span>tym <span class="_ _14"> </span>w <span class="_ _14"> </span>szcz<span class="_ _0"></span>ególności <span class="_ _14"> </span>trwająca <span class="_ _14"> </span>wojna <span class="_ _14"> </span>na <span class="_ _14"> </span>Bliskim <span class="_ _14"> </span>Wschodzie <span class="_ _14"> </span>i <span class="_ _14"> </span>decyz<span class="_ _0"></span>je <span class="_ _14"> </span>administracyjne <span class="_ _14"> </span>największych </span></span></div><div class="t m0 x17 hf y9ff ff7 fs4 fc2 sc0 ls0 ws0">gospodarek mogą w krótkim czasie zmienić warunki podaży i poziom cen;<span class="ff6"> </span></div><div class="t m0 x47 hf ya00 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wysokość <span class="_ _5"></span>premii <span class="_ _4"></span>lądowej <span class="_ _5"> </span>(różnic<span class="_ _0"></span>y <span class="_ _5"></span>pomiędzy <span class="_ _4"></span>ceną <span class="_ _5"></span>na <span class="_ _5"> </span>lokalnym <span class="_ _5"></span>rynku <span class="_ _5"></span>a <span class="_ _5"></span>ceną <span class="_ _5"></span>w <span class="_ _5"></span>portach <span class="_ _5"></span>dla <span class="_ _5"></span>oleju <span class="_ _5"></span>napędowego <span class="_ _14"> </span>–<span class="ff6"> <span class="_ _5"> </span>asortymentu </span></span></span></div><div class="t m0 x17 hf y853 ff7 fs4 fc2 sc0 ls0 ws0">dominującego  w <span class="_ _15"> </span>strukturze  sprz<span class="_ _0"></span>edaży  Grupy. <span class="_ _18"> </span>W<span class="_ _0"></span>ysokość <span class="_ _18"> </span>premii <span class="_ _15"> </span>lądowej <span class="_ _18"> </span>wyz<span class="_ _0"></span>nacza  obszar <span class="_ _18"> </span>mo<span class="_ _0"></span>żliwej  do <span class="_ _15"> </span>zrealizowania  marży </div><div class="t m0 x17 hf ya01 ff6 fs4 fc2 sc0 ls0 ws0">handlowej pomniejszonej <span class="ff7">o koszty logistyki (koszty transportu, obsługi przeładunkowej, badania jakości), rosnące koszty wynajmu </span></div><div class="t m0 x17 hf ya02 ff7 fs4 fc2 sc0 ls0 ws0">pojemności <span class="_ _14"> </span>baz <span class="_ _14"> </span>paliw, <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _14"> </span>tym <span class="_ _14"> </span>szczególnie <span class="_ _14"> </span>koszty <span class="_ _14"> </span>utrzymywania <span class="_ _14"> </span>zapasów <span class="_ _14"> </span>obowiązkowych, <span class="_ _14"> </span>koszty <span class="_ _14"> </span>ubezpieczenia <span class="_ _5"> </span>należności <span class="_ _14"> </span>(w </div><div class="t m0 x17 hf y7e2 ff7 fs4 fc2 sc0 ls0 ws0">związku z polityką bezpieczeństwa obrotu przyjętą przez Grupę); <span class="ff6"> </span></div><div class="t m0 x47 hf y9bc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Dynamika <span class="_ _3"></span>i <span class="_ _3"></span>kierunek <span class="_ _3"></span>z<span class="_ _0"></span>mian <span class="_ _3"></span>cen <span class="_ _4"></span>oleju <span class="_ _3"></span>napędowego <span class="_ _4"></span>–<span class="ff6"> <span class="_ _3"></span></span>silne <span class="_ _3"></span>wzrost<span class="_ _0"></span>y <span class="_ _3"></span>cen <span class="_ _3"></span>oddziałują <span class="_ _4"></span>negatywnie, <span class="_ _3"></span>podczas <span class="_ _3"></span>gdy <span class="_ _3"></span>ich <span class="_ _4"></span>spadki <span class="_ _3"></span>wpływają </span></span></div><div class="t m0 x17 hf ya03 ff6 fs4 fc2 sc0 ls0 ws0">korzystnie na wyniki;  </div><div class="t m0 x47 hf ya04 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Struktura <span class="_ _3"></span>rynku <span class="_ _0"></span>terminowego <span class="_ _3"></span>(contango/backwardation); <span class="_ _3"></span>backwardation, <span class="_ _0"></span>c<span class="_ _0"></span>zyli <span class="_ _3"></span>sytuacja, <span class="_ _0"></span>w <span class="_ _3"></span>której <span class="_ _3"></span>ceny <span class="_ _0"></span>kontraktów <span class="_ _3"></span>na <span class="_ _3"></span>późniejsze </span></span></div><div class="t m0 x17 hf y3e8 ff7 fs4 fc2 sc0 ls0 ws0">dostawy były niższe niż ceny bieżące, co wywiera ne<span class="_ _1"></span>gatywną presję na wyniki finansowe;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf ya05 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Sytuacja <span class="_ _3"></span>rynkowa <span class="_ _4"></span>i <span class="_ _4"></span>konkurencyjna <span class="_ _4"></span><span class="ff7">–</span> <span class="_ _4"></span><span class="ff7">wzrost <span class="_ _4"></span>konkurencji <span class="_ _3"></span>na <span class="_ _4"></span>rynku <span class="_ _4"></span>może <span class="_ _4"></span>wpłynąć <span class="_ _3"></span>na <span class="_ _4"></span>kształtowanie <span class="_ _4"></span>cen <span class="_ _3"></span>produktów <span class="_ _4"></span>oferowanych </span></span></span></div><div class="t m0 x17 hf ya06 ff7 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _3"></span>Grupę <span class="_ _4"></span>Emitenta, <span class="_ _4"></span>np. <span class="_ _3"></span>o<span class="_ _0"></span>dnotowano <span class="_ _4"></span>rozpoczęcie <span class="_ _3"></span>działalności <span class="_ _4"></span>na <span class="_ _3"></span>polskim <span class="_ _4"></span>rynku <span class="_ _4"></span>nowych <span class="_ _4"></span>międzynarodowych <span class="_ _3"></span>ko<span class="_ _0"></span>ncernów <span class="_ _3"></span>oraz </div><div class="t m0 x17 hf ya07 ff6 fs4 fc2 sc0 ls0 ws0">podmiotów krajowych w roli importerów paliw;  </div><div class="t m0 x47 hf ya08 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wysokość i <span class="_ _0"></span>koszt kapitału obroto<span class="_ _0"></span>wego niezbędnego <span class="_ _0"></span>do sfinanso<span class="_ _0"></span>wania realizowanych <span class="_ _0"></span>obrotów, <span class="_ _0"></span>który uzależniony jest <span class="_ _0"></span>od poziomu </span></span></div><div class="t m0 x17 hf ya09 ff6 fs4 fc2 sc0 ls0 ws0">cen paliw na rynkach; </div><div class="t m0 x47 hf y78e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Warunki przedłużenia posiadanych kredytów obrotowych;<span class="ff6"> </span></span></span></div><div class="t m0 x31 hf ya0a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rosnące <span class="_ _16"> </span>koszty <span class="_ _17"> </span>realizacji <span class="_ _16"> </span>obowiązków <span class="_ _17"> </span>NCW<span class="_ _1"></span> <span class="_ _16"> </span>wynikające <span class="_ _17"> </span>z <span class="_ _16"> </span>nowelizacji <span class="_ _16"> </span>Ustawy <span class="_ _17"> </span>o <span class="_ _16"> </span>biokomponentach<span class="_ _1"></span> <span class="_ _16"> </span>i <span class="_ _17"> </span>biopaliwach <span class="_ _16"> </span>ciekłych </span></span></div><div class="t m0 x21 hf y83f ff7 fs4 fc2 sc0 ls0 ws0">wprowadzająca zapisy dyrektywy UE tzw. REDII;<span class="ff6"> </span></div><div class="t m0 x47 hf ya0b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Sytuacja  popytowa  i<span class="_ _1"></span>  podażowa <span class="_ _14"> </span>w  Europie, <span class="_ _14"> </span>a  zwłaszcza  w <span class="_ _14"> </span>Polsce,  ograniczenie<span class="_ _1"></span>  w  p<span class="_ _1"></span>odaży  produ<span class="_ _1"></span>ktu  dl<span class="_ _1"></span>a  rynku  e<span class="_ _1"></span>uropejskiego </span></span></div><div class="t m0 x17 hf ya0c ff7 fs4 fc2 sc0 ls0 ws0">powodowane napięciami na południu Europy, sankcjami na produkty rosyjskie oraz sytuacją na <span class="ff6">Bliskim Wschodzie; </span></div><div class="t m0 x47 hf ya0d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Atrakcyjności  oferty <span class="_ _14"> </span>paliw  niskoemisyjnych <span class="_ _14"> </span>(H<span class="_ _0"></span>VO100),  paliwa  że<span class="_ _1"></span>glugowego  (oferowanego <span class="_ _14"> </span>w  dwóch  terminalach <span class="_ _14"> </span>własnych  w </span></span></div><div class="t m0 x17 hf y11c ff7 fs4 fc2 sc0 ls0 ws0">Szczecinie i Gdańsku) a zwłaszcza rosnący udział Gru<span class="_ _1"></span>py w sprzedaży paliwa  lotniczego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf ya0e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 h16 ya0f ff5 fs4 fcb sc0 ls0 ws0">LPG </div></div><div class="c x1 y54a w6f h72"><div class="t m0 xa h13 y15e ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x10c y54a w70 h72"><div class="t m0 x2 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x2 h14 y2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xc5 y54a w71 h72"><div class="t m0 x1d h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x1d h14 y2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xdc y54a w72 h72"><div class="t m0 x1c h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x1c h14 y2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x84 y54a w73 h72"><div class="t m0 x1d h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x1d h14 y2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x10d y54a w54 h72"><div class="t m0 x1d h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x1d h14 y2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x10e y54a w74 h72"><div class="t m0 x93 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x93 h14 y2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x10f y54a w75 h72"><div class="t m0 x101 hac y60c ff13 fs9 fc2 sc0 ls0 ws0">Zmiana  </div><div class="t m0 xa hac y2 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y146 w6f h7f"><div class="t m0 xa h1a y6a9 ff7 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [T]<span class="ff6"> </span></div></div><div class="c x10c y146 w70 h7f"><div class="t m0 x5c h1a y6a9 ff6 fs9 fc2 sc0 ls6 ws0">28<span class="ls0">3 843 </span></div></div><div class="c xc5 y146 w71 h7f"><div class="t m0 x5a h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">270 630 </div></div><div class="c xdc y146 w72 h7f"><div class="t m0 x5d h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">294 228 </div></div><div class="c x84 y146 w73 h7f"><div class="t m0 x5a h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">256 544 </div></div><div class="c x10d y146 w54 h7f"><div class="t m0 x5a h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">221 445 </div></div><div class="c x10e y146 w74 h7f"><div class="t m0 x7b h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">185 271 </div></div><div class="c x10f y146 w75 h7f"><div class="t m0 x5d h13 y6a9 ffa fs9 fc2 sc0 ls0 ws0">5% </div></div><div class="c x1 ya10 w6f h80"><div class="t m0 xa h1a y1a2 ff7 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x10c ya10 w70 h80"><div class="t m0 x5c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">870 825 </div></div><div class="c xc5 ya10 w71 h80"><div class="t m0 x5a h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">814 037 </div></div><div class="c xdc ya10 w72 h80"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">978 170 </div></div><div class="c x84 ya10 w73 h80"><div class="t m0 x101 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">1 054 336 </div></div><div class="c x10d ya10 w54 h80"><div class="t m0 x5a h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">645 338 </div></div><div class="c x10e ya10 w74 h80"><div class="t m0 x7b h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">342 960 </div></div><div class="c x10f ya10 w75 h80"><div class="t m0 x5d h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">7% </div></div><div class="c x1 y1b1 w6f h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x10c y1b1 w70 h80"><div class="t m0 x7b h1a y1a2 ff6 fs9 fc2 sc0 ls3a ws0">(9<span class="ls0"> <span class="ls6">55</span>9) </span></div></div><div class="c xc5 y1b1 w71 h80"><div class="t m0 x3d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">14 000 </div></div><div class="c xdc y1b1 w72 h80"><div class="t m0 x5f h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">50 358 </div></div><div class="c x84 y1b1 w73 h80"><div class="t m0 x3d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">69 179 </div></div><div class="c x10d y1b1 w54 h80"><div class="t m0 x3d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">16 863 </div></div><div class="c x10e y1b1 w74 h80"><div class="t m0 x5f h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">7 265 </div></div><div class="c x10f y1b1 w75 h80"><div class="t m0 xa3 h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y1b2 w6f h80"><div class="t m0 xa h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">EBITDA - skorygowana<span class="_ _1"></span> </div></div><div class="c x10c y1b2 w70 h80"><div class="t m0 x7b h1a y18f ff6 fs9 fc2 sc0 ls3a ws0">(7<span class="ls0"> <span class="ls6">743)</span> </span></div></div><div class="c xc5 y1b2 w71 h80"><div class="t m0 x3d h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">12 193 </div></div><div class="c xdc y1b2 w72 h80"><div class="t m0 x5f h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">50 358 </div></div><div class="c x84 y1b2 w73 h80"><div class="t m0 x3d h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">69 179 </div></div><div class="c x10d y1b2 w54 h80"><div class="t m0 x3d h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">16 863 </div></div><div class="c x10e y1b2 w74 h80"><div class="t m0 x5f h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">7 265 </div></div><div class="c x10f y1b2 w75 h80"><div class="t m0 xa3 h13 y18f ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y578 w6f h85"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) netto za okr<span class="_ _1"></span>es </div></div><div class="c x10c y578 w70 h85"><div class="t m0 x5c h1a y1a2 ff6 fs9 fc2 sc0 ls3a ws0">(2<span class="ls0">1 <span class="ls6">889</span>) </span></div></div><div class="c xc5 y578 w71 h85"><div class="t m0 x25 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">5 816 </div></div><div class="c xdc y578 w72 h85"><div class="t m0 x5f h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">38 759 </div></div><div class="c x84 y578 w73 h85"><div class="t m0 x3d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">68 452 </div></div><div class="c x10d y578 w54 h85"><div class="t m0 x3d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">16 033 </div></div><div class="c x10e y578 w74 h85"><div class="t m0 x5f h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">6 454 </div></div><div class="c x10f y578 w75 h85"><div class="t m0 xa3 h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y451 ff5 fs4 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya11 ff6 fs4 fc2 sc0 ls0 ws0">Wypracowana <span class="_ _0"></span>EBITDA w <span class="_ _0"></span>202<span class="_ _0"></span>5 <span class="_ _0"></span><span class="ff7">r. <span class="_ _0"></span>w <span class="_ _0"></span>segmencie Gazu <span class="_ _0"></span>LPG <span class="_ _0"></span>wyniosła <span class="_ _3"></span></span>-9,6 mln <span class="_ _0"></span>PLN, <span class="_ _0"></span>a <span class="_ _0"></span>EBIT<span class="_ _0"></span>DA skorygowana <span class="_ _0"></span>-7,7 <span class="_ _0"></span><span class="ff7">mln <span class="_ _0"></span>PLN. <span class="_ _0"></span>Róż<span class="_ _0"></span>nica w<span class="_ _0"></span> poz<span class="_ _0"></span>iomach </span></div><div class="t m0 x1 hf y252 ff7 fs4 fc2 sc0 ls0 ws0">EBITDA <span class="_ _19"> </span>i <span class="_ _17"> </span>EBITDA <span class="_ _19"> </span>s<span class="_ _1"></span>korygowana <span class="_ _17"> </span>wynika <span class="_ _19"> </span>z<span class="_ _1"></span> <span class="_ _19"> </span>faktu<span class="_ _1"></span> <span class="_ _19"> </span>p<span class="_ _1"></span>rzesunięcia <span class="_ _17"> </span>kosztów <span class="_ _19"> </span>w <span class="_ _17"> </span>czasie <span class="_ _19"> </span>oraz <span class="_ _17"> </span>ponoszenia <span class="_ _17"> </span>kosztów<span class="_ _0"></span> <span class="_ _19"> </span>u<span class="_ _1"></span>trzymywania <span class="_ _17"> </span>zapasów </div><div class="t m0 x1 hf ya12 ff7 fs4 fc2 sc0 ls0 ws0">obowiązkowych. <span class="ff6"> </span></div><div class="t m0 x1 hf ya13 ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2025 roku w segmencie<span class="_ _1"></span> LPG wpływ miały głównie poniższe czynniki:<span class="ff6"> </span></div><div class="t m0 x47 hf ya14 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">W <span class="_ _0"></span>pierwszych <span class="_ _0"></span>miesiącach <span class="_ _3"></span>2025 r<span class="_ _0"></span>oku <span class="_ _0"></span>prowadzono <span class="_ _3"></span>sprzedaż <span class="_ _0"></span>nagromadzonych <span class="_ _0"></span>zapasów <span class="_ _3"></span>gazu <span class="_ _0"></span>rosyjskiego <span class="_ _0"></span>sprowadzo<span class="_ _0"></span>nego <span class="_ _0"></span>do <span class="_ _0"></span>Polski </span></span></div><div class="t m0 x17 hf ya15 ff7 fs4 fc2 sc0 ls0 ws0">tuż  przed  wejściem  w  życie  san<span class="_ _1"></span>kcji  na  ten  produkt  (koniec  grudn<span class="_ _1"></span>ia  2024  roku).  Następnie  wykorzystywano  lukę  sankcyjną </div><div class="t m0 x17 hf y86c ff7 fs4 fc2 sc0 ls0 ws0">pozwalającą n<span class="_ _1"></span>a <span class="_ _1"></span>dosta<span class="ff6">wy <span class="_ _9"></span>izobutanów i<span class="_ _1"></span> <span class="_ _1"></span>n-<span class="ff7">butanu<span class="_ _1"></span> <span class="_ _1"></span>pochodzenia <span class="_ _9"></span>rosyjskiego. S<span class="_ _1"></span>kokowo rosn<span class="_ _1"></span>ąca <span class="_ _1"></span>sprzedaż <span class="_ _9"></span>rosyjskiego <span class="_ _9"></span>produktu n<span class="_ _1"></span>a <span class="_ _1"></span>rynku </span></span></div><div class="t m0 x17 hf ya16 ff7 fs4 fc2 sc0 ls0 ws0">polskim skutkowała pogorszeniem warunków rynkowych i znacząco obniżyła efektywność segmentu; <span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf48" class="pf w0 h0" ><div class="pc pc48 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">72<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf y482 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Spadek <span class="_ _9"></span>zapotrzebowania <span class="_ _9"></span>na<span class="_ _0"></span> <span class="_ _9"></span>L<span class="_ _0"></span>PG <span class="_ _9"></span>ze <span class="_ _1"></span>strony <span class="_ _9"></span>gospodarki <span class="_ _1"></span>ukraińskiej, <span class="_ _9"></span>która <span class="_ _1"></span>zwiększyła <span class="_ _9"></span>import <span class="_ _1"></span>z <span class="_ _9"></span>innych <span class="_ _1"></span>regionów <span class="_ _9"></span>Europy, <span class="_ _1"></span>co <span class="_ _9"></span>ogranicz<span class="_ _3"></span>yło </span></span></div><div class="t m0 x17 hf y483 ff7 fs4 fc2 sc0 ls0 ws0">wolumeny zakupów od polskich przedsiębiorców;<span class="ff6"> </span></div><div class="t m0 x47 hf y6cc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrost <span class="_ _3"></span>kosztów <span class="_ _0"></span>logistycznych <span class="_ _0"></span>Grupy <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>wynikających <span class="_ _0"></span>ze <span class="_ _3"></span>zmiany <span class="_ _0"></span>łańcucha <span class="_ _3"></span>dostaw <span class="_ _0"></span>na <span class="_ _3"></span>kierunek <span class="_ _0"></span>zachodni. <span class="_ _3"></span>Grupa <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>w </span></span></div><div class="t m0 x17 hf y5ee ff7 fs4 fc2 sc0 ls0 ws0">całym <span class="_ _1"></span>2025 <span class="_ _9"></span>r<span class="ff6">oku <span class="_ _9"></span><span class="ff7">ponosi d<span class="_ _1"></span>odatkowe <span class="_ _1"></span>koszty <span class="_ _9"></span>przygotowania <span class="_ _9"></span>si<span class="_ _0"></span>ę <span class="_ _9"></span>do embarga <span class="_ _a"></span>na<span class="_ _0"></span> <span class="_ _9"></span>rosyjski <span class="_ _1"></span>gaz <span class="_ _9"></span>LPG, kt<span class="_ _1"></span>óre p<span class="_ _1"></span>rzez <span class="_ _9"></span>lukę <span class="_ _1"></span>sankcyjną <span class="_ _9"></span>nie został<span class="_ _1"></span>o </span></span></div><div class="t m0 x17 hf y486 ff7 fs4 fc2 sc0 ls0 ws0">w pełni zrealizowane.<span class="ff6"> </span></div><div class="t m0 x1 hf y487 ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągane w kolejnych okresach wpływ mogą mieć główni<span class="_ _1"></span>e następujące czynniki:<span class="ff6"> </span></div><div class="t m0 x47 hf ya17 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">W ramach 19. pakietu <span class="ff7">sankcji nałożonych na Rosję przewidziano całkowity zakazu importu do Unii Europejskiej rosyjskiego<span class="_ _0"></span></span> LPG, <span class="ls1f">w </span></span></span></div><div class="t m0 x17 hf ya18 ff6 fs4 fc2 sc0 ls0 ws0">tym <span class="_ _5"></span>izobutanu <span class="_ _5"></span>i <span class="_ _5"> </span>n-<span class="ff7">butanu. <span class="_ _5"> </span>Nowe <span class="_ _14"> </span>przepisy <span class="_ _4"></span>weszły <span class="_ _14"> </span>w <span class="_ _5"></span>życie <span class="_ _5"> </span>26 <span class="_ _5"> </span>stycznia <span class="_ _5"> </span>2026 <span class="_ _14"> </span>r</span>oku <span class="_ _5"> </span><span class="ff7">i <span class="_ _14"> </span>dzięki <span class="_ _4"></span>nim <span class="_ _5"> </span>mo<span class="_ _0"></span>że <span class="_ _5"> </span>dojść <span class="_ _5"> </span>do <span class="_ _5"> </span>istotnej <span class="_ _5"> </span>poprawy </span></div><div class="t m0 x17 hf ya19 ff7 fs4 fc2 sc0 ls0 ws0">warunków rynkowych, do których Grupa UNIMOT przygotowała się w 2024 r<span class="ff6">oku<span class="ls3b">; </span> </span></div><div class="t m0 x47 hf y5f1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Grupa UNIMOT <span class="_ _0"></span>w <span class="_ _0"></span>c<span class="_ _0"></span>ałym 2025 <span class="_ _0"></span>r<span class="ff6">oku <span class="_ _0"></span></span>ponosi dodatkowe <span class="_ _0"></span>koszty <span class="_ _0"></span>przygotowania <span class="_ _0"></span>się <span class="_ _0"></span>do embarga <span class="_ _0"></span>na <span class="_ _0"></span>rosyjski <span class="_ _0"></span>gaz <span class="_ _0"></span>LPG, <span class="_ _0"></span>które <span class="_ _0"></span>przez <span class="_ _0"></span>lukę </span></span></div><div class="t m0 x17 hf ya1a ff7 fs4 fc2 sc0 ls0 ws0">sankcyjną <span class="_ _5"> </span>nie <span class="_ _14"> </span>zostało <span class="_ _14"> </span>w <span class="_ _5"> </span>pełni <span class="_ _14"> </span>zrealizowane. <span class="_ _5"> </span>W <span class="_ _14"> </span>tym <span class="_ _5"> </span>c<span class="_ _0"></span>elu <span class="_ _5"> </span>Grupa <span class="_ _14"> </span>UNIMOT <span class="_ _5"> </span>z<span class="_ _0"></span>awarła <span class="_ _5"> </span>umowę <span class="_ _14"> </span>ze <span class="_ _14"> </span>spółką <span class="_ _5"></span>HES <span class="_ _14"> </span>Wilhelmsh<span class="_ _1"></span>aven <span class="_ _5"> </span>Tank<span class="_ _0"></span> </div><div class="t m0 x17 hf y67 ff7 fs4 fc2 sc0 ls0 ws0">Terminal GmbH („HES”) <span class="_ _0"></span>obejmującą przeładunek <span class="_ _0"></span>i ma<span class="_ _0"></span>gazynowane gaz<span class="_ _0"></span>u LPG. Umo<span class="_ _0"></span>wa przewiduje <span class="_ _0"></span>możliwość <span class="_ _0"></span>magazynowania gazu </div><div class="t m0 x17 hf ya00 ff7 fs4 fc2 sc0 ls0 ws0">LPG <span class="_ _5"></span>o <span class="_ _4"></span>wo<span class="_ _0"></span>lumenie <span class="_ _4"></span>około <span class="_ _5"></span>8 <span class="_ _5"></span>tys. <span class="_ _5"></span>ton <span class="_ _4"></span>i <span class="_ _5"></span>została <span class="_ _5"></span>zawarta <span class="_ _4"></span>na <span class="_ _5"> </span>czas <span class="_ _5"></span>określony <span class="_ _4"></span>48 <span class="_ _5"></span>miesięcy, <span class="_ _4"></span>pocz<span class="_ _0"></span>ąwszy <span class="_ _4"></span>od <span class="_ _5"> </span>1 <span class="_ _5"> </span>października <span class="_ _4"></span>2024 <span class="_ _5"> </span>r<span class="_ _3"></span><span class="ff6">oku <span class="_ _5"></span><span class="ls1f">z </span></span></div><div class="t m0 x17 hf y853 ff7 fs4 fc2 sc0 ls0 ws0">możliwością <span class="_ _3"></span>jej <span class="_ _3"></span>przedłużenia <span class="_ _3"></span>o <span class="_ _3"></span>kolejne <span class="_ _3"></span>24 <span class="_ _3"></span>miesiące. <span class="_ _3"></span>Magazyny <span class="_ _4"></span>i <span class="_ _0"></span>i<span class="_ _0"></span>nfrastruktura <span class="_ _3"></span>należące <span class="_ _3"></span>do <span class="_ _3"></span>HES <span class="_ _3"></span>znajdują <span class="_ _3"></span>się <span class="_ _3"></span>w <span class="_ _3"></span>Niemczech. <span class="_ _3"></span>Takie </div><div class="t m0 x17 hf ya01 ff7 fs4 fc2 sc0 ls0 ws0">położenie terminala przeładunkowego gazu LPG jest optymalne<span class="_ _1"></span> z perspektywy logistyki dostaw.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ya02 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y368 w76 h73"><div class="t m0 xa h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">GAZ ZIEMNY </div></div><div class="c x53 y368 w77 h73"><div class="t m0 xa h14 y9b3 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x110 y368 w78 h73"><div class="t m0 xa h14 ya1b ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x111 y368 w79 h73"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x112 y368 w78 h73"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x113 y368 w7a h73"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xf3 y368 w7b h73"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x114 y368 w7c h73"><div class="t m0 xa hb y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ya1c w76 h72"><div class="t m0 xa h13 y15e ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x53 ya1c w77 h72"><div class="t m0 x3f h14 y60c ff5 fs9 fc2 sc0 ls6 ws0">01.01<span class="ls0">.2025 </span></div><div class="t m0 x3f h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x110 ya1c w78 h72"><div class="t m0 x101 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x56 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x111 ya1c w79 h72"><div class="t m0 x101 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x101 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x112 ya1c w78 h72"><div class="t m0 x101 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x101 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x113 ya1c w7a h72"><div class="t m0 x93 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x93 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xf3 ya1c w7b h72"><div class="t m0 x4a h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x4a h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x114 ya1c w7c h72"><div class="t m0 x101 hac y60c ff13 fs9 fc2 sc0 ls0 ws0">Zmiana  </div><div class="t m0 xa hac y35 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 ya1d w76 h7f"><div class="t m0 xa h1a y6a9 ff7 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [GWh]<span class="ff6"> </span></div></div><div class="c x53 ya1d w77 h7f"><div class="t m0 xa4 h1a y6a9 ff6 fs9 fc2 sc0 ls6 ws0">3 146<span class="ls0"> </span></div></div><div class="c x110 ya1d w78 h7f"><div class="t m0 x4c h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">2 405 </div></div><div class="c x111 ya1d w79 h7f"><div class="t m0 xaf h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 167 </div></div><div class="c x112 ya1d w78 h7f"><div class="t m0 x4c h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 066 </div></div><div class="c x113 ya1d w7a h7f"><div class="t m0 x35 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">2 507 </div></div><div class="c xf3 ya1d w7b h7f"><div class="t m0 xa4 h1a y6a9 ff6 fs9 fc2 sc0 ls6 ws0">774<span class="ls0"> </span></div></div><div class="c x114 ya1d w7c h7f"><div class="t m0 x7b h13 y6a9 ffa fs9 fc2 sc0 ls6 ws0">31<span class="ls0">% </span></div></div><div class="c x1 y7c1 w76 h80"><div class="t m0 xa h1a y1a2 ff7 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x53 y7c1 w77 h80"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls6 ws0">772<span class="ls0"> </span>432<span class="ls0"> </span></div></div><div class="c x110 y7c1 w78 h80"><div class="t m0 x58 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">623 379 </div></div><div class="c x111 y7c1 w79 h80"><div class="t m0 x58 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">432 177 </div></div><div class="c x112 y7c1 w78 h80"><div class="t m0 x58 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">605 194 </div></div><div class="c x113 y7c1 w7a h80"><div class="t m0 x9f h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">552 622 </div></div><div class="c xf3 y7c1 w7b h80"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">71 777 </div></div><div class="c x114 y7c1 w7c h80"><div class="t m0 x7b h13 y1a2 ffa fs9 fc2 sc0 ls6 ws0">24<span class="ls0">% </span></div></div><div class="c x1 y7e4 w76 h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x53 y7e4 w77 h80"><div class="t m0 x5f h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">28 074 </div></div><div class="c x110 y7e4 w78 h80"><div class="t m0 xa3 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">37 627 </div></div><div class="c x111 y7e4 w79 h80"><div class="t m0 xa3 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">39 879 </div></div><div class="c x112 y7e4 w78 h80"><div class="t m0 xa3 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">30 340 </div></div><div class="c x113 y7e4 w7a h80"><div class="t m0 x35 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">2 <span class="ls6">282</span> </div></div><div class="c xf3 y7e4 w7b h80"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">11 986 </div></div><div class="c x114 y7e4 w7c h80"><div class="t m0 x5c h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">25</span>% </div></div><div class="c x1 ya1e w76 h80"><div class="t m0 xa h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x53 ya1e w77 h80"><div class="t m0 x5f h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">22 819 </div></div><div class="c x110 ya1e w78 h80"><div class="t m0 xa3 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">39 194 </div></div><div class="c x111 ya1e w79 h80"><div class="t m0 xa3 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">39 879 </div></div><div class="c x112 ya1e w78 h80"><div class="t m0 xa3 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">30 340 </div></div><div class="c x113 ya1e w7a h80"><div class="t m0 x35 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">2 <span class="ls6">282</span> </div></div><div class="c xf3 ya1e w7b h80"><div class="t m0 x5d h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">11 986 </div></div><div class="c x114 ya1e w7c h80"><div class="t m0 x5c h13 y18f ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">42</span>% </div></div><div class="c x1 ya1f w76 h85"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) za okres </div></div><div class="c x53 ya1f w77 h85"><div class="t m0 x5f h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">22 <span class="ls6">659</span> </div></div><div class="c x110 ya1f w78 h85"><div class="t m0 xa3 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">21 638 </div></div><div class="c x111 ya1f w79 h85"><div class="t m0 xa3 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">35 865 </div></div><div class="c x112 ya1f w78 h85"><div class="t m0 xa3 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">19 971 </div></div><div class="c x113 ya1f w7a h85"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(2 977) </div></div><div class="c xf3 ya1f w7b h85"><div class="t m0 x5f h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">9 637 </div></div><div class="c x114 ya1f w7c h85"><div class="t m0 x5d h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">5% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf ya20 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5d9 ff7 fs4 fc2 sc0 ls0 ws0">Wypracowana E<span class="_ _1"></span>BITDA w <span class="_ _9"></span>2025 r. <span class="_ _9"></span>w segmen<span class="_ _1"></span>cie <span class="_ _1"></span>Gazu <span class="_ _1"></span>ziemnego wyni<span class="_ _1"></span>osła <span class="ff6">28,1 </span>mln<span class="_ _1"></span> P<span class="_ _1"></span>LN, <span class="_ _1"></span>a E<span class="_ _1"></span>BITDA <span class="_ _1"></span>skorygowana <span class="_ _1"></span> <span class="_ _1"></span>wyniosła <span class="ff6">22<span class="_ _1"></span>,8 <span class="ff7">mln<span class="_ _1"></span> PLN. <span class="_ _9"></span>Różnica </span></span></div><div class="t m0 x1 hf y5da ff7 fs4 fc2 sc0 ls0 ws0">w poziomach EBITDA i EBITDA skorygowana wynika z faktu korekty wyceny księ<span class="_ _1"></span>gowej zapasów i zabezpieczeń.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5b9 ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2025 r. w segmencie Gazu ziemnego wpływ miały głównie poniższe czynniki<span class="_ _1"></span>: <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf ya21 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Realizacja  pi<span class="_ _1"></span>eniężna <span class="_ _14"> </span>zabezpieczenia  zapasów <span class="_ _14"> </span>obowiązkowych  g<span class="_ _1"></span>azu  zie<span class="_ _1"></span>mnego  –<span class="ff6"> <span class="_ _14"> </span></span>co<span class="_ _0"></span>  p<span class="_ _1"></span>rzez  d<span class="_ _1"></span>uże <span class="_ _14"> </span>obniżenie  s<span class="_ _1"></span>ię  poziomu <span class="_ _14"> </span>zapasu </span></span></div><div class="t m0 x17 hf ya22 ff7 fs4 fc2 sc0 ls0 ws0">negatywnie wpłynęło na osiągnięty wynik, jed<span class="_ _1"></span>nak zdarzenie to miało charakter jednorazowy<span class="_ _0"></span><span class="ff6">; </span></div><div class="t m0 x47 hf ya23 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wykorzystanie w handlu gazem ziemnym pojemności magazyn<span class="_ _1"></span>owych;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y767 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zwiększenie się wolumenów sprzedaży do <span class="_ _0"></span>klientów końcowych w działalności <span class="_ _3"></span><span class="ff6">UNIMOT </span>Energia i Gaz <span class="_ _0"></span>oraz dalszy rozwój sprzedaży </span></span></div><div class="t m0 x17 hf y843 ff7 fs4 fc2 sc0 ls0 ws0">w ramach tej spółki na kolejne lata<span class="ff6">; </span></div><div class="t m0 x47 hf ya24 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Spadek marż jednostkowych w poszczególnych obszarach sprzedaży gazu ziemnego do klientów<span class="ff6">; </span></span></span></div><div class="t m0 x47 hf ya25 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ponoszone koszty rozbudowy sieci sprzedaży.<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf ya26 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya27 ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki przyszłych o<span class="_ _0"></span>kresów wpływ będą mieć głównie ceny <span class="_ _0"></span>rynkowe gazu <span class="_ _0"></span>ziemnego, poziomy nowych taryf w <span class="_ _0"></span>spółkach UNIMOT Syste<span class="_ _3"></span><span class="ff6">m i </span></div><div class="t m0 x1 hf ya28 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="ff7">Energia i Gaz, a także zmiany wolumen<span class="_ _1"></span>ów sprzedanego i dystrybuowanego gazu ziemne<span class="_ _1"></span>go.  Ponadto, Grupa Emitenta dynamicznie </span></div><div class="t m0 x1 hf ya29 ff7 fs4 fc2 sc0 ls0 ws0">rozbudowuje <span class="_ _4"></span>sieć <span class="_ _4"></span>sprzedaży <span class="_ _4"></span>do <span class="_ _5"></span>klienta <span class="_ _4"></span>biznesowego, <span class="_ _4"></span>co <span class="_ _4"></span>w <span class="_ _5"></span>przyszłości <span class="_ _4"></span>może <span class="_ _5"></span>pozytywnie <span class="_ _4"></span>wpłynąć <span class="_ _4"></span>na <span class="_ _4"></span>wyniki <span class="_ _4"></span>finansowe <span class="_ _4"></span>tego <span class="_ _5"></span>segmentu<span class="_ _0"></span><span class="ff6"> <span class="_ _5"></span><span class="ls1f">w </span></span></div><div class="t m0 x1 hf ya2a ff6 fs4 fc2 sc0 ls0 ws0">kolejnych latach. </div><div class="t m0 x1 hf ya2b ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y338 w7d h73"><div class="t m0 xa h14 y610 ff5 fs9 fc2 sc0 ls0 ws0">ENERGIA ELEKT<span class="_ _1"></span>RYCZNA </div></div><div class="c x115 y338 w7e h73"><div class="t m0 xa h14 y9b3 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xb6 y338 w7f h73"><div class="t m0 xa h14 y19f ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x116 y338 w80 h73"><div class="t m0 xa hb y19f ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x117 y338 w7f h73"><div class="t m0 xa hb y19f ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x118 y338 w81 h73"><div class="t m0 xa hb y19f ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x89 y338 w82 h73"><div class="t m0 xa hb y19f ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x114 y338 w7c h73"><div class="t m0 xa hb y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ya2c w7d haf"><div class="t m0 xa h13 y156 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x115 ya2c w7e haf"><div class="t m0 x5a h14 ya2d ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x5a h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xb6 ya2c w7f haf"><div class="t m0 x5a h14 ya2d ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x5a h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x116 ya2c w80 haf"><div class="t m0 x5d h14 ya2d ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x5d h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x117 ya2c w7f haf"><div class="t m0 x5a h14 ya2d ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x5a h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x118 ya2c w81 haf"><div class="t m0 x1d h14 ya2d ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x1d h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x89 ya2c w82 haf"><div class="t m0 x93 h14 ya2d ff5 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x93 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x114 ya2c w7c haf"><div class="t m0 x101 hac ya2d ff13 fs9 fc2 sc0 ls0 ws0">Zmiana  </div><div class="t m0 xa hac y35 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 ya2e w7d h7f"><div class="t m0 xa h1a y6a9 ff7 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [GWh]<span class="ff6"> </span></div></div><div class="c x115 ya2e w7e h7f"><div class="t m0 x1b h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 8<span class="ls6">98</span> </div></div><div class="c xb6 ya2e w7f h7f"><div class="t m0 x1b h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 657 </div></div><div class="c x116 ya2e w80 h7f"><div class="t m0 x33 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">3 735 </div></div><div class="c x117 ya2e w7f h7f"><div class="t m0 x1b h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">2 546 </div></div><div class="c x118 ya2e w81 h7f"><div class="t m0 xa3 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">3 145 </div></div><div class="c x89 ya2e w82 h7f"><div class="t m0 x35 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">2 573 </div></div><div class="c x114 ya2e w7c h7f"><div class="t m0 x7b h13 y6a9 ffa fs9 fc2 sc0 ls6 ws0">15<span class="ls0">% </span></div></div><div class="c x1 ya2f w7d h80"><div class="t m0 xa h1a y18f ff7 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x115 ya2f w7e h80"><div class="t m0 xa4 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">602 373 </div></div><div class="c xb6 ya2f w7f h80"><div class="t m0 xa4 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">379 794 </div></div><div class="c x116 ya2f w80 h80"><div class="t m0 xc h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">396 926 </div></div><div class="c x117 ya2f w7f h80"><div class="t m0 xa4 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">457 184 </div></div><div class="c x118 ya2f w81 h80"><div class="t m0 x25 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">222 971 </div></div><div class="c x89 ya2f w82 h80"><div class="t m0 x9f h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">120 127 </div></div><div class="c x114 ya2f w7c h80"><div class="t m0 x7b h13 y18f ffa fs9 fc2 sc0 ls6 ws0">59<span class="ls0">% </span></div></div><div class="c x1 ya30 w7d h85"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA  </div></div><div class="c x115 ya30 w7e h85"><div class="t m0 x1b h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">2 152 </div></div><div class="c xb6 ya30 w7f h85"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">19 268 </div></div><div class="c x116 ya30 w80 h85"><div class="t m0 x65 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">11 261 </div></div><div class="c x117 ya30 w7f h85"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">25 478 </div></div><div class="c x118 ya30 w81 h85"><div class="t m0 x58 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">13 950 </div></div><div class="c x89 ya30 w82 h85"><div class="t m0 x35 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">5 236 </div></div><div class="c x114 ya30 w7c h85"><div class="t m0 x5c h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">89</span>% </div></div><div class="c x1 ya31 w7d h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x115 ya31 w7e h80"><div class="t m0 x1b h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">4 118 </div></div><div class="c xb6 ya31 w7f h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">19 268 </div></div><div class="c x116 ya31 w80 h80"><div class="t m0 x65 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">11 261 </div></div><div class="c x117 ya31 w7f h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">46 978 </div></div><div class="c x118 ya31 w81 h80"><div class="t m0 x58 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">13 950 </div></div><div class="c x89 ya31 w82 h80"><div class="t m0 x35 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">5 236 </div></div><div class="c x114 ya31 w7c h80"><div class="t m0 x5c h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">79</span>% </div></div><div class="c x1 y456 w7d h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) za okres </div></div><div class="c x115 y456 w7e h80"><div class="t m0 x1b h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">2 371 </div></div><div class="c xb6 y456 w7f h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">14 060 </div></div><div class="c x116 y456 w80 h80"><div class="t m0 x33 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">4 453 </div></div><div class="c x117 y456 w7f h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">24 556 </div></div><div class="c x118 y456 w81 h80"><div class="t m0 x58 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">16 244 </div></div><div class="c x89 y456 w82 h80"><div class="t m0 x35 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">4 587 </div></div><div class="c x114 y456 w7c h80"><div class="t m0 x5c h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">83</span>% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y6b4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya32 ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2025 r. w segmencie Energia elektryczna wpływ miały głównie poni<span class="_ _1"></span>ższe czynniki: <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf ya33 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zmniejszenie się zmienności cen na rynku terminowym energi<span class="_ _1"></span>i elektrycznej co obniżyło realizowane wyniki na tradingu<span class="ff6">;<span class="_ _0"></span> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf49" class="pf w0 h0" ><div class="pc pc49 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">73<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf y482 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wejście do systemu Picasso w  2025 r przez co wpłynęło na wysoką zmienność cen n<span class="_ _1"></span>a rynku bilansującym w o<span class="_ _0"></span>kresach dobowych<span class="_ _0"></span><span class="ff6">; </span></span></span></div><div class="t m0 x47 hf y98f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Uzyskanie dodatkowych przychodów z świadczenia usług okołoenerg<span class="_ _1"></span>etycznych na rzecz producentów energii elektrycznej;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y990 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wystąpienie <span class="_ _14"> </span>ujemnych <span class="_ _14"> </span>cen <span class="_ _14"> </span>w  wi<span class="_ _1"></span>elu <span class="_ _14"> </span>godzinach <span class="_ _14"> </span>przyczyniło <span class="_ _14"> </span>się <span class="_ _14"> </span>do  obniżen<span class="_ _1"></span>ia <span class="_ _14"> </span>przychodów <span class="_ _14"> </span>obsługiwanych <span class="_ _14"> </span>producentów <span class="_ _14"> </span>energii </span></span></div><div class="t m0 x17 hf ya34 ff6 fs4 fc2 sc0 ls0 ws0">odnawialnej (OZE); </div><div class="t m0 x47 hf ya35 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozwój sieci sprzedaży energii elektrycznej do klientów końcowych. <span class="ff6"> </span></span></span></div><div class="t m0 x1 hf ya36 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y89 w7d h75"><div class="t m0 xa h14 y610 ff8 fs9 fc2 sc0 ls0 ws0">ODNAWIALNE ŹRÓD<span class="_ _1"></span>ŁA ENERGII<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c x115 y89 w7e h75"><div class="t m0 xa h14 ya37 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xb6 y89 w7f h75"><div class="t m0 xa h14 y19f ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x116 y89 w80 h75"><div class="t m0 xa hb y19f ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x117 y89 w7f h75"><div class="t m0 xa hb y19f ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x118 y89 w81 h75"><div class="t m0 xa hb y19f ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x89 y89 w82 h75"><div class="t m0 xa hb y19f ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x114 y89 w7c h75"><div class="t m0 xa hb y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ya38 w7d h7a"><div class="t m0 xa h13 y156 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x115 ya38 w7e h7a"><div class="t m0 x5a h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x5a h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xb6 ya38 w7f h7a"><div class="t m0 x5a h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x5a h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x116 ya38 w80 h7a"><div class="t m0 xa4 h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x5d h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x117 ya38 w7f h7a"><div class="t m0 x9f h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022    </div><div class="t m0 x5a h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x118 ya38 w81 h7a"><div class="t m0 x1d h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x1d h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x89 ya38 w82 h7a"><div class="t m0 x93 h14 y9de ff5 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x93 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x114 ya38 w7c h7a"><div class="t m0 x101 hac y9de ff13 fs9 fc2 sc0 ls0 ws0">Zmiana  </div><div class="t m0 xa hac y35 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 ya39 w7d h7f"><div class="t m0 xa h1a y6a9 ff7 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [KWp]<span class="ff6"> </span></div></div><div class="c x115 ya39 w7e h7f"><div class="t m0 x4c h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">29 014 </div></div><div class="c xb6 ya39 w7f h7f"><div class="t m0 x4c h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">10 380 </div></div><div class="c x116 ya39 w80 h7f"><div class="t m0 x33 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">3 448 </div></div><div class="c x117 ya39 w7f h7f"><div class="t m0 x1b h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 686 </div></div><div class="c x118 ya39 w81 h7f"><div class="t m0 xa3 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">4 249 </div></div><div class="c x89 ya39 w82 h7f"><div class="t m0 x35 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 391 </div></div><div class="c x114 ya39 w7c h7f"><div class="t m0 x5c h13 y6a9 ffa fs9 fc2 sc0 ls6 ws0">180<span class="ls0">% </span></div></div><div class="c x1 y55d w7d h80"><div class="t m0 xa h1a y1a2 ff7 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x115 y55d w7e h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">71 202 </div></div><div class="c xb6 y55d w7f h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">30 821 </div></div><div class="c x116 y55d w80 h80"><div class="t m0 x65 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">18 536 </div></div><div class="c x117 y55d w7f h80"><div class="t m0 x1b h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">7 769 </div></div><div class="c x118 y55d w81 h80"><div class="t m0 x58 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">14 756 </div></div><div class="c x89 y55d w82 h80"><div class="t m0 x35 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">5 018 </div></div><div class="c x114 y55d w7c h80"><div class="t m0 x5c h13 y1a2 ffa fs9 fc2 sc0 ls6 ws0">131<span class="ls0">% </span></div></div><div class="c x1 ya3a w7d h80"><div class="t m0 xa h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x115 ya3a w7e h80"><div class="t m0 x4c h1a y18f ff6 fs9 fc2 sc0 ls3a ws0">(4<span class="ls0"> <span class="ls6">440)</span> </span></div></div><div class="c xb6 ya3a w7f h80"><div class="t m0 x4c h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">(1 076) </div></div><div class="c x116 ya3a w80 h80"><div class="t m0 x65 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">(7 043) </div></div><div class="c x117 ya3a w7f h80"><div class="t m0 x1b h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">1 397 </div></div><div class="c x118 ya3a w81 h80"><div class="t m0 x9a h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">(8 743) </div></div><div class="c x89 ya3a w82 h80"><div class="t m0 x5d h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">(1 967) </div></div><div class="c x114 ya3a w7c h80"><div class="t m0 xa3 h13 y18f ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 ya3b w7d h85"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x115 ya3b w7e h85"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls3a ws0">(2<span class="ls0"> <span class="ls6">771)</span> </span></div></div><div class="c xb6 ya3b w7f h85"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(1 076) </div></div><div class="c x116 ya3b w80 h85"><div class="t m0 x65 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(7 043) </div></div><div class="c x117 ya3b w7f h85"><div class="t m0 x1b h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">1 397 </div></div><div class="c x118 ya3b w81 h85"><div class="t m0 x9a h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(8 743) </div></div><div class="c x89 ya3b w82 h85"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(1 967) </div></div><div class="c x114 ya3b w7c h85"><div class="t m0 xa3 h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 ya3c w7d h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) za okres </div></div><div class="c x115 ya3c w7e h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls3a ws0">(7<span class="ls0"> 0<span class="ls6">70</span>) </span></div></div><div class="c xb6 ya3c w7f h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(1 <span class="ls6">442</span>) </div><div class="t m0 x13 h1a ya3d ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x116 ya3c w80 h80"><div class="t m0 x65 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(7 061) </div></div><div class="c x117 ya3c w7f h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(1 870) </div></div><div class="c x118 ya3c w81 h80"><div class="t m0 x9a h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(7 998) </div></div><div class="c x89 ya3c w82 h80"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(2 099) </div></div><div class="c x114 ya3c w7c h80"><div class="t m0 xa3 h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf ya3e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya3f ff7 fs4 fc2 sc0 ls0 ws0">Czynniki wpływające na działalność segmentu OZE w 2025 r.<span class="ff6">: </span></div><div class="t m0 x47 hf y437 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Dalszy rozwój rynku magazynów energii; </span></span></div><div class="t m0 x47 hf y438 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">R<span class="ff7">osnąca liczba przetargów na instalacje przemysłowe</span>; </span></span></div><div class="t m0 x47 hf y7ac ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">S<span class="ff7">topniowe odbudowywanie marż dzięki efektowi skali</span>; </span></span></div><div class="t m0 x47 hf y5fa ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">R<span class="ff7">ozwój sprzedaży wielokomponentowej (PV + magazyn + kompensacja)</span>; </span></span></div><div class="t m0 x47 hf ya40 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Z<span class="ff7">większenie sprzedaży eksportowej komponentów</span>; </span></span></div><div class="t m0 x47 hf ya41 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">N<span class="ff7">iepewność regulacyjna oraz geopolityczna związana z trwającym konflikte<span class="_ _1"></span>m w Ukrainie<span class="ff6">.<span class="_ _0"></span> </span></span></span></span></div><div class="t m0 x1 hf ya42 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y39c ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki segmentu w kolejnych okresach będą miały wpływ następu<span class="_ _1"></span>jące czynniki:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y9c1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Skuteczny udział w przetargach dla inwestycji przemysłowych;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf ya43 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Budowanie efektu skali i dzięki temu czerpanie efektów ekonomicznych;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf ya44 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozwój sprzedaży m.in. poprzez stałe poszerzanie oferty p<span class="_ _1"></span>roduktowej;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf ya45 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Zwiększenie gamy produkowanych przez Grupę UNIMOT komponentów<span class="ff6">; </span></span></span></div><div class="t m0 x47 hf ya46 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ponowne uruchomienie rządowych programów wsparcia w tym obszarze.<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf ya21 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ya47 w7d h7d"><div class="t m0 xa h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">STACJE PALIW </div></div><div class="c x115 ya47 w7e h7d"><div class="t m0 xa h14 y9b3 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xb6 ya47 w7f h7d"><div class="t m0 xa h14 ya1b ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x116 ya47 w80 h7d"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x117 ya47 w7f h7d"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x118 ya47 w81 h7d"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x89 ya47 w82 h7d"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x114 ya47 w7c h7d"><div class="t m0 xa hb y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ya48 w7d h72"><div class="t m0 xa h13 y15e ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x115 ya48 w7e h72"><div class="t m0 x5a h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x5a h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xb6 ya48 w7f h72"><div class="t m0 x5a h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x5a h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x116 ya48 w80 h72"><div class="t m0 x5d h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x5d h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x117 ya48 w7f h72"><div class="t m0 x5a h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x5a h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x118 ya48 w81 h72"><div class="t m0 x1d h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x1d h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x89 ya48 w82 h72"><div class="t m0 x93 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x93 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x114 ya48 w7c h72"><div class="t m0 x101 hac y60c ff13 fs9 fc2 sc0 ls0 ws0">Zmiana  </div><div class="t m0 xa hac y35 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y792 w7d h7f"><div class="t m0 xa h1a y6a9 ff7 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [m</div><div class="t m0 xb3 hae y9ee ff6 fs1a fc2 sc0 ls0 ws0">3</div><div class="t m0 x86 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">] </div></div><div class="c x115 y792 w7e h7f"><div class="t m0 xa4 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">414 530 </div></div><div class="c xb6 y792 w7f h7f"><div class="t m0 xa4 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">360 123 </div></div><div class="c x116 y792 w80 h7f"><div class="t m0 xc h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">301 031 </div></div><div class="c x117 y792 w7f h7f"><div class="t m0 xa4 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">236 338 </div></div><div class="c x118 y792 w81 h7f"><div class="t m0 x5d h1a y6a9 ff6 fs9 fc2 sc0 ls6 ws0">179834<span class="ls0"> </span></div></div><div class="c x89 y792 w82 h7f"><div class="t m0 x25 h1a y6a9 ff6 fs9 fc2 sc0 ls6 ws0">107387<span class="ls0"> </span></div></div><div class="c x114 y792 w7c h7f"><div class="t m0 x7b h13 y6a9 ffa fs9 fc2 sc0 ls6 ws0">15<span class="ls0">% </span></div></div><div class="c x1 ya49 w7d h80"><div class="t m0 xa h1a y1a2 ff7 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x115 ya49 w7e h80"><div class="t m0 xa4 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">935 257 </div></div><div class="c xb6 ya49 w7f h80"><div class="t m0 xa4 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">810 608 </div></div><div class="c x116 ya49 w80 h80"><div class="t m0 xc h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">635 309 </div></div><div class="c x117 ya49 w7f h80"><div class="t m0 xa4 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">500 707 </div></div><div class="c x118 ya49 w81 h80"><div class="t m0 x25 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">214 235 </div></div><div class="c x89 ya49 w82 h80"><div class="t m0 x9a h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">69 855 </div></div><div class="c x114 ya49 w7c h80"><div class="t m0 x7b h13 y1a2 ffa fs9 fc2 sc0 ls6 ws0">15<span class="ls0">% </span></div></div><div class="c x1 ya4a w7d h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x115 ya4a w7e h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">17 495 </div></div><div class="c xb6 ya4a w7f h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">13 563 </div></div><div class="c x116 ya4a w80 h80"><div class="t m0 x33 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">3 053 </div></div><div class="c x117 ya4a w7f h80"><div class="t m0 x1b h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">4 081 </div></div><div class="c x118 ya4a w81 h80"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls6 ws0">953<span class="ls0"> </span></div></div><div class="c x89 ya4a w82 h80"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(2 925) </div></div><div class="c x114 ya4a w7c h80"><div class="t m0 x7b h13 y1a2 ffa fs9 fc2 sc0 ls6 ws0">29<span class="ls0">% </span></div></div><div class="c x1 ya4b w7d h80"><div class="t m0 xa h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x115 ya4b w7e h80"><div class="t m0 x4c h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">17 473 </div></div><div class="c xb6 ya4b w7f h80"><div class="t m0 x4c h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">17 395 </div></div><div class="c x116 ya4b w80 h80"><div class="t m0 x33 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">6 477 </div></div><div class="c x117 ya4b w7f h80"><div class="t m0 x1b h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">4 081 </div></div><div class="c x118 ya4b w81 h80"><div class="t m0 x4c h1a y18f ff6 fs9 fc2 sc0 ls6 ws0">953<span class="ls0"> </span></div></div><div class="c x89 ya4b w82 h80"><div class="t m0 x5d h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">(2 925) </div></div><div class="c x114 ya4b w7c h80"><div class="t m0 x5d h13 y18f ffa fs9 fc2 sc0 ls0 ws0">0% </div></div><div class="c x1 ya4c w7d h85"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) za okres </div></div><div class="c x115 ya4c w7e h85"><div class="t m0 xa3 h1a y1a2 ff6 fs9 fc2 sc0 ls3a ws0">(1<span class="ls0">1 <span class="ls6">032</span>) </span></div></div><div class="c xb6 ya4c w7f h85"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(9 961) </div></div><div class="c x116 ya4c w80 h85"><div class="t m0 xa1 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(15 658) </div></div><div class="c x117 ya4c w7f h85"><div class="t m0 x4c h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(6 412) </div></div><div class="c x118 ya4c w81 h85"><div class="t m0 x9a h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(4 628) </div></div><div class="c x89 ya4c w82 h85"><div class="t m0 x5d h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(4 286) </div></div><div class="c x114 ya4c w7c h85"><div class="t m0 xa3 h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf ya4d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya4e ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2025 roku w segmencie<span class="_ _1"></span> Stacje paliw wpływ miały głównie poniższe czynniki:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf ya4f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Utrzymująca się wysoka marża detaliczna realizowana na stacjach własnych (ponad 41 gr na li<span class="_ _1"></span>tr);<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y2e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrost <span class="_ _3"></span>kosztów <span class="_ _3"></span>czynszów <span class="_ _3"></span>oraz <span class="_ _3"></span>kosztów <span class="_ _3"></span>utrzymania <span class="_ _3"></span>stacji <span class="_ _0"></span>paliw <span class="_ _3"></span>spowodowany <span class="_ _3"></span>zwiększonymi <span class="_ _3"></span>obciążeniami <span class="_ _3"></span>z <span class="_ _3"></span>tytułu <span class="_ _0"></span>w<span class="_ _0"></span>zrostu <span class="_ _3"></span>płac </span></span></div><div class="t m0 x17 hf ya50 ff7 fs4 fc2 sc0 ls0 ws0">minimalnych, zakupu energii elektrycznej oraz usług;<span class="ff6"> </span></div><div class="t m0 x47 hf ya51 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Przyłączenie  w <span class="_ _14"> </span>2025  r<span class="ff6">o<span class="_ _0"></span>ku  </span>kolejnych  9  s<span class="_ _1"></span>tacji  paliw  AVIA <span class="_ _14"> </span>(<span class="_ _0"></span>na  koniec  roku <span class="_ _14"> </span>2025  sieć  AVIA  liczyła  147  stacji, <span class="_ _14"> </span>w  tym  95  stacji </span></span></div><div class="t m0 x17 hf y124 ff7 fs4 fc2 sc0 ls0 ws0">franczyzowych i 53 prowadzonych bezpośrednio przez Emitenta);<span class="ff6"> </span></div><div class="t m0 x47 hf ya52 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wolumen <span class="_ _3"></span>sprzedaży <span class="_ _0"></span>41<span class="ff6">5</span> mln <span class="_ _3"></span>litrów <span class="_ _3"></span>paliw <span class="_ _3"></span>na <span class="_ _3"></span>stacjach AVIA <span class="_ _3"></span>w <span class="_ _0"></span>2025 <span class="_ _3"></span>r<span class="ff6">o<span class="_ _0"></span>ku <span class="_ _3"></span>i <span class="_ _3"></span>ambicje <span class="_ _0"></span>utrzymania <span class="_ _3"></span>dynamicznego <span class="_ _3"></span>wzrostu <span class="_ _0"></span>wo<span class="_ _0"></span>lumenu </span></span></span></div><div class="t m0 x17 hf ya53 ff7 fs4 fc2 sc0 ls0 ws0">sprzedaży wraz z rozwojem sieci;  <span class="ff6"> </span></div><div class="t m0 x47 hf ya54 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">W 2025 roku <span class="ff7">kontynuowaliśmy współpracę z Grupą <span class="_ _0"></span>Specjał, obecnie w ramach współpracy, w sieci AVIA funkcjonuje 50 sklepów z<span class="_ _0"></span> </span></span></span></div><div class="t m0 x17 hf ya55 ff6 fs4 fc2 sc0 ls0 ws0">logo <span class="_ _4"></span>SPAR. <span class="_ _3"></span><span class="ff7">Ponadto <span class="_ _4"></span>w <span class="_ _3"></span>drugiej <span class="_ _3"></span>poł<span class="_ _0"></span>owie <span class="_ _3"></span>2025 <span class="_ _4"></span>r</span>oku <span class="_ _4"></span><span class="ff7">rozpoczęliśmy <span class="_ _3"></span>współpracę <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _3"></span>siecią <span class="_ _4"></span>Żabka, <span class="_ _3"></span>realizowany <span class="_ _4"></span>jest <span class="_ _3"></span>projekt <span class="_ _4"></span>pilotażowy </span></div><div class="t m0 x17 hf y631 ff7 fs4 fc2 sc0 ls0 ws0">obejmujący 4 lokalizacje.  Przychody pozapaliwowe w 2025 r<span class="ff6">oku </span>wyniosły 74,8 mln zł co stanowi wzrost o ponad 8% r/r;<span class="ff6"> </span></div><div class="t m0 x47 hf yab ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wzrost sprzedaży <span class="_ _1"></span>paliw na <span class="_ _1"></span>karty <span class="_ _1"></span>flotowe A<span class="_ _1"></span>VIA Card <span class="_ _1"></span>dla kl<span class="_ _1"></span>ientów biz<span class="_ _1"></span>nesowych. Wolume<span class="_ _1"></span>n osiągni<span class="_ _1"></span>ęty w 2025 <span class="_ _1"></span>r<span class="ff6">oku </span>wyniósł p<span class="_ _1"></span>onad  <span class="_ _1"></span>54 </span></span></div><div class="t m0 x17 hf ya56 ff7 fs4 fc2 sc0 ls0 ws0">mln <span class="_ _1"></span>litrów (wzrost <span class="_ _1"></span>o 69 <span class="_ _9"></span>% r/r); <span class="_ _1"></span>Znaczący wpły<span class="_ _1"></span>w n<span class="_ _1"></span>a b<span class="_ _1"></span>ardzo d<span class="_ _1"></span>obry wynik <span class="_ _9"></span>miały wpływ otwarte <span class="_ _9"></span>stacje AVIA TRUCK <span class="_ _9"></span>w<span class="_ _0"></span> 2024 <span class="_ _9"></span>i 2025 <span class="_ _1"></span>r<span class="_ _0"></span><span class="ff6">oku.<span class="_ _0"></span> </span></div><div class="t m0 x1 hf ya57 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4a" class="pf w0 h0" ><div class="pc pc4a w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">74<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki segmentu w kolejnych okresach będą miały wpływ następu<span class="_ _1"></span>jące czynniki:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y483 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Planowane <span class="_ _0"></span>o<span class="_ _0"></span>twieranie <span class="_ _0"></span>kolejnych <span class="_ _3"></span>stacji <span class="_ _0"></span>paliw, <span class="_ _3"></span>w <span class="_ _0"></span>tym <span class="_ _3"></span>automatycznych <span class="_ _0"></span>AVIA <span class="_ _3"></span>Truck <span class="_ _0"></span>oraz <span class="_ _3"></span>stacji <span class="_ _0"></span>z <span class="_ _3"></span>dużym <span class="_ _0"></span>potencjałem <span class="_ _3"></span>sprzedażowym </span></span></div><div class="t m0 x17 hf y484 ff6 fs4 fc2 sc0 ls0 ws0">paliw; </div><div class="t m0 x47 hf y5ee ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Przeprowadzenie <span class="_ _19"> </span>optymalizacji <span class="_ _19"> </span>procesów <span class="_ _19"> </span>obsługi <span class="_ _19"> </span>klienta <span class="_ _2b"> </span>–<span class="ff6"> <span class="_ _2b"> </span></span>prowadzone <span class="_ _19"> </span>są <span class="_ _2b"> </span>działania <span class="_ _19"> </span>dedykowane <span class="_ _19"> </span>klientom <span class="_ _19"> </span>wrażliwym, </span></span></div><div class="t m0 x17 hf y486 ff7 fs4 fc2 sc0 ls0 ws0">zaplanowano  n<span class="_ _1"></span>owe  fun<span class="_ _1"></span>kcjonalności  do <span class="_ _14"> </span>kart  flotowych <span class="_ _14"> </span>AVIA,  a  także <span class="_ _14"> </span>rozszerzenie  d<span class="_ _1"></span>ziałalności  na <span class="_ _14"> </span>europejskim  rynku <span class="_ _14"> </span>(Belgia, </div><div class="t m0 x17 hf y487 ff6 fs4 fc2 sc0 ls0 ws0">Holandia, Niemcy). </div><div class="t m0 x1 hf y9fb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9fc ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ya58 w7d h73"><div class="t m0 xa h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">BITUMEN </div></div><div class="c x115 ya58 w7e h73"><div class="t m0 xa h14 y9b3 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xb6 ya58 w7f h73"><div class="t m0 xa h14 ya1b ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x116 ya58 w80 h73"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x117 ya58 w7f h73"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x118 ya58 w81 h73"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x89 ya58 w82 h73"><div class="t m0 xa hb ya1b ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x114 ya58 w7c h73"><div class="t m0 xa hb y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ya59 w7d h72"><div class="t m0 xa h13 y15e ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x115 ya59 w7e h72"><div class="t m0 x5a h14 ya5a ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x5a h14 ya5b ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xb6 ya59 w7f h72"><div class="t m0 x5a h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024   </div><div class="t m0 x5a h14 y2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x116 ya59 w80 h72"><div class="t m0 xa4 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023   </div><div class="t m0 x5d h14 y2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x117 ya59 w7f h72"><div class="t m0 x9f h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x5a h14 y2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x118 ya59 w81 h72"><div class="t m0 x1d h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x1d h14 y2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x89 ya59 w82 h72"><div class="t m0 x93 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x93 h14 y2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x114 ya59 w7c h72"><div class="t m0 x101 hac y60c ff13 fs9 fc2 sc0 ls0 ws0">Zmiana  </div><div class="t m0 xa hac y2 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 ya3a w7d h7f"><div class="t m0 xa h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">Przychody <span class="ff7">ze sprzedaży<span class="_ _1"></span><span class="ff6"> </span></span></div></div><div class="c x115 ya3a w7e h7f"><div class="t m0 x58 h1a ya5c ff6 fs9 fc2 sc0 ls0 ws0">1 458 627 </div></div><div class="c xb6 ya3a w7f h7f"><div class="t m0 x58 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 497 436 </div></div><div class="c x116 ya3a w80 h7f"><div class="t m0 x4c h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">1 302 444 </div></div><div class="c x117 ya3a w7f h7f"><div class="t m0 xa4 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">147 785 </div></div><div class="c x118 ya3a w81 h7f"><div class="t m0 x25 h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">106 449 </div></div><div class="c x89 ya3a w82 h7f"><div class="t m0 x9f h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">314 322 </div></div><div class="c x114 ya3a w7c h7f"><div class="t m0 x9f h13 y6a9 ffa fs9 fc2 sc0 ls0 ws0">-3% </div></div><div class="c x1 ya5d w7d h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x115 ya5d w7e h80"><div class="t m0 x4c h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">90 204 </div></div><div class="c xb6 ya5d w7f h80"><div class="t m0 xa4 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">152 473 </div></div><div class="c x116 ya5d w80 h80"><div class="t m0 xc h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">283 257 </div></div><div class="c x117 ya5d w7f h80"><div class="t m0 x1b h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">1 888 </div></div><div class="c x118 ya5d w81 h80"><div class="t m0 x9a h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(1 216) </div></div><div class="c x89 ya5d w82 h80"><div class="t m0 x35 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(666) </div></div><div class="c x114 ya5d w7c h80"><div class="t m0 x5c h13 y1a2 ffa fs9 fc2 sc0 ls0 ws0">-41% </div></div><div class="c x1 ya5e w7d h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x115 ya5e w7e h80"><div class="t m0 xa4 h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">117 840 </div></div><div class="c xb6 ya5e w7f h80"><div class="t m0 xa4 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">105 307 </div></div><div class="c x116 ya5e w80 h80"><div class="t m0 x65 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">73 300 </div></div><div class="c x117 ya5e w7f h80"><div class="t m0 x1b h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">1 888 </div></div><div class="c x118 ya5e w81 h80"><div class="t m0 x5f h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">-1 216 </div></div><div class="c x89 ya5e w82 h80"><div class="t m0 x35 h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">(666) </div></div><div class="c x114 ya5e w7c h80"><div class="t m0 x7b h13 y1a2 ffa fs9 fc2 sc0 ls6 ws0">12<span class="ls0">% </span></div></div><div class="c x1 ya5f w7d h80"><div class="t m0 xa h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) netto za okr<span class="_ _1"></span>es </div></div><div class="c x115 ya5f w7e h80"><div class="t m0 x4c h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">37 <span class="ls6">663</span> </div></div><div class="c xb6 ya5f w7f h80"><div class="t m0 xa4 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">110 449 </div></div><div class="c x116 ya5f w80 h80"><div class="t m0 xc h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">239 622 </div></div><div class="c x117 ya5f w7f h80"><div class="t m0 x1b h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">3 011 </div></div><div class="c x118 ya5f w81 h80"><div class="t m0 x9a h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">(1 359) </div></div><div class="c x89 ya5f w82 h80"><div class="t m0 x5d h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">(1 197) </div></div><div class="c x114 ya5f w7c h80"><div class="t m0 x5c h13 y18f ffa fs9 fc2 sc0 ls0 ws0">-66% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf ya60 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya61 ff6 fs4 fc2 sc0 ls0 ws0">Wypracowana EBITDA w 2025 <span class="ff7">r. w segmencie Bitumen wyniosła </span>90,2<span class="_ _0"></span> mln PLN, a EBITDA skorygowana 117,8 <span class="ff7">mln PLN. Różnica w poziomac<span class="_ _0"></span>h </span></div><div class="t m0 x1 hf ya62 ff6 fs4 fc2 sc0 ls0 ws0">EBITDA i EBITDA skorygowana wynika <span class="ff7">głównie</span> z korekty wyceny <span class="ff7">instrumentów zabezpieczających</span>. </div><div class="t m0 x1 hf ya63 ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2025 roku w segmencie<span class="_ _1"></span> Bitumen wpływ miały głównie poniższe czynniki:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y34c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Sprzyjające warunki atmosferyczne umożliwiające szybkie rozpoczęcie sprzedaży po okresie<span class="_ _1"></span> zimowym;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf ya64 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Aktywny <span class="_ _1"></span>udział <span class="_ _1"></span>w b<span class="_ _1"></span>udowie <span class="_ _1"></span>sieci <span class="_ _9"></span>drogow<span class="_ _0"></span>ej <span class="_ _1"></span>w <span class="_ _1"></span>kraju <span class="_ _1"></span>i <span class="_ _1"></span>za <span class="_ _1"></span>granicą <span class="_ _1"></span>–<span class="ff6"> <span class="_ _1"></span><span class="ff7">obecność <span class="_ _9"></span>na znaczących <span class="_ _1"></span>dla <span class="_ _1"></span>sieci <span class="_ _9"></span>drogowej kontraktach <span class="_ _9"></span>drogowyc<span class="_ _0"></span>h;<span class="ff6"> </span></span></span></span></span></div><div class="t m0 x47 hf y6da ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Istotna rola UN<span class="_ _1"></span>IMOT <span class="ff7">Bitumen jako trade<span class="_ _1"></span>ra asfaltu dbającego <span class="_ _1"></span>o bilansowanie <span class="_ _1"></span>dostępności produktu na <span class="_ _1"></span>rynku polskim –<span class="ff6"> </span>współpraca </span></span></span></div><div class="t m0 x17 hf y6db ff7 fs4 fc2 sc0 ls0 ws0">z dostawcami zagranicznymi wpływająca na rosnący udział Grupy UNIMOT w imporcie produktu<span class="_ _1"></span> do Polski; <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf ya65 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wykorzystane szanse rynkowe i sprzedaż produ<span class="_ _1"></span>ktu w oparciu o trading (w tym realizacja dostaw drogą morską zainaugurowana w </span></span></div><div class="t m0 x17 hf ya66 ff6 fs4 fc2 sc0 ls7 ws0">2025 r<span class="ls0">oku<span class="ls2f">);</span> </span></div><div class="t m0 x47 hf ya67 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Maksymalizacja odbioru produktów od dostawców zewnętrznych w ramach podpisan<span class="_ _1"></span>ych umów;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y823 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Poszukiwanie nowych kierunków sprzedaży –<span class="ff6"> </span>pozyskanie nowych klientów w kraju i za granicą;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y790 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Elastyczne <span class="_ _1"></span>i <span class="_ _1"></span>skuteczne <span class="_ _9"></span>mechaniz<span class="_ _0"></span>my d<span class="_ _1"></span>opasowania oferty <span class="_ _9"></span>handlowej <span class="_ _1"></span>do waru<span class="_ _1"></span>nków <span class="_ _1"></span>rynkowych <span class="ff7">–</span> <span class="_ _1"></span><span class="ff7">mo<span class="_ _1"></span>nitorowanie <span class="_ _1"></span>działań <span class="_ _1"></span>konkurencji;<span class="ff6"> </span></span></span></span></div><div class="t m0 x47 hf ya68 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Intensyfikacja sprzedaży produktu w formule stałych cen;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf ya69 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Efektywne <span class="_ _0"></span>zarządzanie <span class="_ _0"></span>łańcuchem <span class="_ _0"></span>dostaw <span class="_ _3"></span>dzięki rozwiniętym <span class="_ _0"></span>kanałom <span class="_ _3"></span>dystrybucji oraz <span class="_ _3"></span>bazom <span class="_ _0"></span>magazynowym <span class="_ _3"></span>–<span class="ff6"> <span class="_ _0"></span></span>stały <span class="_ _0"></span>monitoring </span></span></div><div class="t m0 x17 hf ya6a ff6 fs4 fc2 sc0 ls0 ws0">rynku oraz szybka reakcja na zmiany popytu; </div><div class="t m0 x47 hf y9d0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Optymalizacja proces<span class="_ _1"></span>u <span class="_ _1"></span>sprzedaży w <span class="_ _1"></span>oparciu <span class="_ _1"></span>o wsp<span class="_ _1"></span>ółpracę z <span class="_ _9"></span>wielu dostawcami <span class="_ _1"></span>i d<span class="_ _1"></span>obór optymaln<span class="_ _1"></span>ych <span class="_ _1"></span>rozwiązań w <span class="_ _1"></span>procesie<span class="_ _1"></span> produkcji </span></span></div><div class="t m0 x17 hf ya6b ff6 fs4 fc2 sc0 ls0 ws0">(optymalizacja receptur); </div><div class="t m0 x47 hf ya6c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Realizacja dostaw <span class="_ _9"></span>produktu w ramach <span class="_ _9"></span>floty własnej <span class="_ _1"></span>i jej <span class="_ _1"></span>dalszy <span class="_ _1"></span>rozwój <span class="ff6">- </span>optymalizacja kosztów <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _9"></span>o<span class="_ _0"></span>bsługi <span class="_ _1"></span>klientów i<span class="ff6"> dostaw </span></span></span></div><div class="t m0 x17 hf ya6d ff7 fs4 fc2 sc0 ls0 ws0">produktu w <span class="_ _1"></span>ramach własnego <span class="_ _1"></span>taboru autocystern, <span class="_ _1"></span>który wpłynął <span class="_ _1"></span>na umocnienie p<span class="_ _1"></span>ozycji Grupy UN<span class="_ _1"></span>IMOT  jako pewneg<span class="_ _1"></span>o i<span class="_ _0"></span><span class="ff6"> stabilnego </span></div><div class="t m0 x17 hf y829 ff6 fs4 fc2 sc0 ls10 ws0">do<span class="ls0">stawcy na rynku europejskim; </span></div><div class="t m0 x47 hf ya6e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wykorzystanie szans rynkowych wynikających m.in. ze zmienności rynku surowca i kursów walutowych;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf ya6f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Umiejętne i konsekwentne zarządzanie ryzykie<span class="_ _1"></span>m cenowym;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf ya70 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Optymalne wykorzystanie <span class="_ _0"></span>zakładów<span class="_ _0"></span> produkcyjnych <span class="_ _0"></span>asfaltu w<span class="_ _0"></span> Jaś<span class="_ _0"></span>le <span class="_ _0"></span>i <span class="_ _0"></span>Czechowicach<span class="_ _0"></span><span class="ff6">-Dziedzicach <span class="_ _0"></span>zarówno <span class="_ _0"></span>w z<span class="_ _0"></span>akresie produkcji jak <span class="_ _3"></span>i </span></span></span></div><div class="t m0 x17 hf ya71 ff7 fs4 fc2 sc0 ls0 ws0">dostępności produktów.<span class="ff6"> </span></div><div class="t m0 x1 hf ya72 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya73 ff7 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _0"></span>wyniki <span class="_ _3"></span>przyszłych <span class="_ _3"></span>okresów <span class="_ _0"></span>segmentu <span class="_ _3"></span>Bitumen <span class="_ _0"></span>w<span class="_ _0"></span>pływ <span class="_ _3"></span>będzie <span class="_ _0"></span>miało <span class="_ _3"></span>osiągnięcie <span class="_ _3"></span>dalszych <span class="_ _0"></span>synergii <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _3"></span>ramach <span class="_ _0"></span>Grupy <span class="_ _3"></span>Emitenta <span class="_ _3"></span>działa<span class="_ _3"></span>lności </div><div class="t m0 x1 hf ya74 ff7 fs4 fc2 sc0 ls0 ws0">spółki <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>Bitumen <span class="_ _0"></span>sp. <span class="_ _3"></span>z <span class="_ _0"></span>o.o., <span class="_ _3"></span> <span class="_ _3"></span>poszerzanie <span class="_ _0"></span>łańcucha <span class="_ _0"></span>dostawców <span class="_ _3"></span>oraz <span class="_ _0"></span>wyrów<span class="_ _0"></span>nywanie <span class="_ _0"></span>się <span class="_ _0"></span>cen <span class="_ _3"></span>natychmiastowych <span class="_ _0"></span>i <span class="_ _3"></span>przyszłych, <span class="_ _0"></span>c<span class="_ _3"></span>o <span class="_ _3"></span>może </div><div class="t m0 x1 hf ya75 ff7 fs4 fc2 sc0 ls0 ws0">powodować mniejszą marżowość kontraktów zawartych po cenach s<span class="_ _1"></span>tałych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ya76 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 ya77 ff5 fs9 fc0 sc0 ls0 ws0">INFRASTRUKTU<span class="_ _1"></span>RA I LOGISTYK<span class="_ _1"></span>A </div><div class="t m0 x1 hf y5a5 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y456 w83 h7a"><div class="t m0 xa h13 y156 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x119 y456 w84 h7a"><div class="t m0 x5d h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x5d h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xa7 y456 w85 h7a"><div class="t m0 x58 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x58 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x11a y456 w86 h7a"><div class="t m0 x5c h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x5c h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xa9 y456 w87 h7a"><div class="t m0 x35 hac y60c ff13 fs9 fc2 sc0 ls0 ws0">Zmiana  </div><div class="t m0 x3d hac y35 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 ya78 w83 h7e"><div class="t m0 xa h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">Praca przewozowa <span class="_ _1"></span>[mln ntk<span class="_ _1"></span>m] </div></div><div class="c x119 ya78 w84 h7e"><div class="t m0 xa0 h1a y160 ff6 fs9 fc2 sc0 ls6 ws0">982<span class="ls0"> </span></div></div><div class="c xa7 ya78 w85 h7e"><div class="t m0 x41 h1a y160 ff6 fs9 fc2 sc0 ls6 ws0">905<span class="ls0"> </span></div></div><div class="c x11a ya78 w86 h7e"><div class="t m0 x33 h1a y160 ff6 fs9 fc2 sc0 ls6 ws0">670<span class="ls0"> </span></div></div><div class="c xa9 ya78 w87 h7e"><div class="t m0 xc h13 y160 ffa fs9 fc2 sc0 ls0 ws0">9% </div></div><div class="c x1 y3d9 w83 hb0"><div class="t m0 xa h1a y6c9 ff7 fs9 fc2 sc0 ls0 ws0">Wolumen przeładunkó<span class="_ _1"></span>w/ wydań na<span class="_ _1"></span> terminalac<span class="_ _1"></span>h [tys. m</div><div class="t m0 x11b hae y71b ff6 fs1a fc2 sc0 ls0 ws0">3</div><div class="t m0 xe1 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">] </div></div><div class="c x119 y3d9 w84 hb0"><div class="t m0 x33 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">2 715 </div></div><div class="c xa7 y3d9 w85 hb0"><div class="t m0 xa2 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">2 785 </div></div><div class="c x11a y3d9 w86 hb0"><div class="t m0 xc h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">3 757 </div></div><div class="c xa9 y3d9 w87 hb0"><div class="t m0 xa1 h13 y6c9 ffa fs9 fc2 sc0 ls0 ws0">-3% </div></div></div><div class="pi" ></div></div><div id="pf4b" class="pf w0 h0" ><div class="pc pc4b w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">75<span class="ls0"> </span></div></div><div class="c x1 y634 w83 h79"><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">Przychody <span class="ff7">ze sprzedaży<span class="_ _1"></span><span class="ff6"> </span></span></div></div><div class="c x119 y634 w84 h79"><div class="t m0 xc h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">253 919 </div></div><div class="c xa7 y634 w85 h79"><div class="t m0 x65 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">267 501 </div></div><div class="c x11a y634 w86 h79"><div class="t m0 x4c h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">195 854 </div></div><div class="c xa9 y634 w87 h79"><div class="t m0 xa1 h13 y158 ffa fs9 fc2 sc0 ls0 ws0">-5% </div></div><div class="c x1 ya79 w83 h79"><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x119 ya79 w84 h79"><div class="t m0 xc h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">113 796 </div></div><div class="c xa7 ya79 w85 h79"><div class="t m0 x33 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">95 453 </div></div><div class="c x11a ya79 w86 h79"><div class="t m0 x4c h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">274 942 </div></div><div class="c xa9 ya79 w87 h79"><div class="t m0 x1b h13 y158 ffa fs9 fc2 sc0 ls6 ws0">19<span class="ls0">% </span></div></div><div class="c x1 ya7a w83 hb1"><div class="t m0 xa h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x119 ya7a w84 hb1"><div class="t m0 xc h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">116 609 </div></div><div class="c xa7 ya7a w85 hb1"><div class="t m0 x33 h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">85 146 </div></div><div class="c x11a ya7a w86 hb1"><div class="t m0 xaa h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">49 928 </div></div><div class="c xa9 ya7a w87 hb1"><div class="t m0 x1b h13 y15d ffa fs9 fc2 sc0 ls6 ws0">37%<span class="ls0"> </span></div></div><div class="c x1 y77a w83 h79"><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) netto za okr<span class="_ _1"></span>es </div></div><div class="c x119 y77a w84 h79"><div class="t m0 x91 h1a y158 ff6 fs9 fc2 sc0 ls6 ws0">28 738<span class="ls0"> </span></div></div><div class="c xa7 y77a w85 h79"><div class="t m0 x33 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">13 557 </div></div><div class="c x11a y77a w86 h79"><div class="t m0 x4c h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">206 992 </div></div><div class="c xa9 y77a w87 h79"><div class="t m0 x4c h13 y158 ffa fs9 fc2 sc0 ls6 ws0">112<span class="ls0">% </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y4f9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya7b ff6 fs4 fc2 sc0 ls0 ws0">Wypracowana <span class="_ _4"></span>EBITDA <span class="_ _3"></span>w <span class="_ _4"></span>2025 <span class="_ _4"></span><span class="ff7">r. <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>segmencie <span class="_ _3"></span>Infrastruktura <span class="_ _4"></span>i <span class="_ _3"></span>L<span class="_ _0"></span>ogistyka <span class="_ _3"></span>wyniosła <span class="_ _5"></span></span>113,8 <span class="_ _4"></span>mln <span class="_ _3"></span>PL<span class="_ _0"></span>N, <span class="_ _3"></span>a <span class="_ _4"></span>EBITDA <span class="_ _4"></span>skorygowana <span class="_ _4"></span>116,6 <span class="_ _4"></span>mln <span class="_ _3"></span>PLN.<span class="_ _0"></span> </div><div class="t m0 x1 hf y63b ff7 fs4 fc2 sc0 ls0 ws0">Wyniki finansowe za 2023 r. zawierają rozliczenie tran<span class="_ _1"></span>sakcji nabycia <span class="_ _0"></span><span class="ff6">UNIMOT </span>Terminale. W związku z tym, EBITDA<span class="ff6"> tego segmen<span class="_ _1"></span>tu za 2023 r. </span></div><div class="t m0 x1 hf ya7c ff7 fs4 fc2 sc0 ls0 ws0">została zwiększona o (+225<span class="ff6"> </span>mln zł<span class="ff6 ls2f">).<span class="ls0"> </span></span></div><div class="t m0 x1 hf ya7d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya7e ff7 fs4 fc2 sc0 ls0 ws0">Segment Infrastruktura i Logistyka obejmuje działalność następu<span class="_ _1"></span>jących podmiotów:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ya7f ff6 fs4 fc2 sc0 ls0 ws0">Olavion <span class="_ _5"></span><span class="ff7">sp. <span class="_ _4"></span>z <span class="_ _5"> </span>o.o. <span class="_ _5"></span>świadczy <span class="_ _4"></span>ko<span class="_ _0"></span>lejowe <span class="_ _4"></span>usługi <span class="_ _5"></span>transportu <span class="_ _4"></span>towarów<span class="_ _0"></span> <span class="_ _4"></span>i <span class="_ _5"></span>usługi <span class="_ _4"></span>organizacji <span class="_ _5"> </span>przewozu <span class="_ _5"> </span>w <span class="_ _4"></span>kraju <span class="_ _5"></span>i <span class="_ _5"></span>tranzytowe <span class="_ _14"> </span>–</span> <span class="_ _5"></span><span class="ff7">głównie <span class="_ _4"></span>na <span class="_ _5"></span>trakcji </span></div><div class="t m0 x1 hf ya80 ff7 fs4 fc2 sc0 ls0 ws0">elektrycznej, <span class="_ _3"></span>wraz <span class="_ _4"></span>z <span class="_ _3"></span>obsługą <span class="_ _4"></span>ostatniej <span class="_ _3"></span>mili. <span class="_ _4"></span>W <span class="_ _3"></span>strukturze <span class="_ _4"></span>dominują <span class="_ _3"></span>przewoz<span class="_ _0"></span>y <span class="_ _3"></span>w <span class="_ _4"></span>wagonach <span class="_ _3"></span>zapewnionych <span class="_ _4"></span>przez <span class="_ _3"></span>zleceniodawców. <span class="_ _4"></span>Pod<span class="_ _0"></span><span class="ff6">mio<span class="ls22">t </span></span></div><div class="t m0 x1 hf ya81 ff7 fs4 fc2 sc0 ls0 ws0">świadczy usługi <span class="_ _0"></span>zarówno <span class="_ _0"></span>dla <span class="_ _0"></span>Grupy <span class="_ _0"></span>UNIMOT, <span class="_ _0"></span>jak <span class="_ _0"></span>i dla <span class="_ _0"></span>podmiotów <span class="_ _0"></span>zewnętrznych. Na <span class="_ _0"></span>koniec <span class="_ _0"></span>grudnia <span class="_ _0"></span>2025 <span class="_ _0"></span>r<span class="_ _3"></span><span class="ff6">oku </span>spółka <span class="_ _0"></span>Olavion <span class="_ _0"></span>dysponowała </div><div class="t m0 x1 hf ya82 ff7 fs4 fc2 sc0 ls0 ws0">24 lokomotywami (20<span class="_ _1"></span> lokomotyw<span class="_ _1"></span> lini<span class="_ _1"></span>owych i 4 <span class="_ _1"></span>lokomotywy <span class="_ _1"></span>spalinowe/manewrowe) i <span class="_ _1"></span>zatrudniała 11<span class="_ _1"></span>1 pracowników, <span class="_ _1"></span>w tym<span class="_ _1"></span> 69 maszyn<span class="_ _1"></span>i<span class="ff6">stów<span class="_ _0"></span>. </span></div><div class="t m0 x1 hf ya83 ff7 fs4 fc2 sc0 ls0 ws0">Pod względem przewiezionych ładun<span class="_ _1"></span>ków udział spółki Olavion w rynku wynosił 0,88% w 2025 r<span class="ff6">oku i 0,80% w 2024 roku. Istotnym aspekte<span class="_ _1"></span>m </span></div><div class="t m0 x1 hf ya84 ff7 fs4 fc2 sc0 ls0 ws0">była wymiana taboru kolejowego użytkowanego przez Olavion. W 2025 roku do eks<span class="_ _1"></span>ploatacji zostały włączone 4 lokomotywy Dragon. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ya85 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya86 ff6 fs4 fc2 sc0 ls0 ws0">W grudniu 2025 roku <span class="ff7">Olavion sp. <span class="_ _1"></span>z o.o. zawarł umowę n<span class="_ _1"></span>abycia 60% udziałów przewoźnika nie<span class="_ _1"></span>mieckiego RBP GmbH z<span class="_ _1"></span> siedzibą w Sie<span class="_ _1"></span>gburg. W </span></div><div class="t m0 x1 hf ya87 ff6 fs4 fc2 sc0 ls0 ws0">styczniu <span class="_ _0"></span>2026 <span class="_ _3"></span>roku <span class="_ _0"></span><span class="ff7">s<span class="_ _0"></span>pełniono <span class="_ _0"></span>ws<span class="_ _0"></span>zystkie <span class="_ _0"></span>warunki <span class="_ _3"></span>zawieszające <span class="_ _0"></span>i <span class="_ _3"></span>sfinalizowano <span class="_ _3"></span>transakcję. <span class="_ _0"></span>Nabycie <span class="_ _0"></span>s<span class="_ _0"></span>półki <span class="_ _0"></span>R<span class="_ _0"></span>BP <span class="_ _3"></span>przez <span class="_ _0"></span>Olavion <span class="_ _0"></span>stanowi <span class="_ _3"></span>istotny </span></div><div class="t m0 x1 hf y93 ff6 fs4 fc2 sc0 ls0 ws0">krok <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _3"></span>realizacji <span class="_ _4"></span>strategii <span class="_ _4"></span>rozwoju <span class="_ _3"></span>Olavion <span class="_ _4"></span>i <span class="_ _4"></span>Grupy <span class="_ _3"></span>U<span class="_ _3"></span>NIMOT<span class="ff7">, <span class="_ _3"></span>któ<span class="_ _0"></span>ra <span class="_ _3"></span>z<span class="_ _0"></span>akłada <span class="_ _4"></span>zwiększenie <span class="_ _3"></span>skali <span class="_ _4"></span>działalności <span class="_ _3"></span>kolejowej, <span class="_ _4"></span>wzrost <span class="_ _4"></span>przewożonych </span></div><div class="t m0 x1 hf ya88 ff7 fs4 fc2 sc0 ls0 ws0">wolumenów <span class="_ _3"></span>w <span class="_ _4"></span>tym <span class="_ _3"></span>w <span class="_ _4"></span>transporcie <span class="_ _3"></span>międzynarodowym. <span class="_ _4"></span>Transakcja <span class="_ _3"></span>umożliwiła <span class="_ _4"></span>rozszerzenie <span class="_ _3"></span>zakresu <span class="_ _3"></span>działalności, <span class="_ _3"></span>w<span class="_ _0"></span>zm<span class="_ _3"></span><span class="ff6">ocnie<span class="_ _1"></span>nie <span class="_ _3"></span>kompetencji </span></div><div class="t m0 x1 hf ya89 ff7 fs4 fc2 sc0 ls0 ws0">operacyjnych oraz <span class="_ _0"></span>zw<span class="_ _0"></span>iększenie skali <span class="_ _0"></span>prowadzonego biznesu, <span class="_ _0"></span>w <span class="_ _0"></span>szczególności na <span class="_ _0"></span>rynku <span class="_ _0"></span>niemieckim. <span class="_ _0"></span>Integracja zasobów<span class="_ _0"></span> <span class="_ _0"></span>i doświadcz<span class="_ _3"></span><span class="ff6">enia obu<span class="_ _0"></span> </span></div><div class="t m0 x1 hf ya8a ff7 fs4 fc2 sc0 ls0 ws0">podmiotów <span class="_ _0"></span>przyczyni się <span class="_ _0"></span>do <span class="_ _0"></span>poprawy <span class="_ _0"></span>efektywności <span class="_ _0"></span>operacyjnej, p<span class="_ _0"></span>oszerzenia bazy <span class="_ _0"></span>klientów <span class="_ _0"></span>oraz <span class="_ _0"></span>w<span class="_ _0"></span>zmocnien<span class="_ _0"></span>ia <span class="_ _0"></span>pozycji <span class="_ _0"></span>rynkowej <span class="_ _0"></span>obu <span class="_ _0"></span>spółek. </div><div class="t m0 x1 hf ya8b ff7 fs4 fc2 sc0 ls0 ws0">Dzięki <span class="_ _3"></span>przejęciu <span class="_ _3"></span>RBP<span class="_ _0"></span> <span class="_ _4"></span>Olavion <span class="_ _3"></span>zyskuje <span class="_ _3"></span>udział <span class="_ _4"></span>w <span class="_ _4"></span>firmie <span class="_ _3"></span>działającej <span class="_ _4"></span>na <span class="_ _3"></span>rynku <span class="_ _3"></span>niemieckim. <span class="_ _4"></span>RBP <span class="_ _4"></span>posiada <span class="_ _3"></span>certyfikat <span class="_ _3"></span>na <span class="_ _4"></span>prowadzenie <span class="_ _3"></span>d<span class="_ _3"></span>ziałalności </div><div class="t m0 x1 hf ya8c ff7 fs4 fc2 sc0 ls0 ws0">przewoźnika <span class="_ _9"></span>kolejowego <span class="_ _1"></span>w <span class="_ _9"></span>Niemczech. <span class="_ _1"></span>W <span class="_ _9"></span>dłuższej <span class="_ _1"></span>perspektywie <span class="_ _9"></span>nabycie <span class="_ _9"></span>R<span class="_ _0"></span>BP <span class="_ _9"></span>powinno przełożyć s<span class="_ _1"></span>ię <span class="_ _9"></span>na <span class="_ _1"></span>wzrost <span class="_ _9"></span>przychodów <span class="_ _1"></span>oraz <span class="_ _9"></span>dalszy <span class="_ _1"></span>rozwój </div><div class="t m0 x1 hf ya8d ff7 fs4 fc2 sc0 ls0 ws0">działalności w zakresie przewozów kolejowych towarów.<span class="ff6"> </span></div><div class="t m0 x1 hf y61f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya8e ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _4"></span><span class="ff7">Terminale <span class="_ _3"></span>dysponuje <span class="_ _4"></span>pojemnościami <span class="_ _4"></span>magazynowymi <span class="_ _4"></span>na <span class="_ _3"></span>pozio<span class="_ _0"></span>mie <span class="_ _4"></span>376 <span class="_ _3"></span>tys. <span class="_ _4"></span>m</span></div><div class="t m0 x9c h36 y1a5 ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x11c hf ya8e ff7 fs4 fc2 sc0 ls0 ws0">. <span class="_ _4"></span>Grupa <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>jest <span class="_ _3"></span>trzecim <span class="_ _4"></span>pod <span class="_ _4"></span>względem <span class="_ _4"></span>skali </div><div class="t m0 x1 hf ya8f ff7 fs4 fc2 sc0 ls0 ws0">działania <span class="_ _3"></span>graczem <span class="_ _4"></span>na <span class="_ _3"></span>polskim <span class="_ _4"></span>rynku <span class="_ _3"></span>magazynowania <span class="_ _4"></span>i <span class="_ _3"></span>dystrybucj<span class="_ _0"></span>i <span class="_ _3"></span>paliw <span class="_ _4"></span>ciekłych. <span class="_ _4"></span>Terminale <span class="_ _3"></span>paliwowe <span class="_ _4"></span>są <span class="_ _3"></span>zlokalizowane <span class="_ _4"></span>w: <span class="_ _3"></span>Czechow<span class="_ _3"></span><span class="ff6">icach-</span></div><div class="t m0 x1 hf ya90 ff7 fs4 fc2 sc0 ls0 ws0">Dziedzicach, <span class="_ _9"></span>Jaśle, <span class="_ _9"></span>Po<span class="_ _0"></span>znaniu, <span class="_ _9"></span>Bolesławc<span class="_ _0"></span>u, <span class="_ _9"></span>Szczecinie, <span class="_ _9"></span>Gutkowie, <span class="_ _1"></span>Rypinie, <span class="_ _9"></span>Gdańs<span class="_ _0"></span>ku, <span class="_ _1"></span>Piotrkowie <span class="_ _9"></span>Trybunalskim. <span class="_ _1"></span>UNIMOT <span class="_ _9"></span>Terminale <span class="_ _1"></span>działając <span class="_ _9"></span>jako </div><div class="t m0 x1 hf ya91 ff7 fs4 fc2 sc0 ls0 ws0">niezależny <span class="_ _3"></span>operator <span class="_ _3"></span>logistyczny <span class="_ _3"></span>świadczy <span class="_ _4"></span>kompleksowe <span class="_ _3"></span>usługi <span class="_ _3"></span>na <span class="_ _3"></span>podstawie <span class="_ _3"></span>wieloletnich <span class="_ _3"></span>umów <span class="_ _4"></span>w <span class="_ _3"></span>zakresie <span class="_ _3"></span>magazynowania, <span class="_ _3"></span>p<span class="_ _3"></span>rzeładunku, </div><div class="t m0 x1 hf ya92 ff7 fs4 fc2 sc0 ls0 ws0">blendowania <span class="_ _4"></span>z <span class="_ _4"></span>biokomponentami, <span class="_ _4"></span>uszlachetniania <span class="_ _4"></span>paliw <span class="_ _5"></span>dla <span class="_ _4"></span>największych <span class="_ _4"></span>firm <span class="_ _5"></span>paliwowych <span class="_ _4"></span>operujących <span class="_ _4"></span>na <span class="_ _5"></span>polskim <span class="_ _4"></span>rynku <span class="_ _4"></span>oraz <span class="_ _5"></span>produ<span class="ff6">kcji<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y142 ff7 fs4 fc2 sc0 ls0 ws0">olejów <span class="_ _0"></span>napędowych na <span class="_ _0"></span>cele <span class="_ _0"></span>grzewcze, jak <span class="_ _0"></span>również żeglugowe. <span class="_ _0"></span>Ważną usługą <span class="_ _0"></span>jest przechowywanie <span class="_ _0"></span>zapasów <span class="_ _0"></span>obowiązkowych <span class="_ _3"></span>paliw <span class="_ _0"></span>ciekłych. </div><div class="t m0 x1 hf ya93 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>tym <span class="_ _4"></span>o<span class="_ _0"></span>bszarze <span class="_ _4"></span>s<span class="_ _0"></span>półka <span class="_ _5"></span>podpisała <span class="_ _5"></span>wieloletnią <span class="_ _4"></span>umow<span class="_ _0"></span>ę <span class="_ _4"></span>z<span class="_ _0"></span> <span class="_ _5"></span>Rządową <span class="_ _5"></span>Agencją <span class="_ _5"></span>Rezerw <span class="_ _5"> </span>Strategicznych <span class="_ _5"> </span>obejmującą <span class="_ _5"> </span>udostępnienie <span class="_ _5"> </span>pojemności<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ya94 ff7 fs4 fc2 sc0 ls0 ws0">magazynowych zarówno w zakresie zapasów obowiązkowych, jak i handlowych. <span class="ff6"> </span></div><div class="t m0 x1 hf ya95 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9d3 ff7 fs4 fc2 sc0 ls0 ws0">RCEkoenergia <span class="_ _0"></span>sp. <span class="_ _0"></span>z <span class="_ _3"></span>o.o. <span class="_ _0"></span>jest <span class="_ _3"></span>spółką <span class="_ _0"></span>prowadzącą <span class="_ _0"></span>działalność <span class="_ _3"></span>w <span class="_ _0"></span>obszarze <span class="_ _3"></span>koncesjonowanym: <span class="_ _0"></span>wytwarza <span class="_ _0"></span>i <span class="_ _3"></span>dystrybuuje <span class="_ _0"></span>ciepło <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>postac<span class="_ _3"></span><span class="ff6">i <span class="_ _0"></span>w<span class="_ _0"></span>ody <span class="_ _0"></span>i </span></div><div class="t m0 x1 hf ya96 ff7 fs4 fc2 sc0 ls0 ws0">pary, w<span class="_ _0"></span>ytwarza, dystrybuuje <span class="_ _0"></span>i dokonuje <span class="_ _0"></span>obrotu <span class="_ _0"></span>energią elektryczn<span class="_ _0"></span>ą <span class="_ _0"></span>oraz obraca <span class="_ _0"></span>i <span class="_ _0"></span>dystrybuuje paliwem <span class="_ _0"></span>gazowym. <span class="_ _0"></span>Ponadto, <span class="_ _0"></span>Spół<span class="_ _3"></span>ka świadczy </div><div class="t m0 x1 hf ya97 ff7 fs4 fc2 sc0 ls0 ws0">usługi <span class="_ _0"></span>w <span class="_ _3"></span>zakresie <span class="_ _0"></span>odbioru <span class="_ _3"></span>i <span class="_ _0"></span>ocz<span class="_ _0"></span>yszczania <span class="_ _0"></span>ścieków <span class="_ _3"></span>przemysłowych <span class="_ _0"></span>i <span class="_ _3"></span>komunalnych, <span class="_ _0"></span>zajmuje <span class="_ _3"></span>się <span class="_ _3"></span>dystrybucją <span class="_ _0"></span>wody <span class="_ _3"></span>przemysłowej, <span class="_ _0"></span>głęb<span class="_ _3"></span><span class="ff6">inowej <span class="_ _0"></span>i </span></div><div class="t m0 x1 hf y4eb ff7 fs4 fc2 sc0 ls0 ws0">pitnej, produkcją i dystrybucją <span class="_ _0"></span>wody zmiękczonej <span class="_ _0"></span>oraz produkcją i dystrybucją <span class="_ _0"></span>gazów <span class="_ _0"></span>technicznych. RCEkoenergia<span class="_ _0"></span><span class="ff6"> </span>wytwarza <span class="_ _0"></span>ciepło i energię </div><div class="t m0 x1 hf ya98 ff7 fs4 fc2 sc0 ls0 ws0">elektryczną dysponując <span class="_ _3"></span>2 <span class="_ _0"></span>kotłami <span class="_ _0"></span>węglowymi <span class="_ _0"></span>OR <span class="_ _0"></span>32 <span class="_ _0"></span>z <span class="_ _3"></span>układem oczyszczania <span class="_ _3"></span>spalin oraz <span class="_ _3"></span>turbin<span class="_ _1"></span>ą <span class="_ _0"></span>przeciwprężną <span class="_ _0"></span>o <span class="_ _3"></span>mocy zainstalowan<span class="_ _0"></span><span class="ff6">ej <span class="_ _3"></span>0,74 </span></div><div class="t m0 x1 hf ya99 ff7 fs4 fc2 sc0 ls0 ws0">MWe. <span class="_ _15"> </span>Ponadto <span class="_ _15"> </span>posiada <span class="_ _18"> </span>wł<span class="_ _0"></span>asne <span class="_ _15"> </span>instalacje  PV<span class="_ _0"></span> <span class="_ _15"> </span>o <span class="_ _15"> </span>mocy <span class="_ _15"> </span>0,72 <span class="_ _15"> </span>MW. <span class="_ _15"> </span>Spółka <span class="_ _15"> </span>rozpoczęła <span class="_ _15"> </span>proces <span class="_ _15"> </span>przygotowania<span class="_ _0"></span><span class="ff6"> <span class="_ _15"> </span></span>inwestycji <span class="_ _15"> </span>polegającej <span class="_ _15"> </span>na </div><div class="t m0 x1 hf ya9a ff7 fs4 fc2 sc0 ls0 ws0">modernizacji <span class="_ _4"></span>istniejącego <span class="_ _3"></span>źró<span class="_ _0"></span>dła <span class="_ _4"></span>ciepła <span class="_ _4"></span>i <span class="_ _4"></span>energii <span class="_ _4"></span>elektrycznej, <span class="_ _3"></span>obejmujące <span class="_ _4"></span>działania <span class="_ _4"></span>mające <span class="_ _4"></span>na <span class="_ _4"></span>celu <span class="_ _4"></span>poprawę <span class="_ _4"></span>efektywności <span class="_ _4"></span>ener<span class="_ _3"></span><span class="ff6">getycznej, </span></div><div class="t m0 x1 hf ya9b ff7 fs4 fc2 sc0 ls0 ws0">ograniczenie <span class="_ _4"></span>emisji <span class="_ _5"></span>zanieczyszczeń <span class="_ _4"></span>oraz <span class="_ _5"></span>śladu <span class="_ _4"></span>węglowego, <span class="_ _5"> </span>a <span class="_ _5"></span>także <span class="_ _4"></span>z<span class="_ _0"></span>większenie <span class="_ _4"></span>możliwości <span class="_ _5"></span>wytwa<span class="_ _0"></span><span class="ff6">rzania <span class="_ _4"></span>energii <span class="_ _5"> </span>elektrycznej <span class="_ _4"></span>na <span class="_ _5"> </span>po<span class="_ _0"></span>trzeby </span></div><div class="t m0 x1 hf y72d ff7 fs4 fc2 sc0 ls0 ws0">zakładu. Planowane działania obejmują również zmianę i dywe<span class="_ _1"></span>rsyfikację wykorzy<span class="_ _0"></span>stywanego paliwa na paliwa o niższej emi<span class="_ _1"></span>syjności<span class="_ _0"></span><span class="ff6">. </span></div><div class="t m0 x1 hf ya9c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya9d ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2025 r<span class="ff6">oku </span>w segmencie Infrastruktura i Logistyka wpływ miały głównie poni<span class="_ _1"></span>ższe czynniki:<span class="ff6"> </span></div><div class="t m0 x47 hf ya9e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Spadkowa <span class="_ _0"></span>tendencja <span class="_ _3"></span>na <span class="_ _0"></span>rynku <span class="_ _3"></span>kolejowych <span class="_ _0"></span>przewozów <span class="_ _3"></span>towarowych (<span class="_ _0"></span>zarówno <span class="_ _0"></span>pod <span class="_ _3"></span>względem <span class="_ _0"></span>masy <span class="_ _3"></span>jak <span class="_ _0"></span>i <span class="_ _3"></span>pracy <span class="_ _0"></span>przewozowej). <span class="_ _0"></span>Po<span class="_ _0"></span>d </span></span></div><div class="t m0 x17 hf y80e ff7 fs4 fc2 sc0 ls0 ws0">względem pracy przewozowej rynek spadł o 3,5% r/r;<span class="ff6"> </span></div><div class="t m0 x47 hf ya9f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Włączenie do eksploatacji własnych lokomotyw Dragon;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y400 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozszerzenie działalności przewozów kolejowych na kraje ościenne;<span class="ff6"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf4c" class="pf w0 h0" ><div class="pc pc4c w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">76<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf y482 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Na <span class="_ _1"></span>wielkość <span class="_ _9"></span>przychodów <span class="_ _1"></span>z <span class="_ _1"></span>działaln<span class="_ _1"></span>ości <span class="_ _1"></span>logistycznej <span class="_ _9"></span>wynikających <span class="_ _1"></span>ze <span class="_ _9"></span>świadczenia <span class="_ _1"></span>usług <span class="_ _9"></span>magazynowania, produ<span class="_ _1"></span>kcji <span class="_ _1"></span>i <span class="_ _9"></span>dystrybucji <span class="_ _1"></span>p<span class="ff6">aliw<span class="_ _0"></span> </span></span></span></div><div class="t m0 x17 hf y483 ff7 fs4 fc2 sc0 ls0 ws0">i gazu <span class="_ _1"></span>LPG, miały wpływ <span class="_ _1"></span>zarówno <span class="_ _1"></span>efektywniejsze <span class="_ _1"></span>wykorzystanie pojemności <span class="_ _1"></span>magazynowych, jak i <span class="_ _1"></span>zwiększona <span class="_ _1"></span>produkcja (mie<span class="_ _1"></span>szanie </div><div class="t m0 x17 hf y484 ff6 fs4 fc2 sc0 ls10 ws0">bi<span class="ff7 ls0">okomponentów <span class="_ _0"></span>z <span class="_ _0"></span>paliwami w <span class="_ _0"></span>r<span class="_ _0"></span>amach <span class="_ _0"></span>tzw. <span class="_ _0"></span>bioblendingu, produ<span class="_ _0"></span>kcja <span class="_ _0"></span>oleju napędowego <span class="_ _0"></span>na <span class="_ _0"></span>cele <span class="_ _0"></span>grzewcz<span class="_ _0"></span>e jak <span class="_ _0"></span>też <span class="_ _0"></span>produkcja <span class="_ _0"></span>oleju </span></div><div class="t m0 x17 hf y485 ff7 fs4 fc2 sc0 ls0 ws0">napędowego do celów żeglugowych jak również produ<span class="_ _1"></span>kcja LPG).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y458 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y459 ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki przyszłych okresów wpływ będą mieć głównie poni<span class="_ _1"></span>ższe czynniki:<span class="ff6"> </span></div><div class="t m0 x47 hf y9fb ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">W <span class="_ _5"> </span>przypadku <span class="_ _5"> </span>utrzymania <span class="_ _5"> </span>s<span class="_ _0"></span>ię <span class="_ _5"></span>trendu <span class="_ _14"> </span>spadku <span class="_ _4"></span>poz<span class="_ _0"></span>iomu <span class="_ _5"> </span>przewozów <span class="_ _14"> </span>przy <span class="_ _5"></span>wzroście <span class="_ _5"> </span>liczby <span class="_ _14"> </span>przewoźników <span class="_ _4"></span>ko<span class="_ _0"></span>lejowych <span class="_ _5"> </span>możliwe <span class="_ _5"> </span>jest </span></span></div><div class="t m0 x17 hf y9fc ff6 fs4 fc2 sc0 ls0 ws0">pogorszenie wyników w kolejnych okresach<span class="_ _1"></span>; <span class="_ _0"></span> </div><div class="t m0 x47 hf y734 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wysokie koszty dostępu do infrastruktury k<span class="_ _1"></span>olejowej i koszty energii elektrycznej; <span class="ff6"> </span></span></span></div><div class="t m0 x47 hf ye6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Determinacja <span class="_ _4"></span>konkurencji <span class="_ _4"></span>do <span class="_ _4"></span>pozyskiwania <span class="_ _4"></span>nowych <span class="_ _4"></span>kontraktów <span class="_ _4"></span>w <span class="_ _4"></span>zakresie <span class="_ _4"></span>przewozów, <span class="_ _4"></span>ograniczająca <span class="_ _4"></span>możliwość <span class="_ _4"></span>rekompensaty </span></span></div><div class="t m0 x17 hf yaa0 ff7 fs4 fc2 sc0 ls0 ws0">wzrostu kosztów działania;<span class="ff6"> </span></div><div class="t m0 x47 hf yaa1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Realizacja umów dot. magazynowania paliw <span class="_ _0"></span>zawierających tzw. klauzulę „take or pay” (czyli <span class="_ _0"></span>„bierz lub płać” polegającą na <span class="_ _0"></span>tym,<span class="_ _0"></span><span class="ff6"> </span>ż<span class="_ _0"></span>e </span></span></div><div class="t m0 x17 hf yaa2 ff7 fs4 fc2 sc0 ls0 ws0">kontrahent <span class="_ _1"></span>ma <span class="_ _1"></span>wybór <span class="_ _1"></span>jednej <span class="_ _9"></span>z dwóch mo<span class="_ _1"></span>żliwych <span class="_ _1"></span>dróg <span class="_ _1"></span>postępowania. <span class="_ _1"></span>Może <span class="_ _9"></span>albo odebrać <span class="_ _1"></span>paliwo <span class="_ _9"></span>w<span class="_ _0"></span> u<span class="_ _1"></span>stalone<span class="_ _1"></span>j wie<span class="_ _1"></span>lkości alb<span class="_ _1"></span>o zapłaci<span class="_ _1"></span>ć </div><div class="t m0 x17 hf yaa3 ff6 fs4 fc2 sc0 lsc ws0">Gr<span class="ff7 ls0">upie UNIMOT za gotowość do jego wydania). W związku z tym Grupa Emitenta ma zapewnione, stabiln<span class="_ _1"></span>e źródło przychodów; <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x47 hf yaa4 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Dywersyfikacja <span class="_ _3"></span>portfela <span class="_ _4"></span>klientów <span class="_ _4"></span>poprzez <span class="_ _3"></span>rozwó<span class="_ _0"></span>j <span class="_ _3"></span>oferty <span class="_ _4"></span>usług <span class="_ _3"></span>świadczo<span class="_ _0"></span>nych <span class="_ _3"></span>przez <span class="_ _4"></span>terminale <span class="_ _3"></span>paliw, <span class="_ _4"></span>w <span class="_ _4"></span>tym <span class="_ _4"></span>zawarcie <span class="_ _3"></span>wieloletniej </span></span></div><div class="t m0 x17 hf yaa5 ff7 fs4 fc2 sc0 ls0 ws0">umowy <span class="_ _19"> </span>z <span class="_ _17"> </span>R<span class="_ _0"></span>ządową <span class="_ _19"> </span>Agen<span class="_ _1"></span>cją <span class="_ _19"> </span>Rezerw <span class="_ _19"> </span>Str<span class="_ _1"></span>ategicznych <span class="_ _19"> </span>obe<span class="_ _1"></span>jmującej <span class="_ _19"> </span>udostępnienie <span class="_ _17"> </span>pojemności <span class="_ _19"> </span>magazynowych <span class="_ _19"> </span>dla <span class="_ _19"> </span>zapasów </div><div class="t m0 x17 hf yaa6 ff7 fs4 fc2 sc0 ls0 ws0">obowiązkowych i handlow<span class="ff6">ych; </span></div><div class="t m0 x47 hf y958 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Realizacja <span class="_ _17"> </span>inwestycji <span class="_ _16"> </span>w <span class="_ _17"> </span>infrastrukturę <span class="_ _17"> </span>magazynowo <span class="_ _17"> </span>–<span class="ff6"> <span class="_ _17"> </span></span>logistyczną <span class="_ _16"> </span>ukierunkowaną <span class="_ _17"> </span>na <span class="_ _17"> </span>zwiększenie<span class="_ _1"></span> <span class="_ _17"> </span>dostępnych <span class="_ _17"> </span>pojemności </span></span></div><div class="t m0 x17 hf yaa7 ff7 fs4 fc2 sc0 ls0 ws0">magazynowych, co przełoży się na wzrost atrakcyjności handlowej oraz wzmocnienie ich<span class="_ _1"></span> niezależności operacyjnej;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y495 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Poszerzanie <span class="_ _0"></span>oferty <span class="_ _3"></span>produktowej, <span class="_ _0"></span>w <span class="_ _3"></span>tym <span class="_ _3"></span>np. <span class="_ _0"></span>rozwó<span class="_ _0"></span>j <span class="_ _0"></span>działalności <span class="_ _3"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>pa<span class="_ _0"></span>liw <span class="_ _0"></span>ż<span class="_ _0"></span>eglugowych <span class="_ _0"></span>i <span class="_ _3"></span>lotniczych, <span class="_ _3"></span>a <span class="_ _0"></span>także <span class="_ _3"></span>udostępnieni<span class="_ _0"></span><span class="ff6 ls3c">e </span></span></span></div><div class="t m0 x17 hf y496 ff7 fs4 fc2 sc0 ls0 ws0">infrastruktury przeładunkowej dla HVO jako elementu odpowiedzi na transformację energetyczną.<span class="ff6"> </span></div><div class="t m0 x17 hf yaa8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf yaa9 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y6ef w88 h73"><div class="t m0 xa h14 y60e ff8 fs9 fc2 sc0 ls0 ws0">PALIWA STAŁE<span class="ff5"> </span></div></div><div class="c x4b y6ef w89 h73"><div class="t m0 xa h14 y9b3 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x10b y6ef w8a h73"><div class="t m0 xa h14 ya1b ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x11d y6ef w8b h73"><div class="t m0 xa hb y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x11e y6ef w8c h73"><div class="t m0 xa hb y0 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yaaa w88 h72"><div class="t m0 xa h13 y15e ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x4b yaaa w89 h72"><div class="t m0 x4c h14 ya5a ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x4c h14 ya5b ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x10b yaaa w8a h72"><div class="t m0 x4c h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x4c h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x11d yaaa w8b h72"><div class="t m0 x4c h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x4c h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x11e yaaa w8c h72"><div class="t m0 x56 h13 y15e ff13 fs9 fc2 sc0 ls0 ws0">Zmiana  2025/2024<span class="_ _1"></span><span class="ffa"> </span></div></div><div class="c x1 ya67 w88 h7c"><div class="t m0 xa h1a y23 ff7 fs9 fc2 sc0 ls0 ws0">Wolumen sprzeda<span class="_ _1"></span>ży [Mg]<span class="ff6"> </span></div></div><div class="c x4b ya67 w89 h7c"><div class="t m0 xc9 h1a y18f ff6 fs9 fc2 sc0 ls0 ws0">364 161 </div></div><div class="c x10b ya67 w8a h7c"><div class="t m0 xc9 h1a y23 ff6 fs9 fc2 sc0 ls0 ws0">350 386 </div></div><div class="c x11d ya67 w8b h7c"><div class="t m0 x91 h1a y23 ff6 fs9 fc2 sc0 ls0 ws0">106 414 </div></div><div class="c x11e ya67 w8c h7c"><div class="t m0 x3 h13 y23 ffa fs9 fc2 sc0 ls0 ws0">4% </div></div><div class="c x1 y50d w88 h79"><div class="t m0 xa h1a y158 ff7 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x4b y50d w89 h79"><div class="t m0 xc9 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">167 366 </div></div><div class="c x10b y50d w8a h79"><div class="t m0 xc9 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">181 950 </div></div><div class="c x11d y50d w8b h79"><div class="t m0 x33 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">85 160 </div></div><div class="c x11e y50d w8c h79"><div class="t m0 x36 h13 y158 ffa fs9 fc2 sc0 ls0 ws0">-8% </div></div><div class="c x1 yf0 w88 h78"><div class="t m0 xa h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">EBITDA </div></div><div class="c x4b yf0 w89 h78"><div class="t m0 x3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3 809 </div></div><div class="c x10b yf0 w8a h78"><div class="t m0 x36 h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">-8 647 </div></div><div class="c x11d yf0 w8b h78"><div class="t m0 xa2 h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">7 949 </div></div><div class="c x11e yf0 w8c h78"><div class="t m0 x42 h13 y15d ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yaab w88 h79"><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c x4b yaab w89 h79"><div class="t m0 x3 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">4 128 </div></div><div class="c x10b yaab w8a h79"><div class="t m0 x43 h1a y158 ff6 fs9 fc2 sc0 ls6 ws0">768<span class="ls0"> </span></div></div><div class="c x11d yaab w8b h79"><div class="t m0 xa2 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">7 949 </div></div><div class="c x11e yaab w8c h79"><div class="t m0 xc9 h13 y158 ffa fs9 fc2 sc0 ls6 ws0">438<span class="ls0">% </span></div></div><div class="c x1 yaac w88 hb2"><div class="t m0 xa h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">Zysk/(st<span class="_ _1"></span>rata) za okres </div></div><div class="c x4b yaac w89 hb2"><div class="t m0 x3 h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">1 298<span class="ls0"> </span></div></div><div class="c x10b yaac w8a hb2"><div class="t m0 x41 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">(6 668) </div></div><div class="c x11d yaac w8b hb2"><div class="t m0 xa2 h1a y158 ff6 fs9 fc2 sc0 ls0 ws0">6 394 </div></div><div class="c x11e yaac w8c hb2"><div class="t m0 x42 h13 y158 ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf ya47 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yaad ff7 fs4 fc2 sc0 ls0 ws0">Na wyniki osiągnięte w 2025 roku w segmencie<span class="_ _1"></span> <span class="ff6">P</span>aliwa stałe wpływ miały głów<span class="_ _0"></span>nie poniższe czynniki<span class="_ _1"></span>:<span class="ff6"> </span></div><div class="t m0 x47 hf yaae ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Na <span class="_ _14"> </span>przełomie <span class="_ _14"> </span>grudnia  2024 <span class="_ _14"> </span>roku <span class="_ _14"> </span>oraz  stycznia <span class="_ _14"> </span>2025 <span class="_ _14"> </span>roku  p<span class="_ _1"></span>olscy  p<span class="_ _1"></span>roducenci <span class="_ _14"> </span>węgla  skokowo <span class="_ _14"> </span>obniżyli <span class="_ _14"> </span>ceny <span class="_ _14"> </span>węgla  powodując </span></span></div><div class="t m0 x17 hf yaaf ff7 fs4 fc2 sc0 ls0 ws0">pogłębienie <span class="_ _5"></span>różnicy <span class="_ _14"> </span>pomiędzy <span class="_ _5"> </span>c<span class="_ _0"></span>eną <span class="_ _5"> </span>węgla <span class="_ _14"> </span>importowanego <span class="_ _5"> </span>i <span class="_ _14"> </span>polskiego. <span class="_ _5"> </span>R<span class="_ _0"></span>óżnica <span class="_ _14"> </span>ta <span class="_ _5"> </span>utrzymywała <span class="_ _14"> </span>się <span class="_ _5"></span>przez <span class="_ _14"> </span>cały <span class="_ _5"> </span>ro<span class="_ _0"></span>k, <span class="_ _14"> </span>powodując </div><div class="t m0 x17 hf y769 ff7 fs4 fc2 sc0 ls0 ws0">ograniczoną możliwość sprzedaży węgla do zakładów ciepłowniczych;<span class="ff6"> </span></div><div class="t m0 x47 hf yab0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Utrzymujące się <span class="_ _1"></span>ceny węgla importowanego na <span class="_ _1"></span>świecie oraz kontynuacja <span class="_ _1"></span>nadpodaży węgla z 2024 <span class="ff6">roku </span>spowodowały konieczność </span></span></div><div class="t m0 x17 hf y1ae ff7 fs4 fc2 sc0 ls0 ws0">sprzedaży węgla na niskich marżach;<span class="ff6"> </span></div><div class="t m0 x47 hf y333 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Systematyczny <span class="_ _18"> </span>spadek <span class="_ _15"> </span>zużycia <span class="_ _15"> </span>węgla <span class="_ _15"> </span>w <span class="_ _15"> </span>Polsce, <span class="_ _15"> </span>zarówno <span class="_ _15"> </span>w <span class="_ _15"> </span>energetyce,  ciepłownictwie <span class="_ _15"> </span>i <span class="_ _15"> </span>przemyśle <span class="_ _18"> </span>o<span class="_ _0"></span>raz <span class="_ _15"> </span>wśród <span class="_ _15"> </span>odbiorców </span></span></div><div class="t m0 x17 hf y334 ff6 fs4 fc2 sc0 ls0 ws0">indywidualnych;  </div><div class="t m0 x47 hf y335 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Skuteczne  pozyskiwanie  klientó<span class="_ _0"></span>w  dzięki <span class="_ _18"> </span>dostosow<span class="_ _0"></span>aniu  oferty  o<span class="_ _0"></span>raz  two<span class="_ _0"></span>rzenie  nowych  rozw<span class="_ _0"></span>iązań  mieszanek  węglowych <span class="_ _18"> </span>pod<span class="_ _0"></span> </span></span></div><div class="t m0 x17 hf y336 ff7 fs4 fc2 sc0 ls0 ws0">istniejące instalacje wykorzystujące w swojej działalności paliwa stałe z branż en<span class="_ _1"></span>ergetycznej, ciepłowniczej i przemysłowej<span class="_ _0"></span><span class="ff6">; </span></div><div class="t m0 x47 hf y181 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Optymalizacja kosztów działalności operacyjnej związana z reorganizacją struktury spółki<span class="ff6">; </span></span></span></div><div class="t m0 x47 hf yab1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">1 <span class="_ _1"></span>lipca <span class="_ _9"></span>2025 roku <span class="_ _a"></span><span class="ff7">wszedł w<span class="_ _1"></span> <span class="_ _1"></span>życie <span class="_ _9"></span>kolejny <span class="_ _1"></span>etap <span class="_ _9"></span>Rozporządzenia d<span class="_ _1"></span>otyczącego <span class="_ _1"></span>jakości <span class="_ _9"></span>paliw <span class="_ _1"></span>stałych <span class="_ _9"></span>zaostrzający <span class="_ _9"></span>w<span class="_ _0"></span>ymagania <span class="_ _9"></span>jako<span class="_ _0"></span>ściowe </span></span></span></div><div class="t m0 x17 hf yab2 ff7 fs4 fc2 sc0 ls0 ws0">sprzedawanych <span class="_ _1"></span>sortymentów węgla, co wiąże <span class="_ _1"></span>się <span class="_ _1"></span>z koniecznością <span class="_ _1"></span>pozyskania le<span class="_ _1"></span>pszego surowca imp<span class="_ _1"></span>ortowanego oraz dodatkowych<span class="_ _1"></span> </div><div class="t m0 x17 hf yab3 ff7 fs4 fc2 sc0 ls0 ws0">nakładów operacyjnych w<span class="ff6"> </span>trakcie procesowania węgla. <span class="ff6"> </span></div><div class="t m0 x1 hf yab4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yab5 ff7 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _16"> </span>wyniki <span class="_ _16"> </span>przyszłych <span class="_ _16"> </span>okresów <span class="_ _27"> </span>w<span class="_ _0"></span>pływ <span class="_ _16"> </span>będzie <span class="_ _16"> </span>mieć <span class="_ _16"> </span>głównie <span class="_ _27"> </span>mo<span class="_ _0"></span>żliwość <span class="_ _16"> </span>dywersyfikacji <span class="_ _16"> </span>portfela <span class="_ _16"> </span>dostawców, <span class="_ _27"> </span>o<span class="_ _0"></span>ptymalizacja <span class="_ _16"> </span>procesów </div><div class="t m0 x1 hf y4a ff7 fs4 fc2 sc0 ls0 ws0">operacyjnych <span class="_ _14"> </span>oraz <span class="_ _14"> </span>kosztów, <span class="_ _14"> </span>budowa <span class="_ _14"> </span>stabilnych <span class="_ _5"> </span>dłu<span class="_ _0"></span>goterminowych <span class="_ _14"> </span>relacji <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>kluczowymi <span class="_ _14"> </span>klientami, <span class="_ _14"> </span>a <span class="_ _14"> </span>także <span class="_ _14"> </span>intensyfikacja <span class="_ _14"> </span>działaln<span class="_ _0"></span>ości <span class="_ _14"> </span>w<span class="_ _0"></span> </div><div class="t m0 x1 hf yab6 ff6 fs4 fc2 sc0 ls0 ws0">z<span class="ff7">akresie <span class="_ _3"></span>importu <span class="_ _4"></span>węgla <span class="_ _4"></span>dostawami <span class="_ _3"></span>cało<span class="_ _0"></span>statkowymi. <span class="_ _3"></span>Spółka <span class="_ _4"></span>planuje <span class="_ _3"></span>rozpocz<span class="_ _0"></span>ęcie <span class="_ _3"></span>działalności <span class="_ _4"></span>handlu <span class="_ _3"></span>biomasą, <span class="_ _4"></span>jest <span class="_ _3"></span>w <span class="_ _4"></span>trakcie <span class="_ _4"></span>poszuk<span class="_ _3"></span></span>iwania </div><div class="t m0 x1 hf yab7 ff7 fs4 fc2 sc0 ls0 ws0">możliwości zakupu i sprzedaży.<span class="ff6"> </span></div><div class="t m0 x1 h16 yab8 ff5 fs4 fc5 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4d" class="pf w0 h0" ><div class="pc pc4d w0 h0"><img class="bi x14 y59 w17 h20" alt="" 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EAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAADgdS3XmNs5AADgbyv6HX4CAABQkRIAAICKDu2echeNzHYgAAAAAElFTkSuQmCC"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">77<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hd y25c ff5 fs5 fc5 sc0 ls12 ws0">5.2.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">OPIS CZYNNIKÓW I ZDARZEŃ, W TYM O NI<span class="_ _1"></span>ETYPOWYM <span class="_ _0"></span>CHARAKTERZE, MAJĄCYCH ISTOTNY </span></span></div><div class="t m0 x49 hd yab9 ff8 fs5 fc5 sc0 ls0 ws0">WPŁYW NA WYNIKI FINANSOWE <span class="ff5"> </span></div><div class="t m0 x1 hf y86 ff6 fs4 fc2 sc0 ls0 ws0">W 2025 <span class="ff7">roku nie wystąpiły zdarzenia o nietypowym charakterze, które miałyby istotny wpływ na osiągn<span class="_ _1"></span>ięte wyniki finansowe.<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf yaba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yabb ff5 fs5 fc5 sc0 ls12 ws0">5.3.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">WPŁYW KONFLIKTU ZBROJNEGO W UKRAINI<span class="_ _1"></span>E NA DZIAŁALNOŚĆ GRUPY<span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y5f0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y6e5 ff7 fs4 fc2 sc0 ls0 ws0">Zbrojna <span class="_ _9"></span>agresja Fed<span class="_ _1"></span>eracji <span class="_ _9"></span>R<span class="_ _0"></span>osyjskiej <span class="_ _1"></span>na <span class="_ _9"></span>Ukrainę, <span class="_ _1"></span>która <span class="_ _1"></span>–<span class="ff6"> <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _1"></span>opinii <span class="_ _9"></span>Emitenta <span class="_ _1"></span><span class="ff7">–<span class="ff6"> <span class="_ _9"></span><span class="ff7">w dalszym <span class="_ _9"></span>ciągu <span class="_ _1"></span>wywiera <span class="_ _9"></span>wpływ<span class="_ _0"></span> <span class="_ _1"></span>na <span class="_ _9"></span>globalną <span class="_ _1"></span>sytuację <span class="_ _9"></span>gospodarczą </span></span></span></span></div><div class="t m0 x1 hf yabc ff7 fs4 fc2 sc0 ls0 ws0">i <span class="_ _4"></span>społeczną. <span class="_ _4"></span>Konflikt <span class="_ _4"></span>w <span class="_ _4"></span>Ukrainie <span class="_ _3"></span>w<span class="_ _0"></span>pływa <span class="_ _4"></span>między <span class="_ _4"></span>innymi <span class="_ _3"></span>na <span class="_ _4"></span>temp<span class="_ _0"></span>o <span class="_ _4"></span>wzrostu <span class="_ _4"></span>gospodarczego, <span class="_ _4"></span>wysokość <span class="_ _4"></span>stóp <span class="_ _4"></span>procentowych, <span class="_ _4"></span>ku<span class="_ _0"></span><span class="ff6">rsów <span class="_ _4"></span>w<span class="_ _0"></span>alut <span class="_ _4"></span>i </span></div><div class="t m0 x1 hf y1c2 ff6 fs4 fc2 sc0 ls0 ws0">inflacji, ceny surowców energetycznych, czy poziom konsumpcji p<span class="_ _1"></span>aliw.  </div><div class="t m0 x1 hf y4d4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y6e7 ff7 fs4 fc2 sc0 ls0 ws0">Konsekwencjami <span class="_ _9"></span>trwającej wojny <span class="_ _9"></span>są <span class="_ _1"></span>przerwane, <span class="_ _9"></span>zakłócone <span class="_ _1"></span>lub <span class="_ _9"></span>zmodyfikowane <span class="_ _1"></span>łańcuchy <span class="_ _9"></span>dostaw,<span class="_ _0"></span> <span class="_ _9"></span>ograniczenia <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _9"></span>wymiany <span class="_ _1"></span>han<span class="ff6">dlowej </span></div><div class="t m0 x1 hf yabd ff7 fs4 fc2 sc0 ls0 ws0">m.in. <span class="_ _0"></span>zw<span class="_ _0"></span>iązane <span class="_ _0"></span>z <span class="_ _3"></span>wprowadzaniem <span class="_ _0"></span>ko<span class="_ _0"></span>lejnych <span class="_ _0"></span>pakietów <span class="_ _3"></span>sankcji <span class="_ _0"></span>na<span class="_ _0"></span>kładanych <span class="_ _0"></span>na <span class="_ _3"></span>Rosję <span class="_ _3"></span>oraz <span class="_ _0"></span>wz<span class="_ _0"></span>rost <span class="_ _0"></span>ryzyka <span class="_ _3"></span>geopolitycznego <span class="_ _0"></span>w <span class="_ _3"></span>regionie<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span>Europy </span></div><div class="t m0 x1 hf yabe ff7 fs4 fc2 sc0 ls0 ws0">Środkowo<span class="ff6">-Wschodniej. </span></div><div class="t m0 x1 hf yabf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yac0 ff7 fs4 fc2 sc0 ls0 ws0">Konflikt <span class="_ _0"></span>w <span class="_ _0"></span>Ukrainie <span class="_ _3"></span>ma <span class="_ _0"></span>bezpośredni <span class="_ _3"></span>lub <span class="_ _0"></span>pośredni <span class="_ _0"></span>wpływ <span class="_ _3"></span>na <span class="_ _0"></span>prowadzenie <span class="_ _0"></span>działalności <span class="_ _3"></span>gospodarczej <span class="_ _0"></span>przez <span class="_ _3"></span>przedsiębiorstwa <span class="_ _0"></span>w <span class="_ _0"></span>Po<span class="_ _0"></span>lsc<span class="_ _3"></span><span class="ff6">e, <span class="_ _0"></span>a <span class="_ _0"></span>tym </span></div><div class="t m0 x1 hf yac1 ff7 fs4 fc2 sc0 ls0 ws0">samym <span class="_ _3"></span>wyw<span class="_ _0"></span>iera <span class="_ _3"></span>on <span class="_ _4"></span>także <span class="_ _4"></span>wpływ <span class="_ _3"></span>na <span class="_ _4"></span>funkcjonowanie <span class="_ _4"></span>Grupy <span class="_ _3"></span>U<span class="_ _0"></span>NIMOT, <span class="_ _4"></span>poprzez <span class="_ _4"></span>m.in. <span class="_ _3"></span>zmiany <span class="_ _4"></span>warunków <span class="_ _3"></span>i <span class="_ _4"></span>kierunków <span class="_ _4"></span>dostaw, <span class="_ _4"></span>poziom <span class="_ _3"></span>c<span class="_ _0"></span>en <span class="_ _5"> </span><span class="ff6 ls28">i </span></div><div class="t m0 x1 hf ya86 ff7 fs4 fc2 sc0 ls0 ws0">dostępność <span class="_ _3"></span>surowców<span class="_ _0"></span>, <span class="_ _3"></span>a <span class="_ _4"></span>tym <span class="_ _4"></span>samym <span class="_ _3"></span>na <span class="_ _4"></span>poziom <span class="_ _3"></span>generowanych <span class="_ _3"></span>marż, <span class="_ _4"></span>możliwość <span class="_ _4"></span>pozyskania <span class="_ _3"></span>kapitału, <span class="_ _3"></span>cyberbezpieczeństwo <span class="_ _4"></span>oraz <span class="_ _3"></span>fizyczn<span class="_ _3"></span><span class="ff6 ls14">e </span></div><div class="t m0 x1 hf yac2 ff7 fs4 fc2 sc0 ls0 ws0">bezpieczeństwo.<span class="ff6"> </span></div><div class="t m0 x1 hf yac3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yac4 ff7 fs4 fc2 sc0 ls0 ws0">Intensywność w<span class="_ _0"></span>pływu <span class="_ _0"></span>na <span class="_ _0"></span>działalność <span class="_ _3"></span>operacyjną i <span class="_ _3"></span>wyniki finansow<span class="_ _0"></span>e <span class="_ _0"></span>Grupy, <span class="_ _0"></span>w <span class="_ _0"></span>z<span class="_ _0"></span>nacznym <span class="_ _0"></span>stopniu <span class="_ _0"></span>zależeć <span class="_ _0"></span>będą <span class="_ _0"></span>od <span class="_ _0"></span>dalszego<span class="_ _0"></span> <span class="_ _0"></span>przebiegu<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span>wojny </span></div><div class="t m0 x1 hf yac5 ff7 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _3"></span>jej <span class="_ _3"></span>zakończenia, <span class="_ _3"></span>skutków <span class="_ _4"></span>podtrzymywania <span class="_ _3"></span>lub <span class="_ _3"></span>nakładania <span class="_ _3"></span>kolejnych <span class="_ _3"></span>sankcji <span class="_ _3"></span>na <span class="_ _4"></span>Rosję <span class="_ _3"></span>i <span class="_ _3"></span>Białoruś <span class="_ _3"></span>o<span class="_ _0"></span>raz <span class="_ _3"></span>działań <span class="_ _3"></span>podejmowanych <span class="_ _5"></span><span class="ff6">ze <span class="_ _3"></span>strony </span></div><div class="t m0 x1 hf yac6 ff7 fs4 fc2 sc0 ls0 ws0">Rosji. W <span class="_ _1"></span>obecnej s<span class="_ _1"></span>ytuacji nie<span class="_ _1"></span>pewności nie <span class="_ _1"></span>jest <span class="_ _1"></span>możliwe, w <span class="_ _1"></span>sposób <span class="_ _1"></span>racjonalny, określ<span class="_ _1"></span>enie <span class="_ _1"></span>scenariusza rozwoju sytu<span class="_ _1"></span>acji wynikają<span class="ff6">cej ze <span class="_ _1"></span>skutków </span></div><div class="t m0 x1 hf yac7 ff6 fs4 fc2 sc0 ls0 ws0">wojny prowadzonej na terytorium Ukrainy.  </div><div class="t m0 x1 hf y2fa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3c3 ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT, <span class="_ _3"></span>mając <span class="_ _0"></span>świadomość <span class="_ _0"></span>zasięgu <span class="_ _0"></span>i <span class="_ _0"></span>skali <span class="_ _0"></span>z<span class="_ _0"></span>agrożeń <span class="_ _0"></span>związanych <span class="_ _0"></span>z <span class="_ _3"></span>trwającą wo<span class="_ _0"></span>jną w<span class="_ _0"></span> <span class="_ _0"></span>Ukrainie, <span class="_ _0"></span>na <span class="_ _0"></span>bieżąco <span class="_ _0"></span>mo<span class="_ _0"></span>nitoruje <span class="_ _0"></span>podejmo<span class="_ _0"></span><span class="ff6">wane </span></div><div class="t m0 x1 hf y72 ff7 fs4 fc2 sc0 ls0 ws0">przez administrację rządową, a <span class="_ _0"></span>także społeczność międzynarodową kroki polityczne <span class="_ _0"></span>i ekonomiczne oraz analizuje ich <span class="_ _0"></span>wpływ na pr<span class="_ _3"></span><span class="ff6">o</span>wadzoną </div><div class="t m0 x1 hf yac8 ff7 fs4 fc2 sc0 ls0 ws0">działalność. <span class="_ _4"></span>Grupa <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>przygoto<span class="_ _0"></span>wana <span class="_ _4"></span>jest <span class="_ _4"></span>na <span class="_ _5"></span>różne <span class="_ _4"></span>scenariusze <span class="_ _4"></span>na <span class="_ _4"></span>rynku <span class="_ _4"></span>paliw <span class="_ _4"></span>i <span class="_ _5"></span>dostosowuje <span class="_ _4"></span>się <span class="_ _4"></span>do <span class="_ _5"></span>wszystkich <span class="_ _4"></span>sankcji <span class="_ _4"></span>krajo<span class="_ _3"></span><span class="ff6">wych <span class="_ _4"></span>i </span></div><div class="t m0 x1 hf yac9 ff7 fs4 fc2 sc0 ls0 ws0">międzynarodowych.  Na <span class="_ _14"> </span>bieżąco<span class="_ _0"></span>  podejmowane <span class="_ _14"> </span>są  działania  mające  na  celu <span class="_ _14"> </span>o<span class="_ _0"></span>graniczenie  p<span class="_ _1"></span>otencjalnych  skutków  wojny  na <span class="_ _14"> </span>dzi<span class="_ _3"></span>ałalność </div><div class="t m0 x1 hf yaca ff7 fs4 fc2 sc0 ls0 ws0">operacyjną, a także utrzymania ciągłości działania infras<span class="_ _1"></span>truktury krytycznej. <span class="ff6"> </span></div><div class="t m0 x1 hf yacb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y32d ff7 fs4 fc2 sc0 ls0 ws0">Na  dzień <span class="_ _15"> </span>sporządzenia <span class="_ _15"> </span>niniejszego <span class="_ _18"> </span>sprawoz<span class="_ _0"></span>danie  finansow<span class="_ _0"></span>ego  Grupa <span class="_ _15"> </span>UNIMOT <span class="_ _18"> </span>posia<span class="_ _0"></span>da <span class="_ _18"> </span>nieisto<span class="_ _0"></span>tne <span class="_ _27"> </span>–<span class="ff6">  z<span class="_ _0"></span> <span class="_ _18"> </span>p<span class="_ _0"></span>unktu  widze<span class="_ _0"></span>nia <span class="_ _18"> </span>prow<span class="_ _0"></span>adzenia </span></div><div class="t m0 x1 hf y9eb ff7 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _1"></span>–<span class="ff6"> <span class="_ _9"></span><span class="ff7">aktywa zl<span class="_ _1"></span>okalizowane <span class="_ _9"></span>na te<span class="_ _1"></span>renie <span class="_ _9"></span>Ukrai<span class="_ _0"></span>ny, <span class="_ _1"></span>dlateg<span class="_ _1"></span>o <span class="_ _1"></span>też <span class="_ _1"></span>bezpośrednie <span class="_ _9"></span>skutki <span class="_ _1"></span>wojny <span class="_ _1"></span>na <span class="_ _9"></span>prowadzoną <span class="_ _1"></span>w <span class="_ _1"></span>tym <span class="_ _9"></span>kraju <span class="_ _1"></span>własną <span class="_ _9"></span>działa<span class="_ _3"></span>lność </span></span></div><div class="t m0 x1 hf yacc ff7 fs4 fc2 sc0 ls0 ws0">biznesową <span class="_ _3"></span>jest <span class="_ _4"></span>marginalna. <span class="_ _3"></span>Po<span class="_ _0"></span>nadto, <span class="_ _4"></span>w <span class="_ _4"></span>wyniku <span class="_ _3"></span>prowadzonych <span class="_ _4"></span>działań <span class="_ _3"></span>wo<span class="_ _0"></span>jennych <span class="_ _3"></span>na <span class="_ _4"></span>terytorium <span class="_ _4"></span>Ukrainy <span class="_ _3"></span>nie <span class="_ _3"></span>w<span class="_ _0"></span>ystąpiły <span class="_ _4"></span>istotne <span class="_ _3"></span>zakłó<span class="_ _3"></span><span class="ff6">c<span class="_ _0"></span>enia </span></div><div class="t m0 x1 hf y1d4 ff7 fs4 fc2 sc0 ls0 ws0">mające wpływ na działalność operacyjną Grup<span class="_ _1"></span>y UNIMOT.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yacd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yace ff7 fs4 fc2 sc0 ls0 ws0">Reakcją <span class="_ _4"></span>Unii <span class="_ _4"></span>Europejskie<span class="_ _1"></span>j <span class="_ _4"></span>na <span class="_ _4"></span>rosyjską <span class="_ _4"></span>agresję <span class="_ _3"></span>wobec <span class="_ _4"></span>Ukrainy <span class="_ _4"></span>są <span class="_ _4"></span>konsekwentnie <span class="_ _3"></span>wdrażane <span class="_ _4"></span>kolejne <span class="_ _4"></span>obostrzenia <span class="_ _4"></span>sankcyjne. <span class="_ _3"></span>W<span class="_ _0"></span> <span class="_ _4"></span>2025 <span class="_ _4"></span>r<span class="_ _0"></span><span class="ff6">. <span class="_ _4"></span>Unia </span></div><div class="t m0 x1 hf yacf ff7 fs4 fc2 sc0 ls0 ws0">Europejska <span class="_ _0"></span>przyjęła <span class="_ _0"></span>18. <span class="_ _0"></span>pakiet <span class="_ _0"></span>sankcji <span class="_ _0"></span>wo<span class="_ _0"></span>bec <span class="_ _0"></span>Rosji, <span class="_ _0"></span>który <span class="_ _0"></span>obejmował <span class="_ _0"></span>m.in. <span class="_ _0"></span>obniżenie <span class="_ _0"></span>limitu <span class="_ _0"></span>cenowego <span class="_ _0"></span>rosyjskiej <span class="_ _0"></span>ropy <span class="_ _3"></span>naftowej<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span>z <span class="_ _3"></span>60 do <span class="_ _3"></span>47,6<span class="_ _1"></span> </span></div><div class="t m0 x1 hf yad0 ff7 fs4 fc2 sc0 ls0 ws0">USD <span class="_ _4"></span>oraz <span class="_ _4"></span>wprowadzenie <span class="_ _3"></span>automatycznego <span class="_ _4"></span>i <span class="_ _4"></span>dynamicznego <span class="_ _4"></span>mechanizmu <span class="_ _3"></span>jego <span class="_ _4"></span>przeglądu <span class="_ _4"></span>w <span class="_ _4"></span>przyszłości. <span class="_ _4"></span>Nowy <span class="_ _4"></span>system <span class="_ _3"></span>gwarantuje, <span class="_ _4"></span>że <span class="_ _4"></span>pułap<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yad1 ff7 fs4 fc2 sc0 ls0 ws0">będzie  zawsze <span class="_ _14"> </span>o<span class="_ _0"></span>  15  proc.  ni<span class="_ _1"></span>ższy  niż  średnia  cena <span class="_ _14"> </span>ry<span class="_ _0"></span>nkowa  ropy  Uralu <span class="_ _14"> </span>w  poprzednim  okresie  sześciu  miesięcy,  co <span class="_ _14"> </span>zapewn<span class="_ _3"></span><span class="ff6">i  zarówno </span></div><div class="t m0 x1 hf y424 ff7 fs4 fc2 sc0 ls0 ws0">przewidywalność <span class="_ _3"></span>dla <span class="_ _4"></span>operatorów, <span class="_ _4"></span>jak <span class="_ _3"></span>i <span class="_ _4"></span>presję <span class="_ _4"></span>na <span class="_ _3"></span>spa<span class="_ _0"></span>dek <span class="_ _4"></span>rosyjskich <span class="_ _3"></span>dochodów <span class="_ _4"></span>z <span class="_ _4"></span>energii. <span class="_ _3"></span>Wprow<span class="_ _0"></span>adzono <span class="_ _4"></span>także <span class="_ _3"></span>zakaz<span class="_ _0"></span> <span class="_ _3"></span>przywozu <span class="_ _4"></span>produk<span class="_ _3"></span><span class="ff6">tów </span></div><div class="t m0 x1 hf ya98 ff7 fs4 fc2 sc0 ls0 ws0">rafinacji <span class="_ _4"></span>ropy <span class="_ _4"></span>naftowej <span class="_ _4"></span>pochodzących <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _4"></span>rosyjskiej <span class="_ _3"></span>ropy <span class="_ _4"></span>naftowej, <span class="_ _4"></span>nawet <span class="_ _4"></span>jeśli <span class="_ _4"></span>zostały <span class="_ _4"></span>przetworzone <span class="_ _4"></span>poza <span class="_ _4"></span>Rosją. <span class="_ _4"></span>Dzięki <span class="_ _5"></span><span class="ff6">temu <span class="_ _4"></span>rosyjska <span class="_ _4"></span>ropa </span></div><div class="t m0 x1 hf ya2b ff7 fs4 fc2 sc0 ls0 ws0">naftowa nie powinna wchodzić w żadnej formie na rynek UE. <span class="ff6"> </span></div><div class="t m0 x1 hf yad2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yad3 ff7 fs4 fc2 sc0 ls0 ws0">W zakre<span class="_ _1"></span>sie <span class="_ _1"></span>oleju <span class="_ _1"></span>napęd<span class="_ _1"></span>owego Grupa <span class="_ _9"></span>UNIMOT podjęła <span class="_ _1"></span>zdecydowane <span class="_ _9"></span>kroki, dzięki <span class="_ _9"></span>którym uniezależniła <span class="_ _1"></span>się <span class="_ _9"></span>o<span class="_ _0"></span>d <span class="_ _1"></span>zakupu <span class="_ _1"></span>tego <span class="_ _1"></span>surowca <span class="_ _1"></span>z <span class="ff6">kierunku </span></div><div class="t m0 x1 hf yad4 ff7 fs4 fc2 sc0 ls0 ws0">wschodniego i <span class="_ _3"></span>posiada <span class="_ _0"></span>pełną <span class="_ _0"></span>zdolność <span class="_ _0"></span>do <span class="_ _3"></span>zaspakajania <span class="_ _0"></span>potrzeb <span class="_ _0"></span>na <span class="_ _0"></span>ten <span class="_ _0"></span>produkt <span class="_ _3"></span>poprzez <span class="_ _0"></span>wykorzystywanie <span class="_ _0"></span>wielu <span class="_ _0"></span>dostawców <span class="_ _3"></span>paliw,<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span>któ<span class="_ _0"></span>rzy <span class="_ _0"></span>w </span></div><div class="t m0 x1 hf yad5 ff7 fs4 fc2 sc0 ls0 ws0">przeważającej większości pochodzą z zagranicy. <span class="ff6"> </span></div><div class="t m0 x1 hf yad6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yad7 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>ramach <span class="_ _3"></span>tych <span class="_ _3"></span>działań <span class="_ _3"></span>Grupa <span class="_ _0"></span>Emitenta <span class="_ _3"></span>podpisała <span class="_ _3"></span>z <span class="_ _3"></span>HES <span class="_ _3"></span>Wilhelms<span class="_ _1"></span>haven <span class="_ _0"></span>T<span class="_ _0"></span>ank <span class="_ _3"></span>Terminal <span class="_ _0"></span>GmbH <span class="_ _3"></span>(<span class="_ _0"></span>„HES”) <span class="_ _3"></span>umowę <span class="_ _3"></span>związaną <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _3"></span>przeładunkiem <span class="_ _4"></span><span class="ff6 ls17">i </span></div><div class="t m0 x1 hf yad8 ff7 fs4 fc2 sc0 ls0 ws0">magazynowaniem <span class="_ _17"> </span>o<span class="_ _0"></span>leju <span class="_ _17"> </span>napędowego. <span class="_ _19"> </span>Magazyny <span class="_ _17"> </span>i <span class="_ _19"> </span>infrastruktura <span class="_ _17"> </span>należące <span class="_ _17"> </span>do <span class="_ _19"> </span>HES <span class="_ _19"> </span>znajdu<span class="_ _1"></span>ją <span class="_ _19"> </span>s<span class="_ _1"></span>ię <span class="_ _17"> </span>w <span class="_ _19"> </span>Wilhelmshaven <span class="_ _17"> </span>w <span class="_ _19"> </span>Niemczech. </div><div class="t m0 x1 hf yaa ff6 fs4 fc2 sc0 ls0 ws0">Zagwarantowa<span class="ff7">na <span class="_ _1"></span>pojemność <span class="_ _9"></span>mag<span class="_ _0"></span>azynowa oleju<span class="_ _1"></span> <span class="_ _1"></span>napęd<span class="_ _1"></span>owego <span class="_ _1"></span>wynosi <span class="_ _1"></span>78 <span class="_ _9"></span>tys. m³. <span class="_ _1"></span>Strony <span class="_ _9"></span>zawarły umowę <span class="_ _9"></span>dotycz<span class="_ _0"></span>ącą <span class="_ _1"></span>oleju <span class="_ _9"></span>napędowego na <span class="_ _9"></span>czas </span></div><div class="t m0 x1 hf yad9 ff7 fs4 fc2 sc0 ls0 ws0">18 <span class="_ _3"></span>miesięcy, <span class="_ _0"></span>pocz<span class="_ _0"></span>ąwszy <span class="_ _3"></span>od <span class="_ _3"></span>1 <span class="_ _3"></span>lipca <span class="_ _0"></span>2024 <span class="_ _3"></span>r. <span class="_ _3"></span>z <span class="_ _3"></span>możliwością <span class="_ _3"></span>jej <span class="_ _3"></span>przedłużenia <span class="_ _0"></span>na <span class="_ _3"></span>okres <span class="_ _3"></span>kolejnych <span class="_ _3"></span>12 <span class="_ _3"></span>miesięcy. <span class="_ _3"></span>Terminal <span class="_ _0"></span>w <span class="_ _3"></span>Wilhelmsh<span class="_ _3"></span><span class="ff6">aven <span class="_ _3"></span>daje </span></div><div class="t m0 x1 hf yada ff7 fs4 fc2 sc0 ls0 ws0">możliwość transportowania oleju napędowego z Niemiec koleją i transporte<span class="_ _1"></span>m samochodowym do Polski.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yadb ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4e" class="pf w0 h0" ><div class="pc pc4e w0 h0"><img class="bi x14 y59 w17 h20" alt="" 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EAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAADgdS3XmNs5AADgbyv6HX4CAABQkRIAAICKDu2echeNzHYgAAAAAElFTkSuQmCC"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">78<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">W 2025 r. <span class="_ _0"></span>import <span class="_ _0"></span>gazu LPG <span class="_ _0"></span>realizowany <span class="_ _0"></span>był m.in. <span class="_ _0"></span>ze Szwecji, <span class="_ _0"></span>Wielkiej Brytanii, <span class="_ _0"></span>Holandii i <span class="_ _0"></span>Norwegii <span class="_ _0"></span>i o<span class="_ _0"></span>dbywał się głównie <span class="_ _0"></span>popr<span class="_ _3"></span><span class="ff6">zez terminal w </span></div><div class="t m0 x1 hf y104 ff6 fs4 fc2 sc0 ls0 ws0">Wilhelmshaven, <span class="_ _5"> </span>który  <span class="ff7">G<span class="_ _1"></span>rupa <span class="_ _5"> </span>UN<span class="_ _0"></span>IMOT <span class="_ _14"> </span>wykorzystuje <span class="_ _14"> </span>na <span class="_ _14"> </span>podstawie <span class="_ _5"> </span>umowy <span class="_ _14"> </span>ze <span class="_ _14"> </span>spółką <span class="_ _14"> </span>HES. <span class="_ _14"> </span>Umowa <span class="_ _5"> </span>przewiduje <span class="_ _14"> </span>możliwość <span class="_ _14"> </span>przeładunku <span class="_ _5"></span>i </span></div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">magazynowania gazu <span class="_ _1"></span>LPG o <span class="_ _1"></span>wolumen<span class="_ _1"></span>ie około 8<span class="_ _1"></span> tys. <span class="_ _1"></span>ton. <span class="_ _1"></span>Umowa została zawarta n<span class="_ _1"></span>a czas <span class="_ _9"></span>określony 48 miesi<span class="_ _1"></span>ęcy, począwszy od <span class="_ _1"></span>1 <span class="_ _1"></span>październ<span class="_ _1"></span>ika </div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">2024 <span class="_ _3"></span>r. <span class="_ _3"></span>z <span class="_ _4"></span>możliwością <span class="_ _3"></span>jej <span class="_ _3"></span>przedłużenia <span class="_ _3"></span>na <span class="_ _4"></span>okres <span class="_ _3"></span>kolejnych <span class="_ _3"></span>24 <span class="_ _3"></span>mie<span class="_ _0"></span>sięcy. <span class="_ _3"></span>Wykorzystywanie <span class="_ _3"></span>terminale <span class="_ _4"></span>w <span class="_ _3"></span>Wilhelmshaven <span class="_ _3"></span>stanowiło <span class="_ _4"></span>kl<span class="_ _0"></span><span class="ff6">uczowy </span></div><div class="t m0 x1 hf y79f ff6 fs4 fc2 sc0 ls0 ws0">element dywersyfikacji kierunków dostaw i wzmocnienia be<span class="_ _1"></span>z<span class="ff7">p<span class="_ _0"></span>ieczeństwa logistycznego.</span> </div><div class="t m0 x1 hf y7a0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">W ciągu <span class="_ _1"></span>2025 r. <span class="_ _1"></span>na <span class="_ _1"></span>polskim ryn<span class="_ _1"></span>ku stal<span class="_ _1"></span>e dostępne<span class="_ _1"></span> były ros<span class="_ _1"></span>yjskie frakcje b<span class="_ _1"></span>utanowe (n<span class="ff6">-</span>butan <span class="_ _1"></span>i izobutan), które <span class="_ _9"></span>wyłączone były z<span class="_ _1"></span> pakietu<span class="_ _1"></span> sankcji. </div><div class="t m0 x1 hf y7a2 ff7 fs4 fc2 sc0 ls0 ws0">Powodowało <span class="_ _0"></span>to <span class="_ _0"></span>dodatkową <span class="_ _3"></span>niestabi<span class="_ _1"></span>lność <span class="_ _0"></span>i <span class="_ _0"></span>presję <span class="_ _0"></span>konkurencyjną <span class="_ _0"></span>n<span class="_ _0"></span>a <span class="_ _0"></span>regionalnym <span class="_ _0"></span>rynku, <span class="_ _0"></span>co<span class="_ _0"></span> <span class="_ _0"></span>znacząco <span class="_ _0"></span>wzmocniło <span class="_ _0"></span>presję <span class="_ _0"></span>ce<span class="_ _3"></span>nową <span class="_ _0"></span>na <span class="_ _0"></span>gaz <span class="_ _3"></span>LPG. </div><div class="t m0 x1 hf y7a3 ff7 fs4 fc2 sc0 ls0 ws0">Zamknięcie luki<span class="_ _1"></span> sankcyjnej nastąpiło w <span class="_ _1"></span>ramach 19. <span class="_ _1"></span>pakietu <span class="_ _1"></span>sankcji nałożonych przez Un<span class="_ _1"></span>ię Europe<span class="_ _1"></span>jską na Rosję. <span class="_ _1"></span>Doszło do całkow<span class="_ _0"></span><span class="ff6">itego zakazu </span></div><div class="t m0 x1 hf y7a4 ff6 fs4 fc2 sc0 ls0 ws0">sprowadzania <span class="_ _4"></span>do <span class="_ _4"></span>wspólnoty <span class="_ _5"></span>rosyjskiego <span class="_ _4"></span>gazu <span class="_ _4"></span>LPG, <span class="_ _5"></span>w<span class="_ _0"></span> <span class="ff7">tym <span class="_ _4"></span>wchodzących <span class="_ _4"></span>w</span> <span class="ff7">skład <span class="_ _5"></span>tego <span class="_ _4"></span>paliwa <span class="_ _4"></span>izobutanu <span class="_ _4"></span>i</span> n-b<span class="ff7">utanu. <span class="_ _4"></span>Nowe <span class="_ _5"></span>przepisy <span class="_ _4"></span>weszły </span></div><div class="t m0 x1 hf y640 ff6 fs4 fc2 sc0 ls0 ws0">w <span class="ff7">życie 26 stycznia 2026 r.</span>  </div><div class="t m0 x1 hf y7a5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a6 ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT zaangażowała się<span class="_ _1"></span> w <span class="_ _1"></span>zaspakajanie <span class="_ _1"></span>potrzeb <span class="_ _1"></span>gospodarki ukraiński<span class="_ _1"></span>ej i <span class="_ _1"></span>ludności Ukrai<span class="_ _1"></span>ny w zakresie<span class="_ _1"></span> paliw <span class="_ _1"></span>zaraz po <span class="_ _9"></span>w<span class="_ _0"></span>ybu<span class="_ _0"></span><span class="ff6">chu wojny </span></div><div class="t m0 x1 hf y611 ff7 fs4 fc2 sc0 ls0 ws0">i <span class="_ _1"></span>stale re<span class="_ _1"></span>alizuje d<span class="_ _1"></span>ostawy oleju <span class="_ _9"></span>na<span class="_ _0"></span>pędowego i <span class="_ _9"></span>gazu LPG na <span class="_ _9"></span>tery<span class="_ _0"></span>torium tego <span class="_ _9"></span>kraju.<span class="_ _0"></span> Dostawy <span class="_ _9"></span>paliw zarówno d<span class="_ _1"></span>o Ukrai<span class="_ _1"></span>ny <span class="_ _1"></span>jak i <span class="_ _1"></span>na<span class="_ _0"></span><span class="ff6"> potrzeby <span class="_ _1"></span>krajowe </span></div><div class="t m0 x1 hf y7a7 ff7 fs4 fc2 sc0 ls0 ws0">są <span class="_ _4"></span>realizowane <span class="_ _3"></span>przez <span class="_ _4"></span>w<span class="_ _0"></span>spólny <span class="_ _4"></span>łańcuch <span class="_ _3"></span>logistyczny, <span class="_ _4"></span>co <span class="_ _4"></span>w <span class="_ _4"></span>konsekwencji <span class="_ _4"></span>powoduje, <span class="_ _3"></span>ż<span class="_ _0"></span>e <span class="_ _4"></span>precyzyjne <span class="_ _3"></span>oszacowanie <span class="_ _4"></span>wpływu <span class="_ _4"></span>sprzedaży <span class="_ _3"></span>pali<span class="_ _3"></span><span class="ff6">w <span class="_ _4"></span>na </span></div><div class="t m0 x1 hf y7a8 ff7 fs4 fc2 sc0 ls0 ws0">rynek <span class="_ _1"></span>ukraiński <span class="_ _1"></span>na <span class="_ _1"></span>wyniki <span class="_ _1"></span>finansowe Grupy <span class="_ _1"></span>UNIMOT <span class="_ _1"></span> <span class="_ _1"></span> je<span class="_ _1"></span>st ni<span class="_ _1"></span>emożliwe. Ponadto, <span class="_ _1"></span>jest <span class="_ _1"></span>wysoce <span class="_ _1"></span>prawdopodobne, <span class="_ _9"></span>ż<span class="_ _0"></span>e <span class="_ _1"></span>w<span class="_ _0"></span><span class="ff6">olumen paliw <span class="_ _9"></span>dost<span class="_ _0"></span>arczany </span></div><div class="t m0 x1 hf y7a9 ff7 fs4 fc2 sc0 ls0 ws0">do <span class="_ _5"> </span>Ukrainy <span class="_ _14"> </span>mógłby <span class="_ _5"> </span>być <span class="_ _14"> </span>alokowany <span class="_ _14"> </span>na <span class="_ _5"> </span>rynek <span class="_ _5"> </span>k<span class="_ _0"></span>rajowy <span class="_ _14"> </span>i <span class="_ _5"> </span>tym <span class="_ _14"> </span>samym <span class="_ _14"> </span>mógłby <span class="_ _5"> </span>generować <span class="_ _14"> </span>dodatkowy <span class="_ _14"> </span>wynik <span class="_ _5"></span>finansowy. <span class="_ _14"> </span>Dostawy <span class="_ _5"> </span>paliw <span class="_ _14"> </span>na </div><div class="t m0 x1 hf y7aa ff7 fs4 fc2 sc0 ls0 ws0">terytorium <span class="_ _4"></span>Ukrainy <span class="_ _4"></span>są <span class="_ _5"></span>realizowane <span class="_ _4"></span>między <span class="_ _5"></span>innymi <span class="_ _4"></span>przy <span class="_ _5"></span>wykorzystaniu <span class="_ _4"></span>posiada<span class="_ _0"></span>nych <span class="_ _4"></span>przez <span class="_ _5"></span>Grupę <span class="_ _14"> </span><span class="ff6">UNIMOT <span class="_ _4"></span>terminali <span class="_ _4"></span>magazynowych <span class="_ _5"></span>oleju </span></div><div class="t m0 x1 hf y7ab ff7 fs4 fc2 sc0 ls0 ws0">napędowego i LPG w Jaśle i w Piotrkowie Trybunals<span class="_ _1"></span>kim.  <span class="ff6"> </span></div><div class="t m0 x1 hf y7ac ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7fb ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _1"></span>UNIMOT <span class="ff7">prowadzi działalność <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _1"></span>obrotu, sprzed<span class="_ _1"></span>aży i dys<span class="_ _1"></span>trybucji gazu <span class="_ _1"></span>ziemnego z <span class="_ _1"></span>wykorzystaniem własne<span class="_ _1"></span>j infrastruktu<span class="_ _1"></span>ry (sieć </span></div><div class="t m0 x1 hf y789 ff7 fs4 fc2 sc0 ls0 ws0">gazowa,  stacje  regazyfikacji  LNG),  zewnętrznej  infrastruktury,  na  Towarowej  Giełdzie  Energii  oraz  z  zagranicą.  Rynek  gazu  zie<span class="_ _3"></span><span class="ff6">mnego </span></div><div class="t m0 x1 hf y2be ff6 fs4 fc2 sc0 ls0 ws0">d<span class="ff7">ostosowywał <span class="_ _1"></span>się <span class="_ _a"></span>do <span class="_ _1"></span>warunków, <span class="_ _1"></span>które <span class="_ _9"></span>powstały <span class="_ _1"></span>po <span class="_ _9"></span>wybuchu <span class="_ _9"></span>w<span class="_ _0"></span>ojny <span class="_ _1"></span>w <span class="_ _9"></span>Ukrainie, <span class="_ _9"></span>je<span class="_ _0"></span>dnak <span class="_ _9"></span>dal<span class="_ _0"></span>sze <span class="_ _9"></span>działa<span class="_ _0"></span>nia <span class="_ _9"></span>wojenne <span class="_ _1"></span>mogą <span class="_ _9"></span>wpływać <span class="_ _1"></span>na <span class="_ _9"></span>z<span class="_ _0"></span>mie<span class="_ _0"></span>nność </span></div><div class="t m0 x1 hf y324 ff6 fs4 fc2 sc0 ls0 ws0">cen na rynku gazu ziemnego.  </div><div class="t m0 x1 hf y34d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yadc ff7 fs4 fc2 sc0 ls0 ws0">Przed <span class="_ _3"></span>wybuchem <span class="_ _3"></span>wojny <span class="_ _3"></span>na <span class="_ _3"></span>terytorium <span class="_ _3"></span>Ukrainy <span class="_ _3"></span>Grupa <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>rozwijała <span class="_ _3"></span>sieć <span class="_ _3"></span>stacji <span class="_ _3"></span>paliw <span class="_ _3"></span>AVIA, <span class="_ _3"></span>która <span class="_ _3"></span>na <span class="_ _3"></span>koniec <span class="_ _0"></span>2025<span class="_ _0"></span> <span class="_ _3"></span>r. <span class="_ _3"></span>liczyła <span class="_ _3"></span>5 <span class="_ _3"></span>p<span class="_ _3"></span><span class="ff6">lacówek </span></div><div class="t m0 x1 hf y56a ff7 fs4 fc2 sc0 ls0 ws0">franczyzowych. <span class="_ _0"></span>Konflikt zbrojny <span class="_ _0"></span>miał <span class="_ _0"></span>bezpośredni w<span class="_ _0"></span>pływ <span class="_ _0"></span>na ich <span class="_ _0"></span>funkcjonowanie. <span class="_ _0"></span>Był <span class="_ _0"></span>on <span class="_ _0"></span>przyczyną cz<span class="_ _0"></span>asowego wyłączenia <span class="_ _0"></span>niektór<span class="_ _3"></span><span class="ff6">ych stacji <span class="_ _0"></span>z </span></div><div class="t m0 x1 hf yadd ff7 fs4 fc2 sc0 ls0 ws0">obsługi <span class="_ _1"></span>klientów <span class="_ _1"></span>i <span class="_ _1"></span>sprzedaży p<span class="_ _1"></span>aliw. Stacje <span class="_ _9"></span>borykały się <span class="_ _1"></span>z <span class="_ _1"></span>przerwami w <span class="_ _9"></span>dostawach paliw <span class="_ _1"></span>oraz e<span class="_ _1"></span>nergii e<span class="_ _1"></span>lektrycznej, <span class="_ _1"></span>a <span class="_ _1"></span>także <span class="_ _1"></span>wyma<span class="_ _0"></span>gały remontów </div><div class="t m0 x1 hf y2c3 ff7 fs4 fc2 sc0 ls0 ws0">po działaniach zbrojnych. <span class="ff6"> </span></div><div class="t m0 x1 hf yade ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y172 ff7 fs4 fc2 sc0 ls0 ws0">Trwająca <span class="_ _5"> </span>wojna <span class="_ _5"></span>na <span class="_ _4"></span>terytorium <span class="_ _5"></span>Ukrainy <span class="_ _5"></span>miała <span class="_ _5"></span>pośredni <span class="_ _5"></span>wpływ <span class="_ _5"> </span>na <span class="_ _5"></span>pozostałe <span class="_ _5"></span>segmenty <span class="_ _4"></span>działalnośc<span class="_ _0"></span>i <span class="_ _5"></span>Grupy <span class="_ _4"></span>UNIMOT,<span class="_ _0"></span> <span class="_ _5"></span>w <span class="_ _5"></span>tym <span class="_ _5"></span>na <span class="_ _4"></span>s<span class="_ _0"></span>egmenty:<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7ea ff7 fs4 fc2 sc0 ls0 ws0">Bitumen (jedynie sprzedaż okazjonalna do klientów z<span class="_ _0"></span> Ukrainy), Infrastruktura i Logistyka (<span class="_ _0"></span>oprócz działalności w zakresie wyda<span class="_ _3"></span><span class="ff6">wania paliw, o </span></div><div class="t m0 x1 hf yadf ff7 fs4 fc2 sc0 ls0 ws0">którym mowa powyżej), Energi<span class="_ _1"></span>a Elektryczna, Paliwa Stałe oraz Fot<span class="_ _1"></span>owoltaika, co wynikało ze <span class="_ _1"></span>zmienionych warunków prowadze<span class="_ _1"></span>nia bi<span class="_ _0"></span><span class="ff6">znesu w </span></div><div class="t m0 x1 hf yae0 ff6 fs4 fc2 sc0 ls0 ws0">Polsce.    </div><div class="t m0 x1 hf yae1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y625 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _9"></span>zależności <span class="_ _1"></span>od <span class="_ _9"></span>dalszego <span class="_ _9"></span>przebiegu <span class="_ _1"></span>wojny <span class="_ _9"></span>w <span class="_ _1"></span>Ukrainie, <span class="_ _9"></span>Grupa <span class="_ _9"></span>UNIMO<span class="_ _0"></span>T <span class="ff6">- <span class="_ _a"></span><span class="ff7">na <span class="_ _1"></span>bieżąco <span class="_ _9"></span><span class="ff6">- <span class="_ _1"></span><span class="ff7">będzie <span class="_ _9"></span>dokonywać <span class="_ _1"></span>analiz <span class="_ _9"></span>i <span class="_ _9"></span>podejmować<span class="_ _0"></span> <span class="_ _9"></span>stosowne <span class="_ _1"></span>decyzje </span></span></span></span></div><div class="t m0 x1 hc y604 ff7 fs4 fc2 sc0 ls0 ws0">operacyjne i handlowe, które mogą odbieg<span class="_ _1"></span>ać od przyjętych założ<span class="_ _0"></span>eń str<span class="_ _1"></span>ategicznych i budżetowych.<span class="_ _0"></span><span class="ff6 fs6"> </span></div><div class="t m0 x1 hf y6aa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yae2 ff5 fs5 fc5 sc0 ls12 ws0">5.4.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">OPIS ISTOTNYCH CZYNNIKÓW RYZYKA I <span class="ff8">ZAGROŻEŃ </span>  </span></span></div><div class="t m0 x1 h10 yae3 ff5 fs3 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 ya70 ff8 fs3 fc5 sc0 ls0 ws0">RYZYKA W DZIAŁALNOŚC<span class="_ _0"></span>I GRUPY KAPITAŁOWEJ<span class="_ _0"></span> UNIMOT<span class="_ _0"></span><span class="ff5 ls2">  <span class="ls0"> </span></span></div><div class="t m0 x1 hf yae4 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff7">Zarządzanie <span class="_ _15"> </span>ryzykiem <span class="_ _15"> </span>w <span class="_ _27"> </span>Grupie <span class="_ _15"> </span>kapitałowej <span class="_ _27"> </span>UNIMOT <span class="_ _15"> </span>odbywa <span class="_ _27"> </span>się <span class="_ _15"> </span>na <span class="_ _15"> </span>poziomie <span class="_ _15"> </span>o<span class="_ _0"></span>peracyjnym <span class="_ _15"> </span>w <span class="_ _27"> </span>ramach <span class="_ _15"> </span>poszczególnych <span class="_ _15"> </span>segmentów </span></div><div class="t m0 x1 hf yae5 ff7 fs4 fc2 sc0 ls0 ws0">działalności Grupy przez <span class="_ _1"></span>zarządzających nimi <span class="_ _1"></span>menadżerów/kierowników i przez <span class="_ _1"></span>zarządy spółek <span class="_ _1"></span>zależnych, a także na <span class="_ _1"></span>poziomie str<span class="_ _0"></span><span class="ff6">ategicznym </span></div><div class="t m0 x1 hf yab1 ff6 fs4 fc2 sc0 lsc ws0">Gr<span class="ff7 ls0">upy, przez Zarząd <span class="_ _0"></span>Spółki. Wykorzystując procesowe <span class="_ _0"></span>podejście do z<span class="_ _0"></span>arządzania ryzykiem, można efektywnie i optymalne z<span class="_ _0"></span> punktu wi<span class="_ _3"></span><span class="ff6">dzenia </span></span></div><div class="t m0 x1 hf yab2 ff7 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _3"></span>zarządzać <span class="_ _4"></span>istotnym <span class="_ _3"></span>ryzykiem <span class="_ _4"></span>biznesowym. <span class="_ _3"></span>Mo<span class="_ _0"></span>nitorowanie <span class="_ _3"></span>ryzyka <span class="_ _4"></span>odbywa <span class="_ _4"></span>się <span class="_ _3"></span>zaś <span class="_ _3"></span>w <span class="_ _4"></span>ramach <span class="_ _3"></span>regularnych <span class="_ _4"></span>spotkań <span class="_ _3"></span>operacyjnyc<span class="_ _0"></span>h,<span class="_ _0"></span><span class="ff6"> <span class="_ _4"></span>na </span></div><div class="t m0 x1 hf yab3 ff7 fs4 fc2 sc0 ls0 ws0">których <span class="_ _3"></span>omawiane <span class="_ _3"></span>są <span class="_ _3"></span>najistotniejsze <span class="_ _3"></span>dla <span class="_ _3"></span>Grupy <span class="_ _3"></span>ryzyka. <span class="_ _3"></span>Ustalany <span class="_ _3"></span>jest <span class="_ _3"></span>potencjalny <span class="_ _3"></span>wpływ <span class="_ _3"></span>tych <span class="_ _3"></span>ryzyk <span class="_ _3"></span>na <span class="_ _3"></span>działalność <span class="_ _3"></span>Grupy <span class="_ _3"></span>oraz <span class="_ _3"></span>ok<span class="_ _3"></span>reślane <span class="_ _3"></span>są </div><div class="t m0 x1 hf yae6 ff7 fs4 fc2 sc0 ls0 ws0">niezbędne działania <span class="_ _0"></span>mitygujące. <span class="_ _0"></span>Ocena <span class="_ _0"></span>adekwatności i <span class="_ _0"></span>skutecznośc<span class="_ _0"></span>i przyjętych <span class="_ _0"></span>rozwiązań <span class="_ _0"></span>dokonywana <span class="_ _0"></span>jest p<span class="_ _0"></span>rzez <span class="_ _0"></span>Audytor<span class="_ _0"></span>a <span class="_ _0"></span>Wewnętrznego. </div><div class="t m0 x1 hf y36 ff7 fs4 fc2 sc0 ls0 ws0">Kompleksowy nadzór nad zarządzaniem ziden<span class="_ _1"></span>tyfikowanymi kategoriami ryzyka sprawuje Rada Nadzorcza.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yae7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yab6 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _17"> </span>okresie <span class="_ _17"> </span>sprawozdawczym <span class="_ _17"> </span>w <span class="_ _17"> </span>Grupie <span class="_ _17"> </span>UNIMOT <span class="_ _17"> </span><span class="ff7">katalog <span class="_ _17"> </span>ryzyka <span class="_ _17"> </span>skupiał <span class="_ _17"> </span>się <span class="_ _16"> </span>na <span class="_ _17"> </span>cał<span class="_ _0"></span>ym <span class="_ _17"> </span>zakresie <span class="_ _17"> </span>ESG <span class="_ _17"> </span>(czyli <span class="_ _17"> </span>Środowisku, <span class="_ _17"> </span>Społecznej </span></div><div class="t m0 x1 hf yab7 ff7 fs4 fc2 sc0 ls0 ws0">odpowiedzialności i Ładzie korporacyjnym), czego przykładem są ryzyka podzielone<span class="_ _1"></span> w dalszej części raportu na poniższe kategor<span class="_ _0"></span><span class="ff6">ie: </span></div><div class="t m0 x47 hf y212 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ryzyka operacyjne (mogące mieć wpływ na ciągłość działalności Gru<span class="_ _1"></span>py);<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf yae8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Ryzyka strategiczno-inwestycyjne; </span></span></div></div></div><div class="pi" ></div></div><div id="pf4f" class="pf w0 h0" ><div class="pc pc4f w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">79<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf y482 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Ryzyka prawno-regulacyjne; </span></span></div><div class="t m0 x47 hf y98f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Ryzyka finansowe; </span></span></div><div class="t m0 x47 hf y990 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ryzyka środowiskowe;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y991 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ryzyka <span class="_ _1"></span>społeczne <span class="_ _9"></span>(w<span class="_ _0"></span> <span class="_ _1"></span>szczególności <span class="_ _9"></span>zw<span class="_ _0"></span>iązane <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _1"></span>utratą <span class="_ _1"></span>zdrowia <span class="_ _9"></span>i życia <span class="_ _1"></span>ludzkiego, <span class="_ _9"></span>są one <span class="_ _9"></span>nieakceptowalne i <span class="_ _9"></span>priorytetowo traktowa<span class="ff6">ne); </span></span></span></div><div class="t m0 x47 hf y663 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ryzyka w obszarze ładu korporacyjnego;<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf yae9 ff7 fs4 fc2 sc0 ls0 ws0">a szczegółowo opisane w tabeli w dalszej części rap<span class="_ _1"></span>ortu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yaea ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y733 ff7 fs4 fc2 sc0 ls0 ws0">Obecnie  Grupa <span class="_ _15"> </span>skupia <span class="_ _15"> </span>szczególną <span class="_ _15"> </span>uwagę <span class="_ _15"> </span>na <span class="_ _15"> </span>ryzyku <span class="_ _18"> </span>transformacyjnym, <span class="_ _15"> </span>ze <span class="_ _15"> </span>względu <span class="_ _18"> </span>na <span class="_ _15"> </span>zmiany <span class="_ _15"> </span>w <span class="_ _15"> </span>regulacjach <span class="_ _15"> </span>Unii <span class="_ _15"> </span>Europejskiej, <span class="_ _18"> </span>o<span class="_ _0"></span>raz </div><div class="t m0 x1 hf y9b7 ff7 fs4 fc2 sc0 ls0 ws0">zmieniających <span class="_ _3"></span>się <span class="_ _3"></span>warunkach <span class="_ _3"></span>na <span class="_ _3"></span>międzynarodowym <span class="_ _3"></span>rynku <span class="_ _3"></span>energetycznym. <span class="_ _3"></span>Grupa <span class="_ _3"></span>ma <span class="_ _3"></span>również <span class="_ _3"></span>na <span class="_ _4"></span>uwadze <span class="_ _0"></span>asp<span class="_ _0"></span>ekt <span class="_ _3"></span>reputacyjny <span class="_ _3"></span>(związany <span class="_ _3"></span>w<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y48b ff7 fs4 fc2 sc0 ls0 ws0">głównej <span class="_ _14"> </span>mierze <span class="_ _14"> </span>z <span class="_ _14"> </span>sankcjami <span class="_ _14"> </span>nałożonymi <span class="_ _14"> </span>na <span class="_ _14"> </span>kraje <span class="_ _14"> </span>sprzymierzone <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>Federacją <span class="_ _5"> </span>Ro<span class="_ _0"></span>syjską <span class="_ _14"> </span>i <span class="_ _14"> </span>konsekwencje <span class="_ _5"> </span>ni<span class="_ _0"></span>e <span class="_ _14"> </span>tylko <span class="_ _14"> </span>finansowe <span class="_ _5"> </span>z<span class="_ _0"></span>wiązane <span class="_ _14"> </span>ze </div><div class="t m0 x1 hf yaeb ff7 fs4 fc2 sc0 ls0 ws0">złamaniem <span class="_ _5"></span>tych <span class="_ _5"> </span>sankcji, <span class="_ _5"> </span>oraz<span class="_ _0"></span> <span class="_ _5"> </span>postrzeganie <span class="_ _5"> </span>działań <span class="_ _14"> </span>i <span class="_ _5"> </span>oddziaływań<span class="_ _0"></span> <span class="_ _5"> </span>grupy <span class="_ _5"> </span>na<span class="_ _0"></span> <span class="_ _5"> </span>najbliższe <span class="_ _5"> </span>jej <span class="_ _14"> </span>otoczenie <span class="_ _5"> </span>społeczne <span class="_ _5"> </span>i <span class="_ _14"> </span>gospodarcze). <span class="_ _5"> </span>N<span class="_ _3"></span>a <span class="_ _14"> </span>uwagę<span class="ff6"> </span></div><div class="t m0 x1 hf yaa1 ff7 fs4 fc2 sc0 ls0 ws0">zasługuje również przygotowanie do certyfikacji Grupy w ramach normy ISO 27001 (dot. Bezpieczeństwa informacji) co dodatkowo <span class="_ _0"></span><span class="ff6">zapewni </span></div><div class="t m0 x1 hf yaa2 ff7 fs4 fc2 sc0 ls0 ws0">lepszy odbiór Grupy na rynku i pośród potencjalnych klientów/kontrahentów.<span class="ff6"> </span></div><div class="t m0 x1 hf yaa3 ff7 fs4 fc2 sc0 ls0 ws0">Opisane <span class="_ _3"></span>w <span class="_ _3"></span>poniższej <span class="_ _3"></span>tabeli <span class="_ _3"></span>czynniki <span class="_ _3"></span>ryzy<span class="_ _0"></span>ka <span class="_ _3"></span>i <span class="_ _3"></span>zagrożenia <span class="_ _3"></span>w <span class="_ _4"></span>prezentowanym <span class="_ _0"></span>okresie <span class="_ _3"></span>sprawozdawcz<span class="_ _0"></span>ym, <span class="_ _3"></span>zostały <span class="_ _3"></span>zebrane <span class="_ _3"></span>w <span class="_ _3"></span>ramach <span class="_ _3"></span>cykl<span class="_ _3"></span><span class="ff6">icznej </span></div><div class="t m0 x1 hf yaec ff7 fs4 fc2 sc0 ls0 ws0">oceny, <span class="_ _4"></span>wykonanej <span class="_ _4"></span>przez <span class="_ _4"></span>opiekunów <span class="_ _4"></span>merytorycznych <span class="_ _4"></span>poszczególnych <span class="_ _4"></span>obszarów <span class="_ _4"></span>i <span class="_ _4"></span>są <span class="_ _5"></span>to <span class="_ _4"></span>najistotniejsze <span class="_ _4"></span>czynniki <span class="_ _4"></span>z <span class="_ _4"></span>uwzględnieniem <span class="_ _4"></span>in<span class="_ _3"></span><span class="ff6">teresu </span></div><div class="t m0 x1 hf yaed ff7 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _9"></span>UNIMOT. Dodatkowe <span class="_ _9"></span>czynniki <span class="_ _9"></span>ryzyka, które <span class="_ _9"></span>nie <span class="_ _1"></span>są <span class="_ _9"></span>znane <span class="_ _1"></span>lub <span class="_ _1"></span>które <span class="_ _9"></span>obecnie <span class="_ _1"></span>nie <span class="_ _9"></span>są <span class="_ _1"></span>uznawane <span class="_ _9"></span>za istotne<span class="_ _1"></span> <span class="_ _1"></span>mogą <span class="_ _9"></span>mieć również <span class="_ _9"></span>w przyszłości </div><div class="t m0 x1 hf yaee ff7 fs4 fc2 sc0 ls0 ws0">negatywny <span class="_ _14"> </span>wpływ  na <span class="_ _14"> </span>działalność,<span class="_ _0"></span>  wyni<span class="_ _1"></span>ki <span class="_ _14"> </span>i  sytuację <span class="_ _14"> </span>finansow<span class="_ _0"></span>ą  Gru<span class="_ _1"></span>py, <span class="_ _14"> </span>i  w  sytuacji <span class="_ _14"> </span>materializacji  pote<span class="_ _1"></span>ncjalnych  zagroż<span class="_ _0"></span>eń <span class="_ _14"> </span>podjęte  będą </div><div class="t m0 x1 hf yaef ff7 fs4 fc2 sc0 ls0 ws0">adekwatne działania związane z ryzykiem.<span class="ff6"> </span></div><div class="t m0 x1 hf yaf0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y856 ff5 fs9 fc2 sc0 ls0 ws0">Mapa ryzyk </div><div class="t m0 x1 hf yaf1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x11f hf y7f1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yaf2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ybe ff6 fs4 fc2 sc0 ls7 ws0">1 <span class="ls0">- <span class="ff7">Ryzyko wystąpienia awarii (instalacji i lub infrastruktury)</span> <span class="_ _2f"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf yaf3 ff6 fs4 fc2 sc0 ls7 ws0">2 <span class="ls0">- Ryzyko szarej strefy <span class="_ _32"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf yaf4 ff6 fs4 fc2 sc0 ls7 ws0">3 <span class="ls0">- <span class="ff7">Ryzyko zakłóceń w łańcuchu dostaw</span> <span class="_ _33"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf yaf5 ff6 fs4 fc2 sc0 ls7 ws0">4 <span class="ls0">- Ryzyko spowolnienia gospodarczego (nawet recesji) <span class="_ _24"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> </span></div><div class="t m0 x1 hf y452 ff6 fs4 fc2 sc0 ls7 ws0">5 <span class="ls0">- <span class="ff7">Ryzyko uzależnienia od terminali, baz i kontrahentów</span> <span class="_ _f"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> </span></div><div class="t m0 x1 hf y9a7 ff6 fs4 fc2 sc0 ls7 ws0">6 <span class="ls0">- <span class="ff7">Ryzyko wprowadzenia produktów niewłaściwej jakości</span> <span class="_ _0"></span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf yaf6 ff6 fs4 fc2 sc0 ls7 ws0">7 <span class="ls0">- Ryzyko wzrostu konkurencji <span class="_ _34"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf yaf7 ff6 fs4 fc2 sc0 ls7 ws0">8 <span class="ls0">- Ryzyko wzrostu kosztów operacyjnych  <span class="_ _35"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf yaf8 ff6 fs4 fc2 sc0 ls7 ws0">9 <span class="ls0">- <span class="ff7">Ryzyko zmienności cen w działaniu</span>   <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y40 ff6 fs4 fc2 sc0 ls7 ws0">10 <span class="ls0">- Ryzyko inwestycyjne <span class="_ _36"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf yaf9 ff6 fs4 fc2 sc0 ls7 ws0">11 <span class="ls0">- Ryzyko cen transferowych <span class="_ _37"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf yafa ff6 fs4 fc2 sc0 ls7 ws0">12 <span class="ls0">- Ryzyko legislacyjne <span class="_ _b"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y6b5 ff6 fs4 fc2 sc0 ls7 ws0">13 <span class="ls0">- Ryzyko koncesji <span class="_ _38"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y6b6 ff6 fs4 fc2 sc0 ls7 ws0">14 <span class="ls0">- Ryzyko prawnego regulowania cen <span class="_ _39"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div></div></div><div class="pi" ></div></div><div id="pf50" class="pf w0 h0" ><div class="pc pc50 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">80<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff6 fs4 fc2 sc0 ls7 ws0">15 <span class="ls0">- Ryzyko zmiany stóp procentowych <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y313 ff6 fs4 fc2 sc0 ls7 ws0">16 <span class="ls0">- <span class="ff7">Ryzyko utraty płynności finansowej</span> <span class="_ _3a"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y398 ff6 fs4 fc2 sc0 ls7 ws0">17 <span class="ls0">- Ryzyko walutowe <span class="_ _3b"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y399 ff6 fs4 fc2 sc0 ls7 ws0">18 <span class="ls0">- Ryzyko kredytowe <span class="_ _3c"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y39a ff6 fs4 fc2 sc0 ls7 ws0">19 <span class="ls0">- <span class="ff7">Ryzyko wyceny zapasów obowiązkowych</span> <span class="_ _24"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y3da ff6 fs4 fc2 sc0 ls7 ws0">20 <span class="ls0">- Ryzyko zmiany klimatu transformacyjne) <span class="_ _1b"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y583 ff6 fs4 fc2 sc0 ls7 ws0">21 <span class="ls0">- <span class="ff7">Ryzyko środowiskowe</span> <span class="_ _3d"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y408 ff6 fs4 fc2 sc0 ls7 ws0">22 <span class="ls0">- Ryzyko remediacji <span class="_ _35"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y3ba ff6 fs4 fc2 sc0 ls7 ws0">23 <span class="ls0">- <span class="ff7">Ryzyko kapitału pracowniczego</span> <span class="_ _24"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y2e9 ff6 fs4 fc2 sc0 ls7 ws0">24 <span class="ls0">- Ryzyko BHP <span class="_ _24"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y584 ff6 fs4 fc2 sc0 ls7 ws0">25 <span class="ls0">- <span class="ff7">Ryzyko naruszenia bezpieczeństwa danych<span class="_ _1"></span> osobowych<span class="_ _0"></span><span class="ff6"> <span class="_ _38"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> </span></span></span></div><div class="t m0 x1 hf y585 ff6 fs4 fc2 sc0 ls7 ws0">26 <span class="ls0">- Ryzyko IT/OT <span class="_ _3e"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y5ab ff6 fs4 fc2 sc0 ls7 ws0">27 <span class="ls0">- Ryzyko reputacyjne <span class="_ _6"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y5ac ff6 fs4 fc2 sc0 ls7 ws0">28 <span class="ls0">- <span class="ff7">Ryzyko niespójności lub niezgodności z wymaganiami prawa</span> <span class="_ _3f"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> </span></div><div class="t m0 x1 hf y5ad ff6 fs4 fc2 sc0 ls7 ws0">29 <span class="ls0">- <span class="ff7">Ryzyko wystąpienia korupcji oraz fraudu</span> <span class="_ _26"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y5ae ff6 fs4 fc2 sc0 ls7 ws0">30 <span class="ls0">- <span class="ff7">Ryzyko poszanowania praw człowieka</span> <span class="_ _32"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y461 ff6 fs4 fc2 sc0 ls7 ws0">31 <span class="ls0">- <span class="ff7">Ryzyko braku należytej staranności </span> <span class="_ _40"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y5af ff6 fs4 fc2 sc0 ls7 ws0">32 <span class="ls0">- <span class="ff7">Ryzyko niewłaściwej struktury organizacyjnej</span> <span class="_ _41"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </span></div><div class="t m0 x1 hf y5b0 ff6 fs4 fc2 sc0 ls7 ws0">33 <span class="ls0">- <span class="ff7">Ryzyko niespełnienia wymagań sprawozdawczości i obowiązków informacyjnych</span> </span></div><div class="t m0 x1 hf y5b1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5b2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5b3 ff7 fs4 fc2 sc0 ls0 ws0">Dokonana ocena ryzyka klasyfikuje ryzyka w ramach następujących poziomów: niskich, średn<span class="_ _1"></span>ich, wysokich i krytycznych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5b4 ff7 fs4 fc2 sc0 ls0 ws0">Poniżej <span class="_ _4"></span>przedstawiono <span class="_ _4"></span>tabelę <span class="_ _4"></span>z <span class="_ _5"></span>wykazaniem <span class="_ _4"></span>najistotniejszych <span class="_ _4"></span>czynników <span class="_ _4"></span>ryzyka <span class="_ _5"></span>zidentyfikowanych <span class="_ _4"></span>w <span class="_ _4"></span>Grupie <span class="_ _4"></span>Kapitałowej <span class="_ _5"></span>wraz <span class="_ _4"></span>z <span class="_ _4"></span>op<span class="_ _0"></span><span class="ff6">isem, </span></div><div class="t m0 x1 hf y5b5 ff7 fs4 fc2 sc0 ls0 ws0">reakcją na ryzyko i oceną poziomu tych ryzyk w zakresie możliwego wpływu na Emitenta i Gru<span class="_ _1"></span>pę. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5d7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y5d8 ff6 fs4 fc2 sc0 ls0 ws0">Trendy zmian poziomu ryzy<span class="_ _0"></span>ka w 2025 <span class="_ _0"></span>roku w odniesieniu do 202<span class="_ _0"></span>4 ro<span class="_ _0"></span>ku <span class="ff7">zostały oznaczone graficznie w <span class="_ _0"></span>tabeli za pomocą <span class="_ _0"></span>strzałek, gdzie: <span class="ff5">(<span class="ff8">↖</span>)</span></span> </div><div class="t m0 x1 h16 y5d9 ff6 fs4 fc2 sc0 ls0 ws0">oznacza <span class="_ _4"></span>wzrost <span class="_ _4"></span>poziomu <span class="_ _4"></span>ryzyka <span class="_ _3"></span>w <span class="_ _4"></span>stosunku <span class="_ _4"></span>do <span class="_ _4"></span>poprzedniego <span class="_ _4"></span>okresu,<span class="_ _0"></span><span class="ff5"> <span class="_ _4"></span>(<span class="ff8">↔</span>)</span>brak <span class="_ _4"></span>istotnych <span class="_ _4"></span>zmian <span class="_ _4"></span>(ryzyko <span class="_ _4"></span>stabilne), <span class="_ _4"></span>a <span class="_ _4"></span><span class="ff5">(<span class="ff8">↙</span>)</span> <span class="_ _4"></span>spadek <span class="_ _4"></span>po<span class="_ _0"></span>ziomu </div><div class="t m0 x1 hf y5da ff7 fs4 fc2 sc0 ls0 ws0">ryzyka względem wcześniejszeg<span class="_ _1"></span>o okresu raportowego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5db ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5dc ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yafb w8d hb3"><div class="t m0 x4a h16 yafc ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 yafb w8e hb3"><div class="t m0 x4a h16 yafc ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f yafb w8f hb3"><div class="t m0 x4a h16 yafc ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y64a ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 y176 w90 h5b"><div class="t m0 x4a h16 y64a ff5 fs4 fc2 sc0 ls0 ws0">RYZYKA OPERACYJNE </div></div><div class="c x1 yafd w8d hb4"><div class="t m0 x4a h16 yafe ff8 fs4 fc2 sc0 ls0 ws0">1.Ryzyko <span class="_ _14"> </span>wystąpienia <span class="_ _14"> </span>awarii  (<span class="_ _1"></span>instalacji <span class="_ _14"> </span>i/lub <span class="_ _14"> </span>infrastruktury) <span class="_ _14"> </span>lub </div><div class="t m0 x4a h16 yaff ff5 fs4 fc2 sc0 ls0 ws0">zniszczenia istotnych aktywów Grupy </div><div class="t m0 x4a h16 yb00 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yb01 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _0"></span>zw<span class="_ _0"></span>iązane jest <span class="_ _3"></span>z <span class="_ _0"></span>awariami <span class="_ _3"></span>urządzeń, <span class="_ _0"></span>maszyn <span class="_ _0"></span>i <span class="_ _3"></span>infrastruktury </div><div class="t m0 x4a hf yb02 ff7 fs4 fc2 sc0 ls0 ws0">z <span class="_ _3"></span>której <span class="_ _0"></span>korzysta <span class="_ _3"></span>Grupa. <span class="_ _0"></span>Działalność <span class="_ _3"></span>związana <span class="_ _0"></span>z <span class="_ _3"></span>magazynowaniem, </div><div class="t m0 x4a hf yb03 ff7 fs4 fc2 sc0 ls0 ws0">przeładunkiem <span class="_ _0"></span>i <span class="_ _3"></span>transportem <span class="_ _3"></span>paliw <span class="_ _3"></span>płynnych <span class="_ _0"></span>i <span class="_ _3"></span>gazowych <span class="_ _3"></span>związana </div><div class="t m0 x4a hf yb04 ff7 fs4 fc2 sc0 ls0 ws0">jest <span class="_ _28"> </span>z <span class="_ _28"> </span>ryzykiem <span class="_ _28"> </span>awarii <span class="_ _28"> </span>rozlewni <span class="_ _28"> </span>gazu, <span class="_ _28"> </span>stacji, <span class="_ _28"> </span>rurociągów, </div><div class="t m0 x4a hf yb05 ff6 fs4 fc2 sc0 ls0 ws0">magaz<span class="ff7">ynów, <span class="_ _3"></span>jak <span class="_ _3"></span>i <span class="_ _3"></span>środków <span class="_ _3"></span>transportu <span class="_ _0"></span>oraz <span class="_ _3"></span>cystern. <span class="_ _3"></span>W <span class="_ _3"></span>transporcie </span></div><div class="t m0 x4a hf yb06 ff6 fs4 fc2 sc0 ls0 ws0">kolejowym <span class="_ _2a"> </span>ryzyko <span class="_ _2a"> </span>obejmuje <span class="_ _2a"> </span>awarie <span class="_ _2a"> </span>lokomo<span class="_ _0"></span>tyw, <span class="_ _2b"> </span>wyko<span class="_ _0"></span>lejenia, </div><div class="t m0 x4a hf yb07 ff7 fs4 fc2 sc0 ls0 ws0">kolizje <span class="_ _3"></span>oraz <span class="_ _3"></span>wycieki <span class="_ _3"></span>paliw <span class="_ _0"></span>podcz<span class="_ _0"></span>as <span class="_ _3"></span>przewozu. <span class="_ _3"></span>Ryzyko <span class="_ _3"></span>to <span class="_ _3"></span>odnosi <span class="_ _3"></span>się </div><div class="t m0 x4a hf yb08 ff7 fs4 fc2 sc0 ls0 ws0">również do awarii przemysłowych związanych z niekontrolowanym </div><div class="t m0 x4a hf yb09 ff6 fs4 fc2 sc0 ls0 ws0">i <span class="_ _3d"> </span>nieplanowa<span class="_ _0"></span><span class="ff7">nym <span class="_ _1e"> </span>uwolnieniem <span class="_ _3d"> </span>substancji <span class="_ _1e"> </span>towarzyszących </span></div><div class="t m0 x4a hf yb0a ff7 fs4 fc2 sc0 ls0 ws0">procesom <span class="_ _17"> </span>produkcyjnym, <span class="_ _17"> </span>a <span class="_ _17"> </span>także <span class="_ _17"> </span>zakł<span class="_ _0"></span>óceń <span class="_ _17"> </span>w <span class="_ _17"> </span>funkcjonowaniu </div><div class="t m0 x4a hf yb0b ff7 fs4 fc2 sc0 ls0 ws0">systemów <span class="_ _20"> </span>IT, <span class="_ _28"> </span>służący<span class="_ _1"></span>ch <span class="_ _20"> </span>sterowaniu <span class="_ _20"> </span>produkcją. <span class="_ _42"> </span>Awarie <span class="_ _20"> </span>lub </div><div class="t m0 x4a hf yb0c ff7 fs4 fc2 sc0 ls0 ws0">zniszczenie <span class="_ _1a"> </span>zakładów <span class="_ _1a"> </span>przemysłowych <span class="_ _1a"> </span>lub <span class="_ _1a"> </span>infrastruktury </div><div class="t m0 x4a hf yb0d ff7 fs4 fc2 sc0 ls0 ws0">magazynowej <span class="_ _16"> </span>mogą <span class="_ _16"> </span>wystąpić <span class="_ _16"> </span>na <span class="_ _16"> </span>skutek <span class="_ _16"> </span>zużycia <span class="_ _16"> </span>inf<span class="_ _0"></span><span class="ff6">rastruktury, </span></div><div class="t m0 x4a hf yb0e ff7 fs4 fc2 sc0 ls0 ws0">błędów <span class="_ _3d"> </span>o<span class="_ _0"></span>peracyjnych, <span class="_ _3d"> </span>aktów<span class="_ _0"></span> <span class="_ _1e"> </span>wandalizmu, <span class="_ _3d"> </span>niekorzystnych </div><div class="t m0 x4a hf yb0f ff6 fs4 fc2 sc0 ls0 ws0">warunków <span class="_ _1a"> </span>pogodowych, <span class="_ _1a"> </span>katastrof <span class="_ _1a"> </span>naturalnych, <span class="_ _1a"> </span>ataków </div><div class="t m0 x4a hf yb10 ff7 fs4 fc2 sc0 ls0 ws0">terrorystycznych <span class="_ _3d"> </span>i <span class="_ _3d"> </span>cybernetycznych <span class="_ _3d"> </span>oraz <span class="_ _3d"> </span>innych <span class="_ _3d"> </span>zdarzeń </div><div class="t m0 x4a hf y71b ff7 fs4 fc2 sc0 ls0 ws0">wynikających <span class="_ _0"></span>z <span class="_ _3"></span>siły <span class="_ _3"></span>wyższej. <span class="_ _0"></span>W <span class="_ _0"></span>odniesieniu <span class="_ _0"></span>do <span class="_ _3"></span>środków <span class="_ _3"></span>transportu </div></div><div class="c x20 yafd w8e hb4"><div class="t m0 xa hf yb11 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrożenie  p<span class="_ _1"></span>rocedur  i <span class="_ _14"> </span>ko<span class="_ _0"></span>ntroli  zawiązanych  z </span></span></div><div class="t m0 xa4 hf yb12 ff7 fs4 fc2 sc0 ls0 ws0">pracą <span class="_ _3e"> </span>z <span class="_ _3e"> </span>substancjami <span class="_ _f"> </span>łatwopalnymi, <span class="_ _3e"> </span>ścisłe </div><div class="t m0 xa4 hf yb13 ff7 fs4 fc2 sc0 ls0 ws0">przestrzeganie przepisów PPOŻ;<span class="ff6"> </span></div><div class="t m0 xa hf yb14 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">opracowanie <span class="_ _42"> </span>dokumentów <span class="_ _20"> </span>identyfikujących </span></span></div><div class="t m0 xa4 hf yb15 ff7 fs4 fc2 sc0 ls0 ws0">zagrożenie <span class="_ _27"> </span>i <span class="_ _16"> </span>określających <span class="_ _27"> </span>ryzy<span class="_ _0"></span>ko <span class="_ _16"> </span>powstania </div><div class="t m0 xa4 hf yb16 ff7 fs4 fc2 sc0 ls0 ws0">wybuchu, <span class="_ _f"> </span>a <span class="_ _f"> </span>także <span class="_ _f"> </span>odpowiednich <span class="_ _f"> </span>instrukcji </div><div class="t m0 xa4 hf yb17 ff7 fs4 fc2 sc0 ls0 ws0">bezpieczeństwa;<span class="ff6"> </span></div><div class="t m0 xa hf yb18 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">utrzymywanie <span class="_ _f"> </span>dobrego <span class="_ _f"> </span>stanu <span class="_ _f"> </span>technicznego </span></span></div><div class="t m0 xa4 hf yb19 ff7 fs4 fc2 sc0 ls0 ws0">urządzeń <span class="_ _c"> </span>i <span class="_ _25"> </span>infrastruktury <span class="_ _25"> </span>technicznej, </div><div class="t m0 xa4 hf yb1a ff6 fs4 fc2 sc0 ls0 ws0">inwestycje w<span class="_ _0"></span> <span class="_ _0"></span>nowe <span class="_ _0"></span>technologie <span class="_ _0"></span>a<span class="_ _0"></span> <span class="_ _0"></span>w <span class="_ _3"></span>przypadku </div><div class="t m0 xa4 hf yb1b ff7 fs4 fc2 sc0 ls0 ws0">Elektrociepłowni <span class="_ _0"></span>korzystanie <span class="_ _0"></span>z <span class="_ _0"></span>dw<span class="_ _0"></span>óch <span class="_ _0"></span>układów </div><div class="t m0 xa4 hf yb1c ff7 fs4 fc2 sc0 ls0 ws0">pracujących zamiennie;<span class="ff6"> </span></div><div class="t m0 xa hf yb1d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dokonywanie <span class="_ _43"> </span>regularnych <span class="_ _43"> </span>przeglądów, </span></span></div><div class="t m0 xa4 hf yb1e ff7 fs4 fc2 sc0 ls0 ws0">konserwacji i <span class="_ _1"></span>remontów aktywów<span class="_ _1"></span> znajdujących </div><div class="t m0 xa4 hf yb1f ff7 fs4 fc2 sc0 ls0 ws0">się w posiadaniu Grupy;<span class="ff6"> </span></div><div class="t m0 xa hf yb20 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">monitoring <span class="_ _5"> </span>i <span class="_ _14"> </span>system <span class="_ _5"> </span>cz<span class="_ _0"></span>ujników <span class="_ _5"> </span>pozw<span class="_ _0"></span>alających </span></span></div><div class="t m0 xa4 hf yb21 ff7 fs4 fc2 sc0 ls0 ws0">ograniczyć <span class="_ _1"></span>do <span class="_ _9"></span>minimum zagrożenie <span class="_ _9"></span>wybuchem;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xa hf yb22 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrażanie  odpowiednich  programów  szkoleń </span></span></div><div class="t m0 xa4 hf y278 ff7 fs4 fc2 sc0 ls0 ws0">pracowników <span class="_ _4"></span>i <span class="_ _5"></span>zatrudnianie <span class="_ _4"></span>doświadczonych <span class="_ _4"></span>i<span class="_ _0"></span> </div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">odpowiednio przeszkolonych pracowników; </div></div><div class="c x11f yafd w8f hb4"><div class="t m0 x4a h16 yb1a ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 yb1b ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf51" class="pf w0 h0" ><div class="pc pc51 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">81<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 yb24 w8d hb5"><div class="t m0 x4a hf yb25 ff7 fs4 fc2 sc0 ls0 ws0">należy <span class="_ _4"></span>również <span class="_ _4"></span>uwzględni<span class="_ _1"></span>ć <span class="_ _4"></span>ryzyko <span class="_ _4"></span>awarii <span class="_ _4"></span>lokomotyw. <span class="_ _4"></span>Awaria <span class="_ _4"></span>tych </div><div class="t m0 x4a hf yb26 ff7 fs4 fc2 sc0 ls0 ws0">urządzeń <span class="_ _0"></span>i <span class="_ _3"></span>infrastruktury <span class="_ _3"></span>niesie <span class="_ _3"></span>ze <span class="_ _3"></span>sobą <span class="_ _3"></span>wysokie <span class="_ _3"></span>ryzyko <span class="_ _3"></span>wybuchu <span class="_ _0"></span>i </div><div class="t m0 x4a hf yb27 ff7 fs4 fc2 sc0 ls0 ws0">zapłonu, <span class="_ _3"></span>które <span class="_ _3"></span>stanowi <span class="_ _3"></span>zagrożenie <span class="_ _3"></span>dla <span class="_ _3"></span>z<span class="_ _0"></span>drowia <span class="_ _3"></span>i <span class="_ _3"></span>życia <span class="_ _3"></span>ludzkiego, <span class="_ _3"></span>a </div><div class="t m0 x4a hf yb28 ff7 fs4 fc2 sc0 ls0 ws0">także <span class="_ _5"></span>zniszczenia <span class="_ _5"> </span>lub <span class="_ _14"> </span>uszkodzenia <span class="_ _5"> </span>mienia. <span class="_ _14"> </span>Awaria <span class="_ _5"></span>lub <span class="_ _5"> </span>zniszcz<span class="_ _0"></span><span class="ff6">enie </span></div><div class="t m0 x4a hf yb29 ff7 fs4 fc2 sc0 ls0 ws0">infrastruktury <span class="_ _15"> </span>wł<span class="_ _0"></span>asnej <span class="_ _15"> </span>oraz <span class="_ _27"> </span>zewnętrznej <span class="_ _27"> </span>może <span class="_ _27"> </span>zakł<span class="_ _0"></span>ócić <span class="_ _27"> </span>ciągłość </div><div class="t m0 x4a hf yb2a ff7 fs4 fc2 sc0 ls0 ws0">produkcji, <span class="_ _14"> </span>świadczenia <span class="_ _14"> </span>usług, <span class="_ _14"> </span>realizacji  dostaw <span class="_ _14"> </span>i <span class="_ _14"> </span>sprzedaży <span class="_ _14"> </span>paliw </div><div class="t m0 x4a hf yb2b ff7 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _0"></span>Grupę <span class="_ _0"></span>do <span class="_ _0"></span>cz<span class="_ _0"></span>asu <span class="_ _0"></span>jej <span class="_ _3"></span>usunięcia <span class="_ _0"></span>lub <span class="_ _0"></span>odtworzenia <span class="_ _3"></span>infrastruktury. </div><div class="t m0 x4a hf yb2c ff7 fs4 fc2 sc0 ls0 ws0">Taka <span class="_ _20"> </span>sytuacja <span class="_ _3e"> </span>miałaby <span class="_ _20"> </span>wpływ <span class="_ _20"> </span>na <span class="_ _3e"> </span>koni<span class="_ _0"></span>eczność <span class="_ _20"> </span>wstrzymania </div><div class="t m0 x4a hf yb2d ff7 fs4 fc2 sc0 ls0 ws0">świadczenia <span class="_ _1c"> </span>usług <span class="_ _1c"> </span>lub <span class="_ _44"> </span>czasowego <span class="_ _1c"> </span>o<span class="_ _0"></span>bniżenia <span class="_ _1c"> </span>wolumenów </div><div class="t m0 x4a hf yb2e ff6 fs4 fc2 sc0 ls0 ws0">sprzedawanych <span class="_ _20"> </span>p<span class="_ _1"></span>aliw <span class="_ _20"> </span>czy <span class="_ _3e"> </span>bit<span class="_ _0"></span>umenów. <span class="_ _20"> </span>S<span class="_ _1"></span>kutkiem <span class="_ _20"> </span>awarii<span class="_ _1"></span> <span class="_ _20"> </span>lub </div><div class="t m0 x4a hf yb2f ff7 fs4 fc2 sc0 ls0 ws0">zniszczenia <span class="_ _45"> </span>mienia <span class="_ _45"> </span>jest <span class="_ _45"> </span>również <span class="_ _45"> </span>narażenie <span class="_ _45"> </span>Grupy <span class="_ _45"> </span>na </div><div class="t m0 x4a hf yb30 ff7 fs4 fc2 sc0 ls0 ws0">odpowiedzialność <span class="_ _20"> </span>odszkodowawczą <span class="_ _20"> </span>w <span class="_ _20"> </span>zwią<span class="_ _1"></span>zku <span class="_ _20"> </span>ze <span class="_ _20"> </span>szkodami<span class="_ _1"></span> </div><div class="t m0 x4a hf yb31 ff7 fs4 fc2 sc0 ls0 ws0">osobowymi lub<span class="_ _1"></span> majątkowymi. <span class="_ _9"></span>Na materi<span class="_ _1"></span>alizację<span class="ff6"> </span>ryzyka <span class="_ _1"></span>mają <span class="_ _1"></span>wpływ </div><div class="t m0 x4a hf yb32 ff7 fs4 fc2 sc0 ls0 ws0">także <span class="_ _14"> </span>ko<span class="_ _0"></span>mpetencje <span class="_ _14"> </span>osób  odpowiedzialn<span class="_ _1"></span>ych <span class="_ _14"> </span>za  utrzymanie  ru<span class="_ _1"></span>chu </div><div class="t m0 x4a hf yb33 ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _44"> </span>postanowienia <span class="_ _1c"> </span>wynikając<span class="_ _0"></span>e <span class="_ _1c"> </span>z<span class="_ _0"></span> <span class="_ _44"> </span>umów <span class="_ _44"> </span>z <span class="_ _1c"> </span>podmiotami </div><div class="t m0 x4a hf yb34 ff7 fs4 fc2 sc0 ls0 ws0">zewnętrznymi.<span class="ff6"> </span></div></div><div class="c x20 yb24 w8e hb5"><div class="t m0 xa hf yb35 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">korzystanie <span class="_ _44"> </span>z <span class="_ _3d"> </span>usług <span class="_ _3d"> </span>i <span class="_ _44"> </span>z <span class="_ _3d"> </span>infrastruktury<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf yb36 ff7 fs4 fc2 sc0 ls0 ws0">zewnętrznej <span class="_ _c"> </span>renomowanych <span class="_ _c"> </span>podmiotów </div><div class="t m0 xa4 hf yb37 ff7 fs4 fc2 sc0 ls0 ws0">dysponujących <span class="_ _44"> </span>stosownymi <span class="_ _3d"> </span>pozwoleniami, </div><div class="t m0 xa4 hf yb38 ff7 fs4 fc2 sc0 ls0 ws0">koncesjami <span class="_ _18"> </span>o<span class="_ _0"></span>raz <span class="_ _15"> </span>doświadczeniem <span class="_ _15"> </span>rynkowym, </div><div class="t m0 xa4 hf yb39 ff7 fs4 fc2 sc0 ls0 ws0">stosującymi <span class="_ _46"> </span>standardy <span class="_ _46"> </span>w <span class="_ _46"> </span>zakresie </div><div class="t m0 xa4 hf yb3a ff7 fs4 fc2 sc0 ls0 ws0">bezpieczeństwa;<span class="ff6"> </span></div><div class="t m0 xa hf yb3b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">w <span class="_ _15"> </span>zakresie <span class="_ _18"> </span>t<span class="_ _0"></span>ransportu <span class="_ _15"> </span>dodatkowo: <span class="_ _15"> </span>opieranie </span></span></div><div class="t m0 xa4 hf yb3c ff7 fs4 fc2 sc0 ls0 ws0">transportu <span class="_ _14"> </span>o  posiadaną, <span class="_ _14"> </span>w<span class="_ _0"></span>łasną,  n<span class="_ _1"></span>owoczesną </div><div class="t m0 xa4 hf yb3d ff7 fs4 fc2 sc0 ls0 ws0">flotę <span class="_ _10"> </span>transportową <span class="_ _1f"> </span>spełniającą <span class="_ _10"> </span>najwyższe </div><div class="t m0 xa4 hf yb3e ff7 fs4 fc2 sc0 ls0 ws0">standardy <span class="_ _16"> </span>bezpieczeństwa, <span class="_ _16"> </span>w <span class="_ _16"> </span>tym <span class="_ _16"> </span>realizację </div><div class="t m0 xa4 hf yb3f ff7 fs4 fc2 sc0 ls0 ws0">procedur <span class="_ _40"> </span>Systemu <span class="_ _2f"> </span>Zarządzania<span class="_ _0"></span> </div><div class="t m0 xa4 hf yb40 ff7 fs4 fc2 sc0 ls0 ws0">Bezpieczeństwem Kolejowym;<span class="ff6"> </span></div><div class="t m0 xa hf yb41 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">w <span class="_ _14"> </span>zakresie <span class="_ _5"> </span>sieci <span class="_ _14"> </span>gazowych <span class="_ _14"> </span>dodatkowo<span class="_ _0"></span>: <span class="_ _14"> </span>dobór </span></span></div><div class="t m0 xa4 hf y94a ff7 fs4 fc2 sc0 ls0 ws0">odpowiednich <span class="_ _2b"> </span>materiałów <span class="_ _2a"> </span>i <span class="_ _2a"> </span>realizacja <span class="_ _2a"> </span>prac<span class="_ _0"></span> </div><div class="t m0 xa4 hf yb42 ff6 fs4 fc2 sc0 ls0 ws0">zgodnie <span class="_ _47"> </span>z <span class="_ _47"> </span>wymaganiami<span class="_ _0"></span> <span class="_ _47"> </span>instytucji </div><div class="t m0 xa4 hf yb43 ff7 fs4 fc2 sc0 ls0 ws0">nadzorujących, <span class="_ _48"> </span>stosowanie <span class="_ _48"> </span>instalacji </div><div class="t m0 xa4 hf yb44 ff7 fs4 fc2 sc0 ls0 ws0">zabezpieczających;<span class="ff6"> </span></div><div class="t m0 xa hf yb45 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">regularne <span class="_ _5"></span>przeglądy <span class="_ _5"> </span>i <span class="_ _14"> </span>diagnostyka <span class="_ _14"> </span>techniczna, </span></span></div><div class="t m0 xa4 hf yb46 ff7 fs4 fc2 sc0 ls0 ws0">stosowanie <span class="_ _20"> </span>syste<span class="_ _1"></span>mów <span class="_ _20"> </span>wizyjnych, <span class="_ _20"> </span>łączności </div><div class="t m0 xa4 hf yb47 ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznej, <span class="_ _3"></span>szybkiego <span class="_ _4"></span>powiadamiania, <span class="_ _3"></span>ścisła<span class="_ _0"></span> </div><div class="t m0 xa4 hf yb48 ff6 fs4 fc2 sc0 ls0 ws0">kontrola <span class="_ _36"> </span>procesu<span class="_ _1"></span> <span class="_ _36"> </span>techn<span class="_ _1"></span>ologicznego <span class="_ _36"> </span>i </div><div class="t m0 xa4 hf yb49 ff6 fs4 fc2 sc0 ls0 ws0">logistycznego; <span class="_ _36"> </span>stosowanie <span class="_ _49"> </span>szczególnych </div><div class="t m0 xa4 hf yb4a ff6 fs4 fc2 sc0 ls0 ws0">procedur i planów awaryjnych; </div><div class="t m0 xa hf yb4b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">zabezpieczenia fizyczne in<span class="_ _1"></span>frastruktury;<span class="_ _0"></span> </span></span></div><div class="t m0 xa hf yb4c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">posiadanie <span class="_ _48"> </span>stosownych <span class="_ _4a"> </span>ubezpieczeń </span></span></div><div class="t m0 xa4 hf yafc ff7 fs4 fc2 sc0 ls0 ws0">majątkowych <span class="_ _44"> </span>oraz <span class="_ _3d"> </span>od <span class="_ _44"> </span>odpowiedzialności </div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">cywilnej. </div></div><div class="c x1 yb4d w8d hb6"><div class="t m0 x4a h16 yae2 ff5 fs4 fc2 sc0 ls0 ws0">2.Ryzyko szarej strefy </div><div class="t m0 x4a h16 yb4e ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yb4f ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _4"></span>z<span class="_ _0"></span>wiązane <span class="_ _4"></span>jest <span class="_ _5"> </span>z <span class="_ _5"> </span>działalnością <span class="_ _4"></span>nieuczciwych <span class="_ _5"> </span>podmiotów <span class="_ _5"> </span>na </div><div class="t m0 x4a hf yb50 ff7 fs4 fc2 sc0 ls0 ws0">rynku <span class="_ _0"></span>paliw, <span class="_ _0"></span>które <span class="_ _0"></span>mo<span class="_ _0"></span>że <span class="_ _0"></span>polegać <span class="_ _3"></span>na w<span class="_ _0"></span>prowadzaniu <span class="_ _0"></span>na <span class="_ _0"></span>rynek <span class="_ _3"></span>paliw </div><div class="t m0 x4a hf yb51 ff7 fs4 fc2 sc0 ls0 ws0">bez <span class="_ _3e"> </span>uiszc<span class="_ _0"></span>zenia <span class="_ _3e"> </span>należnych <span class="_ _20"> </span>podatków <span class="_ _20"> </span>i<span class="_ _1"></span> <span class="_ _3e"> </span>o<span class="_ _0"></span>płat <span class="_ _4b"> </span>(VAT, <span class="_ _4b"> </span>akcyza), </div><div class="t m0 x4a hf yb52 ff7 fs4 fc2 sc0 ls0 ws0">fałszowaniu <span class="_ _24"> </span>jakości <span class="_ _1a"> </span>pali<span class="_ _1"></span>w <span class="_ _4c"> </span>poprzez <span class="_ _24"> </span>używanie <span class="_ _4c"> </span>tańszych </div><div class="t m0 x4a hf yb53 ff6 fs4 fc2 sc0 ls0 ws0">komponentów <span class="_ _27"> </span>oraz <span class="_ _16"> </span>brak <span class="_ _27"> </span><span class="ff7">rejestracji <span class="_ _16"> </span>działalności <span class="_ _27"> </span>lub <span class="_ _27"> </span>nar<span class="_ _0"></span>uszaniu </span></div><div class="t m0 x4a hf y1f3 ff6 fs4 fc2 sc0 ls0 ws0">przepisów o koncesjach i raportowaniu transakcji. </div><div class="t m0 x4a hf y8f0 ff7 fs4 fc2 sc0 ls0 ws0">Pomimo obowiązujących sankcji i zakazów importu pali<span class="_ _1"></span>w oraz gazu </div><div class="t m0 x4a hf yb54 ff7 fs4 fc2 sc0 ls0 ws0">z <span class="_ _15"> </span>Rosji <span class="_ _15"> </span>i <span class="_ _18"> </span>Biało<span class="_ _0"></span>rusi, <span class="_ _18"> </span>niektóre <span class="_ _15"> </span>podmioty <span class="_ _15"> </span>próbują <span class="_ _18"> </span>o<span class="_ _0"></span>mijać <span class="_ _15"> </span>regulacje </div><div class="t m0 x4a hf yb55 ff6 fs4 fc2 sc0 ls0 ws0">poprzez: </div><div class="t m0 x4a hf y2b1 ff7 fs4 fc2 sc0 ls0 ws0">Fałszowanie <span class="_ _14"> </span>pochodzenia <span class="_ _14"> </span>paliwa  –<span class="ff6"> <span class="_ _14"> </span>deklarowanie <span class="_ _14"> </span>surowcó<span class="_ _0"></span>w <span class="_ _14"> </span>jako </span></div><div class="t m0 x4a hf y1f9 ff7 fs4 fc2 sc0 ls0 ws0">pochodzących z innych krajów (np. Turcji, Kazachstanu).<span class="ff6"> </span></div><div class="t m0 x4a hf y967 ff7 fs4 fc2 sc0 ls0 ws0">Przerzuty <span class="_ _3"></span>przez <span class="_ _4"></span>państwa <span class="_ _3"></span>trzecie <span class="_ _4"></span>–<span class="ff6"> <span class="_ _3"></span>sprowadzanie <span class="_ _4"></span>paliw <span class="_ _3"></span>przez <span class="_ _4"></span>kraje </span></div><div class="t m0 x4a hf y2aa ff7 fs4 fc2 sc0 ls0 ws0">spoza UE, aby ukryć ich prawdziwe źródło.<span class="ff6"> </span></div><div class="t m0 x4a hf yb56 ff7 fs4 fc2 sc0 ls0 ws0">Handel <span class="_ _17"> </span>dokumentami <span class="_ _16"> </span>poprzez <span class="_ _17"> </span>posługiwanie <span class="_ _17"> </span>się <span class="_ _17"> </span>sfałszowanymi </div><div class="t m0 x4a hf yb57 ff6 fs4 fc2 sc0 ls0 ws0">certyfikatami i fakturami. </div><div class="t m0 x4a hf y1ed ff7 fs4 fc2 sc0 ls0 ws0">Istnienie <span class="_ _0"></span>szarej <span class="_ _3"></span>strefy <span class="_ _3"></span>zmniejsza <span class="_ _3"></span>konkurencyjność <span class="_ _0"></span>na <span class="_ _3"></span>rynku <span class="_ _3"></span>i <span class="_ _3"></span>popyt </div><div class="t m0 x4a hf yb58 ff7 fs4 fc2 sc0 ls0 ws0">na <span class="_ _14"> </span>produkty <span class="_ _14"> </span>G<span class="_ _0"></span>rupy, <span class="_ _14"> </span>powo<span class="_ _0"></span>duje <span class="_ _14"> </span>uzyskanie <span class="_ _14"> </span>niższej  premii <span class="_ _14"> </span>lądowej, </div><div class="t m0 x4a hf yb4c ff7 fs4 fc2 sc0 ls0 ws0">marż lub wolumenów.<span class="ff6"> </span></div><div class="t m0 x4a hf yafc ff7 fs4 fc2 sc0 ls0 ws0">Współpraca <span class="_ _19"> </span>z <span class="_ _17"> </span>nielegalnymi <span class="_ _17"> </span>dostawcami <span class="_ _19"> </span>grozi <span class="_ _17"> </span>konsekwencjami </div><div class="t m0 x4a hf y64a ff6 fs4 fc2 sc0 ls0 ws0">prawnymi i reputacyjnymi. </div></div><div class="c x20 yb4d w8e hb6"><div class="t m0 xa hf y3cc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">ścisłe egzekwowanie przepisów;<span class="ff6"> </span></span></span></div><div class="t m0 xa hf yb59 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _25"> </span>odpowiednich <span class="_ _25"> </span>procedur <span class="_ _25"> </span>i </span></span></div><div class="t m0 xa4 hf yb5a ff7 fs4 fc2 sc0 ls0 ws0">weryfikacja  kontrahentów  Grupy,  pod  kątem </div><div class="t m0 xa4 hf yb5b ff7 fs4 fc2 sc0 ls0 ws0">pochodzenia <span class="_ _0"></span>towaru, <span class="_ _0"></span>a <span class="_ _3"></span>także <span class="_ _0"></span>ryzyk <span class="_ _0"></span>z<span class="_ _0"></span>wiązanych </div><div class="t m0 xa4 hf yb5c ff7 fs4 fc2 sc0 ls0 ws0">z <span class="_ _4"></span>zaangażowaniem <span class="_ _3"></span>Emitenta <span class="_ _4"></span>lub <span class="_ _4"></span>podmiotów <span class="_ _3"></span>z </div><div class="t m0 xa4 hf yb5d ff7 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _9"></span>w nie<span class="_ _1"></span>uczciwe <span class="_ _1"></span>praktyki <span class="_ _9"></span>rynko<span class="_ _0"></span>we <span class="_ _1"></span>związane </div><div class="t m0 xa4 hf yb5e ff7 fs4 fc2 sc0 ls0 ws0">m.in. <span class="_ _3"></span>z <span class="_ _4"></span>wyłudzaniem <span class="_ _4"></span>VAT <span class="_ _3"></span>czy <span class="_ _4"></span>też <span class="_ _3"></span>naruszeniem </div><div class="t m0 xa4 hf yb5f ff6 fs4 fc2 sc0 ls0 ws0">obo<span class="ff7">wiązującego embarga;</span> </div><div class="t m0 xa hf yb60 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">uwzględnianie <span class="_ _46"> </span>ewe<span class="_ _0"></span>ntualnego <span class="_ _4d"> </span>wpływu </span></span></div><div class="t m0 xa4 hf yb61 ff7 fs4 fc2 sc0 ls0 ws0">dodatkowych <span class="_ _14"> </span>kosztów <span class="_ _14"> </span>związanych <span class="_ _14"> </span>z <span class="_ _14"> </span>opłatami </div><div class="t m0 xa4 hf yb62 ff6 fs4 fc2 sc0 ls0 ws0">od <span class="_ _1f"> </span>koncesji <span class="_ _1f"> </span>lub <span class="_ _1f"> </span>zabezpieczeniem <span class="_ _1f"> </span>ryzyka<span class="_ _0"></span> </div><div class="t m0 xa4 hf yb63 ff6 fs4 fc2 sc0 ls0 ws0">solidarnego <span class="_ _3"></span>VAT-<span class="ff7">u <span class="_ _3"></span>w <span class="_ _3"></span>prowadzonej <span class="_ _0"></span>działalności<span class="_ _0"></span> </span></div><div class="t m0 xa4 hf yb64 ff6 fs4 fc2 sc0 ls0 ws0">gospodarczej i prognozach finansowych. </div></div><div class="c x11f yb4d w8f hb6"><div class="t m0 x4a h16 yb55 ff5 fs4 fc2 sc0 ls0 ws0">NISKI </div><div class="t m0 x4a h16 y2b1 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↙</span>) </div></div><div class="c x1 yb65 w8d hb7"><div class="t m0 x4a h16 yafc ff8 fs4 fc2 sc0 ls0 ws0">3.Ryzyko zakłóceń w łańcuchu dostaw<span class="ff5"> </span></div><div class="t m0 x4a h16 y64a ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x20 yb65 w8e hb7"><div class="t m0 xa hf yb66 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">monitorowanie przebiegu realizacji dostawy; </span></span></div></div><div class="c x11f yb65 w8f hb7"><div class="t m0 x4a h16 yafc ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI </div><div class="t m0 x4a h16 y64a ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↖</span>) </div></div></div><div class="pi" ></div></div><div id="pf52" class="pf w0 h0" ><div class="pc pc52 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">82<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 yb67 w8d hb8"><div class="t m0 x4a hf yb68 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _5"></span>związane <span class="_ _5"> </span>jest <span class="_ _5"> </span>z <span class="_ _14"> </span>skomplikowaną <span class="_ _5"></span>logistyką, <span class="_ _5"></span>która <span class="_ _5"> </span>obejmuje </div><div class="t m0 x4a hf yb69 ff6 fs4 fc2 sc0 ls0 ws0">transport <span class="_ _5"></span>surowców<span class="_ _0"></span>, <span class="_ _14"> </span>towarów <span class="_ _5"></span>ich <span class="_ _5"> </span>magazynowanie <span class="_ _14"> </span>i <span class="_ _5"> </span>dystrybucje. </div><div class="t m0 x4a hf yb6a ff7 fs4 fc2 sc0 ls0 ws0">Opóźnienia <span class="_ _2b"> </span>w <span class="_ _2a"> </span>powyższym <span class="_ _2a"> </span>z<span class="_ _0"></span>akresie <span class="_ _2b"> </span>mo<span class="_ _0"></span>gą <span class="_ _2b"> </span>być <span class="_ _2a"> </span>s<span class="_ _0"></span>powodowane </div><div class="t m0 x4a hf yb6b ff6 fs4 fc2 sc0 ls0 ws0">problemami <span class="_ _14"> </span>w  dostawach <span class="_ _14"> </span>surowców  i <span class="_ _14"> </span>towarów  p<span class="_ _1"></span>rzez  p<span class="_ _1"></span>odmioty </div><div class="t m0 x4a hf yb6c ff6 fs4 fc2 sc0 ls0 ws0">trzecie, <span class="_ _5"></span>awariami <span class="_ _5"> </span>infr<span class="ff7">astruktury <span class="_ _14"> </span>(np. <span class="_ _5"></span>uszkodzenie <span class="_ _5"></span>gazociągów <span class="_ _14"> </span>lub </span></div><div class="t m0 x4a hf y41e ff6 fs4 fc2 sc0 ls0 ws0">cystern), <span class="_ _27"> </span>warunkami <span class="_ _27"> </span>atmosferyc<span class="_ _0"></span>znymi, <span class="_ _27"> </span>zatorami <span class="_ _16"> </span>w <span class="_ _27"> </span>terminalach </div><div class="t m0 x4a hf yb6d ff7 fs4 fc2 sc0 ls0 ws0">przeładunkowych, <span class="_ _24"> </span>zmianami <span class="_ _24"> </span>regulacyjnymi <span class="_ _24"> </span>i <span class="_ _24"> </span>kontrola<span class="_ _0"></span>mi </div><div class="t m0 x4a hf yb6e ff7 fs4 fc2 sc0 ls0 ws0">urzędowymi. <span class="_ _14"> </span>W  p<span class="_ _1"></span>rzypadku <span class="_ _14"> </span>braku <span class="_ _14"> </span>dostępności  s<span class="_ _1"></span>urowców,  ryzyk<span class="_ _1"></span>o </div><div class="t m0 x4a hf yb6f ff7 fs4 fc2 sc0 ls0 ws0">związane jest z kosztownymi przestojami.<span class="ff6"> </span></div></div><div class="c x20 yb67 w8e hb8"><div class="t m0 xa hf yb70 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _19"> </span>ustalonych <span class="_ _19"> </span>procedur <span class="_ _2b"> </span>dostawy <span class="_ _2b"> </span>i </span></span></div><div class="t m0 xa4 hf yb71 ff6 fs4 fc2 sc0 ls0 ws0">dystrybucji produktów; </div><div class="t m0 xa hf yb72 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">korzystanie ze sprawdzonych przewoźników, w </span></span></div><div class="t m0 xa4 hf yb73 ff7 fs4 fc2 sc0 ls0 ws0">przypadku <span class="_ _4e"> </span>korzystania <span class="_ _32"> </span>z <span class="_ _4e"> </span>usług </div><div class="t m0 xa4 hf y41d ff6 fs4 fc2 sc0 ls0 ws0">podwykonawców, <span class="_ _3f"> </span>i <span class="_ _1a"> </span>ich <span class="_ _3f"> </span>dywersyfikacja </div><div class="t m0 xa4 hf y6a8 ff6 fs4 fc2 sc0 ls0 ws0">zabezpieczenie <span class="_ _4f"> </span>kontraktowe </div><div class="t m0 xa4 hf yb74 ff7 fs4 fc2 sc0 ls0 ws0">odpowiedzialności <span class="_ _19"> </span>z<span class="_ _0"></span>a <span class="_ _2b"> </span>opóźnienia, <span class="_ _2a"> </span>czy <span class="_ _2b"> </span>to<span class="_ _0"></span> <span class="_ _2b"> </span>z </div><div class="t m0 xa4 hf yb75 ff7 fs4 fc2 sc0 ls0 ws0">zewnętrznymi <span class="_ _10"> </span>przewoźnikami, <span class="_ _10"> </span>czy <span class="_ _10"> </span>też <span class="_ _10"> </span>z </div><div class="t m0 xa4 hf yb76 ff7 fs4 fc2 sc0 ls0 ws0">korzystającymi z usługi transportowej;<span class="ff6"> </span></div><div class="t m0 xa hf y574 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">szkolenia  własnych  pracowników <span class="_ _18"> </span>flo<span class="_ _0"></span>towych  i </span></span></div><div class="t m0 xa4 hf y575 ff7 fs4 fc2 sc0 ls0 ws0">maszynistów, <span class="_ _1f"> </span>a <span class="_ _10"> </span>także <span class="_ _1f"> </span>dyspozytorów, <span class="_ _1f"> </span>na </div><div class="t m0 xa4 hf yf5 ff6 fs4 fc2 sc0 ls0 ws0">wypadek awarii, wypadków i przestojów; </div><div class="t m0 xa hf yb77 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _1"></span>planów <span class="_ _1"></span>awaryjnych, <span class="_ _1"></span>reagowanie <span class="_ _1"></span>na </span></span></div><div class="t m0 xa4 hf y1b2 ff6 fs4 fc2 sc0 ls0 ws0">skutki awarii lub wypadków; </div><div class="t m0 xa hf yb78 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">optymalizacja <span class="_ _25"> </span>gospodarki <span class="_ _25"> </span>magaz<span class="_ _0"></span>ynowej, </span></span></div><div class="t m0 xa4 hf yb79 ff7 fs4 fc2 sc0 ls0 ws0">większa <span class="_ _3b"> </span>p<span class="_ _1"></span>ojemność <span class="_ _3b"> </span>magazynowa, </div><div class="t m0 xa4 hf yb7a ff6 fs4 fc2 sc0 ls0 ws0">poszukiwanie nowych <span class="_ _1"></span>dostawców, zamówienia </div><div class="t m0 xa4 hf yb7b ff7 fs4 fc2 sc0 ls0 ws0">z większym wyprzedzeniem;<span class="ff6"> </span></div><div class="t m0 xa hf y650 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">współpraca <span class="_ _3e"> </span>z <span class="_ _4b"> </span>operatorem <span class="_ _3e"> </span>logistycznym <span class="_ _3e"> </span>w </span></span></div><div class="t m0 xa4 hf yb7c ff7 fs4 fc2 sc0 ls0 ws0">zakresie <span class="_ _9"></span>możliwo<span class="_ _0"></span>ści <span class="_ _1"></span>pozyskania <span class="_ _9"></span>nowych c<span class="_ _1"></span>ystern </div><div class="t m0 xa4 hf yb7d ff6 fs4 fc2 sc0 ls0 ws0">(wymiana taboru na nowszy); </div><div class="t m0 xa hf y82 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dzierżawa/zakup <span class="_ _3"></span>własnych <span class="_ _3"></span>cystern <span class="_ _3"></span>ko<span class="_ _0"></span>lejowych </span></span></div><div class="t m0 xa4 hf y937 ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _2b"> </span>celu <span class="_ _19"> </span>uniezależnienia <span class="_ _19"> </span>się <span class="_ _2b"> </span>od <span class="_ _2b"> </span>dostępności </div><div class="t m0 xa4 hf yb7e ff6 fs4 fc2 sc0 ls0 ws0">cystern <span class="_ _24"> </span>zapewnianych <span class="_ _4c"> </span>przez <span class="_ _4c"> </span>operatora </div><div class="t m0 xa4 hf yb7f ff6 fs4 fc2 sc0 ls0 ws0">logistycznego; </div><div class="t m0 xa hf yb80 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Dywersyfikacja <span class="_ _3"></span>dostawców <span class="_ _4"></span>usług <span class="_ _3"></span>i <span class="_ _3"></span>produktów, </span></span></div><div class="t m0 xa4 hf yb81 ff6 fs4 fc2 sc0 ls0 ws0">stosowanie <span class="_ _50"> </span>procedury <span class="_ _50"> </span>Weryfikacji </div><div class="t m0 xa4 hf yb82 ff7 fs4 fc2 sc0 ls0 ws0">Kontrahentów, <span class="_ _17"> </span>kontrakty <span class="_ _19"> </span>długoterminowe <span class="_ _19"> </span>z </div><div class="t m0 xa4 hf y88e ff7 fs4 fc2 sc0 ls0 ws0">klauzulami elastyczności;<span class="ff6"> </span></div><div class="t m0 xa hf yafc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Prowadzenie <span class="_ _51"> </span>stałego <span class="_ _51"> </span>monitoringu </span></span></div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">geopolitycznego i sytuacji rynkowej. </div></div><div class="c x1 y4a9 w8d hb9"><div class="t m0 x4a h16 yb83 ff5 fs4 fc2 sc0 ls0 ws0">4.Ryzyko spowolnienia gospodarczego (nawet recesji) </div><div class="t m0 x4a h16 yb84 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yb85 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _52"> </span>związane <span class="_ _52"> </span>jest <span class="_ _52"> </span>z <span class="_ _52"> </span>wystąpieniem <span class="_ _52"> </span>kryzysu </div><div class="t m0 x4a hf yb86 ff7 fs4 fc2 sc0 ls0 ws0">makroekonomicznego, <span class="_ _17"> </span>który <span class="_ _16"> </span>może <span class="_ _17"> </span>prowadzić <span class="_ _17"> </span>do <span class="_ _17"> </span>spowolnieni<span class="_ _1"></span>a </div><div class="t m0 x4a hf yb87 ff7 fs4 fc2 sc0 ls0 ws0">gospodarczego a nawet do recesji na rynkach światowych. Te będą </div><div class="t m0 x4a hf yb88 ff7 fs4 fc2 sc0 ls0 ws0">miały bezpośredni <span class="_ _1"></span>wpływ na pogorszenie<span class="_ _1"></span> się sytuacji ekonomicznej </div><div class="t m0 x4a hf yb89 ff6 fs4 fc2 sc0 ls0 ws0">w <span class="_ _3"></span>Europie. <span class="_ _3"></span>Spowolnienie <span class="_ _3"></span>go<span class="ff7">spodarcz<span class="_ _0"></span>e <span class="_ _3"></span>może <span class="_ _3"></span>prowadzić <span class="_ _3"></span>do <span class="_ _3"></span>spadku </span></div><div class="t m0 x4a hf yb8a ff7 fs4 fc2 sc0 ls0 ws0">popytu <span class="_ _2a"> </span>na <span class="_ _2a"> </span>towary <span class="_ _f"> </span>i <span class="_ _2b"> </span>produkty <span class="_ _2a"> </span>oferowane <span class="_ _2a"> </span>przez <span class="_ _2a"> </span>Grupę <span class="_ _2a"> </span>i <span class="_ _2a"> </span>w </div><div class="t m0 x4a hf yb8b ff6 fs4 fc2 sc0 ls0 ws0">konsekwencji <span class="_ _15"> </span>do <span class="_ _27"> </span>znacznego <span class="_ _27"> </span>zmniejszenia <span class="_ _15"> </span>w<span class="_ _0"></span>olumenu <span class="_ _15"> </span>obrotów <span class="_ _27"> </span>i </div><div class="t m0 x4a hf yb8c ff6 fs4 fc2 sc0 ls0 ws0">przychodów. </div></div><div class="c x20 y4a9 w8e hb9"><div class="t m0 xa hf yb8d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dywersyfikacja <span class="_ _36"> </span>źródeł <span class="_ _49"> </span>przychodów <span class="_ _36"> </span>z </span></span></div><div class="t m0 xa4 hf yb8e ff7 fs4 fc2 sc0 ls0 ws0">uwzględnieniem <span class="_ _1f"> </span>zmieniającej <span class="_ _1f"> </span>się <span class="_ _1f"> </span>sytuacją </div><div class="t m0 xa4 hf yb8f ff6 fs4 fc2 sc0 ls0 ws0">rynkowej i makroekonomicznych; </div><div class="t m0 xa hf yb90 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">analiza <span class="_ _3"></span>i <span class="_ _4"></span>prognozowanie <span class="_ _4"></span>trendów <span class="_ _3"></span>rynkow<span class="_ _0"></span>ych <span class="_ _3"></span>i<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf yb91 ff7 fs4 fc2 sc0 ls0 ws0">ekonomicznych, <span class="_ _1b"> </span>regul<span class="_ _1"></span>arne <span class="_ _1b"> </span>przeglądy <span class="_ _1b"> </span>i </div><div class="t m0 xa4 hf yb92 ff7 fs4 fc2 sc0 ls0 ws0">dostosowywanie <span class="_ _15"> </span>planów <span class="_ _15"> </span>do <span class="_ _27"> </span>zmieniającej <span class="_ _15"> </span>si<span class="_ _0"></span>ę </div><div class="t m0 xa4 hf yb93 ff6 fs4 fc2 sc0 ls0 ws0">sytuacji; </div><div class="t m0 xa hf yb94 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">konkurowanie <span class="_ _20"> </span>na <span class="_ _42"> </span>rynku <span class="_ _42"> </span>również <span class="_ _42"> </span>poprzez </span></span></div><div class="t m0 xa4 hf yb95 ff6 fs4 fc2 sc0 ls0 ws0">oferowanie <span class="_ _53"> </span>atrakcyjnych <span class="_ _53"> </span>warunków </div><div class="t m0 xa4 hf yb96 ff7 fs4 fc2 sc0 ls0 ws0">współpracy, <span class="_ _3d"> </span>w <span class="_ _3d"> </span>tym <span class="_ _44"> </span>poprzez <span class="_ _3d"> </span>udzielanie </div><div class="t m0 xa4 hf yb97 ff6 fs4 fc2 sc0 ls0 ws0">kredytów kupieckich; </div><div class="t m0 xa hf yb98 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">poszukiwanie dodatkowych rynków zbytu poza </span></span></div><div class="t m0 xa4 hf y88e ff6 fs4 fc2 sc0 ls0 ws0">granicami kraju; </div><div class="t m0 xa hf yafc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wzmacnianie <span class="_ _44"> </span>działalności <span class="_ _44"> </span>tradingowej <span class="_ _3d"> </span>za </span></span></div><div class="t m0 xa4 hf y64a ff7 fs4 fc2 sc0 ls0 ws0">granicą.<span class="ff6"> </span></div></div><div class="c x11f y4a9 w8f hb9"><div class="t m0 x4a h16 yb99 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI<span class="ff5"> </span></div><div class="t m0 x4a h16 yb9a ff5 fs4 fc2 sc0 ls0 ws0"> (<span class="ff8">↖</span>) </div></div><div class="c x1 y4ad w8d hba"><div class="t m0 x4a h16 yb9b ff8 fs4 fc2 sc0 ls0 ws0">5.Ryzyko uzależnienia od terminali,<span class="_ _1"></span> baz i kontrahentów<span class="ff5"> </span></div><div class="t m0 x4a h16 yb9c ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yb9d ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko w<span class="_ _0"></span>ynika z nadmiernej zale<span class="_ _0"></span>żności od kluczo<span class="_ _0"></span>wych dostawców, </div><div class="t m0 x4a hf y64a ff7 fs4 fc2 sc0 ls0 ws0">terminali <span class="_ _0"></span>lub <span class="_ _0"></span>baz, <span class="_ _3"></span>to <span class="_ _0"></span>może <span class="_ _0"></span>prowadzić <span class="_ _0"></span>do <span class="_ _3"></span>problemów <span class="_ _0"></span>operacyjnych </div></div><div class="c x20 y4ad w8e hba"><div class="t m0 xa hf yb9e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">podejmowanie <span class="_ _44"> </span>działań <span class="_ _3d"> </span>zmierzających <span class="_ _3d"> </span>do </span></span></div><div class="t m0 xa4 hf yb9f ff6 fs4 fc2 sc0 ls0 ws0">dywersyfikacji baz oraz terminali; </div><div class="t m0 xa hf yba0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wykorzystanie własnych baz i terminali;<span class="ff6"> </span></span></span></div></div><div class="c x11f y4ad w8f hba"><div class="t m0 x4a h16 yb9c ff5 fs4 fc2 sc0 ls0 ws0">NISKI </div><div class="t m0 x4a h16 yb9d ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf53" class="pf w0 h0" ><div class="pc pc53 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">83<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 ya00 w8d hbb"><div class="t m0 x4a hf y988 ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _2a"> </span>przypadku <span class="_ _2a"> </span>ich <span class="_ _2a"> </span>awarii <span class="_ _2a"> </span>lub <span class="_ _f"> </span>przerwania <span class="_ _2b"> </span>współpracy. <span class="_ _f"> </span>Ryzyko<span class="_ _1"></span> </div><div class="t m0 x4a hf yba1 ff7 fs4 fc2 sc0 ls0 ws0">związane <span class="_ _14"> </span>jest <span class="_ _14"> </span>z  korzystanie<span class="_ _1"></span>m <span class="_ _14"> </span>z <span class="_ _14"> </span>zewnętrznych <span class="_ _14"> </span>terminali <span class="_ _14"> </span>o<span class="_ _0"></span>raz <span class="_ _14"> </span>baz </div><div class="t m0 x4a hf yba2 ff7 fs4 fc2 sc0 ls0 ws0">przeładunkowych. <span class="_ _3"></span>Dobór <span class="_ _4"></span>tych <span class="_ _3"></span>te<span class="_ _0"></span>rminali <span class="_ _3"></span>i <span class="_ _4"></span>baz <span class="_ _3"></span>d<span class="_ _0"></span>eterminowany <span class="_ _3"></span>jes<span class="_ _0"></span>t </div><div class="t m0 x4a hf yba3 ff7 fs4 fc2 sc0 ls0 ws0">lokalizacją <span class="_ _3e"> </span>i <span class="_ _4b"> </span>optymalizacją <span class="_ _3e"> </span>kosztów <span class="_ _3e"> </span>transportu <span class="_ _3e"> </span>towarów <span class="_ _4b"> </span>do </div><div class="t m0 x4a hf yba4 ff6 fs4 fc2 sc0 ls0 ws0">odbiorców <span class="_ _14"> </span>oraz <span class="_ _14"> </span>ograniczeniami <span class="_ _14"> </span>wolumenowymi. <span class="_ _14"> </span>Wypowiedzenia </div><div class="t m0 x4a hf y281 ff7 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _16"> </span>nieprzedłużenie <span class="_ _17"> </span>umów <span class="_ _17"> </span>o <span class="_ _17"> </span>współpracę <span class="_ _16"> </span>z <span class="_ _17"> </span>tymi <span class="_ _17"> </span>operatorami,<span class="_ _1"></span> </div><div class="t m0 x4a hf yba5 ff7 fs4 fc2 sc0 ls0 ws0">mogłoby <span class="_ _3"></span>wpłynąć <span class="_ _3"></span>na <span class="_ _3"></span>ograniczenie <span class="_ _0"></span>wo<span class="_ _0"></span>lumenów <span class="_ _3"></span>sprzedaży <span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _3"></span>wzrost </div><div class="t m0 x4a hf yba6 ff6 fs4 fc2 sc0 ls0 ws0">kosztów transportu. </div></div><div class="c x20 ya00 w8e hbb"><div class="t m0 xa hf yba7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">utrzymanie <span class="_ _2e"> </span>bezpiecznych <span class="_ _2e"> </span>zapasów </span></span></div><div class="t m0 xa4 hf yba8 ff7 fs4 fc2 sc0 ls0 ws0">magazynowych <span class="_ _4b"> </span>surowców <span class="_ _20"> </span>niezbędnych <span class="_ _3e"> </span>do<span class="_ _0"></span> </div><div class="t m0 xa4 hf yba9 ff6 fs4 fc2 sc0 ls0 ws0">produkcji i obrotu; </div><div class="t m0 xa hf ybaa ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">możliwość zapewnienia dostaw z wielu źródeł;<span class="ff6"> </span></span></span></div><div class="t m0 xa hf yb48 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">zabezpieczenie kontraktowe <span class="_ _0"></span>realizac<span class="_ _0"></span>ji dostaw <span class="_ _0"></span>i </span></span></div><div class="t m0 xa4 hf y910 ff7 fs4 fc2 sc0 ls0 ws0">odbioru <span class="_ _4b"> </span>usług <span class="_ _4b"> </span>l<span class="_ _0"></span>ub <span class="_ _4b"> </span>produktów <span class="_ _20"> </span>w <span class="_ _20"> </span>ramach </div><div class="t m0 xa4 hf yb4a ff6 fs4 fc2 sc0 ls0 ws0">zawartych umów; </div><div class="t m0 xa hf yb4b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">rozbudowa własnej infrastruktury logistycznej;<span class="ff6"> </span></span></span></div><div class="t m0 xa hf yb4c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">wzmacnianie <span class="_ _1b"> </span>Grupy <span class="_ _c"> </span>UNIMOT <span class="_ _c"> </span>poprzez </span></span></div><div class="t m0 xa4 hf yafc ff6 fs4 fc2 sc0 ls0 ws0">akwizycje, <span class="_ _5"></span>dywersyfikacje <span class="_ _4"></span>kierunków <span class="_ _5"> </span>dostaw <span class="_ _5"> </span>i<span class="_ _0"></span> </div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">dostawców. </div></div><div class="c x1 yace w8d hbc"><div class="t m0 x4a h16 yb76 ff8 fs4 fc2 sc0 ls0 ws0">6.Ryzyko <span class="_ _2b"> </span>wprowadzenia <span class="_ _2b"> </span>do <span class="_ _2b"> </span>obrotu <span class="_ _2b"> </span>produktów <span class="_ _2b"> </span>niewłaściwej </div><div class="t m0 x4a h16 ybab ff8 fs4 fc2 sc0 ls0 ws0">jakości<span class="ff5"> </span></div><div class="t m0 x4a h16 ybac ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf ybad ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _4b"> </span>związane <span class="_ _3e"> </span>jest <span class="_ _4b"> </span>z <span class="_ _4b"> </span>wystąpieniem <span class="_ _4b"> </span>w <span class="_ _4b"> </span>łańcuchu <span class="_ _4b"> </span>dostaw </div><div class="t m0 x4a hf ybae ff7 fs4 fc2 sc0 ls0 ws0">produktów niespełniających norm jakościowych i prawnych.<span class="ff6"> </span></div><div class="t m0 x4a hf ybaf ff7 fs4 fc2 sc0 ls0 ws0">Działalność <span class="_ _10"> </span>związana <span class="_ _1f"> </span>z <span class="_ _10"> </span>wyrobem <span class="_ _10"> </span>produktów <span class="_ _1f"> </span>asfaltowych, </div><div class="t m0 x4a hf ybb0 ff7 fs4 fc2 sc0 ls0 ws0">magazynowaniem <span class="_ _27"> </span>paliw, <span class="_ _27"> </span>a <span class="_ _16"> </span>także <span class="_ _27"> </span>jego <span class="_ _16"> </span>przewozem <span class="_ _27"> </span>i <span class="_ _16"> </span>sprzedażą, </div><div class="t m0 x4a hf ybb1 ff7 fs4 fc2 sc0 ls0 ws0">wymaga <span class="_ _27"> </span>kontroli <span class="_ _27"> </span>ich <span class="_ _16"> </span>pochodzenia, <span class="_ _27"> </span>jakości <span class="_ _16"> </span>oraz <span class="_ _27"> </span>właściwości, <span class="_ _27"> </span>w </div><div class="t m0 x4a hf ybb2 ff7 fs4 fc2 sc0 ls0 ws0">szczególności <span class="_ _0"></span>w <span class="_ _3"></span>momencie <span class="_ _0"></span>w<span class="_ _0"></span>prowadzenia <span class="_ _0"></span>ich <span class="_ _0"></span>do <span class="_ _3"></span>obrotu. <span class="_ _3"></span>Niektóre </div><div class="t m0 x4a hf ybb3 ff6 fs4 fc2 sc0 ls0 ws0">z <span class="_ _20"> </span>wyrobów <span class="_ _20"> </span>czy <span class="_ _20"> </span>produkt<span class="ff7">ó<span class="_ _0"></span>w <span class="_ _20"> </span>wymagają <span class="_ _20"> </span>również <span class="_ _20"> </span>w<span class="_ _0"></span>łaściwego </span></div><div class="t m0 x4a hf y74c ff7 fs4 fc2 sc0 ls0 ws0">oznaczenia w <span class="_ _9"></span>ramach obowiązujących <span class="_ _9"></span>przepisów prawa. <span class="_ _1"></span>Nie <span class="_ _9"></span>mo<span class="_ _0"></span>żna </div><div class="t m0 x4a hf ybb4 ff7 fs4 fc2 sc0 ls0 ws0">jednak <span class="_ _3"></span>wykluczyć <span class="_ _4"></span>sytuacji, <span class="_ _3"></span>w <span class="_ _4"></span>której <span class="_ _3"></span>z <span class="_ _4"></span>uwagi <span class="_ _3"></span>na <span class="_ _4"></span>błąd <span class="_ _3"></span>ludzki <span class="_ _4"></span>lub <span class="_ _3"></span>też </div><div class="t m0 x4a hf y703 ff7 fs4 fc2 sc0 ls0 ws0">zaburzenia <span class="_ _4"></span>w <span class="_ _5"> </span>łańcuchu <span class="_ _5"></span>dostaw <span class="_ _5"></span>doszłoby <span class="_ _5"></span>do <span class="_ _5"></span>dostarczenia <span class="_ _4"></span>wyrobu </div><div class="t m0 x4a hf ybb5 ff6 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _1"></span>produktu <span class="_ _1"></span>niezgodnego <span class="_ _1"></span>z <span class="_ _1"></span>normami lub<span class="_ _1"></span> oczekiwaniami <span class="_ _9"></span>klienta, co </div><div class="t m0 x4a hf ybb6 ff7 fs4 fc2 sc0 ls0 ws0">może <span class="_ _f"> </span>narazić<span class="_ _1"></span> <span class="_ _2a"> </span>Grupę <span class="_ _2a"> </span>na <span class="_ _f"> </span>straty <span class="_ _f"> </span>finans<span class="_ _1"></span>owe <span class="_ _f"> </span>wynikające <span class="_ _2a"> </span>z <span class="_ _2a"> </span>kar </div><div class="t m0 x4a hf ybb7 ff7 fs4 fc2 sc0 ls0 ws0">umownych <span class="_ _2b"> </span>lub <span class="_ _2a"> </span>kar <span class="_ _2a"> </span>a<span class="_ _0"></span>dministracyjnych <span class="_ _2a"> </span>lub <span class="_ _2a"> </span>też <span class="_ _2a"> </span>rezygnację <span class="_ _2b"> </span>z<span class="_ _0"></span>e </div><div class="t m0 x4a hf ybb8 ff7 fs4 fc2 sc0 ls0 ws0">współpracy przez kontrahentów.<span class="ff6"> </span></div></div><div class="c x20 yace w8e hbc"><div class="t m0 xa hf y573 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _1a"> </span> <span class="_ _1a"> </span>procedur <span class="_ _1a"> </span>i <span class="_ _1a"> </span>standardów </span></span></div><div class="t m0 xa4 hf y574 ff7 fs4 fc2 sc0 ls0 ws0">jakościowych, <span class="_ _3"></span>które <span class="_ _3"></span>pozwalają <span class="_ _3"></span>spełnić <span class="_ _0"></span>wymo<span class="_ _0"></span>gi </div><div class="t m0 xa4 hf y575 ff7 fs4 fc2 sc0 ls0 ws0">prawa,  a  także  ustalone<span class="_ _1"></span>  z  klientami  warunki </div><div class="t m0 xa4 hf ybb9 ff7 fs4 fc2 sc0 ls0 ws0">jakościowe sprzedawanych produktów;<span class="ff6"> </span></div><div class="t m0 xa hf ybba ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">kontrola <span class="_ _54"> </span>jakości <span class="_ _54"> </span>przyjmowania, </span></span></div><div class="t m0 xa4 hf ybbb ff6 fs4 fc2 sc0 ls0 ws0">magazynowania <span class="_ _1f"> </span>i <span class="_ _1f"> </span>dystrybucji <span class="_ _1f"> </span>paliw <span class="_ _1f"> </span>oraz </div><div class="t m0 xa4 hf ybbc ff7 fs4 fc2 sc0 ls0 ws0">stosowanie <span class="_ _3f"> </span>systemów <span class="_ _3f"> </span>badania <span class="_ _3f"> </span>jakości </div><div class="t m0 xa4 hf ybbd ff7 fs4 fc2 sc0 ls0 ws0">produktów <span class="_ _10"> </span>oraz <span class="_ _10"> </span>procedur <span class="_ _10"> </span>związanych <span class="_ _10"> </span>z </div><div class="t m0 xa4 hf ybbe ff7 fs4 fc2 sc0 ls0 ws0">zapewnieniem <span class="_ _3"></span>zgodności <span class="_ _3"></span>oznaczeń <span class="_ _3"></span>produktów </div><div class="t m0 xa4 hf ybbf ff7 fs4 fc2 sc0 ls0 ws0">wprowadzanych <span class="_ _14"> </span>do  obrotu<span class="_ _1"></span> <span class="_ _14"> </span>z  obowiązującymi </div><div class="t m0 xa4 hf y6c3 ff6 fs4 fc2 sc0 ls0 ws0">przepisami prawa; </div><div class="t m0 xa hf y47f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">projektowanie <span class="_ _49"> </span>nowych <span class="_ _49"> </span>technologii <span class="_ _49"> </span>i </span></span></div><div class="t m0 xa4 hf ybc0 ff6 fs4 fc2 sc0 ls0 ws0">modyfikacja wyrobów; </div><div class="t m0 xa hf y8db ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _4c"> </span>procedur <span class="_ _4c"> </span>rekla<span class="_ _0"></span>macyjnych <span class="_ _1a"> </span>i </span></span></div><div class="t m0 xa4 hf ybc1 ff7 fs4 fc2 sc0 ls0 ws0">warunków <span class="_ _36"> </span>handlowych <span class="_ _36"> </span>ograniczających<span class="_ _0"></span> </div><div class="t m0 xa4 hf ybc2 ff7 fs4 fc2 sc0 ls0 ws0">odpowiedzialność Grupy <span class="ff6">UNIMOT; </span></div><div class="t m0 xa hf yb7f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">eksploatacja <span class="_ _17"> </span>instalacji <span class="_ _17"> </span>i <span class="_ _17"> </span>urządzeń <span class="_ _17"> </span>zgodnie <span class="_ _16"> </span>z<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf y910 ff7 fs4 fc2 sc0 ls0 ws0">obowiązującymi przepisami;<span class="ff6"> </span></div><div class="t m0 xa hf ybc3 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">szkolenia, <span class="_ _1e"> </span>konferencje <span class="_ _3d"> </span>dla <span class="_ _22"> </span>pracowników </span></span></div><div class="t m0 xa4 hf yb4b ff7 fs4 fc2 sc0 ls0 ws0">odpowiedzialnych <span class="_ _55"> </span>za <span class="_ _55"> </span>p<span class="_ _0"></span>rodukcję <span class="_ _55"> </span>lub<span class="_ _0"></span> </div><div class="t m0 xa4 hf y88e ff7 fs4 fc2 sc0 ls0 ws0">infrastrukturę;<span class="ff6"> </span></div><div class="t m0 xa hf yafc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">prowadzenie <span class="_ _47"> </span>na <span class="_ _46"> </span>bieżąco <span class="_ _47"> </span>audytów </span></span></div><div class="t m0 xa4 hf y64a ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznych i zewnętrznych<span class="_ _1"></span>.<span class="ff6"> </span></div></div><div class="c x11f yace w8f hbc"><div class="t m0 x4a h16 y9a9 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 ybc4 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div><div class="c x1 ybc5 w8d hb9"><div class="t m0 x4a h16 ybc6 ff5 fs4 fc2 sc0 ls0 ws0">7.Ryzyko wzrostu konkurencji </div><div class="t m0 x4a h16 ybc7 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf ybc8 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _3"></span>związane <span class="_ _3"></span>jest <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _3"></span>pojawieniem <span class="_ _3"></span>się <span class="_ _3"></span>na <span class="_ _3"></span>polskim <span class="_ _4"></span>rynku <span class="_ _3"></span>nowych </div><div class="t m0 x4a hf ybc9 ff7 fs4 fc2 sc0 ls0 ws0">międzynarodowych <span class="_ _3d"> </span>koncernów <span class="_ _1e"> </span>lub <span class="_ _3d"> </span>zmianami <span class="_ _1e"> </span>zachowania </div><div class="t m0 x4a hf ybca ff7 fs4 fc2 sc0 ls0 ws0">podmiotów <span class="_ _44"> </span>działających <span class="_ _1c"> </span>w <span class="_ _44"> </span>Polsce <span class="_ _44"> </span>w <span class="_ _44"> </span>branży <span class="_ _1c"> </span>paliwowo<span class="_ _0"></span><span class="ff6">-</span></div><div class="t m0 x4a hf ybcb ff7 fs4 fc2 sc0 ls0 ws0">energetycznej, a także ekspansją koncernów międzynarodowych.<span class="ff6"> </span></div><div class="t m0 x4a hf ybcc ff7 fs4 fc2 sc0 ls0 ws0">Powyższe  z<span class="_ _0"></span>jawisko  może <span class="_ _15"> </span>prowadzić  do <span class="_ _15"> </span>utraty  udziały <span class="_ _18"> </span>w <span class="_ _15"> </span>rynku, </div><div class="t m0 x4a hf ybcd ff7 fs4 fc2 sc0 ls0 ws0">spadku <span class="_ _17"> </span>marż <span class="_ _16"> </span>i <span class="_ _17"> </span>obniżenia <span class="_ _17"> </span>rentowności <span class="_ _17"> </span>w <span class="_ _17"> </span>dalszej <span class="_ _16"> </span>części <span class="_ _17"> </span>utraty </div><div class="t m0 x4a hf ybce ff7 fs4 fc2 sc0 ls0 ws0">klientów. <span class="_ _4b"> </span>Wzrost <span class="_ _20"> </span>konkurencji <span class="_ _4b"> </span>na <span class="_ _20"> </span>rynku <span class="_ _4b"> </span>mo<span class="_ _0"></span>że <span class="_ _4b"> </span>w<span class="_ _0"></span>płynąć <span class="_ _4b"> </span>na </div><div class="t m0 x4a hf ybcf ff7 fs4 fc2 sc0 ls0 ws0">kształtowanie cen produktów oferowanych przez Grup<span class="_ _1"></span>ę.<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x20 ybc5 w8e hb9"><div class="t m0 xa hf yb16 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _17"> </span>polityki <span class="_ _17"> </span>konkurowania <span class="_ _17"> </span>nie <span class="_ _17"> </span>tylk<span class="_ _0"></span>o </span></span></div><div class="t m0 xa4 hf yb17 ff7 fs4 fc2 sc0 ls0 ws0">ceną, <span class="_ _43"> </span>ale<span class="_ _1"></span> <span class="_ _43"> </span>możliwością<span class="_ _1"></span> <span class="_ _43"> </span>zapewni<span class="_ _1"></span>enia </div><div class="t m0 xa4 hf ybd0 ff7 fs4 fc2 sc0 ls0 ws0">terminowości i ciągłości dostaw;<span class="ff6"> </span></div><div class="t m0 xa hf ybd1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">budowanie <span class="_ _14"> </span>bezpośrednich <span class="_ _5"> </span>i <span class="_ _14"> </span>trw<span class="_ _0"></span>ałych <span class="_ _14"> </span>relacji <span class="_ _14"> </span>z </span></span></div><div class="t m0 xa4 hf ybd2 ff6 fs4 fc2 sc0 ls0 ws0">odbiorcami indywidualnymi oraz hurtowymi; </div><div class="t m0 xa hf ybd3 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">prowadzenie <span class="_ _10"> </span>bezpiecznej, <span class="_ _1c"> </span>ale <span class="_ _10"> </span>atrakcyjnej </span></span></div><div class="t m0 xa4 hf ybd4 ff6 fs4 fc2 sc0 ls0 ws0">polityki <span class="_ _22"> </span>u<span class="_ _0"></span>dzielania <span class="_ _45"> </span>kredytów <span class="_ _45"> </span>kupieckich </div><div class="t m0 xa4 hf ybd5 ff6 fs4 fc2 sc0 ls0 ws0">odbiorcom; </div><div class="t m0 xa hf ybd6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">budowanie <span class="_ _3"></span>własnej <span class="_ _0"></span>si<span class="_ _0"></span>eci <span class="_ _3"></span>AVIA <span class="_ _3"></span>i <span class="_ _3"></span>rozwój <span class="_ _3"></span>brandu </span></span></div><div class="t m0 xa4 hf ybd7 ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _3"></span>marki <span class="_ _4"></span>w <span class="_ _3"></span>Polsce, <span class="_ _3"></span>w <span class="_ _4"></span>tym <span class="_ _3"></span>przy <span class="_ _3"></span>współudziale </div><div class="t m0 xa4 hf ybd8 ff7 fs4 fc2 sc0 ls0 ws0">partnerów w Polsce i za granicą;<span class="ff6"> </span></div><div class="t m0 xa hf yb9b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">modernizacja <span class="_ _27"> </span>źródła <span class="_ _27"> </span>ciepła <span class="_ _27"> </span>z <span class="_ _16"> </span>dużych <span class="_ _15"> </span>ko<span class="_ _0"></span>tłów </span></span></div><div class="t m0 xa4 hf yb9c ff7 fs4 fc2 sc0 ls0 ws0">węglowych <span class="_ _4"></span>na <span class="_ _4"></span>mniejsze <span class="_ _4"></span>biomasowe <span class="_ _4"></span>i <span class="_ _4"></span>gazowe, </div><div class="t m0 xa4 hf yb9d ff7 fs4 fc2 sc0 ls0 ws0">przyłączenie <span class="_ _45"> </span>źródła <span class="_ _45"> </span>do <span class="_ _45"> </span>miejskiej <span class="_ _45"> </span>sieci </div><div class="t m0 xa4 hf y707 ff7 fs4 fc2 sc0 ls0 ws0">ciepłowniczej;<span class="ff6"> </span></div></div><div class="c x11f ybc5 w8f hb9"><div class="t m0 x4a h16 ybd9 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 ybda ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf54" class="pf w0 h0" ><div class="pc pc54 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">84<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x20 ya38 w8e hbd"><div class="t m0 xa hf yb48 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">budowanie  przewagi  ko<span class="_ _0"></span>nkurencyjnej  poprzez<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf y910 ff7 fs4 fc2 sc0 ls0 ws0">przejęcie innych podmiotów w branży;<span class="ff6"> </span></div><div class="t m0 xa hf ybdb ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">stosowanie <span class="_ _0"></span>w <span class="_ _3"></span>przejętych <span class="_ _0"></span>biznesach <span class="_ _3"></span>ustalonych </span></span></div><div class="t m0 xa4 hf yb98 ff6 fs4 fc2 sc0 ls0 ws0">zasad <span class="_ _3e"> </span>polityki <span class="_ _4b"> </span>handlowej <span class="_ _4b"> </span>i <span class="_ _4b"> </span>komunikacji <span class="_ _3e"> </span>z<span class="_ _0"></span> </div><div class="t m0 xa4 hf ybdc ff6 fs4 fc2 sc0 ls0 ws0">klientami; </div><div class="t m0 xa hf y278 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">bieżąca <span class="_ _19"> </span>analiza <span class="_ _19"> </span>konkurencji <span class="_ _19"> </span>i<span class="_ _1"></span> <span class="_ _19"> </span>dostosowanie </span></span></div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">strategii do zmian w otoczeniu rynkowym. </div></div><div class="c x1 ybdd w8d hbe"><div class="t m0 x4a h16 yb54 ff5 fs4 fc2 sc0 ls0 ws0">8.Ryzyko wzrostu kosztów operacyjnych </div><div class="t m0 x4a h16 yb55 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf y2b1 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko związane je<span class="_ _1"></span>st z wahaniem ce<span class="_ _1"></span>n surowców i n<span class="_ _1"></span>ośników energii </div><div class="t m0 x4a hf y1f9 ff7 fs4 fc2 sc0 ls0 ws0">wywołanym <span class="_ _17"> </span>sytuacją <span class="_ _17"> </span>geopolityczną <span class="_ _17"> </span>na <span class="_ _17"> </span>świecie, <span class="_ _17"> </span>wzrostem <span class="_ _17"> </span>cen </div><div class="t m0 x4a hf y967 ff7 fs4 fc2 sc0 ls0 ws0">materiałów <span class="_ _3"></span>i <span class="_ _0"></span>usług, <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>tym <span class="_ _3"></span>usług <span class="_ _0"></span>transportowych <span class="_ _0"></span>i <span class="_ _3"></span>magazynowych, </div><div class="t m0 x4a hf y2aa ff7 fs4 fc2 sc0 ls0 ws0">a <span class="_ _5"></span>także <span class="_ _4"></span>w<span class="_ _0"></span>yższą <span class="_ _5"></span>presją <span class="_ _4"></span>płacow<span class="_ _0"></span>ą <span class="_ _5"></span>i <span class="_ _4"></span>wzrostem <span class="_ _5"></span>kosztów <span class="_ _5"></span>zatrudnienia. </div><div class="t m0 x4a hf ybde ff7 fs4 fc2 sc0 ls0 ws0">Mogą one<span class="ff6"> <span class="_ _0"></span></span>negatywnie wpływać na wyniki Gr<span class="_ _0"></span>upy, niedoszacowanie </div><div class="t m0 x4a hf y88a ff7 fs4 fc2 sc0 ls0 ws0">kosztów <span class="_ _3"></span>i <span class="_ _0"></span>nakładów <span class="_ _0"></span>finansowych <span class="_ _3"></span>na <span class="_ _0"></span>etapie <span class="_ _0"></span>pla<span class="_ _0"></span>nowanie <span class="_ _0"></span>budżetów, </div><div class="t m0 x4a hf y1ed ff7 fs4 fc2 sc0 ls0 ws0">projektów <span class="_ _17"> </span>i <span class="_ _17"> </span>inwestycji, <span class="_ _17"> </span>a <span class="_ _17"> </span>także <span class="_ _17"> </span>brak <span class="_ _16"> </span>mo<span class="_ _0"></span>żliwości <span class="_ _17"> </span>przeniesienia </div><div class="t m0 x4a hf yb58 ff7 fs4 fc2 sc0 ls0 ws0">wzrostu kosztów na klienta końcowego.<span class="ff6"> </span></div><div class="t m0 x4a hf yb4c ff7 fs4 fc2 sc0 ls0 ws0">Wzrost <span class="_ _4"></span>cen <span class="_ _3"></span>paliw <span class="_ _3"></span>mo<span class="_ _0"></span>że <span class="_ _4"></span>mieć <span class="_ _3"></span>również <span class="_ _3"></span>wpływ <span class="_ _4"></span>na <span class="_ _4"></span>kształtowanie <span class="_ _3"></span>się </div><div class="t m0 x4a hf yafc ff7 fs4 fc2 sc0 ls0 ws0">kosztu  wytworzenia  p<span class="_ _1"></span>roduktu,  a  także <span class="_ _14"> </span>o<span class="_ _0"></span>stateczną  marżę  na <span class="_ _14"> </span>ic<span class="_ _0"></span>h </div><div class="t m0 x4a hf y64a ff7 fs4 fc2 sc0 ls0 ws0">sprzedaży.<span class="ff6"> </span></div></div><div class="c x20 ybdd w8e hbe"><div class="t m0 xa hf ybdf ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">prowadzenie <span class="_ _22"> </span>zrównoważonej <span class="_ _22"> </span>polityki<span class="_ _1"></span> <span class="_ _22"> </span>w </span></span></div><div class="t m0 xa4 hf ybe0 ff6 fs4 fc2 sc0 ls0 ws0">obszarze <span class="_ _17"> </span>kosztowym <span class="_ _16"> </span>(w <span class="_ _17"> </span>tym <span class="_ _17"> </span>dywers<span class="_ _1"></span>yfikacja </div><div class="t m0 xa4 hf ybe1 ff7 fs4 fc2 sc0 ls0 ws0">dostawców i usługodawców);<span class="ff6"> </span></div><div class="t m0 xa hf ybe2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dokonywanie <span class="_ _22"> </span>bieżącej <span class="_ _22"> </span>analizy <span class="_ _22"> </span>rynku <span class="_ _45"> </span>i </span></span></div><div class="t m0 xa4 hf ybe3 ff7 fs4 fc2 sc0 ls0 ws0">budżetowanie, <span class="_ _1"></span>uwzględniające prognozy zmian </div><div class="t m0 xa4 hf ybe4 ff6 fs4 fc2 sc0 ls0 ws0">sytuacji makroekonomicznej; </div><div class="t m0 xa hf ybe5 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">kształtowanie <span class="_ _5"></span>cen <span class="_ _5"> </span>produktów, <span class="_ _14"> </span>adekwatnie <span class="_ _4"></span>do<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf ybe6 ff6 fs4 fc2 sc0 ls0 ws0">sytuacji <span class="_ _24"> </span>rynku <span class="_ _24"> </span>oraz <span class="_ _24"> </span>wzrostu<span class="_ _1"></span> <span class="_ _24"> </span>kosztów </div><div class="t m0 xa4 hf ybe7 ff7 fs4 fc2 sc0 ls0 ws0">działalności operacyjnej;<span class="ff6"> </span></div><div class="t m0 xa hf y220 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">stosowanie <span class="_ _1e"> </span>w <span class="_ _1e"> </span>kontraktach <span class="_ _1e"> </span>postanowień </span></span></div><div class="t m0 xa4 hf ybe8 ff7 fs4 fc2 sc0 ls0 ws0">pozwalających <span class="_ _0"></span>na <span class="_ _0"></span>korektę stawek <span class="_ _0"></span>w <span class="_ _0"></span>przypadku </div><div class="t m0 xa4 hf ybe9 ff6 fs4 fc2 sc0 ls0 ws0">zmian makroekonomicznych. </div></div><div class="c x11f ybdd w8f hbe"><div class="t m0 x4a h16 y211 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 y28b ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div><div class="c x1 y4a6 w8d hbf"><div class="t m0 x4a h16 yb6f ff8 fs4 fc2 sc0 ls0 ws0">9.Ryzyko zmienności cen w działalno<span class="_ _1"></span>ści<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x4a h16 ybea ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf ybeb ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko  związane <span class="_ _18"> </span>jest  ze <span class="_ _15"> </span>zmiennością  cen  towaró<span class="_ _0"></span>w  surowców  i </div><div class="t m0 x4a hf ybec ff7 fs4 fc2 sc0 ls0 ws0">usług, <span class="_ _3e"> </span>będących <span class="_ _3e"> </span>przedmiotem <span class="_ _3e"> </span>dział<span class="_ _0"></span>alności <span class="_ _3e"> </span>handlowej <span class="_ _3e"> </span>Grupy </div><div class="t m0 x4a hf y4c6 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT: <span class="_ _4b"> </span>paliwa <span class="_ _4b"> </span>płynne, <span class="_ _4b"> </span>stałe, <span class="_ _4b"> </span>gazowe, <span class="_ _20"> </span>bitumeny, <span class="_ _3e"> </span>energia </div><div class="t m0 x4a hf y4c7 ff7 fs4 fc2 sc0 ls0 ws0">elektryczna <span class="_ _0"></span>oraz <span class="_ _3"></span>usługi <span class="_ _0"></span>związane <span class="_ _3"></span>z <span class="_ _3"></span>przewozem <span class="_ _3"></span>i <span class="_ _0"></span>magazynowaniem </div><div class="t m0 x4a hf ybed ff7 fs4 fc2 sc0 ls0 ws0">paliw <span class="_ _3"></span>ciekłych. <span class="_ _0"></span>Na <span class="_ _3"></span>pow<span class="_ _0"></span>yższe <span class="_ _3"></span>wpływa <span class="_ _3"></span>sytuacja <span class="_ _3"></span>makroekonomiczna, </div><div class="t m0 x4a hf ybee ff7 fs4 fc2 sc0 ls0 ws0">która <span class="_ _16"> </span>ma <span class="_ _16"> </span>przełożenie <span class="_ _16"> </span>na <span class="_ _16"> </span>popyt <span class="_ _16"> </span>i <span class="_ _16"> </span>podaż. <span class="_ _16"> </span>Istotnym <span class="_ _16"> </span>elementem </div><div class="t m0 x4a hf ybef ff7 fs4 fc2 sc0 ls0 ws0">wpływającym <span class="_ _15"> </span>na <span class="_ _15"> </span>zachowanie <span class="_ _15"> </span>się <span class="_ _15"> </span>cen <span class="_ _18"> </span>tyc<span class="_ _0"></span>h <span class="_ _15"> </span>towarów <span class="_ _15"> </span>są <span class="_ _15"> </span>decyzje </div><div class="t m0 x4a hf ybf0 ff7 fs4 fc2 sc0 ls0 ws0">podejmowane <span class="_ _0"></span>na <span class="_ _0"></span>szczeblu <span class="_ _0"></span>krajo<span class="_ _0"></span>wym, <span class="_ _3"></span>UE <span class="_ _0"></span>oraz <span class="_ _3"></span>światowym. Zmiana </div><div class="t m0 x4a hf y1f5 ff7 fs4 fc2 sc0 ls0 ws0">cen <span class="_ _5"> </span>towarów <span class="_ _14"> </span>na <span class="_ _14"> </span>rynkach <span class="_ _5"></span>światowych, <span class="_ _5"> </span>ma <span class="_ _14"> </span>wpływ <span class="_ _14"> </span>na <span class="_ _5"> </span>możliwe <span class="_ _14"> </span>do </div><div class="t m0 x4a hf ybf1 ff7 fs4 fc2 sc0 ls0 ws0">osiągnięcia na rynku <span class="_ _0"></span>polskim marże. <span class="_ _0"></span>Ponadto istotne znaczenie ma </div><div class="t m0 x4a hf ybf2 ff7 fs4 fc2 sc0 ls0 ws0">sytuacja <span class="_ _3d"> </span>geopolityczna, <span class="_ _1e"> </span>która <span class="_ _1e"> </span>ma <span class="_ _3d"> </span>wpływ <span class="_ _1e"> </span>na <span class="_ _3d"> </span>podaż <span class="_ _1e"> </span>i </div><div class="t m0 x4a hf ybf3 ff7 fs4 fc2 sc0 ls0 ws0">nieprzewidywalność <span class="_ _0"></span>kosztów <span class="_ _3"></span>zakupów, <span class="_ _3"></span>powodującym <span class="_ _3"></span>trudności <span class="_ _0"></span>w </div><div class="t m0 x4a hf ybf4 ff7 fs4 fc2 sc0 ls0 ws0">długoterminowym <span class="_ _15"> </span>planowaniu <span class="_ _15"> </span>budżetu. <span class="_ _27"> </span>W <span class="_ _15"> </span>zw<span class="_ _0"></span>iązku <span class="_ _15"> </span>z <span class="_ _15"> </span>c<span class="_ _0"></span>zym <span class="_ _15"> </span>ich </div><div class="t m0 x4a hf y90d ff6 fs4 fc2 sc0 ls0 ws0">obrót <span class="_ _4"></span><span class="ff7">moż<span class="_ _0"></span>e <span class="_ _4"></span>generować <span class="_ _4"></span>stratę. <span class="_ _4"></span>Dodatkowo<span class="_ _0"></span>, <span class="_ _4"></span>kształtowanie <span class="_ _4"></span>się <span class="_ _4"></span>cen </span></div><div class="t m0 x4a hf ybf5 ff7 fs4 fc2 sc0 ls0 ws0">paliw <span class="_ _f"> </span>mo<span class="_ _0"></span>że <span class="_ _3e"> </span>wpłynąć <span class="_ _3e"> </span>również <span class="_ _f"> </span>na <span class="_ _3e"> </span>wzro<span class="_ _0"></span>st <span class="_ _f"> </span>ko<span class="_ _0"></span>sztów <span class="_ _f"> </span>z <span class="_ _3e"> </span>tytułu </div><div class="t m0 x4a hf ybf6 ff7 fs4 fc2 sc0 ls0 ws0">magazynowania i utrzymywania zapasu obowiązkowego.<span class="ff6"> </span></div></div><div class="c x20 y4a6 w8e hbf"><div class="t m0 xa hf ybf7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dokonywanie <span class="_ _9"></span>bieżąc<span class="_ _0"></span>ej <span class="_ _1"></span>analizy <span class="_ _9"></span>ryn<span class="_ _0"></span>ku <span class="_ _1"></span>i <span class="_ _1"></span>cen, <span class="_ _9"></span>które<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf ybf8 ff7 fs4 fc2 sc0 ls0 ws0">pozwala <span class="_ _17"> </span>odpowiedn<span class="_ _1"></span>io <span class="_ _16"> </span>reagować <span class="_ _17"> </span>na <span class="_ _16"> </span>zmiany,<span class="_ _0"></span> </div><div class="t m0 xa4 hf ybf9 ff7 fs4 fc2 sc0 ls0 ws0">posiadanie własnej polityki ryzyka;<span class="ff6"> </span></div><div class="t m0 xa hf y69e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _f"> </span>transakcji <span class="_ _2a"> </span>hedgingowyc<span class="_ _0"></span>h <span class="_ _f"> </span>celem </span></span></div><div class="t m0 xa4 hf yf6 ff7 fs4 fc2 sc0 ls0 ws0">zabezpieczenia <span class="_ _2a"> </span>zakupów <span class="_ _f"> </span>oraz <span class="_ _f"> </span>sprzedaży, <span class="_ _f"> </span>z </div><div class="t m0 xa4 hf ybfa ff6 fs4 fc2 sc0 ls0 ws0">wykorzystaniem kontraktów terminowych; </div><div class="t m0 xa hf ybfb ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dywersyfikacją <span class="_ _3e"> </span>kontraktów <span class="_ _4b"> </span>na <span class="_ _4b"> </span>dostawy <span class="_ _4b"> </span>w </span></span></div><div class="t m0 xa4 hf ybfc ff7 fs4 fc2 sc0 ls0 ws0">formule SPOT i ceną stałą;<span class="ff6"> </span></div><div class="t m0 xa hf yb83 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _1f"> </span>instrumentów <span class="_ _10"> </span>pochodnych <span class="_ _1f"> </span>w<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf yb84 ff6 fs4 fc2 sc0 ls0 ws0">postaci swapów towarowych; </div><div class="t m0 xa hf ybfd ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">w <span class="_ _19"> </span>przypadku <span class="_ _19"> </span>towarów <span class="_ _19"> </span>o <span class="_ _19"> </span>szybkie<span class="_ _1"></span>j <span class="_ _19"> </span>rotacji <span class="_ _2b"> </span>- </span></span></div><div class="t m0 xa4 hf ybfe ff7 fs4 fc2 sc0 ls0 ws0">przenoszenie <span class="_ _0"></span>formuł <span class="_ _3"></span>cenowych <span class="_ _0"></span>na <span class="_ _3"></span>klienta <span class="_ _0"></span>oraz </div><div class="t m0 xa4 hf ybff ff7 fs4 fc2 sc0 ls0 ws0">ustalanie <span class="_ _20"> </span>ce<span class="_ _0"></span>n <span class="_ _42"> </span>kupna <span class="_ _42"> </span>i <span class="_ _42"> </span>sprzedaży <span class="_ _42"> </span>w <span class="_ _28"> </span>jak </div><div class="t m0 xa4 hf yc00 ff7 fs4 fc2 sc0 ls0 ws0">najkrótszym odstępie czasowym;<span class="ff6"> </span></div><div class="t m0 xa hf yb93 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dostosowywanie <span class="_ _4"></span>strategii <span class="_ _5"></span>sprzedaży <span class="_ _5"> </span>do <span class="_ _5"> </span>zmian </span></span></div><div class="t m0 xa4 hf yc01 ff6 fs4 fc2 sc0 ls0 ws0">rynkowych <span class="_ _17"> </span>(np. <span class="_ _17"> </span>poszukiwanie <span class="_ _19"> </span>nowych <span class="_ _17"> </span>opcji </div><div class="t m0 xa4 hf yc02 ff6 fs4 fc2 sc0 ls0 ws0">eksportowych); </div><div class="t m0 xa hf yc03 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">prowadzenie <span class="_ _19"> </span>sprzedaży <span class="_ _19"> </span>w <span class="_ _19"> </span>modelu <span class="_ _19"> </span>back<span class="ff6">-<span class="ls22">to<span class="_ _0"></span></span>-</span></span></span></div><div class="t m0 xa4 hf yc04 ff6 fs4 fc2 sc0 ls0 ws0">back; </div><div class="t m0 xa hf yc05 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">kary umow<span class="_ _0"></span>ne (weryfikacja <span class="_ _0"></span>kondycji <span class="_ _0"></span>finansowej </span></span></div><div class="t m0 xa4 hf y969 ff6 fs4 fc2 sc0 ls0 ws0">kontrahentów); </div><div class="t m0 xa hf yc06 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">rozszerzenie <span class="_ _17"> </span>odpowiedzialności <span class="_ _17"> </span>na <span class="_ _19"> </span>zasad<span class="_ _1"></span>ach </span></span></div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">ogólnych. </div></div><div class="c x11f y4a6 w8f hbf"><div class="t m0 x4a h16 y8d4 ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI </div><div class="t m0 x4a h16 y1f7 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↖</span>) </div></div><div class="c x1 yc07 w90 h5b"><div class="t m0 x4a h16 y64a ff5 fs4 fc2 sc0 ls0 ws0">RYZYKA STRATEGICZNO - INWESTYCYJNE </div></div><div class="c x1 yc08 w8d hc0"><div class="t m0 x4a h16 yb1f ff5 fs4 fc2 sc0 ls0 ws0">10.Ryzyko inwestycyjne - <span class="_ _1"></span><span class="ff8">ryzyko <span class="_ _1"></span>związane z <span class="_ _1"></span>przejęciem aktywów <span class="_ _9"></span>i </span></div><div class="t m0 x4a h16 yc09 ff5 fs4 fc2 sc0 ls0 ws0">niepowodzeniem inwestycji </div><div class="t m0 x4a h16 yc0a ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yc0b ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _f"> </span>jest <span class="_ _f"> </span>z<span class="_ _0"></span>wiązane <span class="_ _f"> </span>z <span class="_ _f"> </span>dywersyfikacją <span class="_ _f"> </span>działalności <span class="_ _3e"> </span>Grupy <span class="_ _f"> </span>i </div><div class="t m0 x4a hf yc0c ff6 fs4 fc2 sc0 ls0 ws0">akwizycjami <span class="_ _19"> </span>podmiotów <span class="_ _19"> </span>lub <span class="_ _19"> </span>tworzeniem <span class="_ _19"> </span>nowych <span class="_ _19"> </span>podmiotów. </div><div class="t m0 x4a hf yc0d ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _3"></span>podejmuje <span class="_ _3"></span>działania <span class="_ _3"></span>maj<span class="_ _0"></span>ące <span class="_ _3"></span>na <span class="_ _3"></span>celu <span class="_ _3"></span>uzyska<span class="_ _0"></span>nie <span class="_ _3"></span>zakładanych </div></div><div class="c x20 yc08 w8e hc0"><div class="t m0 xa hf ybd7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">prowadzenie <span class="_ _12"> </span>badania <span class="_ _12"> </span>due <span class="_ _12"> </span>diligence </span></span></div><div class="t m0 xa4 hf yb20 ff6 fs4 fc2 sc0 ls0 ws0">nabywanych aktywów lub projektów; </div><div class="t m0 xa hf yc0e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">zabezpieczenia <span class="_ _26"> </span>umów <span class="_ _56"> </span>zawieranych <span class="_ _57"> </span>z </span></span></div><div class="t m0 xa4 hf yb9c ff6 fs4 fc2 sc0 ls0 ws0">partnerami, <span class="_ _24"> </span>celem <span class="_ _24"> </span>zmniejs<span class="_ _1"></span>zenia <span class="_ _24"> </span>ryzyka </div><div class="t m0 xa4 hf yb9d ff6 fs4 fc2 sc0 ls0 ws0">niepowodzenia <span class="_ _1f"> </span>finansowego <span class="_ _1f"> </span>inwestycji <span class="_ _1f"> </span>w </div><div class="t m0 xa4 hf y64a ff7 fs4 fc2 sc0 ls0 ws0">postaci <span class="_ _4"></span>kar <span class="_ _5"> </span>umownych, <span class="_ _5"> </span>prawa <span class="_ _5"> </span>odstąpienia <span class="_ _4"></span>o<span class="_ _0"></span>d </div></div><div class="c x11f yc08 w8f hc0"><div class="t m0 x4a h16 yb21 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 yc0f ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf55" class="pf w0 h0" ><div class="pc pc55 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">85<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 y7e2 w8d hb9"><div class="t m0 x4a hf yb83 ff7 fs4 fc2 sc0 ls0 ws0">efektów <span class="_ _15"> </span>finansowych <span class="_ _15"> </span>i <span class="_ _27"> </span>gospodarczych. <span class="_ _15"> </span>Ryzyko <span class="_ _15"> </span>może <span class="_ _15"> </span>wynikać <span class="_ _27"> </span>z </div><div class="t m0 x4a hf yb84 ff7 fs4 fc2 sc0 ls0 ws0">niedoszacowania <span class="_ _16"> </span>kosztów <span class="_ _17"> </span>inwestycji. <span class="_ _16"> </span>Pomimo <span class="_ _16"> </span>podjęcia <span class="_ _17"> </span>działań </div><div class="t m0 x4a hf yb85 ff7 fs4 fc2 sc0 ls0 ws0">zarządczych <span class="_ _58"> </span>i <span class="_ _28"> </span>organizacyjnych, <span class="_ _28"> </span>może <span class="_ _58"> </span>wystąpić <span class="_ _28"> </span>trudność <span class="_ _28"> </span>z </div><div class="t m0 x4a hf yb86 ff6 fs4 fc2 sc0 ls0 ws0">efektywnej <span class="_ _15"> </span>integracji <span class="_ _27"> </span>nowych <span class="_ _27"> </span>a<span class="_ _0"></span>ktywów, <span class="_ _27"> </span>zasobów <span class="_ _27"> </span>ludzkich <span class="_ _15"> </span>oraz </div><div class="t m0 x4a hf yb87 ff6 fs4 fc2 sc0 ls0 ws0">procesów operacyjnych<span class="ff7">, c<span class="_ _1"></span>o może <span class="_ _9"></span>w<span class="_ _0"></span>płynąć na <span class="_ _1"></span>osiąganie <span class="_ _1"></span>niższych niż </span></div><div class="t m0 x4a hf yc10 ff7 fs4 fc2 sc0 ls0 ws0">zakładane  wyników  finansowych  oraz  konieczność<span class="_ _1"></span>  dokonywania </div><div class="t m0 x4a hf yb89 ff7 fs4 fc2 sc0 ls0 ws0">odpisów <span class="_ _4"></span>aktualizujących <span class="_ _3"></span>w<span class="_ _0"></span>artość <span class="_ _3"></span>nabywanych <span class="_ _4"></span>udziałów <span class="_ _4"></span>i <span class="_ _4"></span>akcji, <span class="_ _4"></span>co </div><div class="t m0 x4a hf yb8a ff7 fs4 fc2 sc0 ls0 ws0">może <span class="_ _f"> </span>mieć <span class="_ _f"> </span>bezpośre<span class="_ _1"></span>dni <span class="_ _f"> </span>wpływ <span class="_ _f"> </span>na <span class="_ _2a"> </span>wynik <span class="_ _f"> </span>Grupy. <span class="_ _f"> </span>Realizacja </div><div class="t m0 x4a hf yb8b ff7 fs4 fc2 sc0 ls0 ws0">inwestycji <span class="_ _9"></span>zazw<span class="_ _0"></span>yczaj <span class="_ _1"></span>związana <span class="_ _9"></span>jest<span class="ff6"> </span>z <span class="_ _9"></span>zaangażowaniem <span class="_ _1"></span>dodatkowych </div><div class="t m0 x4a hf yb8c ff7 fs4 fc2 sc0 ls0 ws0">środków pieniężnych (własnych i o<span class="_ _0"></span>bcych) na realizację projektu, c<span class="_ _0"></span>o </div><div class="t m0 x4a hf yc11 ff7 fs4 fc2 sc0 ls0 ws0">może <span class="_ _17"> </span>mieć <span class="_ _17"> </span>wpływ <span class="_ _17"> </span>na <span class="_ _17"> </span>płynność <span class="_ _17"> </span>finansową <span class="_ _17"> </span>Grup<span class="_ _1"></span>y. <span class="_ _17"> </span>Czynnikiem </div><div class="t m0 x4a hf yc12 ff7 fs4 fc2 sc0 ls0 ws0">niepewności <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>podejmowanych <span class="_ _4"></span>inwestycjach <span class="_ _3"></span>jest <span class="_ _4"></span>równi<span class="_ _0"></span>eż <span class="_ _4"></span>wpływ </div><div class="t m0 x4a hf yc13 ff6 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _28"> </span>krajowych <span class="_ _28"> </span>i <span class="_ _28"> </span>UE, <span class="_ _58"> </span>oraz <span class="_ _28"> </span>o<span class="_ _0"></span>czekiwanie <span class="_ _28"> </span>na <span class="_ _28"> </span>decyzje </div><div class="t m0 x4a hf yc14 ff6 fs4 fc2 sc0 ls0 ws0">administracyjne. </div></div><div class="c x20 y7e2 w8e hb9"><div class="t m0 xa4 hf yb83 ff7 fs4 fc2 sc0 ls0 ws0">zawartych <span class="_ _10"> </span>umów <span class="_ _1c"> </span>czy <span class="_ _1c"> </span>opcji <span class="_ _10"> </span>wyjścia <span class="_ _10"> </span>na </div><div class="t m0 xa4 hf yb84 ff7 fs4 fc2 sc0 ls0 ws0">określonych warunkach;<span class="ff6"> </span></div><div class="t m0 xa hf yb8f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wsparcie <span class="_ _0"></span>ze <span class="_ _0"></span>strony <span class="_ _0"></span>doświadczonych <span class="_ _0"></span>ekspertów </span></span></div><div class="t m0 xa4 hf yc15 ff7 fs4 fc2 sc0 ls0 ws0">zewnętrznych;<span class="ff6"> </span></div><div class="t m0 xa hf yb91 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dywersyfikacja <span class="_ _4"></span>projektów <span class="_ _5"> </span>z <span class="_ _5"> </span>różnych <span class="_ _4"></span>obszarów </span></span></div><div class="t m0 xa4 hf y295 ff7 fs4 fc2 sc0 ls0 ws0">działania Grupy;<span class="ff6"> </span></div><div class="t m0 xa hf y264 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zaangażowanie <span class="_ _b"> </span>doświadczonej <span class="_ _b"> </span>kadry </span></span></div><div class="t m0 xa4 hf yb94 ff7 fs4 fc2 sc0 ls0 ws0">zarządzającej <span class="_ _0"></span>i specjalistów <span class="_ _0"></span>z zakresu integracj<span class="_ _0"></span>i </div><div class="t m0 xa4 hf yb95 ff6 fs4 fc2 sc0 ls0 ws0">aktywów i optymizacji procesów; </div><div class="t m0 xa hf yc16 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zarządzanie <span class="_ _19"> </span>płynn<span class="_ _1"></span>ością <span class="_ _19"> </span>na <span class="_ _19"> </span>p<span class="_ _1"></span>oziomie <span class="_ _19"> </span>Grupy, </span></span></div><div class="t m0 xa4 hf yc17 ff6 fs4 fc2 sc0 ls0 ws0">celem <span class="_ _15"> </span>zapewnienia <span class="_ _15"> </span>odpowiednich <span class="_ _27"> </span>poziomów </div><div class="t m0 xa4 hf yc18 ff7 fs4 fc2 sc0 ls0 ws0">wskaźników <span class="_ _3e"> </span>przed <span class="_ _f"> </span>zac<span class="_ _0"></span>iągnięciem <span class="_ _f"> </span>ko<span class="_ _0"></span>lejnych </div><div class="t m0 xa4 hf yc19 ff7 fs4 fc2 sc0 ls0 ws0">istotnych dla Grupy zobowiązań;<span class="ff6"> </span></div><div class="t m0 xa hf yc06 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">stały <span class="_ _4"></span>monitoring <span class="_ _3"></span>proc<span class="_ _0"></span>esu <span class="_ _4"></span>nabywania <span class="_ _4"></span>aktywów </span></span></div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">lub realizacji projektów. </div></div><div class="c x1 y9bc w90 h5b"><div class="t m0 x4a h16 y64a ff5 fs4 fc2 sc0 ls0 ws0">RYZYKA PRAWNO-REGULACYJNE </div></div><div class="c x1 y746 w8d hc1"><div class="t m0 x4a h16 yc1a ff5 fs4 fc2 sc0 ls0 ws0">11.Ryzyko cen transferowych </div><div class="t m0 x4a h16 yc1b ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yc1c ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _16"> </span>zw<span class="_ _0"></span>iązane <span class="_ _16"> </span>jest <span class="_ _16"> </span>z <span class="_ _17"> </span>transakcjami <span class="_ _16"> </span>dokonywanymi <span class="_ _16"> </span>pomiędzy </div><div class="t m0 x4a hf yc1d ff7 fs4 fc2 sc0 ls0 ws0">spółkami z Grupy lub innymi p<span class="_ _1"></span>odmiotami powiązanymi. Pozwala to </div><div class="t m0 x4a hf yc1e ff7 fs4 fc2 sc0 ls0 ws0">na <span class="_ _0"></span>efektywne <span class="_ _0"></span>wykorzystanie <span class="_ _3"></span>kompetencji <span class="_ _0"></span>i <span class="_ _0"></span>majątku <span class="_ _3"></span>należącego <span class="_ _0"></span>do </div><div class="t m0 x4a hf yc1f ff7 fs4 fc2 sc0 ls0 ws0">poszczególnych <span class="_ _20"> </span>spółek. <span class="_ _42"> </span>W <span class="_ _42"> </span>z<span class="_ _0"></span>akresie <span class="_ _20"> </span>doko<span class="_ _0"></span>nywania <span class="_ _42"> </span>transakcji </div><div class="t m0 x4a hf yc20 ff7 fs4 fc2 sc0 ls0 ws0">pomiędzy <span class="_ _3e"> </span>tymi <span class="_ _4b"> </span>podmiotami <span class="_ _4b"> </span>obowiązują <span class="_ _4b"> </span>szczególne <span class="_ _3e"> </span>przepisy </div><div class="t m0 x4a hf y7f7 ff7 fs4 fc2 sc0 ls0 ws0">podatkowe, <span class="_ _4"></span>w <span class="_ _4"></span>tym <span class="_ _4"></span>dotyczące <span class="_ _3"></span>stosowania <span class="_ _4"></span>cen <span class="_ _4"></span>transferowych <span class="_ _4"></span>oraz </div><div class="t m0 x4a hf yc21 ff6 fs4 fc2 sc0 ls0 ws0">innych  istotnych  warunków,  tj.  wymogów  dokumentacyjnych.  Z </div><div class="t m0 x4a hf yc22 ff7 fs4 fc2 sc0 ls0 ws0">uwagi <span class="_ _15"> </span>na <span class="_ _15"> </span>niejednoznaczność <span class="_ _27"> </span>przepisów, <span class="_ _15"> </span>istnieje <span class="_ _15"> </span>ryzyko <span class="_ _27"> </span>błędnej </div><div class="t m0 x4a hf yc23 ff7 fs4 fc2 sc0 ls0 ws0">interpretacji co może skutkować z<span class="ff6">akwestionowaniem przez organy </span></div><div class="t m0 x4a hf yc24 ff7 fs4 fc2 sc0 ls0 ws0">podatkowe <span class="_ _4"></span>lub <span class="_ _4"></span>organy <span class="_ _4"></span>kontroli <span class="_ _4"></span>skarbowej <span class="_ _4"></span>przyjętej <span class="_ _4"></span>dokumentacji </div><div class="t m0 x4a hf yb56 ff7 fs4 fc2 sc0 ls0 ws0">dotyczącej <span class="_ _1f"> </span>cen <span class="_ _58"> </span>transferowych. <span class="_ _1f"> </span>Powyższe <span class="_ _1f"> </span>może <span class="_ _1f"> </span>skutkować </div><div class="t m0 x4a hf yb57 ff7 fs4 fc2 sc0 ls0 ws0">nałożeniem <span class="_ _3"></span>na <span class="_ _3"></span>spółki <span class="_ _3"></span>z <span class="_ _3"></span>Grupy <span class="_ _3"></span>wyższych <span class="_ _3"></span>niż <span class="_ _3"></span>zakładane <span class="_ _3"></span>zobowiązań </div><div class="t m0 x4a hf y1ed ff7 fs4 fc2 sc0 ls0 ws0">podatkowych <span class="_ _10"> </span>i <span class="_ _1f"> </span>odpowiedzialności <span class="_ _10"> </span>karno<span class="ff6">-skarbowej. <span class="_ _10"> </span>Ryzyko </span></div><div class="t m0 x4a hf yb58 ff7 fs4 fc2 sc0 ls0 ws0">związane <span class="_ _4"></span>jest <span class="_ _4"></span>również <span class="_ _5"></span>z <span class="_ _5"></span>brakiem <span class="_ _4"></span>możliwo<span class="_ _0"></span>ści <span class="_ _4"></span>wskazania <span class="_ _4"></span>wł<span class="_ _0"></span>aściwej </div><div class="t m0 x4a hf yb4c ff7 fs4 fc2 sc0 ls0 ws0">ceny <span class="_ _14"> </span>w <span class="_ _14"> </span>przypadku <span class="_ _5"> </span>gdy <span class="_ _14"> </span>transakcja <span class="_ _14"> </span>doko<span class="_ _0"></span>nana <span class="_ _14"> </span>między <span class="_ _5"> </span>podmiotami </div><div class="t m0 x4a hf yafc ff7 fs4 fc2 sc0 ls0 ws0">powiązanymi <span class="_ _f"> </span>Grupy <span class="_ _f"> </span>nie <span class="_ _3e"> </span>ma <span class="_ _f"> </span>o<span class="_ _0"></span>dzwierciedlenia <span class="_ _f"> </span>w <span class="_ _f"> </span>podobnyc<span class="_ _0"></span>h </div><div class="t m0 x4a hf y64a ff6 fs4 fc2 sc0 ls0 ws0">transakcjach zawieranych na rynku. </div></div><div class="c x20 y746 w8e hc1"><div class="t m0 xa hf yc25 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">współpraca  z <span class="_ _18"> </span>doświadczo<span class="_ _0"></span>nymi  kancelariami  i </span></span></div><div class="t m0 xa4 hf yc26 ff6 fs4 fc2 sc0 ls0 ws0">doradcami <span class="_ _0"></span>w <span class="_ _3"></span>zakresie <span class="_ _0"></span>tworzenia <span class="_ _3"></span>dokumentacji </div><div class="t m0 xa4 hf yc27 ff6 fs4 fc2 sc0 ls0 ws0">cen transferowych; </div><div class="t m0 xa hf yc28 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">organizowanie <span class="_ _16"> </span>dział<span class="_ _0"></span>alności <span class="_ _17"> </span>Grupy <span class="_ _16"> </span>w<span class="_ _0"></span> <span class="_ _17"> </span>sposób </span></span></div><div class="t m0 xa4 hf yc29 ff6 fs4 fc2 sc0 ls0 ws0">efektywny <span class="_ _19"> </span>i <span class="_ _2b"> </span>optymalny <span class="_ _2b"> </span>z <span class="_ _2b"> </span>pun<span class="_ _0"></span>ktu <span class="_ _19"> </span>widzenia<span class="_ _0"></span> </div><div class="t m0 xa4 hf y7f5 ff7 fs4 fc2 sc0 ls0 ws0">konieczności dokonywania <span class="_ _1"></span>transakcji pomięd<span class="_ _1"></span>zy </div><div class="t m0 xa4 hf yc2a ff7 fs4 fc2 sc0 ls0 ws0">podmiotami powiązanymi;<span class="ff6"> </span></div><div class="t m0 xa hf y4f3 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _4b"> </span>warunków <span class="_ _20"> </span>rynkowych <span class="_ _20"> </span>poprzez </span></span></div><div class="t m0 xa4 hf yc2b ff6 fs4 fc2 sc0 ls0 ws0">analizy <span class="_ _3d"> </span>porów<span class="_ _0"></span>nawcze <span class="_ _1e"> </span>dostarczane <span class="_ _3d"> </span>przez </div><div class="t m0 xa4 hf y57f ff7 fs4 fc2 sc0 ls0 ws0">podmioty <span class="_ _1c"> </span>zewnętrzne<span class="_ _1"></span> <span class="_ _1c"> </span>w <span class="_ _10"> </span>tr<span class="_ _0"></span>ansakcjach <span class="_ _1c"> </span>z </div><div class="t m0 xa4 hf yc2c ff7 fs4 fc2 sc0 ls0 ws0">podmiotami <span class="_ _1c"> </span>powiązanymi <span class="_ _1c"> </span>i <span class="_ _1c"> </span>odpowiednie </div><div class="t m0 xa4 hf yc2d ff6 fs4 fc2 sc0 ls0 ws0">dokumentowanie tych transakcji; </div><div class="t m0 xa hf yc2e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">analizy rynkowości;<span class="ff6"> </span></span></span></div><div class="t m0 xa hf yc2f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">polisy ubezpieczeniowe; </span></span></div><div class="t m0 xa hf yc30 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">opracowanie  dokumentacji <span class="_ _15"> </span>wymaganej  przez<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf y88d ff6 fs4 fc2 sc0 ls0 ws0">przepisy prawa podatkowego. </div></div><div class="c x11f y746 w8f hc1"><div class="t m0 x4a h16 ya55 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI<span class="ff5"> </span></div><div class="t m0 x4a h16 yc31 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↙</span>) </div></div><div class="c x1 y151 w8d hc2"><div class="t m0 x4a h16 yb8e ff5 fs4 fc2 sc0 ls0 ws0">12.Ryzyko <span class="_ _4b"> </span>legislacyjne <span class="_ _3e"> </span>- <span class="_ _4b"> </span><span class="ff8">ryzyko <span class="_ _3e"> </span>braku <span class="_ _4b"> </span>stabilności <span class="_ _3e"> </span>sy<span class="_ _0"></span>stemu </span></div><div class="t m0 x4a h16 yb8f ff5 fs4 fc2 sc0 ls0 ws0">prawnego i podatkowego </div><div class="t m0 x4a h16 yc15 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yc32 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko związane jest <span class="_ _0"></span>z brakiem <span class="_ _0"></span>stabilności systemu podatkow<span class="_ _0"></span>ego i </div><div class="t m0 x4a hf yc00 ff7 fs4 fc2 sc0 ls0 ws0">prawnego <span class="_ _3"></span>i <span class="_ _3"></span>jest <span class="_ _4"></span>kluczowym <span class="_ _3"></span>zagroż<span class="_ _0"></span>eniem, <span class="_ _3"></span>które <span class="_ _3"></span>może <span class="_ _3"></span>wpływ<span class="_ _0"></span>ać <span class="_ _3"></span>na </div><div class="t m0 x4a hf yc33 ff7 fs4 fc2 sc0 ls0 ws0">wyniki <span class="_ _27"> </span>finansowe <span class="_ _16"> </span>i <span class="_ _16"> </span>długoterminową <span class="_ _16"> </span>strategię <span class="_ _27"> </span>ro<span class="_ _0"></span>zwoju. <span class="_ _16"> </span>Zmiany </div><div class="t m0 x4a hf yc34 ff7 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _0"></span>lub <span class="_ _3"></span>ich <span class="_ _0"></span>niespójność <span class="_ _3"></span>w <span class="_ _3"></span> <span class="_ _0"></span>ich <span class="_ _3"></span>interpretacji <span class="_ _0"></span>i <span class="_ _3"></span>niepewność <span class="_ _3"></span>co </div><div class="t m0 x4a hf yc35 ff6 fs4 fc2 sc0 ls0 ws0">do <span class="_ _4"></span><span class="ff7">przyszłych <span class="_ _3"></span>regulacji, <span class="_ _4"></span>mogą <span class="_ _4"></span>generować <span class="_ _3"></span>konieczność <span class="_ _4"></span>ponoszenia </span></div><div class="t m0 x4a hf yc36 ff7 fs4 fc2 sc0 ls0 ws0">dodatkowych <span class="_ _14"> </span>kosztów  d<span class="_ _1"></span>ostosowania <span class="_ _14"> </span>działalności <span class="_ _14"> </span>lub  p<span class="_ _1"></span>onoszenie </div><div class="t m0 x4a hf yc37 ff7 fs4 fc2 sc0 ls0 ws0">wyższych <span class="_ _44"> </span>kosztów <span class="_ _1c"> </span>obciążeń <span class="_ _44"> </span>podatkowych <span class="_ _44"> </span>związanych <span class="_ _1c"> </span>ze </div><div class="t m0 x4a hf yc38 ff7 fs4 fc2 sc0 ls0 ws0">spełnieniem <span class="_ _4"></span>nowych <span class="_ _4"></span>wymo<span class="_ _0"></span>gów <span class="_ _4"></span>prawnych. <span class="_ _4"></span>Skutki <span class="_ _4"></span>wejścia <span class="_ _4"></span>w <span class="_ _5"> </span>życie </div><div class="t m0 x4a hf y943 ff7 fs4 fc2 sc0 ls0 ws0">nowych <span class="_ _14"> </span>przepisów <span class="_ _14"> </span>mogą <span class="_ _14"> </span>wpłynąć <span class="_ _14"> </span>na <span class="_ _14"> </span>wyniki <span class="_ _5"> </span>finansowe <span class="_ _14"> </span>Grupy, <span class="_ _14"> </span>a </div><div class="t m0 x4a hf y350 ff7 fs4 fc2 sc0 ls0 ws0">nawet na zmianę polityki dywidendy.<span class="ff6"> </span></div></div><div class="c x20 y151 w8e hc2"><div class="t m0 xa hf yc39 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">doradztwo <span class="_ _3"></span>doświadczonych <span class="_ _0"></span>firm <span class="_ _3"></span>podatkowyc<span class="_ _0"></span>h </span></span></div><div class="t m0 xa4 hf yc3a ff6 fs4 fc2 sc0 ls0 ws0">oraz doradców prawnych; </div><div class="t m0 xa hf yc3b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">monitoring <span class="_ _17"> </span>istotnych <span class="_ _17"> </span>dla <span class="_ _17"> </span>działalności <span class="_ _17"> </span>Grupy<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf yc3c ff6 fs4 fc2 sc0 ls0 ws0">zmian <span class="_ _5"> </span>w <span class="_ _14"> </span>przepisach <span class="_ _14"> </span>prawa <span class="_ _14"> </span>i <span class="_ _5"> </span>po<span class="_ _0"></span>dejmowanie <span class="_ _5"> </span>z<span class="_ _0"></span> </div><div class="t m0 xa4 hf yc3d ff7 fs4 fc2 sc0 ls0 ws0">wyprzedzeniem <span class="_ _1f"> </span>działań <span class="_ _10"> </span>z<span class="_ _0"></span>mierzających <span class="_ _10"> </span>do </div><div class="t m0 xa4 hf y264 ff7 fs4 fc2 sc0 ls0 ws0">dostosowania <span class="_ _20"> </span>działalności <span class="_ _42"> </span>Grupy <span class="_ _20"> </span>do <span class="_ _42"> </span>tych </div><div class="t m0 xa4 hf yb94 ff6 fs4 fc2 sc0 ls0 ws0">zmian, <span class="_ _1a"> </span>w <span class="_ _3f"> </span>tym <span class="_ _1a"> </span>wprowadzenia <span class="_ _1a"> </span>zmia<span class="_ _0"></span>n </div><div class="t m0 xa4 hf yb48 ff6 fs4 fc2 sc0 ls0 ws0">odpowiednich organizacyjnych; </div><div class="t m0 xa hf yc3e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">weryfikacja prawidłowości <span class="_ _1"></span>zapisów księ<span class="_ _1"></span>gowych </span></span></div><div class="t m0 xa4 hf ybdb ff7 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _17"> </span>wyspecjalizowaną <span class="_ _19"> </span>kad<span class="_ _1"></span>rę <span class="_ _17"> </span>pracowników </div><div class="t m0 xa4 hf yb98 ff6 fs4 fc2 sc0 ls0 ws0">Grupy; </div><div class="t m0 xa hf yb4c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">uczestnictwo <span class="_ _f"> </span>w <span class="_ _3e"> </span>organizacjach <span class="_ _f"> </span>branżowych,<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf yafc ff7 fs4 fc2 sc0 ls0 ws0">biorących <span class="_ _16"> </span>udział <span class="_ _17"> </span>w <span class="_ _16"> </span>konsultacjach <span class="_ _17"> </span>projektów </div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">przepisów; </div></div><div class="c x11f y151 w8f hc2"><div class="t m0 x4a h16 yb94 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 yb48 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf56" class="pf w0 h0" ><div class="pc pc56 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">86<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x20 yc3f w8e hc3"><div class="t m0 xa hf yb4b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">udział <span class="_ _4c"> </span>pracowników <span class="_ _1a"> </span>w <span class="_ _1a"> </span>szkoleni<span class="_ _1"></span>ach <span class="_ _1a"> </span>i </span></span></div><div class="t m0 xa4 hf y88e ff7 fs4 fc2 sc0 ls0 ws0">webinariach <span class="_ _2a"> </span>obejm<span class="_ _0"></span>ujących <span class="_ _f"> </span>swym <span class="_ _f"> </span>zakrese<span class="_ _1"></span>m </div><div class="t m0 xa4 hf yc40 ff6 fs4 fc2 sc0 ls0 ws0">przepisy podatkowe; </div><div class="t m0 xa hf y64a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">rozwój polityki Compliance. </span></span></div></div><div class="c x1 y7c3 w8d hc4"><div class="t m0 x4a h16 yc41 ff5 fs4 fc2 sc0 ls0 ws0">13.Ryzyko <span class="_ _0"></span>koncesji - <span class="_ _0"></span><span class="ff8">ryzyko <span class="_ _0"></span>cofnięcia, wygaśnięcia lub <span class="_ _0"></span>naruszenia </span></div><div class="t m0 x4a h16 yc42 ff8 fs4 fc2 sc0 ls0 ws0">koncesji albo cofnięcia lub zawieszenia lic<span class="_ _1"></span>encji<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x4a h16 yc43 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yb31 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _17"> </span>związane <span class="_ _19"> </span>jes<span class="_ _1"></span>t <span class="_ _17"> </span>z <span class="_ _19"> </span>tym,<span class="_ _1"></span> <span class="_ _17"> </span>że <span class="_ _17"> </span>spółki <span class="_ _19"> </span>d<span class="_ _1"></span>ziałające <span class="_ _17"> </span>w <span class="_ _19"> </span>s<span class="_ _1"></span>ektorze </div><div class="t m0 x4a hf y961 ff7 fs4 fc2 sc0 ls0 ws0">paliwowym, <span class="_ _19"> </span>energetycznym <span class="_ _19"> </span>i <span class="_ _19"> </span>transportowym <span class="_ _2b"> </span>zobowiązane <span class="_ _19"> </span>są </div><div class="t m0 x4a hf yc44 ff7 fs4 fc2 sc0 ls0 ws0">uzyskać <span class="_ _4"></span>o<span class="_ _0"></span>dpowiednie <span class="_ _4"></span>licencje <span class="_ _5"></span>i <span class="_ _4"></span>k<span class="_ _0"></span>oncesje, <span class="_ _4"></span>Grupa <span class="_ _5"></span>może <span class="_ _5"> </span>liczyć <span class="_ _5"> </span>się <span class="_ _5"></span>z </div><div class="t m0 x4a hf yc45 ff7 fs4 fc2 sc0 ls0 ws0">możliwością <span class="_ _3"></span>cofnięcia, <span class="_ _0"></span>wygaśnięcia <span class="_ _3"></span>lub <span class="_ _3"></span>naruszenia <span class="_ _0"></span>warunków <span class="_ _3"></span>tych </div><div class="t m0 x4a hf yc46 ff7 fs4 fc2 sc0 ls0 ws0">uprawnień, <span class="_ _1f"> </span>co <span class="_ _58"> </span>może <span class="_ _1f"> </span>skutkować <span class="_ _1f"> </span>karami <span class="_ _1f"> </span>finans<span class="_ _1"></span>owymi <span class="_ _1f"> </span>lub </div><div class="t m0 x4a hf y29a ff7 fs4 fc2 sc0 ls0 ws0">uniemożliwić prowadzenia działalności.<span class="ff6"> </span></div><div class="t m0 x4a hf yc47 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _4b"> </span>to <span class="_ _4b"> </span>może <span class="_ _3e"> </span>w<span class="_ _0"></span>ystąpić <span class="_ _3e"> </span>w <span class="_ _4b"> </span>szczególności <span class="_ _4b"> </span>w <span class="_ _4b"> </span>przypadkach </div><div class="t m0 x4a hf yc48 ff7 fs4 fc2 sc0 ls0 ws0">naruszenia <span class="_ _4"></span>warunków <span class="_ _4"></span>wydanych <span class="_ _4"></span>ko<span class="_ _0"></span>ncesji, <span class="_ _4"></span>w <span class="_ _4"></span>tym <span class="_ _4"></span>w <span class="_ _5"></span>szczególności </div><div class="t m0 x4a hf yc49 ff7 fs4 fc2 sc0 ls0 ws0">bezpieczeństwa lub zasad uczciwego obrotu.<span class="ff6"> </span></div><div class="t m0 x4a hf yc4a ff7 fs4 fc2 sc0 ls0 ws0">Niewłaściwe <span class="_ _0"></span>procedury z<span class="_ _0"></span>arządcze <span class="_ _0"></span>mogą <span class="_ _3"></span>doprowadzić <span class="_ _0"></span>do <span class="_ _0"></span>błędnego </div><div class="t m0 x4a hf yc4b ff7 fs4 fc2 sc0 ls0 ws0">złożenia wniosku lub złożenie go z opóźnieniem.<span class="ff6"> </span></div></div><div class="c x20 y7c3 w8e hc4"><div class="t m0 xa hf yc4c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">dobór <span class="_ _3e"> </span>kadry <span class="_ _3e"> </span>k<span class="_ _0"></span>ierowniczej <span class="_ _3e"> </span>oraz <span class="_ _4b"> </span>doradców, </span></span></div><div class="t m0 xa4 hf yc4d ff7 fs4 fc2 sc0 ls0 ws0">mających <span class="_ _44"> </span>doświadczenie <span class="_ _1c"> </span>w <span class="_ _44"> </span>prowadzeniu </div><div class="t m0 xa4 hf yc4e ff7 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _15"> </span>objętej <span class="_ _27"> </span>koncesjami, <span class="_ _27"> </span>posiadanymi </div><div class="t m0 xa4 hf yb83 ff7 fs4 fc2 sc0 ls0 ws0">przez spółki z Grupy;<span class="ff6"> </span></div><div class="t m0 xa hf yb8e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">monitoring <span class="_ _4b"> </span>ważności <span class="_ _20"> </span>posiadanych <span class="_ _4b"> </span>ko<span class="_ _0"></span>ncesji </span></span></div><div class="t m0 xa4 hf yb8f ff7 fs4 fc2 sc0 ls0 ws0">własnych i odbiorców;<span class="ff6"> </span></div><div class="t m0 xa hf yb90 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">przestrzeganie <span class="_ _0"></span>przez <span class="_ _3"></span>spółki <span class="_ _3"></span>z <span class="_ _3"></span>Grupy <span class="_ _3"></span>warunków </span></span></div><div class="t m0 xa4 hf yb91 ff7 fs4 fc2 sc0 ls0 ws0">udzielonych koncesji i pozwoleń;<span class="ff6"> </span></div><div class="t m0 xa hf yc4f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">udział <span class="_ _4c"> </span>pracowników <span class="_ _1a"> </span>w <span class="_ _1a"> </span>szkoleni<span class="_ _1"></span>ach <span class="_ _1a"> </span>i </span></span></div><div class="t m0 xa4 hf y90c ff7 fs4 fc2 sc0 ls0 ws0">webinariach <span class="_ _2a"> </span>obejm<span class="_ _0"></span>ujących <span class="_ _f"> </span>swym <span class="_ _f"> </span>zakrese<span class="_ _1"></span>m </div><div class="t m0 xa4 hf yb47 ff6 fs4 fc2 sc0 ls0 ws0">regulacje koncesyjne; </div><div class="t m0 xa hf yc50 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">procedury <span class="_ _15"> </span>wewnętrzne <span class="_ _15"> </span>regulują<span class="_ _0"></span>ce <span class="_ _27"> </span>obowiązki </span></span></div><div class="t m0 xa4 hf yc3e ff7 fs4 fc2 sc0 ls0 ws0">pracowników <span class="_ _1a"> </span>w <span class="_ _3f"> </span>zakresie <span class="_ _1a"> </span>dbałości <span class="_ _3f"> </span>o </div><div class="t m0 xa4 hf ybdb ff7 fs4 fc2 sc0 ls0 ws0">utrzymywanie niezbędnych zabezpieczeń;<span class="ff6"> </span></div><div class="t m0 xa hf y28e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">eksploatacja, <span class="_ _9"></span>przeglądy <span class="_ _1"></span>i <span class="_ _9"></span>ko<span class="_ _0"></span>nserwacja <span class="_ _1"></span>instalacji, </span></span></div><div class="t m0 xa4 hf yc51 ff7 fs4 fc2 sc0 ls0 ws0">urządzeń <span class="_ _17"> </span>i <span class="_ _17"> </span>obiektów <span class="_ _19"> </span>zgodnie <span class="_ _17"> </span>z <span class="_ _17"> </span>regulacjami </div><div class="t m0 xa4 hf y278 ff6 fs4 fc2 sc0 ls0 ws0">prawnymi, <span class="_ _1b"> </span>dyrektywami <span class="_ _1b"> </span>i <span class="_ _c"> </span>regulacjami </div><div class="t m0 xa4 hf yc52 ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznymi.<span class="ff6"> </span></div></div><div class="c x11f y7c3 w8f hc4"><div class="t m0 x4a h16 y295 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI<span class="ff5"> </span></div><div class="t m0 x4a h16 yc53 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↙</span>) </div></div><div class="c x1 ya0e w8d hc5"><div class="t m0 x4a h16 yc54 ff5 fs4 fc2 sc0 ls0 ws0">14.Ryzyko <span class="_ _3"></span>prawnego <span class="_ _3"></span>regulowania <span class="_ _3"></span>cen <span class="_ _3"></span>energii <span class="_ _3"></span>elektrycznej <span class="_ _3"></span>i <span class="_ _4"></span>gazu </div><div class="t m0 x4a h16 ybc1 ff5 fs4 fc2 sc0 ls0 ws0">ziemnego </div><div class="t m0 x4a h16 ybc2 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yc55 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _2b"> </span>z<span class="_ _0"></span>wiązane <span class="_ _2b"> </span>jest <span class="_ _2a"> </span>z <span class="_ _2b"> </span>wprowadzeniem <span class="_ _2a"> </span>przez <span class="_ _2a"> </span>ustawodawcę </div><div class="t m0 x4a hf y6b9 ff7 fs4 fc2 sc0 ls0 ws0">przepisów  prawnych  ograniczających  c<span class="_ _0"></span>eny  energii  elektrycznej  i </div><div class="t m0 x4a hf yc56 ff7 fs4 fc2 sc0 ls0 ws0">gazu <span class="_ _27"> </span>ziemnego. <span class="_ _27"> </span>Interwencje <span class="_ _16"> </span>rządowe <span class="_ _27"> </span>mając<span class="_ _0"></span>e <span class="_ _27"> </span>na <span class="_ _27"> </span>celu <span class="_ _16"> </span>ochronę </div><div class="t m0 x4a hf yc57 ff7 fs4 fc2 sc0 ls0 ws0">konsumentów <span class="_ _5"> </span>przed <span class="_ _5"> </span>gwał<span class="_ _0"></span>townymi <span class="_ _5"> </span>wzrostami <span class="_ _14"> </span>cen, <span class="_ _4"></span>mo<span class="_ _0"></span>gą <span class="_ _5"> </span>obniżyć </div><div class="t m0 x4a hf yc58 ff7 fs4 fc2 sc0 ls0 ws0">rentowność spółek ener<span class="ff6">getycznych w grupie. </span></div></div><div class="c x20 ya0e w8e hc5"><div class="t m0 xa hf yc59 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">ocena <span class="_ _14"> </span>wpływu  wprowadzanych <span class="_ _5"> </span>przepisów <span class="_ _14"> </span>na<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf y937 ff7 fs4 fc2 sc0 ls0 ws0">Grupę <span class="_ _1a"> </span>–współpraca <span class="_ _1a"> </span>z <span class="_ _1a"> </span>doświadczonymi </div><div class="t m0 xa4 hf yb7e ff7 fs4 fc2 sc0 ls0 ws0">kancelariami <span class="_ _1"></span>i <span class="_ _9"></span>doradcami specjalizującymi <span class="_ _1"></span>się <span class="_ _9"></span>w </div><div class="t m0 xa4 hf yb7f ff6 fs4 fc2 sc0 ls0 ws0">zakresie prawa energetycznego;  </div><div class="t m0 xa hf yb80 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">monitorowanie <span class="_ _22"> </span>mo<span class="_ _0"></span>żliwych <span class="_ _22"> </span>now<span class="_ _0"></span>elizacji <span class="_ _22"> </span>i </span></span></div><div class="t m0 xa4 hf yb81 ff7 fs4 fc2 sc0 ls0 ws0">podejmowanie <span class="_ _59"> </span>działań <span class="_ _59"> </span>mogących </div><div class="t m0 xa4 hf yb98 ff7 fs4 fc2 sc0 ls0 ws0">zminimalizować  negatywny  wpływ  przepisów </div><div class="t m0 xa4 hf ybdc ff7 fs4 fc2 sc0 ls0 ws0">na działalność Grupy;<span class="ff6"> </span></div><div class="t m0 xa hf yafc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">dostosowanie <span class="_ _24"> </span>strategii <span class="_ _4c"> </span>handlowych <span class="_ _4c"> </span>do </span></span></div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">przewidywanych zmian regulacyjnych. </div></div><div class="c x11f ya0e w8f hc5"><div class="t m0 x4a h16 yc5a ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI </div><div class="t m0 x4a h16 yc5b ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↖</span>) </div></div><div class="c x1 yacd w90 h5b"><div class="t m0 x4a h16 y64a ff5 fs4 fc2 sc0 ls0 ws0">RYZYKA FINANSOWE </div></div><div class="c x1 y554 w8d h54"><div class="t m0 x4a h16 yc39 ff5 fs4 fc2 sc0 ls0 ws0">15.Ryzyko zmiany stóp procentowych </div><div class="t m0 x4a h16 yc3a ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yb90 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _20"> </span>związane <span class="_ _20"> </span>jest <span class="_ _20"> </span>ze <span class="_ _20"> </span>zm<span class="_ _0"></span>ianą <span class="_ _20"> </span>stóp <span class="_ _20"> </span>procentowych <span class="_ _20"> </span>oraz </div><div class="t m0 x4a hf yb91 ff7 fs4 fc2 sc0 ls0 ws0">korzystaniem <span class="_ _14"> </span>przez <span class="_ _14"> </span>Grupę <span class="_ _14"> </span>z <span class="_ _14"> </span>obcyc<span class="_ _0"></span>h <span class="_ _14"> </span>źródeł <span class="_ _14"> </span>finansowania, <span class="_ _14"> </span>w  tym<span class="_ _9"></span> </div><div class="t m0 x4a hf y295 ff6 fs4 fc2 sc0 ls0 ws0">kredytów <span class="_ _27"> </span>bankowych <span class="_ _27"> </span>oraz <span class="_ _16"> </span>leasingu <span class="_ _15"> </span>opartych <span class="_ _27"> </span>o<span class="_ _0"></span> <span class="_ _27"> </span>zmienne <span class="_ _27"> </span>stopy </div><div class="t m0 x4a hf yc53 ff7 fs4 fc2 sc0 ls0 ws0">procentowe. <span class="_ _0"></span>W <span class="_ _0"></span>konsekwencji <span class="_ _0"></span>możliwy <span class="_ _0"></span>jest <span class="_ _0"></span>wzrost <span class="_ _3"></span>kosztów obsługi </div><div class="t m0 x4a hf yc5c ff7 fs4 fc2 sc0 ls0 ws0">zadłużenia <span class="_ _25"> </span>oraz <span class="_ _26"> </span>pogorszenie <span class="_ _25"> </span>efektywności <span class="_ _26"> </span>finansowej </div><div class="t m0 x4a hf yc02 ff7 fs4 fc2 sc0 ls0 ws0">przedsięwzięć, <span class="_ _17"> </span>a <span class="_ _19"> </span>także <span class="_ _19"> </span>ogran<span class="_ _1"></span>iczenie <span class="_ _17"> </span>dostępności <span class="_ _19"> </span>finansowania </div><div class="t m0 x4a hf yc5d ff7 fs4 fc2 sc0 ls0 ws0">bieżącej <span class="_ _58"> </span>działalności, <span class="_ _1f"> </span>inwestycji <span class="_ _1f"> </span>oraz <span class="_ _1f"> </span>zawierania <span class="_ _58"> </span>transakcji </div><div class="t m0 x4a hf y293 ff7 fs4 fc2 sc0 ls0 ws0">hedgingowych ze źródeł obcych.<span class="ff6"> </span></div></div><div class="c x20 y554 w8e h54"><div class="t m0 xa hf yc5e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">kontrolowanie <span class="_ _1c"> </span>ryzyka <span class="_ _1c"> </span>stopy <span class="_ _1c"> </span>procentowej </span></span></div><div class="t m0 xa4 hf yc5f ff7 fs4 fc2 sc0 ls0 ws0">poprzez <span class="_ _15"> </span>system <span class="_ _27"> </span>limitów <span class="_ _27"> </span>odnoszących <span class="_ _27"> </span>się <span class="_ _15"> </span>do </div><div class="t m0 xa4 hf yc3b ff7 fs4 fc2 sc0 ls0 ws0">maksymalnej potencjalnej straty z tytułu zmian </div><div class="t m0 xa4 hf yc3c ff7 fs4 fc2 sc0 ls0 ws0">stóp <span class="_ _3e"> </span>procentowych, <span class="_ _3e"> </span>w <span class="_ _4b"> </span>efekcie <span class="_ _f"> </span>ko<span class="_ _0"></span>ńcowym </div><div class="t m0 xa4 hf yc4f ff7 fs4 fc2 sc0 ls0 ws0">przekładając <span class="_ _9"></span>ryzyko <span class="_ _1"></span>na <span class="_ _9"></span>cenę <span class="_ _1"></span>finalną <span class="_ _9"></span>produktów; <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xa hf yc60 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">bieżący <span class="_ _28"> </span>monitoring <span class="_ _28"> </span>stóp <span class="_ _58"> </span>procentowych <span class="_ _58"> </span>i </span></span></div><div class="t m0 xa4 hf yc61 ff7 fs4 fc2 sc0 ls0 ws0">ekspozycji na stopę procentową;<span class="ff6"> </span></div><div class="t m0 xa hf ybde ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dla <span class="_ _0"></span>transakcji <span class="_ _3"></span>o <span class="_ _0"></span>charakterze <span class="_ _3"></span>długoterminowym </span></span></div><div class="t m0 xa4 hf yc62 ff7 fs4 fc2 sc0 ls0 ws0">gdzie <span class="_ _20"> </span>nie <span class="_ _42"> </span>ma <span class="_ _42"> </span>możliwości <span class="_ _20"> </span>be<span class="_ _0"></span>zpośredniego </div><div class="t m0 xa4 hf y1fe ff6 fs4 fc2 sc0 ls0 ws0">przeniesienia <span class="_ _45"> </span>kosztó<span class="_ _0"></span>w <span class="_ _24"> </span>na <span class="_ _45"> </span>ostatecznego </div><div class="t m0 xa4 hf y28e ff7 fs4 fc2 sc0 ls0 ws0">odbiorcę, <span class="_ _1"></span>korzystanie <span class="_ _1"></span>z <span class="_ _1"></span>finansowania w <span class="_ _9"></span>o<span class="_ _0"></span>parciu </div><div class="t m0 xa4 hf yc51 ff7 fs4 fc2 sc0 ls0 ws0">o <span class="_ _1b"> </span>stałą <span class="_ _1b"> </span>stopę <span class="_ _3f"> </span>oprocentowania <span class="_ _1b"> </span>oraz </div><div class="t m0 xa4 hf y278 ff7 fs4 fc2 sc0 ls0 ws0">instrumentów  pochodnych <span class="_ _15"> </span>zabezpieczających </div><div class="t m0 xa4 hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">przed ryzykiem stopy procentowej IRS. </div></div><div class="c x11f y554 w8f h54"><div class="t m0 x4a h16 yc63 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI<span class="ff5"> </span></div><div class="t m0 x4a h16 yc64 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↖</span>) </div></div><div class="c x1 yc65 w8d hc6"><div class="t m0 x4a h16 yc66 ff8 fs4 fc2 sc0 ls0 ws0">16.Ryzyko utraty płynności fin<span class="_ _1"></span>ansowej<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x4a h16 yc67 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x20 yc65 w8e hc6"><div class="t m0 xa hf yc68 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">bieżące <span class="_ _1"></span>monitorowanie <span class="_ _1"></span>wskaźników <span class="_ _1"></span>zadłużenia </span></span></div><div class="t m0 xa4 hf y707 ff6 fs4 fc2 sc0 ls0 ws0">i kowenantów bankowych; </div></div><div class="c x11f yc65 w8f hc6"><div class="t m0 x4a h16 yc69 ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI </div><div class="t m0 x4a h16 yc6a ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↖</span>) </div></div></div><div class="pi" ></div></div><div id="pf57" class="pf w0 h0" ><div class="pc pc57 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">87<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 yc6b w8d hc7"><div class="t m0 x4a hf yc6c ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _5"> </span>z<span class="_ _0"></span>wiązane <span class="_ _5"></span>jest <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _5"> </span>ko<span class="_ _0"></span>rzystanie<span class="_ _1"></span>m <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>zewnętrznych <span class="_ _5"></span>bankowych </div><div class="t m0 x4a hf yc6d ff7 fs4 fc2 sc0 ls0 ws0">źródeł <span class="_ _20"> </span>finansowania <span class="_ _20"> </span>i <span class="_ _42"> </span>zaangażo<span class="_ _0"></span>waniem <span class="_ _20"> </span>znacznych <span class="_ _42"> </span>środków </div><div class="t m0 x4a hf yc6e ff7 fs4 fc2 sc0 ls0 ws0">obrotowych <span class="_ _9"></span>przez <span class="_ _1"></span>spółki <span class="_ _9"></span>z <span class="_ _1"></span>Grupy. <span class="_ _9"></span>Grupa <span class="_ _1"></span>narażona <span class="_ _9"></span>jest <span class="_ _1"></span>na <span class="_ _9"></span>moż<span class="_ _0"></span>liwość </div><div class="t m0 x4a hf yc6f ff7 fs4 fc2 sc0 ls0 ws0">utraty  płynności  wpływającej  na  brak  możliwości  sfinansowania </div><div class="t m0 x4a hf yc70 ff6 fs4 fc2 sc0 ls0 ws0">potrzeb <span class="_ _58"> </span>kapi<span class="ff7">tało<span class="_ _0"></span>wych <span class="_ _1f"> </span>i <span class="_ _58"> </span>obroto<span class="_ _0"></span>wych, <span class="_ _1f"> </span>wywiązywania <span class="_ _58"> </span>się <span class="_ _1f"> </span>z </span></div><div class="t m0 x4a hf yc71 ff7 fs4 fc2 sc0 ls0 ws0">zaciągniętych zobowiązań średnio i długotermin<span class="_ _1"></span>owych.<span class="ff6"> </span></div><div class="t m0 x4a hf yc72 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _1"></span>dotyczy <span class="_ _9"></span>również <span class="_ _9"></span>kondycji <span class="_ _1"></span>finansowej <span class="_ _9"></span>kontrahentów, <span class="_ _1"></span>kiedy <span class="_ _9"></span>w </div><div class="t m0 x4a hf yc73 ff7 fs4 fc2 sc0 ls0 ws0">przypadku <span class="_ _3"></span>braku <span class="_ _3"></span>uregulowania <span class="_ _3"></span>n<span class="_ _0"></span>ależności <span class="_ _3"></span>z <span class="_ _3"></span>ich <span class="_ _4"></span>strony, <span class="_ _3"></span>Grupa <span class="_ _3"></span>jest </div><div class="t m0 x4a hf y95d ff7 fs4 fc2 sc0 ls0 ws0">zmuszona <span class="_ _27"> </span>do <span class="_ _27"> </span>częściowego <span class="_ _27"> </span>finansowania <span class="_ _27"> </span>działalności <span class="_ _27"> </span>ze <span class="_ _16"> </span>swoich </div><div class="t m0 x4a hf yc74 ff7 fs4 fc2 sc0 ls0 ws0">środków <span class="_ _14"> </span>do  czasu <span class="_ _5"> </span>o<span class="_ _0"></span>trzymania <span class="_ _14"> </span>płatności  za <span class="_ _14"> </span>usługi, <span class="_ _14"> </span>nad <span class="_ _14"> </span>to  presja </div><div class="t m0 x4a hf yc75 ff6 fs4 fc2 sc0 ls0 ws0">kli<span class="ff7">entów na wydłużanie terminów płatności.</span> </div><div class="t m0 x4a hf yc76 ff7 fs4 fc2 sc0 ls0 ws0">Pogorszenie <span class="_ _1c"> </span>kowenantów <span class="_ _1c"> </span>finansowych <span class="_ _1c"> </span>może <span class="_ _1c"> </span>spowodować </div><div class="t m0 x4a hf yc77 ff7 fs4 fc2 sc0 ls0 ws0">trudności <span class="_ _14"> </span>w  pozyskaniu <span class="_ _14"> </span>kredytów  lub <span class="_ _14"> </span>pożyczek  a <span class="_ _14"> </span>nawet  narazi<span class="_ _1"></span>ć </div><div class="t m0 x4a hf yc78 ff7 fs4 fc2 sc0 ls0 ws0">Grupę <span class="_ _27"> </span>na <span class="_ _27"> </span>wypowiedzenie <span class="_ _27"> </span>umów <span class="_ _16"> </span>i <span class="_ _27"> </span>obowiązek <span class="_ _27"> </span>natychmiastowej </div><div class="t m0 x4a hf yc79 ff7 fs4 fc2 sc0 ls0 ws0">spłaty.<span class="ff6"> </span></div></div><div class="c x20 yc6b w8e hc7"><div class="t m0 xa hf yb2a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dywersyfikacja <span class="_ _24"> </span>źródeł <span class="_ _24"> </span>finansowania <span class="_ _24"> </span>o<span class="_ _0"></span>d </span></span></div><div class="t m0 xa4 hf yc7a ff7 fs4 fc2 sc0 ls0 ws0">instytucji <span class="_ _49"> </span>zewnętrznych <span class="_ _36"> </span>i <span class="_ _49"> </span>partnerów </div><div class="t m0 xa4 hf yc7b ff6 fs4 fc2 sc0 ls0 ws0">handlowych; </div><div class="t m0 xa hf yc7c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">ubezpieczenie <span class="_ _22"> </span>należności <span class="_ _22"> </span>od <span class="_ _22"> </span>partnerów </span></span></div><div class="t m0 xa4 hf yc4c ff6 fs4 fc2 sc0 ls0 ws0">handlowych; </div><div class="t m0 xa hf yc7d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">współpraca <span class="_ _1f"> </span>z <span class="_ _1f"> </span>wysoko <span class="_ _1f"> </span>w<span class="_ _0"></span>ykwalifik<span class="_ _1"></span>owanymi </span></span></div><div class="t m0 xa4 hf yb40 ff7 fs4 fc2 sc0 ls0 ws0">podmiotami <span class="_ _3f"> </span>zewnętrznymi <span class="_ _3f"> </span>w <span class="_ _1b"> </span>zakresie </div><div class="t m0 xa4 hf yb8d ff7 fs4 fc2 sc0 ls0 ws0">zarządzania płynnością;<span class="ff6"> </span></div><div class="t m0 xa hf yc39 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">sprawne <span class="_ _17"> </span>zarządzanie <span class="_ _17"> </span>kapitałem <span class="_ _17"> </span>obrotowym, </span></span></div><div class="t m0 xa4 hf yc3a ff6 fs4 fc2 sc0 ls0 ws0">restrykcyjna <span class="_ _3d"> </span>polityka <span class="_ _44"> </span>nadawania <span class="_ _3d"> </span>limitów </div><div class="t m0 xa4 hf yb90 ff6 fs4 fc2 sc0 ls0 ws0">kupieckich; </div><div class="t m0 xa hf yc3c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">efektywne <span class="_ _52"> </span>zarządzanie <span class="_ _47"> </span>należnościami, </span></span></div><div class="t m0 xa4 hf yc4f ff7 fs4 fc2 sc0 ls0 ws0">zobowiązaniami, <span class="_ _1c"> </span>zapasami <span class="_ _44"> </span>i <span class="_ _1c"> </span>nadwyżkami </div><div class="t m0 xa4 hf y264 ff6 fs4 fc2 sc0 ls0 ws0">finansowymi; </div><div class="t m0 xa hf yc7e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">planowanie <span class="_ _3d"> </span>przepływów <span class="_ _3d"> </span>pieniężnych, <span class="_ _3d"> </span>ze </span></span></div><div class="t m0 xa4 hf yc50 ff6 fs4 fc2 sc0 ls0 ws0">szczególnym <span class="_ _49"> </span>naciskiem <span class="_ _36"> </span>na <span class="_ _49"> </span>ustalenie </div><div class="t m0 xa4 hf yc3e ff7 fs4 fc2 sc0 ls0 ws0">zapotrzebowania <span class="_ _24"> </span>na <span class="_ _4c"> </span>kapitał <span class="_ _4c"> </span>obrotow<span class="_ _0"></span>y, </div><div class="t m0 xa4 hf ybdb ff7 fs4 fc2 sc0 ls0 ws0">inwestycyjny oraz na zapas obowiązkowy;<span class="ff6"> </span></div><div class="t m0 xa hf y28e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">stały <span class="_ _16"> </span>kontakt <span class="_ _16"> </span>z <span class="_ _16"> </span>instytucjami <span class="_ _16"> </span>fi<span class="_ _0"></span>nansowymi <span class="_ _16"> </span>w </span></span></div><div class="t m0 xa4 hf yc51 ff7 fs4 fc2 sc0 ls0 ws0">zakresie <span class="_ _f"> </span>ryzyk <span class="_ _3e"> </span>związanych <span class="_ _f"> </span>z<span class="_ _0"></span> <span class="_ _f"> </span>potencjalnym<span class="_ _0"></span> </div><div class="t m0 xa4 hf yafc ff6 fs4 fc2 sc0 ls0 ws0">ograniczeniem  finansowania  i <span class="_ _18"> </span>p<span class="_ _0"></span>odejmowanie </div><div class="t m0 xa4 hf y64a ff7 fs4 fc2 sc0 ls0 ws0">działań korygujących.<span class="ff6"> </span></div></div><div class="c x1 yc7f w8d hc8"><div class="t m0 x4a h16 yc80 ff5 fs4 fc2 sc0 ls0 ws0">17.Ryzyko walutowe </div><div class="t m0 x4a h16 yc81 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yc82 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _3"></span>zw<span class="_ _0"></span>iązane <span class="_ _3"></span>jest <span class="_ _4"></span>z <span class="_ _4"></span>wahaniami <span class="_ _3"></span>kursów <span class="_ _4"></span>walut. <span class="_ _3"></span>Grupa <span class="_ _3"></span>prowad<span class="_ _0"></span>zi </div><div class="t m0 x4a hf yc83 ff7 fs4 fc2 sc0 ls0 ws0">działalność <span class="_ _3"></span>międzynarodową <span class="_ _3"></span>w <span class="_ _0"></span>walutach <span class="_ _3"></span>obcych. <span class="_ _3"></span>W <span class="_ _3"></span>konsekwencji </div><div class="t m0 x4a hf yc84 ff7 fs4 fc2 sc0 ls0 ws0">narażona <span class="_ _27"> </span>jest <span class="_ _16"> </span>na <span class="_ _16"> </span>ryzyko <span class="_ _16"> </span>występowania <span class="_ _16"> </span>różnic <span class="_ _16"> </span>kursowych <span class="_ _16"> </span>oraz </div><div class="t m0 x4a hf ya2c ff7 fs4 fc2 sc0 ls0 ws0">poniesienia <span class="_ _10"> </span>straty <span class="_ _1c"> </span>wynikającej <span class="_ _1c"> </span>z <span class="_ _1c"> </span>nierównowagi <span class="_ _10"> </span>pomiędzy<span class="_ _0"></span> </div><div class="t m0 x4a hf yc85 ff7 fs4 fc2 sc0 ls0 ws0">zobowiązaniami i należnościami wyrażonymi w walutach obcych.<span class="ff6"> </span></div><div class="t m0 x4a hf yb43 ff7 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _0"></span>zmienność <span class="_ _0"></span>kursów <span class="_ _0"></span>walut <span class="_ _0"></span>ma <span class="_ _3"></span>również <span class="_ _0"></span>wpływ <span class="_ _0"></span>światowa <span class="_ _0"></span>sytuacja </div><div class="t m0 x4a hf yb44 ff6 fs4 fc2 sc0 ls0 ws0">polityczno-<span class="ff7">gospodarcza, <span class="_ _17"> </span>która <span class="_ _27"> </span>mo<span class="_ _0"></span>że <span class="_ _16"> </span>przełoż<span class="_ _0"></span>yć <span class="_ _16"> </span>się <span class="_ _16"> </span>na <span class="_ _17"> </span>osiągane </span></div><div class="t m0 x4a hf yc86 ff7 fs4 fc2 sc0 ls0 ws0">marże i wyniki finansowe Grupy.<span class="ff6"> </span></div></div><div class="c x20 yc7f w8e hc8"><div class="t m0 xa hf yc87 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _27"> </span>procedury <span class="_ _16"> </span>zabezpieczania <span class="_ _16"> </span>ryzyka </span></span></div><div class="t m0 xa4 hf yc88 ff7 fs4 fc2 sc0 ls0 ws0">walutowego, <span class="_ _4"></span>mającą <span class="_ _4"></span>na <span class="_ _4"></span>celu <span class="_ _4"></span>minimalizowanie </div><div class="t m0 xa4 hf yc89 ff7 fs4 fc2 sc0 ls0 ws0">ryzyka <span class="_ _1e"> </span>w<span class="_ _0"></span>ahań <span class="_ _1e"> </span>kursów <span class="_ _22"> </span>wal<span class="_ _1"></span>utowych <span class="_ _1e"> </span>od </div><div class="t m0 xa4 hf yc8a ff6 fs4 fc2 sc0 ls0 ws0">momentu <span class="_ _19"> </span>zakup<span class="_ _1"></span>u <span class="_ _19"> </span>towarów <span class="_ _19"> </span>ha<span class="_ _1"></span>ndlowych <span class="_ _19"> </span>do </div><div class="t m0 xa4 hf yc8b ff7 fs4 fc2 sc0 ls0 ws0">momentu  ich  sprzedaży <span class="_ _18"> </span>w <span class="_ _15"> </span>przypadkach,  gdy<span class="_ _0"></span> </div><div class="t m0 xa4 hf yc8c ff7 fs4 fc2 sc0 ls0 ws0">zakup <span class="_ _27"> </span>i <span class="_ _27"> </span>sprzedaż <span class="_ _27"> </span>rea<span class="_ _0"></span>lizowane <span class="_ _27"> </span>są <span class="_ _16"> </span>w <span class="_ _27"> </span>róż<span class="_ _0"></span>nych </div><div class="t m0 xa4 hf yc8d ff6 fs4 fc2 sc0 ls0 ws0">walutach; </div><div class="t m0 xa hf yc8e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">zabezpieczenia <span class="_ _45"> </span>ryzyka <span class="_ _24"> </span>poprzez <span class="_ _45"> </span>hedging </span></span></div><div class="t m0 xa4 hf y987 ff6 fs4 fc2 sc0 ls0 ws0">naturalny <span class="_ _12"> </span>w <span class="_ _12"> </span>postaci <span class="_ _12"> </span>wyrównywania </div><div class="t m0 xa4 hf yc8f ff7 fs4 fc2 sc0 ls0 ws0">zobowiązań <span class="_ _15"> </span>i <span class="_ _18"> </span>należności <span class="_ _15"> </span>w <span class="_ _15"> </span>dan<span class="_ _0"></span>ych <span class="_ _15"> </span>walutach </div><div class="t m0 xa4 hf yc90 ff6 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _22"> </span>aktywny <span class="_ _22"> </span>hedging <span class="_ _22"> </span>walutowy <span class="_ _22"> </span>przy </div><div class="t m0 xa4 hf yc7e ff6 fs4 fc2 sc0 ls0 ws0">wykorzystaniu instrumentów pochodnych; </div><div class="t m0 xa hf yb56 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">korzystanie <span class="_ _24"> </span>z <span class="_ _24"> </span>instrumentów <span class="_ _24"> </span>krótko <span class="_ _4c"> </span>i </span></span></div><div class="t m0 xa4 hf yb57 ff7 fs4 fc2 sc0 ls0 ws0">długoterminowych, <span class="_ _16"> </span>zabezpieczających <span class="_ _16"> </span>ryzy<span class="_ _0"></span>ko </div><div class="t m0 xa4 hf y1ed ff7 fs4 fc2 sc0 ls0 ws0">walutowe <span class="_ _58"> </span>(głów<span class="_ _0"></span>nie <span class="_ _58"> </span>transakcje <span class="_ _58"> </span>termi<span class="_ _0"></span>nowe </div><div class="t m0 xa4 hf yb58 ff7 fs4 fc2 sc0 ls0 ws0">forward <span class="_ _24"> </span>i <span class="_ _24"> </span>swap <span class="_ _4c"> </span>walutowy, <span class="_ _24"> </span>mającyc<span class="_ _0"></span>h </div><div class="t m0 xa4 hf yb4c ff6 fs4 fc2 sc0 ls0 ws0">odzwierciedlenie w <span class="_ _3"></span>rzeczywistych <span class="_ _0"></span>transakcjach </div><div class="t m0 xa4 hf yafc ff7 fs4 fc2 sc0 ls0 ws0">i <span class="_ _36"> </span>stanowiących <span class="_ _49"> </span>zabezpieczenie <span class="_ _36"> </span>marż<span class="_ _0"></span> </div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">handlowych. </div></div><div class="c x11f yc7f w8f hc8"><div class="t m0 x4a h16 yc91 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI<span class="ff5"> </span></div><div class="t m0 x4a h16 y2b8 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div><div class="c x1 yc92 w8d hc9"><div class="t m0 x4a h16 yc93 ff5 fs4 fc2 sc0 ls0 ws0">18.Ryzyko kredytowe - ryzyko kredytów kupieckich </div><div class="t m0 x4a h16 yc94 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yc95 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _2a"> </span>związane <span class="_ _2b"> </span>jest <span class="_ _2a"> </span>z <span class="_ _2a"> </span>korzystaniem <span class="_ _2a"> </span>przez <span class="_ _2a"> </span>kontrahentów <span class="_ _f"> </span>z </div><div class="t m0 x4a hf yc96 ff7 fs4 fc2 sc0 ls0 ws0">kredytów <span class="_ _14"> </span>kupieckich <span class="_ _5"> </span>zgod<span class="_ _0"></span>nie <span class="_ _14"> </span>z <span class="_ _14"> </span>przyjętą <span class="_ _14"> </span>procedurą <span class="_ _14"> </span>przyznawania </div><div class="t m0 x4a hf yc97 ff7 fs4 fc2 sc0 ls0 ws0">limitów. <span class="_ _3"></span>W <span class="_ _3"></span>związku <span class="_ _3"></span>z <span class="_ _3"></span>powyższym <span class="_ _0"></span>nie <span class="_ _3"></span>można <span class="_ _3"></span>wykluczyć <span class="_ _3"></span>sytuacji, <span class="_ _3"></span>w </div><div class="t m0 x4a hf yc98 ff7 fs4 fc2 sc0 ls0 ws0">której <span class="_ _15"> </span>klienci <span class="_ _27"> </span>nie <span class="_ _27"> </span>wywiązują <span class="_ _27"> </span>się <span class="_ _27"> </span>z <span class="_ _27"> </span>zobowiązań <span class="_ _27"> </span>handlowych <span class="_ _15"> </span>lu<span class="_ _0"></span>b </div><div class="t m0 x4a hf yc99 ff7 fs4 fc2 sc0 ls0 ws0">wydłużają termin<span class="_ _1"></span> spłaty <span class="_ _9"></span>na<span class="_ _0"></span>leżności. Istnieje <span class="_ _9"></span>t<span class="_ _0"></span>eż ryzyko <span class="_ _9"></span>niewłaściwe<span class="_ _0"></span>j </div><div class="t m0 x4a hf yc9a ff7 fs4 fc2 sc0 ls0 ws0">oceny <span class="_ _15"> </span>kondycji <span class="_ _15"> </span>finansowej <span class="_ _15"> </span>ko<span class="_ _0"></span>ntrahenta. <span class="_ _15"> </span>W <span class="_ _15"> </span>konsekwencji <span class="_ _27"> </span>może </div><div class="t m0 x4a hf y154 ff7 fs4 fc2 sc0 ls0 ws0">dojść <span class="_ _1f"> </span>do <span class="_ _1f"> </span>konieczności <span class="_ _1f"> </span>dokonania <span class="_ _1f"> </span>odpisów <span class="_ _1f"> </span>na <span class="_ _1f"> </span>należności </div></div><div class="c x20 yc92 w8e hc9"><div class="t m0 xa hf ybd4 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">przyznawanie <span class="_ _19"> </span>limitów <span class="_ _19"> </span>kupie<span class="_ _1"></span>ckich <span class="_ _19"> </span>zgodnie <span class="_ _19"> </span>z </span></span></div><div class="t m0 xa4 hf yb1d ff7 fs4 fc2 sc0 ls0 ws0">przyjętą <span class="_ _19"> </span>procedurą, <span class="_ _2b"> </span>zakł<span class="_ _0"></span>adającą <span class="_ _19"> </span>weryfikację </div><div class="t m0 xa4 hf yb1e ff7 fs4 fc2 sc0 ls0 ws0">zdolności <span class="_ _42"> </span>kredytowej <span class="_ _20"> </span>kontrahentów <span class="_ _42"> </span>przed </div><div class="t m0 xa4 hf yc9b ff7 fs4 fc2 sc0 ls0 ws0">rozpoczęciem współpracy;<span class="ff6"> </span></div><div class="t m0 xa hf ybd8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _3"></span>rygorystycznych <span class="_ _4"></span>warunków <span class="_ _4"></span>wobec </span></span></div><div class="t m0 xa4 hf yc9c ff7 fs4 fc2 sc0 ls0 ws0">klientów <span class="_ _b"> </span>niespełniających <span class="_ _5a"> </span>warunków </div><div class="t m0 xa4 hf yc0f ff6 fs4 fc2 sc0 ls0 ws0">przyznawania limitów kupieckich; </div><div class="t m0 xa hf yb9d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">regularne <span class="_ _24"> </span>monitorow<span class="_ _0"></span>anie <span class="_ _4c"> </span>płatności <span class="_ _1a"> </span>od </span></span></div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">klientów, <span class="_ _5"></span>oraz <span class="_ _5"> </span>szybie <span class="_ _14"> </span>reagowanie <span class="_ _5"></span>na <span class="_ _5"> </span>w<span class="_ _0"></span>szelkie </div></div><div class="c x11f yc92 w8f hc9"><div class="t m0 x4a h16 yc9d ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI  </div><div class="t m0 x4a h16 yc9e ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↖</span>) </div></div></div><div class="pi" ></div></div><div id="pf58" class="pf w0 h0" ><div class="pc pc58 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">88<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 y4be w8d hca"><div class="t m0 x4a hf yc9f ff7 fs4 fc2 sc0 ls0 ws0">nieściągalne  od  kontrahentów,  c<span class="_ _0"></span>o  może  mieć  wpływ <span class="_ _18"> </span>na <span class="_ _18"> </span>w<span class="_ _0"></span>yniki </div><div class="t m0 x4a hf yca0 ff6 fs4 fc2 sc0 ls0 ws0">finansowe Grupy. </div></div><div class="c x20 y4be w8e hca"><div class="t m0 xa4 hf yc9f ff7 fs4 fc2 sc0 ls0 ws0">opóźnienia <span class="_ _16"> </span>w <span class="_ _16"> </span>ramach <span class="_ _16"> </span>wewnętrznej <span class="_ _16"> </span>komórki </div><div class="t m0 xa4 hf yca0 ff6 fs4 fc2 sc0 ls0 ws0">windykacji; </div><div class="t m0 xa hf yca1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">pozyskiwanie <span class="_ _58"> </span>od <span class="_ _1f"> </span>kontrahentów <span class="_ _1f"> </span>gwarancji </span></span></div><div class="t m0 xa4 hf yca2 ff7 fs4 fc2 sc0 ls0 ws0">bankowych, <span class="_ _f"> </span>poręczeń <span class="_ _f"> </span>podmiot<span class="_ _0"></span>ów <span class="_ _3e"> </span>trzecich, </div><div class="t m0 xa4 hf yca3 ff7 fs4 fc2 sc0 ls0 ws0">aktów <span class="_ _0"></span>poddania <span class="_ _0"></span>się <span class="_ _3"></span>egzekucji w<span class="_ _0"></span> <span class="_ _0"></span>trybie <span class="_ _0"></span>art. <span class="_ _0"></span>77<span class="_ _0"></span>7 </div><div class="t m0 xa4 hf yca4 ff6 fs4 fc2 sc0 ls0 ws0">kpc, <span class="_ _9"></span>hipotek, <span class="_ _9"></span>zastawó<span class="_ _0"></span>w <span class="_ _9"></span>rejestrowych, <span class="_ _1"></span>kaucji <span class="_ _9"></span>lub </div><div class="t m0 xa4 hf yca5 ff6 fs4 fc2 sc0 ls0 ws0">weksli; </div><div class="t m0 xa hf yc6d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">korzystanie <span class="_ _52"> </span>z <span class="_ _52"> </span>obsługi <span class="_ _52"> </span>wywiadowni </span></span></div><div class="t m0 xa4 hf yc6e ff7 fs4 fc2 sc0 ls0 ws0">gospodarczych <span class="_ _3"></span>oraz<span class="_ _0"></span> <span class="_ _3"></span>kancelarii <span class="_ _4"></span>specjalizujących </div><div class="t m0 xa4 hf yc6f ff7 fs4 fc2 sc0 ls0 ws0">się w odzyskiwaniu należności;<span class="ff6"> </span></div><div class="t m0 xa hf yc41 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">ubezpieczenie należności;<span class="ff6"> </span></span></span></div><div class="t m0 xa hf yc4d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zwiększenie <span class="_ _4a"> </span>zaangażowania <span class="_ _5b"> </span>Zespołu </span></span></div><div class="t m0 xa4 hf yc4e ff7 fs4 fc2 sc0 ls0 ws0">Sprzedażowego <span class="_ _16"> </span>AVIA <span class="_ _16"> </span>Card <span class="_ _16"> </span><span class="ff6">- <span class="_ _17"> </span>poszczególnych </span></div><div class="t m0 xa4 hf yb83 ff7 fs4 fc2 sc0 ls0 ws0">Handlowców w aktywną współpracę z DKK;<span class="ff6"> </span></div><div class="t m0 xa hf yca6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">regularne <span class="_ _15"> </span>raportowanie <span class="_ _15"> </span>i <span class="_ _15"> </span>c<span class="_ _0"></span>ykliczne <span class="_ _15"> </span>szkolenia<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf yca7 ff7 fs4 fc2 sc0 ls0 ws0">zespołu <span class="_ _9"></span>sprzedażo<span class="_ _0"></span>wego <span class="_ _1"></span>z <span class="_ _1"></span>zakresu <span class="_ _9"></span>dokumentów </div><div class="t m0 xa4 hf yca8 ff6 fs4 fc2 sc0 ls0 ws0">finansowych;  </div><div class="t m0 xa hf yca9 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">pogłębiona <span class="_ _15"> </span>ocena <span class="_ _27"> </span>Przedsiębiorstwa <span class="_ _27"> </span>klienta <span class="_ _27"> </span><span class="ff6">-<span class="_ _0"></span> </span></span></span></div><div class="t m0 xa4 hf ycaa ff6 fs4 fc2 sc0 ls0 ws0">indywidualna rozbudowana ankieta o kliencie;  </div><div class="t m0 xa hf ycab ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">pozyskiwanie <span class="_ _2b"> </span>w<span class="_ _0"></span>eksli <span class="_ _2a"> </span>poręczonych <span class="_ _f"> </span>od <span class="_ _2b"> </span>kw<span class="_ _0"></span>ot </span></span></div><div class="t m0 xa4 hf yb47 ff6 fs4 fc2 sc0 ls0 ws0">limitów 50 000 <span class="_ _1"></span>PLN <span class="_ _1"></span>w momen<span class="_ _1"></span>cie uru<span class="_ _1"></span>chomienia </div><div class="t m0 xa4 hf yb48 ff6 fs4 fc2 sc0 ls0 ws0">karty prepaid; </div><div class="t m0 xa hf yc3e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">wydzielenie <span class="_ _0"></span>portfela <span class="_ _3"></span>klientów <span class="_ _3"></span>z <span class="_ _3"></span>limitami <span class="_ _3"></span>do <span class="_ _3"></span>10 </span></span></div><div class="t m0 xa4 hf ybdb ff7 fs4 fc2 sc0 ls0 ws0">000 <span class="_ _5"> </span>PL<span class="_ _0"></span>N <span class="_ _5"> </span>tylko <span class="_ _14"> </span>na <span class="_ _14"> </span>prepaid<span class="_ _1"></span>, <span class="_ _5"> </span>pow<span class="_ _0"></span>yżej <span class="_ _5"> </span>tej <span class="_ _14"> </span>kwoty </div><div class="t m0 xa4 hf yb98 ff6 fs4 fc2 sc0 ls0 ws0">wszystkie <span class="_ _3d"> </span>limity <span class="_ _3d"> </span>zabezpieczone <span class="_ _3d"> </span>wekslem </div><div class="t m0 xa4 hf ybdc ff7 fs4 fc2 sc0 ls0 ws0">poręczonym. <span class="_ _26"> </span>Warunkowe <span class="_ _26"> </span>uruchamianie </div><div class="t m0 xa4 hf y6f6 ff7 fs4 fc2 sc0 ls0 ws0">limitów <span class="_ _9"></span>do <span class="_ _1"></span>pierwszych <span class="_ _a"></span>5c<span class="_ _0"></span>iu <span class="_ _9"></span>płatn<span class="_ _0"></span>ości <span class="_ _9"></span>za <span class="_ _1"></span>faktury;  <span class="ff6"> </span></div><div class="t m0 xa hf yc52 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">skracanie <span class="_ _9"></span>terminów płatności <span class="_ _9"></span><span class="ff6">- standard <span class="_ _9"></span>14 dni. </span></span></span></div></div><div class="c x1 ycac w8d hcb"><div class="t m0 x4a h16 yb4e ff8 fs4 fc2 sc0 ls0 ws0">19.Ryzyko wyceny zapasów obowiązkowych<span class="ff5"> </span></div><div class="t m0 x4a h16 yb4f ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yb50 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _3e"> </span>z<span class="_ _0"></span>wiązane <span class="_ _3e"> </span>jest <span class="_ _4b"> </span>z <span class="_ _4b"> </span>faktem, <span class="_ _3e"> </span>że <span class="_ _4b"> </span>niektóre <span class="_ _3e"> </span>spółki <span class="_ _4b"> </span>Grupy </div><div class="t m0 x4a hf yb51 ff7 fs4 fc2 sc0 ls0 ws0">zobowiązane <span class="_ _9"></span>są <span class="_ _1"></span>lub <span class="_ _9"></span>będą, <span class="_ _1"></span>w <span class="_ _9"></span>związku <span class="_ _1"></span>z <span class="_ _9"></span>prow<span class="_ _0"></span>adzoną <span class="_ _9"></span>działalnością, <span class="_ _1"></span>do </div><div class="t m0 x4a hf yb52 ff7 fs4 fc2 sc0 ls0 ws0">utrzymywania <span class="_ _9"></span>z<span class="_ _0"></span>apasów <span class="_ _9"></span>o<span class="_ _0"></span>bowiązkowych <span class="_ _1"></span>paliw <span class="_ _9"></span>płynnych <span class="_ _1"></span>i <span class="_ _9"></span>gazowych. </div><div class="t m0 x4a hf yb53 ff7 fs4 fc2 sc0 ls0 ws0">Wpływ <span class="_ _5"> </span>na <span class="_ _5"> </span>wyc<span class="_ _0"></span>enę <span class="_ _4"></span>z<span class="_ _0"></span>apasów <span class="_ _5"> </span>ma <span class="_ _14"> </span>różnica <span class="_ _5"></span>pomiędzy <span class="_ _5"></span>ceną <span class="_ _5"> </span>towaru <span class="_ _14"> </span><span class="ff6">- </span></div><div class="t m0 x4a hf y1f3 ff7 fs4 fc2 sc0 ls0 ws0">natychmiastową<span class="ff6"> <span class="_ _0"></span></span>po <span class="_ _0"></span>jakiej<span class="_ _0"></span> <span class="_ _0"></span>Grupa <span class="_ _3"></span>może <span class="_ _0"></span>sprzedać <span class="_ _0"></span>towar <span class="_ _3"></span>(tj. <span class="_ _0"></span>cena <span class="_ _0"></span>p<span class="_ _0"></span>o </div><div class="t m0 x4a hf y8f0 ff7 fs4 fc2 sc0 ls0 ws0">jakiej <span class="_ _27"> </span>dokonywana <span class="_ _27"> </span>jest <span class="_ _27"> </span>wycena <span class="_ _16"> </span>stanu <span class="_ _15"> </span>magazynow<span class="_ _0"></span>ego), <span class="_ _27"> </span>a <span class="_ _27"> </span>ceną </div><div class="t m0 x4a hf yb54 ff6 fs4 fc2 sc0 ls0 ws0">kontraktu  futures <span class="_ _14"> </span>-<span class="_ _0"></span>  <span class="ff7">terminową  (tj.  ceną  po <span class="_ _14"> </span>jak<span class="_ _0"></span>iej  wyceniane  są </span></div><div class="t m0 x4a hf yb55 ff7 fs4 fc2 sc0 ls0 ws0">transakcje <span class="_ _58"> </span>finansowe <span class="_ _1f"> </span>zabezpieczające <span class="_ _1f"> </span>cenę <span class="_ _58"> </span>to<span class="_ _0"></span>waru). <span class="_ _1f"> </span>Ceny </div><div class="t m0 x4a hf y2b1 ff6 fs4 fc2 sc0 ls0 ws0">natychmiastowe <span class="_ _4"></span>i <span class="_ _5"></span>terminowe <span class="_ _5"></span>mo<span class="_ _0"></span><span class="ff7">gą <span class="_ _5"></span>się <span class="_ _4"></span>is<span class="_ _0"></span>totnie <span class="_ _4"></span>różnić <span class="_ _5"> </span>zaburza<span class="_ _0"></span>jąc </span></div><div class="t m0 x4a hf y1f9 ff7 fs4 fc2 sc0 ls0 ws0">wycenę wykonywaną w trakcie życia tych transakcji.<span class="ff6"> </span></div><div class="t m0 x4a hf y967 ff7 fs4 fc2 sc0 ls0 ws0">Różnice <span class="_ _3"></span>w <span class="_ _4"></span>wycenie <span class="_ _3"></span>zapasu <span class="_ _3"></span>wynikające <span class="_ _4"></span>z <span class="_ _3"></span>powyższego <span class="_ _3"></span>mechanizmu </div><div class="t m0 x4a hf y2aa ff6 fs4 fc2 sc0 ls0 ws0">ustalania <span class="_ _17"> </span>ceny <span class="_ _17"> </span>paliwa <span class="_ _17"> </span>magazynowanego <span class="_ _17"> </span>a <span class="_ _17"> </span>ceny <span class="_ _17"> </span>w <span class="_ _19"> </span>kon<span class="_ _1"></span>trakcie </div><div class="t m0 x4a hf yb56 ff7 fs4 fc2 sc0 ls0 ws0">futures  mogą <span class="_ _14"> </span>okresowo  wpływać  na <span class="_ _14"> </span>kształtowanie  się <span class="_ _14"> </span>w<span class="_ _0"></span>yników </div><div class="t m0 x4a hf y88a ff7 fs4 fc2 sc0 ls0 ws0">księgowych <span class="_ _5"> </span>Grupy, <span class="_ _14"> </span>a <span class="_ _5"> </span>tym  s<span class="_ _1"></span>amym <span class="_ _5"> </span>na <span class="_ _14"> </span>błędną <span class="_ _14"> </span>ocenę <span class="_ _5"> </span>efektywnośc<span class="_ _0"></span>i </div><div class="t m0 x4a hf y1ed ff7 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _27"> </span>operacyjnej<span class="_ _0"></span> <span class="_ _16"> </span>prowadzonej <span class="_ _27"> </span>przez <span class="_ _16"> </span>Grupę. <span class="_ _16"> </span>Dodatkow<span class="_ _0"></span>o </div><div class="t m0 x4a hf yb58 ff7 fs4 fc2 sc0 ls0 ws0">istnieje <span class="_ _10"> </span>ryzyko <span class="_ _10"> </span>popełnienia <span class="_ _10"> </span>błędów <span class="_ _10"> </span>w <span class="_ _10"> </span>realizacji <span class="_ _10"> </span>strategii </div><div class="t m0 x4a hf yb4c ff7 fs4 fc2 sc0 ls0 ws0">hedgingowej <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _14"> </span>zakresie <span class="_ _14"> </span>zabezpieczania <span class="_ _14"> </span>cen <span class="_ _14"> </span>towarów <span class="_ _14"> </span>skutkujące </div><div class="t m0 x4a hf yafc ff7 fs4 fc2 sc0 ls0 ws0">niewystarczającymi <span class="_ _2b"> </span>limitami <span class="_ _2a"> </span>hedgingowymi <span class="_ _2b"> </span>o<span class="_ _0"></span>raz <span class="_ _2b"> </span>nadmiernymi </div><div class="t m0 x4a hf y64a ff7 fs4 fc2 sc0 ls0 ws0">wymogami odnośnie do wymaganej kwoty col<span class="ff6">laterall&apos;a. </span></div></div><div class="c x20 ycac w8e hcb"><div class="t m0 xa hf ycad ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">zabezpieczenie <span class="_ _14"> </span>zakupów<span class="_ _0"></span>  paliw <span class="_ _14"> </span>odpowiednimi </span></span></div><div class="t m0 xa4 hf ycae ff6 fs4 fc2 sc0 ls0 ws0">transakcjami hedgingowymi, z wykorzystaniem </div><div class="t m0 xa4 hf ycaf ff6 fs4 fc2 sc0 ls0 ws0">kontraktów terminowych; </div><div class="t m0 xa hf yb5c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dostosowanie <span class="_ _5c"> </span>wysokości <span class="_ _5c"> </span>limitów </span></span></div><div class="t m0 xa4 hf yb5d ff6 fs4 fc2 sc0 ls0 ws0">hedgingowych; </div><div class="t m0 xa hf ycb0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">umowy <span class="_ _45"> </span>typu <span class="_ _45"> </span>TPA <span class="_ _45"> </span>pomiędz<span class="_ _0"></span>y <span class="_ _45"> </span>bankiem </span></span></div><div class="t m0 xa4 hf y92e ff7 fs4 fc2 sc0 ls0 ws0">finansującym a brokerem hedgującym;<span class="ff6"> </span></div><div class="t m0 xa hf ycb1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">posługiwanie <span class="_ _3f"> </span>s<span class="_ _0"></span>ię <span class="_ _1b"> </span>wskaźnikiem <span class="_ _1b"> </span>EBITDA </span></span></div><div class="t m0 xa4 hf ycb2 ff7 fs4 fc2 sc0 ls0 ws0">skorygowana, <span class="_ _16"> </span>celem <span class="_ _17"> </span>umożliwien<span class="_ _1"></span>ia <span class="_ _16"> </span>właściwej </div><div class="t m0 xa4 hf y94d ff7 fs4 fc2 sc0 ls0 ws0">oceny <span class="_ _58"> </span>działalności <span class="_ _1f"> </span>Grupy, <span class="_ _28"> </span>w <span class="_ _1f"> </span>tym <span class="_ _58"> </span>przez </div><div class="t m0 xa4 hf ycb3 ff6 fs4 fc2 sc0 ls0 ws0">inwestorów i instytucje finansowe. </div></div><div class="c x11f ycac w8f hcb"><div class="t m0 x4a h16 ycb4 ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI </div><div class="t m0 x4a h16 ycb5 ff5 fs4 fc2 sc0 ls0 ws0"> (<span class="ff8">↖</span>) </div></div><div class="c x1 ycb6 w90 h5b"><div class="t m0 x4a h16 y64a ff8 fs4 fc2 sc0 ls0 ws0">RYZYKA ŚRODOWISKOWE<span class="ff5"> </span></div></div></div><div class="pi" ></div></div><div id="pf59" class="pf w0 h0" ><div class="pc pc59 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">89<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 y7e1 w8d hcc"><div class="t m0 x4a h16 y961 ff5 fs4 fc2 sc0 ls0 ws0">20.Ryzyko zmian klimatu (transformacyjne) </div><div class="t m0 x4a h16 yc44 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yc45 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _27"> </span>związane <span class="_ _15"> </span>jest <span class="_ _27"> </span>z <span class="_ _27"> </span>zao<span class="_ _0"></span>strzeniem <span class="_ _15"> </span>polityki <span class="_ _27"> </span>klimatycznej <span class="_ _27"> </span>Unii </div><div class="t m0 x4a hf yc46 ff7 fs4 fc2 sc0 ls0 ws0">Europejskiej,  wymogów  środowiskowych,  rosnącą  świadomością </div><div class="t m0 x4a hf y29a ff7 fs4 fc2 sc0 ls0 ws0">otoczenia <span class="_ _3"></span>i <span class="_ _0"></span>zmianą <span class="_ _3"></span>warunków <span class="_ _0"></span>funkcjonowania <span class="_ _3"></span>Grupy. <span class="_ _0"></span>Szerszy <span class="_ _3"></span>opis </div><div class="t m0 x4a hf yc47 ff7 fs4 fc2 sc0 ls0 ws0">poniżej tabeli.<span class="ff6"> </span></div></div><div class="c x20 y7e1 w8e hcc"><div class="t m0 xa hf yb84 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">prowadzenie <span class="_ _27"> </span>analizy <span class="_ _16"> </span>rynk<span class="_ _0"></span>u <span class="_ _16"> </span>i <span class="_ _16"> </span>monitorowanie </span></span></div><div class="t m0 xa4 hf yb85 ff6 fs4 fc2 sc0 ls0 ws0">zmian legislacyjnych; </div><div class="t m0 xa hf yc15 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">oparcie <span class="_ _17"> </span>przychodów <span class="_ _17"> </span>ze <span class="_ _17"> </span>sprzedaży <span class="_ _17"> </span>paliw <span class="_ _17"> </span>na </span></span></div><div class="t m0 xa4 hf yc32 ff6 fs4 fc2 sc0 ls0 ws0">elastycznym modelu biznesowym; </div><div class="t m0 xa hf y295 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">kontynuowanie <span class="_ _52"> </span>strategii <span class="_ _52"> </span>transformacji </span></span></div><div class="t m0 xa4 hf yc53 ff6 fs4 fc2 sc0 ls0 ws0">energetycznej Grupy; </div><div class="t m0 xa hf yb94 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">inwestowanie <span class="_ _9"></span>w <span class="_ _9"></span>technolo<span class="_ _0"></span>gię <span class="_ _9"></span>produkcji <span class="_ _9"></span>biogazu;<span class="_ _3"></span><span class="ff6"> </span></span></span></div><div class="t m0 xa hf ycb7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stopniowa <span class="_ _22"> </span>wymiana <span class="_ _22"> </span>taboru <span class="_ _22"> </span>kolejowego </span></span></div><div class="t m0 xa4 hf yc16 ff7 fs4 fc2 sc0 ls0 ws0">Olavion, <span class="_ _5"> </span>na <span class="_ _5"> </span>bardziej <span class="_ _14"> </span>nowoczesny <span class="_ _5"></span>i <span class="_ _5"> </span>napędzany </div><div class="t m0 xa4 hf yc17 ff6 fs4 fc2 sc0 ls0 ws0">elektrycznie; </div><div class="t m0 xa hf ycb8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">planowana <span class="_ _3d"> </span>modernizacja <span class="_ _3d"> </span>elektrociepłowni<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf ycb9 ff6 fs4 fc2 sc0 ls0 ws0">RCEkoenergia, <span class="_ _3"></span>docelowo <span class="_ _4"></span>praca <span class="_ _3"></span>nad <span class="_ _4"></span>projektem </div><div class="t m0 xa4 hf ycba ff7 fs4 fc2 sc0 ls0 ws0">inwestycyjnych <span class="_ _4b"> </span>związanych <span class="_ _20"> </span>z <span class="_ _4b"> </span>zastąpieniem </div><div class="t m0 xa4 hf y700 ff7 fs4 fc2 sc0 ls0 ws0">kotłów węglowych innym źródłem.<span class="ff6"> </span></div></div><div class="c x11f y7e1 w8f hcc"><div class="t m0 x4a h16 yc53 ff5 fs4 fc2 sc0 ls0 ws0">NISKI </div><div class="t m0 x4a h16 yc01 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 yc02 ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI </div><div class="t m0 x4a h16 yc5d ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↙</span><span class="ls3d">)(</span><span class="ff8">↖</span><span class="ls3e">)(</span><span class="ff8">↔</span>) </div></div><div class="c x1 y5aa w8d hcd"><div class="t m0 x4a h16 ycbb ff8 fs4 fc2 sc0 ls0 ws0">21.Ryzyko środowiskowe<span class="ff5"> </span></div><div class="t m0 x4a h16 ycbc ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf ycbd ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _3e"> </span>związane <span class="_ _3e"> </span>jest <span class="_ _4b"> </span>z <span class="_ _3e"> </span>wpływem <span class="_ _4b"> </span>prowadzonej <span class="_ _3e"> </span>działalności </div><div class="t m0 x4a hf ycbe ff7 fs4 fc2 sc0 ls0 ws0">biznesowej <span class="_ _1"></span>na <span class="_ _1"></span>środowisko <span class="_ _1"></span>naturalne <span class="_ _9"></span>i korzystanie <span class="_ _1"></span>z <span class="_ _1"></span>jego <span class="_ _1"></span>zasobów <span class="_ _9"></span>w </div><div class="t m0 x4a hf ycbf ff7 fs4 fc2 sc0 ls0 ws0">tym <span class="_ _24"> </span>w<span class="_ _0"></span> <span class="_ _24"> </span>szczególności <span class="_ _4c"> </span>utratą <span class="_ _24"> </span>kontroli <span class="_ _4c"> </span>nad <span class="_ _24"> </span>proc<span class="_ _0"></span>esem </div><div class="t m0 x4a hf ycc0 ff7 fs4 fc2 sc0 ls0 ws0">uniemożliwiającym <span class="_ _35"> </span>zapo<span class="_ _0"></span>bieganie<span class="_ _1"></span> <span class="_ _5d"> </span>ponadnormatywnym </div><div class="t m0 x4a hf ycc1 ff7 fs4 fc2 sc0 ls0 ws0">zanieczyszczeniom, u<span class="_ _1"></span>szkodzeniem, zakł<span class="ff6">óceniom, <span class="_ _1"></span>awariom i<span class="_ _1"></span>nstalacji </span></div><div class="t m0 x4a hf ycc2 ff7 fs4 fc2 sc0 ls0 ws0">lub  urządzeń  negatywnie  wpływając<span class="_ _0"></span>ych  na  środow<span class="_ _0"></span>isko,  a  także </div><div class="t m0 x4a hf ycc3 ff7 fs4 fc2 sc0 ls0 ws0">przekroczenie norm emisyjnych, skażenia wód i gleb.<span class="ff6"> </span></div><div class="t m0 x4a hf ycc4 ff7 fs4 fc2 sc0 ls0 ws0">Działalność <span class="_ _0"></span>Grupy <span class="_ _3"></span>w <span class="_ _0"></span>o<span class="_ _0"></span>bszarze <span class="_ _0"></span>magazynowania, <span class="_ _3"></span>przeładowywania <span class="_ _0"></span>i </div><div class="t m0 x4a hf ycc5 ff7 fs4 fc2 sc0 ls0 ws0">transportu <span class="_ _15"> </span>paliw <span class="_ _27"> </span>ciekłych <span class="_ _27"> </span>i <span class="_ _27"> </span>gazowych <span class="_ _27"> </span>wiąże <span class="_ _27"> </span>się <span class="_ _27"> </span>z <span class="_ _27"> </span>zagrożeniem </div><div class="t m0 x4a hf ycc6 ff7 fs4 fc2 sc0 ls0 ws0">wycieku, <span class="_ _9"></span>emisji, wybu<span class="_ _1"></span>chu <span class="_ _9"></span>l<span class="_ _0"></span>ub <span class="_ _9"></span>z<span class="_ _0"></span>apłonu. <span class="_ _1"></span>Może <span class="_ _9"></span>o<span class="_ _0"></span>no <span class="_ _1"></span>się <span class="_ _9"></span>ziścić w<span class="_ _1"></span> <span class="_ _9"></span>w<span class="_ _0"></span>yniku </div><div class="t m0 x4a hf ycc7 ff7 fs4 fc2 sc0 ls0 ws0">zdarzeń <span class="_ _28"> </span>losowych <span class="_ _58"> </span>oraz <span class="_ _58"> </span>celowego <span class="_ _28"> </span>i <span class="_ _58"> </span>niecelowego <span class="_ _28"> </span>działania </div><div class="t m0 x4a hf ycc8 ff6 fs4 fc2 sc0 ls0 ws0">pracowników <span class="_ _f"> </span><span class="ff7">lub <span class="_ _2a"> </span>osób <span class="_ _f"> </span>trzecich. <span class="_ _2a"> </span>Istnieje <span class="_ _f"> </span>również <span class="_ _2a"> </span>zagroż<span class="_ _0"></span>enie </span></div><div class="t m0 x4a hf ycc9 ff6 fs4 fc2 sc0 ls0 ws0">wycieku substancji ropopochodnej w trakcie<span class="_ _1"></span> transportu <span class="ff7">–</span> tak samo </div><div class="t m0 x4a hf ycca ff6 fs4 fc2 sc0 ls0 ws0">samochodowego jak i kolejowego. </div><div class="t m0 x4a hf yccb ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _14"> </span>prowadząc <span class="_ _14"> </span>działalność  tr<span class="_ _1"></span>ansportową <span class="_ _14"> </span>zobowiązana <span class="_ _14"> </span>jest <span class="_ _14"> </span>do </div><div class="t m0 x4a hf yccc ff7 fs4 fc2 sc0 ls0 ws0">spełniania <span class="_ _3"></span>norm <span class="_ _4"></span>emisji <span class="_ _4"></span>spalin, <span class="_ _4"></span>w <span class="_ _3"></span>zw<span class="_ _0"></span>iązku <span class="_ _3"></span>z <span class="_ _4"></span>korzystaniem <span class="_ _4"></span>z <span class="_ _4"></span>taboru </div><div class="t m0 x4a hf yccd ff7 fs4 fc2 sc0 ls0 ws0">kolejowego, pod rygorem obowiązku wyłączenia z użytku aktywów </div><div class="t m0 x4a hf ycce ff7 fs4 fc2 sc0 ls0 ws0">niespełniających norm.<span class="ff6"> </span></div><div class="t m0 x4a hf yccf ff7 fs4 fc2 sc0 ls0 ws0">Pomimo <span class="_ _44"> </span>stosowanych <span class="_ _1c"> </span>procedur <span class="_ _1c"> </span>bezpieczeństwa, <span class="_ _44"> </span>a <span class="_ _1c"> </span>także </div><div class="t m0 x4a hf ycd0 ff7 fs4 fc2 sc0 ls0 ws0">zabezpieczeń <span class="_ _27"> </span>technologicznych, <span class="_ _16"> </span>w <span class="_ _16"> </span>związku <span class="_ _16"> </span>z <span class="_ _16"> </span>działalnością <span class="_ _27"> </span>tych </div><div class="t m0 x4a hf ycd1 ff7 fs4 fc2 sc0 ls0 ws0">zakładów, <span class="_ _4b"> </span>może <span class="_ _4b"> </span>dojść <span class="_ _3e"> </span>do <span class="_ _4b"> </span>okresowego <span class="_ _4b"> </span>przekroczenia <span class="_ _4b"> </span>norm </div><div class="t m0 x4a hf ycd2 ff7 fs4 fc2 sc0 ls0 ws0">emisyjnych lub skażenia wód i gleby.<span class="ff6"> </span></div><div class="t m0 x4a hf ycd3 ff7 fs4 fc2 sc0 ls0 ws0">Posiadanie <span class="_ _19"> </span>zakładów <span class="_ _19"> </span>asfaltowych <span class="_ _19"> </span>oraz <span class="_ _19"> </span>elektrociepłowni <span class="_ _19"> </span>może </div><div class="t m0 x4a hf ycd4 ff7 fs4 fc2 sc0 ls0 ws0">wiązać <span class="_ _27"> </span>się <span class="_ _27"> </span>z <span class="_ _16"> </span>nieplanowanym <span class="_ _27"> </span>i <span class="_ _27"> </span>niekontrolowanym <span class="_ _27"> </span>uwolnieniem </div><div class="t m0 x4a hf ycd5 ff7 fs4 fc2 sc0 ls0 ws0">substancji (także nietoksycznej i niepalnej) towarzyszące procesom </div><div class="t m0 x4a hf ycd6 ff7 fs4 fc2 sc0 ls0 ws0">produkcyjnym b<span class="_ _1"></span>itumenów lub <span class="_ _1"></span>też prod<span class="_ _1"></span>ukcji ciep<span class="_ _1"></span>ła i p<span class="_ _1"></span>ary. Tego <span class="_ _1"></span>typu </div><div class="t m0 x4a hf ycd7 ff6 fs4 fc2 sc0 ls0 ws0">zdarzenia <span class="_ _5"></span><span class="ff7">–</span> <span class="_ _5"> </span><span class="ff7">w <span class="_ _14"> </span>przypadku <span class="_ _5"></span>ich <span class="_ _5"> </span>wystąpienia, <span class="_ _5"> </span>mogą <span class="_ _14"> </span>doprowadzić <span class="_ _5"></span>do </span></div><div class="t m0 x4a hf ycd8 ff7 fs4 fc2 sc0 ls0 ws0">lokalnych <span class="_ _18"> </span>skażeń <span class="_ _15"> </span>środowiska <span class="_ _15"> </span>i <span class="_ _15"> </span>trudnych <span class="_ _15"> </span>do <span class="_ _15"> </span>naprawienia <span class="_ _15"> </span>szkód. </div><div class="t m0 x4a hf ycd9 ff7 fs4 fc2 sc0 ls0 ws0">Istnieje <span class="_ _4"></span>również <span class="_ _3"></span>ryzy<span class="_ _0"></span>ko <span class="_ _4"></span>odprowadzenia <span class="_ _3"></span>n<span class="_ _0"></span>ieoczyszczonych <span class="_ _4"></span>ścieków </div><div class="t m0 x4a hf ycda ff7 fs4 fc2 sc0 ls0 ws0">do <span class="_ _19"> </span>rzek<span class="_ _1"></span>i <span class="_ _19"> </span>w <span class="_ _17"> </span>wyniku <span class="_ _19"> </span>awarii <span class="_ _17"> </span>lub <span class="_ _19"> </span>nawalnych <span class="_ _17"> </span>deszcz<span class="_ _0"></span>y <span class="_ _19"> </span>s<span class="_ _1"></span>kutkujące </div><div class="t m0 x4a hf ycdb ff6 fs4 fc2 sc0 ls0 ws0">niedotrzymaniem <span class="_ _24"> </span>wsk<span class="ff7">aźników <span class="_ _5e"> </span>środowiskowych <span class="_ _5e"> </span>i <span class="_ _24"> </span>karami </span></div><div class="t m0 x4a hf yc0e ff6 fs4 fc2 sc0 ls0 ws0">finansowymi. </div><div class="t m0 x4a hf yb22 ff7 fs4 fc2 sc0 ls0 ws0">Zmaterializowanie <span class="_ _f"> </span>się <span class="_ _3e"> </span>zagroże<span class="_ _0"></span>ń <span class="_ _3e"> </span>może <span class="_ _3e"> </span>skutkować <span class="_ _3e"> </span>cofnięciem </div><div class="t m0 x4a hf y278 ff7 fs4 fc2 sc0 ls0 ws0">udzielonych <span class="_ _4"></span>pozw<span class="_ _0"></span>oleń, <span class="_ _5"></span>wstrzymaniem <span class="_ _5"></span>działalności <span class="_ _5"> </span>i <span class="_ _5"> </span>obow<span class="_ _0"></span>iązkiem </div><div class="t m0 x4a hf yc52 ff7 fs4 fc2 sc0 ls0 ws0">zapłaty administracyjnych kar finansowych.<span class="ff6"> </span></div></div><div class="c x20 y5aa w8e hcd"><div class="t m0 xa hf ycdc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">bieżące <span class="_ _42"> </span>śledzenie <span class="_ _28"> </span>zmian <span class="_ _28"> </span>w <span class="_ _28"> </span>przepisach <span class="_ _28"> </span>i </span></span></div><div class="t m0 xa4 hf ycdd ff7 fs4 fc2 sc0 ls0 ws0">dostosowanie <span class="_ _3d"> </span>działalności <span class="_ _3d"> </span>do <span class="_ _1e"> </span>wymogów </div><div class="t m0 xa4 hf ycde ff6 fs4 fc2 sc0 ls0 ws0">prawnych; </div><div class="t m0 xa hf ycdf ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">modernizacja <span class="_ _1e"> </span>instalacji <span class="_ _1e"> </span>i <span class="_ _1e"> </span>inw<span class="_ _0"></span>estycje <span class="_ _1e"> </span>w </span></span></div><div class="t m0 xa4 hf yce0 ff7 fs4 fc2 sc0 ls0 ws0">technologie ograniczające emisję;<span class="ff6"> </span></div><div class="t m0 xa hf yce1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrożenie <span class="_ _1f"> </span>i <span class="_ _10"> </span>rygorystyczne <span class="_ _10"> </span>przestrzeganie </span></span></div><div class="t m0 xa4 hf yce2 ff7 fs4 fc2 sc0 ls0 ws0">procedur <span class="_ _4"></span>z<span class="_ _0"></span>awiązanych <span class="_ _5"> </span>z <span class="_ _5"> </span>pracą <span class="_ _14"> </span>z <span class="_ _5"> </span>substancjami<span class="_ _0"></span> </div><div class="t m0 xa4 hf yce3 ff7 fs4 fc2 sc0 ls0 ws0">łatwopalnymi <span class="_ _1"></span>oraz przestr<span class="_ _1"></span>zeganie <span class="_ _1"></span>szczególnych </div><div class="t m0 xa4 hf yce4 ff7 fs4 fc2 sc0 ls0 ws0">procedur <span class="_ _26"> </span>bezpieczeństwa <span class="_ _57"> </span>w <span class="_ _57"> </span>zakresie </div><div class="t m0 xa4 hf yce5 ff6 fs4 fc2 sc0 ls0 ws0">przewozów kolejowych; </div><div class="t m0 xa hf yce6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">opracowanie <span class="_ _42"> </span>dokumentów <span class="_ _20"> </span>identyfikujących </span></span></div><div class="t m0 xa4 hf yce7 ff7 fs4 fc2 sc0 ls0 ws0">zagrożenie <span class="_ _27"> </span>i <span class="_ _16"> </span>określających <span class="_ _27"> </span>ryzy<span class="_ _0"></span>ko <span class="_ _16"> </span>powstania </div><div class="t m0 xa4 hf yce8 ff7 fs4 fc2 sc0 ls0 ws0">wybuchu <span class="_ _17"> </span>lub <span class="_ _16"> </span>aw<span class="_ _0"></span>arii, <span class="_ _17"> </span>a <span class="_ _17"> </span>także <span class="_ _17"> </span>odpowiednich </div><div class="t m0 xa4 hf yce9 ff7 fs4 fc2 sc0 ls0 ws0">instrukcji bezpieczeństwa;<span class="ff6"> </span></div><div class="t m0 xa hf ycea ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">odpowiednia <span class="_ _14"> </span>lokalizacja <span class="_ _14"> </span>rozlewni  na <span class="_ _14"> </span>otwartej </span></span></div><div class="t m0 xa4 hf yceb ff6 fs4 fc2 sc0 ls0 ws0">przestrzeni; </div><div class="t m0 xa hf ycec ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dokonywanie <span class="_ _f"> </span>regularnych <span class="_ _3e"> </span>przeglądów <span class="_ _f"> </span>o<span class="_ _0"></span>raz </span></span></div><div class="t m0 xa4 hf yced ff6 fs4 fc2 sc0 ls0 ws0">utrzymywanie <span class="_ _f"> </span>dobrego <span class="_ _f"> </span>stanu <span class="_ _f"> </span>technicznego </div><div class="t m0 xa4 hf ycee ff7 fs4 fc2 sc0 ls0 ws0">urządzeń, <span class="_ _c"> </span>i<span class="_ _0"></span>nfrastruktury <span class="_ _25"> </span>technicznej <span class="_ _c"> </span>i<span class="_ _0"></span> </div><div class="t m0 xa4 hf ycef ff6 fs4 fc2 sc0 ls0 ws0">transportowej; </div><div class="t m0 xa hf ycf0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">monitoring <span class="_ _5"> </span>i <span class="_ _14"> </span>system <span class="_ _5"> </span>cz<span class="_ _0"></span>ujników <span class="_ _5"> </span>pozw<span class="_ _0"></span>alających </span></span></div><div class="t m0 xa4 hf ycf1 ff7 fs4 fc2 sc0 ls0 ws0">ograniczyć <span class="_ _1"></span>do <span class="_ _9"></span>minimum zagrożenie <span class="_ _9"></span>wybuchem;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xa hf ycf2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrażanie  odpowiednich  programów  szkoleń </span></span></div><div class="t m0 xa4 hf ycf3 ff7 fs4 fc2 sc0 ls0 ws0">pracowników <span class="_ _f"> </span>i <span class="_ _2a"> </span>instrukcji <span class="_ _2a"> </span>postępowania <span class="_ _f"> </span>na </div><div class="t m0 xa4 hf ycf4 ff6 fs4 fc2 sc0 ls0 ws0">wypadek awarii; </div><div class="t m0 xa hf y23d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zatrudnianie <span class="_ _16"> </span>doświadczonych <span class="_ _17"> </span>i <span class="_ _17"> </span>odpowiednio </span></span></div><div class="t m0 xa4 hf ycf5 ff6 fs4 fc2 sc0 ls0 ws0">przeszkolonych pracowników; </div><div class="t m0 xa hf ycf6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">w <span class="_ _14"> </span>zakresie <span class="_ _5"> </span>sieci <span class="_ _14"> </span>gazowych <span class="_ _14"> </span>dodatkowo<span class="_ _0"></span>: <span class="_ _14"> </span>dobór </span></span></div><div class="t m0 xa4 hf ycf7 ff7 fs4 fc2 sc0 ls0 ws0">odpowiednich <span class="_ _2b"> </span>materiałów <span class="_ _2a"> </span>i <span class="_ _2a"> </span>realizacja <span class="_ _2a"> </span>prac<span class="_ _0"></span> </div><div class="t m0 xa4 hf ycf8 ff6 fs4 fc2 sc0 ls0 ws0">zgodnie <span class="_ _47"> </span>z <span class="_ _47"> </span>wymaganiami<span class="_ _0"></span> <span class="_ _47"> </span>instytucji </div><div class="t m0 xa4 hf ycf9 ff7 fs4 fc2 sc0 ls0 ws0">nadzorujących, <span class="_ _48"> </span>stosowanie <span class="_ _48"> </span>instalacji </div><div class="t m0 xa4 hf ycfa ff7 fs4 fc2 sc0 ls0 ws0">zabezpieczających;<span class="ff6"> </span></div><div class="t m0 xa hf ycfb ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">współpraca <span class="_ _44"> </span>ze <span class="_ _44"> </span>specjalistycznymi <span class="_ _44"> </span>firmami </span></span></div><div class="t m0 xa4 hf ycfc ff6 fs4 fc2 sc0 ls0 ws0">konsultingowych <span class="_ _26"> </span>w <span class="_ _26"> </span>zakresie <span class="_ _26"> </span>ochrony<span class="_ _0"></span> </div><div class="t m0 xa4 hf ycfd ff7 fs4 fc2 sc0 ls0 ws0">środowiska <span class="_ _2a"> </span>i <span class="_ _f"> </span>zdrowia, <span class="_ _2a"> </span>w<span class="_ _0"></span> <span class="_ _f"> </span>celu<span class="_ _1"></span> <span class="_ _2a"> </span>z<span class="_ _0"></span>arządzania </div></div><div class="c x11f y5aa w8f hcd"><div class="t m0 x4a h16 ycfe ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 ycff ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf5a" class="pf w0 h0" ><div class="pc pc5a w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">90<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x20 yd00 w8e hce"><div class="t m0 xa4 hf yb40 ff7 fs4 fc2 sc0 ls0 ws0">niniejszym <span class="_ _17"> </span>ryzykiem, <span class="_ _19"> </span>w <span class="_ _19"> </span>tym <span class="_ _17"> </span>z <span class="_ _17"> </span>doradcą <span class="_ _19"> </span>ds. </div><div class="t m0 xa4 hf yb8d ff6 fs4 fc2 sc0 ls0 ws0">przewozu towarów niebezpiecznych; </div><div class="t m0 xa hf yc39 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">posiadanie <span class="_ _48"> </span>stosownych <span class="_ _4a"> </span>ubezpieczeń </span></span></div><div class="t m0 xa4 hf yc3a ff7 fs4 fc2 sc0 ls0 ws0">odpowiedzialności <span class="_ _0"></span>cywilnej <span class="_ _3"></span>oraz <span class="_ _0"></span>majątkow<span class="_ _0"></span>ych, </div><div class="t m0 xa4 hf yb90 ff7 fs4 fc2 sc0 ls0 ws0">przenoszących część ryzyka na ubezpieczycieli.<span class="ff6"> </span></div><div class="t m0 xa hf yc3c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">kontrole emisji gazów i pyłów do atmosfery;<span class="ff6"> </span></span></span></div><div class="t m0 xa hf yd01 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dążenie <span class="_ _16"> </span>do <span class="_ _16"> </span>wymiany <span class="_ _16"> </span>taboru <span class="_ _16"> </span>k<span class="_ _0"></span>olejowego <span class="_ _16"> </span>na </span></span></div><div class="t m0 xa4 hf yd02 ff7 fs4 fc2 sc0 ls0 ws0">nowocześniejszy, <span class="_ _14"> </span>w  szczególności <span class="_ _14"> </span>w  obszarze </div><div class="t m0 xa4 hf yc61 ff6 fs4 fc2 sc0 ls0 ws0">norm emisji spalin;  </div><div class="t m0 xa hf ybde ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">bieżące <span class="_ _4"></span>monitorowanie <span class="_ _4"></span>zbiorników <span class="_ _5"> </span>i <span class="_ _4"></span>urządzeń </span></span></div><div class="t m0 xa4 hf yc62 ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _26"> </span>których <span class="_ _26"> </span>znajdują <span class="_ _25"> </span>się <span class="_ _26"> </span>substancje </div><div class="t m0 xa4 hf y1e0 ff7 fs4 fc2 sc0 ls0 ws0">niebezpieczne. <span class="_ _16"> </span>Utrzymywanie <span class="_ _17"> </span>stałej <span class="_ _17"> </span>rezerwy </div><div class="t m0 xa4 hf ycb8 ff7 fs4 fc2 sc0 ls0 ws0">pojemności <span class="_ _1"></span>zbiornika <span class="_ _1"></span>retencyjnego, <span class="_ _1"></span>gotowej <span class="_ _1"></span>na </div><div class="t m0 xa4 hf yd03 ff7 fs4 fc2 sc0 ls0 ws0">przyjęcie <span class="_ _58"> </span>nadmiaru <span class="_ _58"> </span>wó<span class="_ _0"></span>d <span class="_ _58"> </span>opadowych <span class="_ _58"> </span>lub </div><div class="t m0 xa4 hf yafc ff7 fs4 fc2 sc0 ls0 ws0">ścieków <span class="_ _15"> </span>o<span class="_ _0"></span> <span class="_ _27"> </span>ponadnormatywnych <span class="_ _15"> </span>wskaźnikach </div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">zanieczyszcz<span class="ff7 ls14">eń.</span> </div></div><div class="c x1 yace w8d hcf"><div class="t m0 x4a h16 yd04 ff5 fs4 fc2 sc0 ls0 ws0">22.Ryzyko remediacji </div><div class="t m0 x4a h16 yd05 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yd06 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _42"> </span>z<span class="_ _0"></span>wiązane <span class="_ _42"> </span>jest <span class="_ _28"> </span>z <span class="_ _28"> </span>koniecznością <span class="_ _42"> </span>remediacji <span class="_ _42"> </span>gruntów </div><div class="t m0 x4a hf yd07 ff7 fs4 fc2 sc0 ls0 ws0">zanieczyszczonych <span class="_ _4"></span>historycznie. <span class="_ _3"></span>Terminale <span class="_ _3"></span>posiadane <span class="_ _4"></span>przez <span class="_ _3"></span>Gr<span class="_ _0"></span>upę </div><div class="t m0 x4a hf y5e8 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _16"> </span><span class="ff7">znajdują <span class="_ _16"> </span>się <span class="_ _16"> </span>na <span class="_ _16"> </span>gruntach, <span class="_ _16"> </span>na <span class="_ _27"> </span>któ<span class="_ _0"></span>rych <span class="_ _27"> </span>o<span class="_ _0"></span>d <span class="_ _16"> </span>lat <span class="_ _16"> </span>20</span>-tych </div><div class="t m0 x4a hf y5e9 ff7 fs4 fc2 sc0 ls0 ws0">ubiegłego <span class="_ _42"> </span>wieku <span class="_ _28"> </span>była <span class="_ _28"> </span>prowadzona <span class="_ _28"> </span>działalność <span class="_ _28"> </span>związana <span class="_ _42"> </span>z </div><div class="t m0 x4a hf y4cc ff7 fs4 fc2 sc0 ls0 ws0">przerobem <span class="_ _19"> </span>ropy <span class="_ _19"> </span>n<span class="_ _1"></span>aftowej. <span class="_ _19"> </span>Z <span class="_ _19"> </span>uwagi <span class="_ _17"> </span>na <span class="_ _19"> </span>stosowaną <span class="_ _19"> </span>ówcześnie </div><div class="t m0 x4a hf y4cd ff7 fs4 fc2 sc0 ls0 ws0">technologię, <span class="_ _15"> </span>cz<span class="_ _0"></span>ęść <span class="_ _27"> </span>nieruchomości, <span class="_ _27"> </span>na <span class="_ _16"> </span>których <span class="_ _27"> </span>prowadzona <span class="_ _27"> </span>jest </div><div class="t m0 x4a hf y981 ff7 fs4 fc2 sc0 ls0 ws0">aktualnie <span class="_ _0"></span>działalność, <span class="_ _3"></span>jest <span class="_ _0"></span>zali<span class="ff6">c<span class="_ _0"></span>zana <span class="_ _0"></span>do <span class="_ _3"></span>gruntów <span class="_ _0"></span>zanieczyszczonych </span></div><div class="t m0 x4a hf y3a ff7 fs4 fc2 sc0 ls0 ws0">historycznie, <span class="_ _2b"> </span>podlegających <span class="_ _2b"> </span>regulacjom <span class="_ _2a"> </span>prawnym, <span class="_ _2b"> </span>dotycz<span class="_ _0"></span>ącym </div><div class="t m0 x4a hf y93a ff7 fs4 fc2 sc0 ls0 ws0">obowiązku <span class="_ _18"> </span>ich <span class="_ _15"> </span>remediacji.  Aktualizacja <span class="_ _15"> </span>obowiązku  remediacji <span class="_ _18"> </span>w<span class="_ _0"></span> </div><div class="t m0 x4a hf yd08 ff7 fs4 fc2 sc0 ls0 ws0">przypadkach <span class="_ _14"> </span>określonych  w <span class="_ _14"> </span>przepisach <span class="_ _14"> </span>p<span class="_ _0"></span>rawa  sku<span class="_ _1"></span>tkować  będ<span class="_ _1"></span>zie </div><div class="t m0 x4a hf yd09 ff7 fs4 fc2 sc0 ls0 ws0">koniecznością <span class="_ _3e"> </span>poniesienia <span class="_ _3e"> </span>kosztów <span class="_ _4b"> </span>tej <span class="_ _3e"> </span>re<span class="ff6">mediacji, <span class="_ _3e"> </span>na <span class="_ _4b"> </span>które </span></div><div class="t m0 x4a hf y911 ff7 fs4 fc2 sc0 ls0 ws0">tworzone są re<span class="_ _1"></span>zerwy finans<span class="_ _1"></span>owe. Wartość tych <span class="_ _1"></span>rezerw może n<span class="_ _1"></span>ie b<span class="_ _1"></span>yć </div><div class="t m0 x4a hf yd0a ff7 fs4 fc2 sc0 ls0 ws0">wystarczająca <span class="_ _15"> </span>do <span class="_ _15"> </span>pokrycia <span class="_ _18"> </span>tych <span class="_ _15"> </span>ko<span class="_ _0"></span>sztów, <span class="_ _15"> </span>a <span class="_ _15"> </span>ich <span class="_ _18"> </span>w<span class="_ _0"></span>ysokość <span class="_ _18"> </span>może </div><div class="t m0 x4a hf yd0b ff7 fs4 fc2 sc0 ls0 ws0">negatywnie wpłynąć na wynik finansowy Grupy UN<span class="_ _1"></span>IMOT.<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x20 yace w8e hcf"><div class="t m0 xa hf ybaf ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">monitoring <span class="_ _4"></span>fiz<span class="_ _0"></span>yczny <span class="_ _5"> </span>terenów, <span class="_ _14"> </span>których <span class="_ _5"> </span>dotyczy </span></span></div><div class="t m0 xa4 hf ybb0 ff6 fs4 fc2 sc0 ls0 ws0">ryzyko rekultywacji remediacji; </div><div class="t m0 xa hf yd0c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">monitoring <span class="_ _42"> </span>przepisów <span class="_ _28"> </span>z <span class="_ _42"> </span>zakresu <span class="_ _42"> </span>ochron<span class="_ _0"></span>y </span></span></div><div class="t m0 xa4 hf yd0d ff7 fs4 fc2 sc0 ls0 ws0">środowiska;<span class="ff6"> </span></div><div class="t m0 xa hf ybbf ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">pozyskiwanie <span class="_ _5f"> </span>informacji <span class="_ _5f"> </span>z<span class="_ _0"></span>ewnętrznych </span></span></div><div class="t m0 xa4 hf y6c3 ff7 fs4 fc2 sc0 ls0 ws0">dotyczących <span class="_ _1a"> </span>oddziaływania <span class="_ _4c"> </span>zakładu <span class="_ _1a"> </span>na </div><div class="t m0 xa4 hf yd0e ff6 fs4 fc2 sc0 ls0 ws0">otoczenie; </div><div class="t m0 xa hf ybc0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">coroczne <span class="_ _3e"> </span>przeglądy <span class="_ _3e"> </span>i <span class="_ _3e"> </span>weryfikacja <span class="_ _4b"> </span>wartości </span></span></div><div class="t m0 xa4 hf y79b ff6 fs4 fc2 sc0 ls0 ws0">kosztów <span class="_ _15"> </span>potencjalnej <span class="_ _18"> </span>r<span class="_ _0"></span>ekultywacji <span class="_ _15"> </span>remediacji </div><div class="t m0 xa4 hf yd0f ff6 fs4 fc2 sc0 ls0 ws0">gruntów; </div><div class="t m0 xa hf ybc2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">konsultacje  z <span class="_ _15"> </span>doradcami  w<span class="_ _0"></span> <span class="_ _18"> </span>zakresie  ochron<span class="_ _0"></span>y </span></span></div><div class="t m0 xa4 hf yc55 ff7 fs4 fc2 sc0 ls0 ws0">środowiska;<span class="ff6"> </span></div><div class="t m0 xa hf y910 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">konsultacje <span class="_ _20"> </span>z <span class="_ _42"> </span>zarz<span class="_ _0"></span>ądem <span class="_ _20"> </span>o<span class="_ _0"></span>raz <span class="_ _20"> </span>stosow<span class="_ _0"></span>nymi </span></span></div><div class="t m0 xa4 hf yb4a ff6 fs4 fc2 sc0 ls0 ws0">komórkami organizacyjnymi; </div><div class="t m0 xa hf yb4b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">remediacja <span class="_ _4"></span>ter<span class="_ _0"></span>enu <span class="_ _5"></span>TP <span class="_ _5"> </span>w <span class="_ _14"> </span>Szczecinie, <span class="_ _4"></span>z<span class="_ _0"></span>godnie <span class="_ _4"></span>z<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf y88e ff7 fs4 fc2 sc0 ls0 ws0">decyzją RDOŚ;<span class="ff6"> </span></div><div class="t m0 xa hf yafc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">opracowywanie <span class="_ _20"> </span>projektu <span class="_ _42"> </span>planu <span class="_ _42"> </span>remediacji<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf y64a ff7 fs4 fc2 sc0 ls0 ws0">metodą ex situ dla inwestycji w Jaśle.<span class="ff6"> </span></div></div><div class="c x11f yace w8f hcf"><div class="t m0 x4a h16 y79b ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI  </div><div class="t m0 x4a h16 yd0f ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↖</span>) </div></div><div class="c x1 yd10 w90 h5b"><div class="t m0 xa4 h16 y64a ff8 fs4 fc2 sc0 ls0 ws0">RYZYKA SPOŁECZNE<span class="ff5"> </span></div></div><div class="c x1 yc92 w8d hd0"><div class="t m0 x4a h16 ycd1 ff8 fs4 fc2 sc0 ls0 ws0">23.Ryzyko kapitału pracowniczego<span class="ff5"> </span></div><div class="t m0 x4a h16 ycd2 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf ycd3 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _42"> </span>odnosi <span class="_ _42"> </span>się <span class="_ _42"> </span>do <span class="_ _42"> </span>potencjalnych <span class="_ _42"> </span>strat <span class="_ _42"> </span>i <span class="_ _42"> </span>n<span class="_ _0"></span>egatywnych </div><div class="t m0 x4a hf yd11 ff7 fs4 fc2 sc0 ls0 ws0">konsekwencji <span class="_ _5e"> </span>w<span class="_ _0"></span>ynikających <span class="_ _24"> </span>z <span class="_ _4c"> </span>niedoboru, <span class="_ _24"> </span>niewłaściwego </div><div class="t m0 x4a hf yd12 ff7 fs4 fc2 sc0 ls0 ws0">zarządzania <span class="_ _9"></span>lub <span class="_ _9"></span>ni<span class="_ _0"></span>skiej <span class="_ _9"></span>jakości <span class="_ _9"></span>z<span class="_ _0"></span>asobów <span class="_ _1"></span>ludzkich <span class="_ _a"></span>w<span class="_ _0"></span> <span class="_ _9"></span>organizacji. <span class="_ _1"></span>Może<span class="_ _1"></span> </div><div class="t m0 x4a hf y23f ff7 fs4 fc2 sc0 ls0 ws0">dotyczyć <span class="_ _3"></span>zarówno <span class="_ _3"></span>ilości <span class="_ _3"></span>pracowników <span class="_ _3"></span>(np. <span class="_ _0"></span>trudności <span class="_ _3"></span>w <span class="_ _3"></span>rekrutacji <span class="_ _3"></span>i </div><div class="t m0 x4a hf yd13 ff6 fs4 fc2 sc0 ls0 ws0">wysokiej <span class="_ _14"> </span>rota<span class="_ _0"></span><span class="ff7">cji),  jak <span class="_ _14"> </span>i <span class="_ _14"> </span>ich  kompete<span class="_ _1"></span>ncji, <span class="_ _14"> </span>mo<span class="_ _0"></span>tywacji  czy <span class="_ _14"> </span>zdolności </span></div><div class="t m0 x4a hf yd14 ff6 fs4 fc2 sc0 ls0 ws0">adaptacyjnych. </div><div class="t m0 x4a hf ycd9 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _17"> </span>może <span class="_ _16"> </span>wynikać <span class="_ _16"> </span>z <span class="_ _17"> </span>znaczącego <span class="_ _16"> </span>spadku <span class="_ _17"> </span>zaangażowania <span class="_ _16"> </span>w </div><div class="t m0 x4a hf ycda ff6 fs4 fc2 sc0 ls0 ws0">wyniku <span class="_ _1"></span>zmian <span class="_ _1"></span>w otoczeniu<span class="_ _1"></span> b<span class="_ _1"></span>iznesowym <span class="_ _1"></span>oraz zmian <span class="_ _9"></span>o<span class="_ _0"></span>rganizacyjnych </div><div class="t m0 x4a hf ycdb ff7 fs4 fc2 sc0 ls0 ws0">wewnątrz s<span class="_ _1"></span>półki <span class="_ _1"></span>i g<span class="_ _1"></span>rupy <span class="_ _1"></span>kapitałowej, <span class="_ _1"></span>m.in. <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _9"></span>porozumienia </div><div class="t m0 x4a hf yb9b ff6 fs4 fc2 sc0 ls0 ws0">transferowego. </div><div class="t m0 x4a hf yb9c ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko  związane  z  polityką  wyn<span class="_ _1"></span>agrodzeń  dotyczy  potencjalnych </div><div class="t m0 x4a hf yb9d ff7 fs4 fc2 sc0 ls0 ws0">negatywnych <span class="_ _44"> </span>konsekwencji <span class="_ _3d"> </span>wynikających <span class="_ _3d"> </span>z <span class="_ _3d"> </span>niewłaściwego </div><div class="t m0 x4a hf y64a ff7 fs4 fc2 sc0 ls0 ws0">zarządzania <span class="_ _26"> </span>systemem <span class="_ _57"> </span>wynagradzania <span class="_ _57"> </span>i <span class="_ _26"> </span>pr<span class="_ _0"></span>emiowania </div></div><div class="c x20 yc92 w8e hd0"><div class="t m0 xa hf yd15 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">stała <span class="_ _19"> </span>an<span class="_ _1"></span>aliza <span class="_ _19"> </span>kap<span class="_ _1"></span>itału <span class="_ _17"> </span>praco<span class="_ _0"></span>wniczego <span class="_ _19"> </span>G<span class="_ _1"></span>rupy </span></span></div><div class="t m0 xa4 hf yd16 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT i otoczenia rynkowego; </div><div class="t m0 xa hf yd17 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrożony hybrydowy system pracy;<span class="ff6"> </span></span></span></div><div class="t m0 xa hf yd18 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">cykliczny  proces <span class="_ _14"> </span>podwyżkowy  uwzględniający </span></span></div><div class="t m0 xa4 hf yd19 ff6 fs4 fc2 sc0 ls0 ws0">benchmark rynkowy; </div><div class="t m0 xa hf yd1a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">oferta <span class="_ _20"> </span>Benefitów <span class="_ _42"> </span>dostosowana <span class="_ _20"> </span>do <span class="_ _42"> </span>oferty </span></span></div><div class="t m0 xa4 hf yd1b ff6 fs4 fc2 sc0 ls0 ws0">rynkowej; </div><div class="t m0 xa hf yd1c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">transparentny <span class="_ _3f"> </span>system <span class="_ _1b"> </span>premiowy <span class="_ _1b"> </span>poza </span></span></div><div class="t m0 xa4 hf yd1d ff6 fs4 fc2 sc0 ls0 ws0">wynagrodzeniem zasadniczym; </div><div class="t m0 xa hf yd1e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zróżnicowana oferta rozwojowa;<span class="ff6"> </span></span></span></div><div class="t m0 xa hf yd1f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">budowanie <span class="_ _3"></span>kultury <span class="_ _0"></span>o<span class="_ _0"></span>rganizacyjnej <span class="_ _3"></span>nastawionej </span></span></div><div class="t m0 xa4 hf yd20 ff7 fs4 fc2 sc0 ls0 ws0">na integrację i współpracę;<span class="ff6"> </span></div><div class="t m0 xa hf yd21 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">podejmowanie <span class="_ _27"> </span>działań <span class="_ _27"> </span>budujących <span class="_ _16"> </span>employer </span></span></div><div class="t m0 xa4 hf y9de ff6 fs4 fc2 sc0 ls0 ws0">branding; </div></div><div class="c x11f yc92 w8f hd0"><div class="t m0 x4a h16 yd22 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI <span class="ff5"> </span></div><div class="t m0 x4a h16 yd23 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf5b" class="pf w0 h0" ><div class="pc pc5b w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">91<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 yd24 w8d hd1"><div class="t m0 x4a hf yc7a ff7 fs4 fc2 sc0 ls0 ws0">pracowników. <span class="_ _14"> </span>Moż<span class="_ _0"></span>e <span class="_ _14"> </span>obejmować <span class="_ _14"> </span>aspekty <span class="_ _14"> </span>finansowe,  operacyjne<span class="_ _1"></span>, </div><div class="t m0 x4a hf yc7b ff7 fs4 fc2 sc0 ls0 ws0">strategiczne, <span class="_ _19"> </span>zgodności <span class="_ _17"> </span>z <span class="_ _19"> </span>regulac<span class="_ _0"></span>jami <span class="_ _19"> </span>oraz <span class="_ _19"> </span>wpływ <span class="_ _19"> </span>na <span class="_ _17"> </span>kulturę </div><div class="t m0 x4a hf yd25 ff7 fs4 fc2 sc0 ls0 ws0">organizacyjną i reputację firmy.<span class="ff6"> </span></div></div><div class="c x20 yd24 w8e hd1"><div class="t m0 xa hf yd26 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrożenie <span class="_ _3e"> </span>skutecznych <span class="_ _3e"> </span>działań <span class="_ _4b"> </span>w <span class="_ _4b"> </span>ramach </span></span></div><div class="t m0 xa4 hf yd27 ff6 fs4 fc2 sc0 ls0 ws0">procesu <span class="_ _47"> </span>o<span class="_ _0"></span>nboardingu <span class="_ _46"> </span>dla <span class="_ _46"> </span>nowych </div><div class="t m0 xa4 hf yc7c ff6 fs4 fc2 sc0 ls0 ws0">pracowników; </div><div class="t m0 xa hf yd28 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">prowadzenie <span class="_ _14"> </span>działań  budujących <span class="_ _14"> </span>świadomość<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf yc7d ff6 fs4 fc2 sc0 ls0 ws0">w <span class="_ _4c"> </span>obszarze <span class="_ _4c"> </span>wellbeingu, <span class="_ _4c"> </span>o<span class="_ _0"></span>rganizowanie </div><div class="t m0 xa4 hf yd29 ff7 fs4 fc2 sc0 ls0 ws0">webinarów, <span class="_ _3b"> </span>działań <span class="_ _59"> </span>angażujących </div><div class="t m0 xa4 hf yb8d ff6 fs4 fc2 sc0 ls0 ws0">pracowników w tym obszarze; </div><div class="t m0 xa hf yc39 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrożenie <span class="_ _5e"> </span>systemu <span class="_ _5e"> </span>premiowego <span class="_ _24"> </span>MBO, </span></span></div><div class="t m0 xa4 hf yc3a ff7 fs4 fc2 sc0 ls0 ws0">cykliczna <span class="_ _17"> </span>realizacja <span class="_ _19"> </span>p<span class="_ _1"></span>rocesu <span class="_ _17"> </span>po<span class="_ _0"></span>dwyżkowego, </div><div class="t m0 xa4 hf yb90 ff6 fs4 fc2 sc0 ls0 ws0">wprowadzenie <span class="_ _15"> </span>tabeli <span class="_ _15"> </span>zaszeregowania <span class="_ _27"> </span>i <span class="_ _15"> </span>siatki </div><div class="t m0 xa4 hf yb91 ff7 fs4 fc2 sc0 ls0 ws0">wynagrodzeń, analiza luki płacowej;<span class="ff6"> </span></div><div class="t m0 xa hf yc4f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">identyfikacja <span class="_ _5b"> </span>kluczowych <span class="_ _5b"> </span>stanowisk; </span></span></div><div class="t m0 xa4 hf y90c ff7 fs4 fc2 sc0 ls0 ws0">stosowanie <span class="_ _1f"> </span>&quot;Polityki <span class="_ _1f"> </span>kadrowe<span class="_ _0"></span>j <span class="_ _1f"> </span>dotycz<span class="_ _0"></span>ącej </div><div class="t m0 xa4 hf yb94 ff6 fs4 fc2 sc0 ls0 ws0">kluczowych <span class="_ _2a"> </span>stanowisk&quot;, <span class="_ _2a"> </span>opracowanie <span class="_ _2a"> </span>planu </div><div class="t m0 xa4 hf yb48 ff7 fs4 fc2 sc0 ls0 ws0">sukcesji <span class="_ _1e"> </span>do <span class="_ _1e"> </span>wdrożenia <span class="_ _3d"> </span>dla <span class="_ _1e"> </span>kluczowych </div><div class="t m0 xa4 hf y910 ff6 fs4 fc2 sc0 ls0 ws0">stanowisk;  </div><div class="t m0 xa hf ybdb ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">zaplanowanie <span class="_ _3"></span>procesu <span class="_ _3"></span>pofuzyjnej <span class="_ _4"></span>integracji <span class="_ _3"></span>na </span></span></div><div class="t m0 xa4 hf yb98 ff6 fs4 fc2 sc0 ls0 ws0">poziomie UNIMOT S.A.; </div><div class="t m0 xa hf yc51 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">monitorowanie <span class="_ _22"> </span>fluktuacji <span class="_ _22"> </span>ka<span class="_ _0"></span>dr, <span class="_ _22"> </span>badania </span></span></div><div class="t m0 xa4 hf y278 ff7 fs4 fc2 sc0 ls0 ws0">przyczyn <span class="_ _2b"> </span>o<span class="_ _0"></span>dejść <span class="_ _2b"> </span>pracowników, <span class="_ _2a"> </span>zapewnienie </div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">stabilnych warunków pracy. </div></div><div class="c x1 yd2a w8d hb6"><div class="t m0 x4a h16 yae2 ff5 fs4 fc2 sc0 ls0 ws0">24.Ryzyko BHP </div><div class="t m0 x4a h16 y3f6 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yd2b ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _14"> </span>jest <span class="_ _5"> </span>związane <span class="_ _14"> </span>z <span class="_ _14"> </span>zapewni<span class="_ _1"></span>eniem <span class="_ _5"> </span>bezpieczeństwa, <span class="_ _14"> </span>zdrowia <span class="_ _14"> </span>i </div><div class="t m0 x4a hf yd2c ff7 fs4 fc2 sc0 ls0 ws0">higieny <span class="_ _1"></span>pracy <span class="_ _9"></span>w całym <span class="_ _9"></span>ł<span class="_ _0"></span>ańcuchu <span class="_ _9"></span>wartości Grupy <span class="_ _9"></span><span class="ff6">UNIMOT<span class="_ _0"></span>. <span class="_ _1"></span>Na <span class="_ _1"></span>ryzyko </span></div><div class="t m0 x4a hf y122 ff7 fs4 fc2 sc0 ls0 ws0">są <span class="_ _15"> </span>szcz<span class="_ _0"></span>ególnie <span class="_ _15"> </span>narażeni <span class="_ _15"> </span>pracow<span class="_ _0"></span>nicy <span class="_ _15"> </span>Grupy <span class="_ _27"> </span>i <span class="_ _27"> </span>osoby <span class="_ _27"> </span>wykonujące </div><div class="t m0 x4a hf y3fa ff7 fs4 fc2 sc0 ls0 ws0">prace <span class="_ _19"> </span>na <span class="_ _19"> </span>rzecz <span class="_ _2b"> </span>firm <span class="_ _19"> </span>współpracujących <span class="_ _19"> </span>z <span class="_ _2b"> </span>Grupą, <span class="_ _19"> </span>na <span class="_ _19"> </span>przykład </div><div class="t m0 x4a hf y3fb ff7 fs4 fc2 sc0 ls0 ws0">wykonujące <span class="_ _3"></span>prace <span class="_ _0"></span>z<span class="_ _0"></span>wiązane <span class="_ _3"></span>z: <span class="_ _3"></span>magazynowaniem, <span class="_ _3"></span>przeładunkiem <span class="_ _3"></span>i </div><div class="t m0 x4a hf y1f3 ff7 fs4 fc2 sc0 ls0 ws0">transportem, <span class="_ _18"> </span>w<span class="_ _0"></span>ykonujący <span class="_ _15"> </span>mont<span class="_ _0"></span>aż <span class="_ _15"> </span>paneli <span class="_ _15"> </span>fo<span class="_ _0"></span>towoltaicznych <span class="_ _15"> </span>(<span class="_ _0"></span>PV). </div><div class="t m0 x4a hf yd2d ff6 fs4 fc2 sc0 ls0 ws0">Mate<span class="ff7">rializacji <span class="_ _16"> </span>ryzyka <span class="_ _16"> </span>mogą <span class="_ _16"> </span>spr<span class="_ _0"></span>zyjać <span class="_ _16"> </span>systemy <span class="_ _16"> </span>pracy <span class="_ _16"> </span>zmianowej<span class="_ _0"></span>, </span></div><div class="t m0 x4a hf yb54 ff6 fs4 fc2 sc0 ls0 ws0">pracy dwunastogodzinnej, <span class="_ _0"></span>w <span class="_ _0"></span>porach <span class="_ _0"></span>nocnych, <span class="_ _0"></span>rutyna, <span class="_ _0"></span>ignorowanie </div><div class="t m0 x4a hf yb55 ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznych <span class="_ _15"> </span>o<span class="_ _0"></span>raz <span class="_ _27"> </span>zewn<span class="_ _0"></span>ętrznych <span class="_ _27"> </span>regulacji <span class="_ _15"> </span>i <span class="_ _16"> </span>przepisów <span class="_ _27"> </span>prawa. </div><div class="t m0 x4a hf y2b1 ff7 fs4 fc2 sc0 ls0 ws0">Wpływ <span class="_ _17"> </span>na <span class="_ _17"> </span>wystąpienie <span class="_ _17"> </span>wypadku <span class="_ _17"> </span>mogą <span class="_ _17"> </span>mieć <span class="_ _17"> </span>również <span class="_ _17"> </span>aspekty<span class="_ _1"></span> </div><div class="t m0 x4a hf y1f9 ff7 fs4 fc2 sc0 ls0 ws0">techniczne <span class="_ _27"> </span>(tj. <span class="_ _17"> </span>awarie <span class="_ _27"> </span>i <span class="_ _16"> </span>katastrofy), <span class="_ _16"> </span>w<span class="_ _0"></span> <span class="_ _16"> </span>tym <span class="_ _16"> </span>wybuchy, <span class="_ _16"> </span>zapłony, </div><div class="t m0 x4a hf y967 ff6 fs4 fc2 sc0 ls0 ws0">uwolnienia <span class="_ _f"> </span>substancji <span class="_ _f"> </span>czy <span class="_ _f"> </span>wycieki <span class="_ _f"> </span>substancji <span class="_ _f"> </span>ropopochodnej. </div><div class="t m0 x4a hf y2aa ff7 fs4 fc2 sc0 ls0 ws0">Umiarkowane <span class="_ _17"> </span>i <span class="_ _19"> </span>ciężkie <span class="_ _17"> </span>wypadki <span class="_ _19"> </span>przy <span class="_ _17"> </span>pracy <span class="_ _19"> </span>skutkujące <span class="_ _17"> </span>utratą </div><div class="t m0 x4a hf yd2e ff7 fs4 fc2 sc0 ls0 ws0">zdrowia <span class="_ _16"> </span>lub <span class="_ _16"> </span>życia <span class="_ _16"> </span>ludzkiego <span class="_ _16"> </span>są <span class="_ _16"> </span>nieakceptowalnym <span class="_ _16"> </span>ryzykiem <span class="_ _17"> </span>w </div><div class="t m0 x4a hf y8f5 ff6 fs4 fc2 sc0 ls0 ws0">Grupie  UNIMOT <span class="_ _15"> </span><span class="ff7">–</span> <span class="_ _18"> </span><span class="ff7">mo<span class="_ _0"></span>gą  ro<span class="_ _0"></span>dzić  negatywne <span class="_ _15"> </span>dla  Gru<span class="_ _0"></span>py  sk<span class="_ _0"></span>utki <span class="_ _18"> </span>w </span></div><div class="t m0 x4a hf yd2f ff7 fs4 fc2 sc0 ls0 ws0">obszarze <span class="_ _1"></span>odpowiedzialności <span class="_ _1"></span>karnej i <span class="_ _9"></span>odszkodowaw<span class="_ _0"></span>czej, w <span class="_ _1"></span>związku <span class="_ _9"></span>z </div><div class="t m0 x4a hf yd30 ff7 fs4 fc2 sc0 ls0 ws0">czym  Grupa <span class="_ _14"> </span>przykłada  najwyższą  wagę  do <span class="_ _14"> </span>kwestii  związanych<span class="ff6">  <span class="ls24">z </span></span></div><div class="t m0 x4a hf yd03 ff7 fs4 fc2 sc0 ls0 ws0">utrzymaniem <span class="_ _16"> </span>bezpieczeństwa <span class="_ _17"> </span>pracy. <span class="_ _17"> </span>Ryzyko <span class="_ _17"> </span>obejmuje <span class="_ _16"> </span>rów<span class="_ _0"></span>nież </div><div class="t m0 x4a hf yc06 ff7 fs4 fc2 sc0 ls0 ws0">wystąpienie <span class="_ _5"> </span>choró<span class="_ _0"></span>b <span class="_ _14"> </span>zawodowych <span class="_ _14"> </span>u <span class="_ _14"> </span>pracowników <span class="_ _14"> </span>narażonych <span class="_ _14"> </span>na </div><div class="t m0 x4a hf y64a ff7 fs4 fc2 sc0 ls0 ws0">ekspozycję czynników szkodliwych dla zdrowia człowieka.<span class="ff6"> </span></div></div><div class="c x20 yd2a w8e hb6"><div class="t m0 xa hf y3cc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">przestrzeganie <span class="_ _16"> </span>przepisów <span class="_ _17"> </span>z <span class="_ _16"> </span>zas<span class="_ _0"></span>ad <span class="_ _16"> </span>BHP <span class="_ _17"> </span>oraz </span></span></div><div class="t m0 xa4 hf y3cd ff7 fs4 fc2 sc0 ls0 ws0">PPOŻ  przez <span class="_ _18"> </span>pracow<span class="_ _0"></span>ników,  pracowników <span class="_ _15"> </span>firm </div><div class="t m0 xa4 hf y3ce ff7 fs4 fc2 sc0 ls0 ws0">zewnętrznych i kontrahentów;<span class="ff6"> </span></div><div class="t m0 xa hf yd31 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zapewnienie <span class="_ _3"></span>środków <span class="_ _3"></span>ochrony <span class="_ _3"></span>indywidualnej <span class="_ _4"></span>i </span></span></div><div class="t m0 xa4 hf yd32 ff7 fs4 fc2 sc0 ls0 ws0">zbiorowej <span class="_ _25"> </span>dla <span class="_ _c"> </span>pracowników, <span class="_ _25"> </span>kontrolę </div><div class="t m0 xa4 hf yd33 ff7 fs4 fc2 sc0 ls0 ws0">środowiska <span class="_ _15"> </span>pracy, <span class="_ _27"> </span>szkolenie <span class="_ _27"> </span>praco<span class="_ _0"></span>wników <span class="_ _15"> </span>w </div><div class="t m0 xa4 hf yc1 ff7 fs4 fc2 sc0 ls0 ws0">obszarze  BHP, <span class="_ _14"> </span>przeprowadzenie  instr<span class="_ _1"></span>uktażów </div><div class="t m0 xa4 hf yb5f ff6 fs4 fc2 sc0 ls0 ws0">szkoleniowych, <span class="_ _60"> </span>przed <span class="_ _60"> </span>dopuszczeniem </div><div class="t m0 xa4 hf yd34 ff7 fs4 fc2 sc0 ls0 ws0">pracowników <span class="_ _3d"> </span>do <span class="_ _3d"> </span>pracy <span class="_ _3d"> </span>na <span class="_ _3d"> </span>określonym </div><div class="t m0 xa4 hf yd35 ff6 fs4 fc2 sc0 ls0 ws0">stanowisku; </div><div class="t m0 xa hf yb62 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">budowanie <span class="_ _12"> </span>świadomości <span class="_ _55"> </span>zagrożeń <span class="_ _12"> </span>i </span></span></div><div class="t m0 xa4 hf yb63 ff7 fs4 fc2 sc0 ls0 ws0">kształtowanie  właściwych <span class="_ _15"> </span>postaw  w <span class="_ _15"> </span>zakresie </div><div class="t m0 xa4 hf yb64 ff6 fs4 fc2 sc0 ls2a ws0">BHP;<span class="ls0"> </span></div><div class="t m0 xa hf yd36 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">bieżący <span class="_ _3d"> </span>monitoring <span class="_ _3d"> </span>i <span class="_ _1e"> </span>wdrożenie <span class="_ _3d"> </span>zmian </span></span></div><div class="t m0 xa4 hf yd37 ff6 fs4 fc2 sc0 ls0 ws0">prawnych  oraz <span class="_ _15"> </span>tzw. <span class="_ _15"> </span>dobrych  praktyk <span class="_ _15"> </span>BHP <span class="_ _15"> </span>w </div><div class="t m0 xa4 hf yd38 ff7 fs4 fc2 sc0 ls0 ws0">branży;<span class="ff6"> </span></div><div class="t m0 xa hf yd39 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowane <span class="_ _4d"> </span>zabezpi<span class="_ _1"></span>eczenia <span class="_ _4d"> </span>techniczne </span></span></div><div class="t m0 xa4 hf yd3a ff7 fs4 fc2 sc0 ls0 ws0">(bezpieczeństwo procesowe i techniczne<span class="_ _1"></span>);<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xa hf y8f8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">kontrole <span class="_ _17"> </span>i <span class="_ _19"> </span>okresowe <span class="_ _17"> </span>oc<span class="_ _0"></span>eny <span class="_ _17"> </span>i <span class="_ _19"> </span>analizy <span class="_ _17"> </span>stanu </span></span></div><div class="t m0 xa4 hf yd3b ff7 fs4 fc2 sc0 ls0 ws0">bezpieczeństwa.<span class="ff6"> </span></div></div><div class="c x11f yd2a w8f hb6"><div class="t m0 x4a h16 yb55 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 y2b1 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div><div class="c x1 yb65 w8d hd2"><div class="t m0 x4a h16 yd14 ff8 fs4 fc2 sc0 ls0 ws0">25.Ryzyko <span class="_ _10"> </span>naruszenia <span class="_ _1c"> </span>bezpieczeństwa <span class="_ _10"> </span>danych <span class="_ _10"> </span>osobowych </div><div class="t m0 x4a h16 ycd9 ff8 fs4 fc2 sc0 ls0 ws0">(poufności, integralno<span class="_ _1"></span>ści i/lub dostępności)<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x4a hf y8cf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf y245 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _1c"> </span>związane <span class="_ _10"> </span>jest <span class="_ _1c"> </span>niezamierzonymi <span class="_ _10"> </span>lub <span class="_ _1c"> </span>zamierzonymi </div><div class="t m0 x4a hf yb9b ff7 fs4 fc2 sc0 ls0 ws0">działaniami <span class="_ _9"></span>pracow<span class="_ _0"></span>ników <span class="_ _1"></span>lub <span class="_ _9"></span>osób tr<span class="_ _1"></span>zecich, <span class="_ _1"></span>w <span class="_ _9"></span>w<span class="_ _0"></span>yniku <span class="_ _9"></span>których może<span class="_ _1"></span> </div><div class="t m0 x4a hf yb9c ff7 fs4 fc2 sc0 ls0 ws0">dojść <span class="_ _f"> </span>do <span class="_ _f"> </span>narus<span class="_ _1"></span>zenia <span class="_ _f"> </span>bezpieczeństwa <span class="_ _2a"> </span>danyc<span class="_ _0"></span>h <span class="_ _f"> </span>osobowych. <span class="_ _2a"> </span>W </div><div class="t m0 x4a hf yafc ff7 fs4 fc2 sc0 ls0 ws0">konsekwencji <span class="_ _4"></span>mo<span class="_ _0"></span>że <span class="_ _5"></span>dojść <span class="_ _5"> </span>do <span class="_ _14"> </span>niezgodnego <span class="_ _4"></span>z<span class="_ _0"></span> <span class="_ _5"> </span>prawem <span class="_ _5"> </span>zniszczenia, </div><div class="t m0 x4a hf y64a ff6 fs4 fc2 sc0 ls0 ws0">utracenia <span class="_ _2a"> </span>zmo<span class="_ _0"></span>dyfikowa<span class="ff7">nia, <span class="_ _f"> </span>ujawnienia, <span class="_ _2a"> </span>udostępnienia <span class="_ _f"> </span>danych </span></div></div><div class="c x20 yb65 w8e hd2"><div class="t m0 xa hf yd3c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrożenie <span class="_ _5b"> </span>ujednoliconych <span class="_ _5b"> </span>procedur </span></span></div><div class="t m0 xa4 hf yd3d ff7 fs4 fc2 sc0 ls0 ws0">związanych <span class="_ _3"></span>z <span class="_ _3"></span>procesami <span class="_ _3"></span>przetwarzania <span class="_ _0"></span>danych </div><div class="t m0 xa4 hf yd3e ff7 fs4 fc2 sc0 ls0 ws0">osobowych, <span class="_ _2b"> </span>w <span class="_ _2b"> </span>tym <span class="_ _2b"> </span>procedur <span class="_ _19"> </span>o<span class="_ _0"></span>kreślających </div><div class="t m0 xa4 hf yd3f ff7 fs4 fc2 sc0 ls0 ws0">postępowanie <span class="_ _1f"> </span>po <span class="_ _1f"> </span>wystąpieniu <span class="_ _1f"> </span>naruszenia </div><div class="t m0 xa4 hf yb9e ff6 fs4 fc2 sc0 ls0 ws0">ochrony danych osobowych; </div><div class="t m0 xa hf yd40 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrożenie <span class="_ _35"> </span>rozwiązań <span class="_ _5d"> </span>technicznych </span></span></div><div class="t m0 xa4 hf yd41 ff7 fs4 fc2 sc0 ls0 ws0">gwarantujących <span class="_ _45"> </span>m.in. <span class="_ _45"> </span>integralność <span class="_ _45"> </span>oraz </div></div><div class="c x11f yb65 w8f hd2"><div class="t m0 x4a h16 y245 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 yb9b ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf5c" class="pf w0 h0" ><div class="pc pc5c w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/4AAAXpCAIAAABA/VSDAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdebRmZ1Un/u/e+3nOOe/73qFupVJVSSpkDpmBMBMIplVEabVFHBagiKhti6sb1G60RbsXIj+1u7VbpNGfIqjMJggGlDEhExkqcyqpzFNVUuOtO73DOed59t79x3urEjT81o/8CD9c63xWsnLvWu99h3PPyf0+z9nPfsjd0el0Op1OpwMAcEPLIKBQgJAZLSBAYSDDJKBngBpSRkgokEDRIjQ0kdaACpjJQOgOZKfznai7NDudTqfT6TyBvv4rgfegBEAJJgWjZRTMYIaEFqagyASHAxGIDlh3FDudLvp3Op1Op9P5F8AiWIHMIICgjAw3MMBMRI6yASACsMEFMLALASjWo78/eQTR6XS66N/pdDqdTuc7Eik7mDgBBhDIIUykYgYKoDIDDCciEAwwgGECBgRgGIJ1AaPT6aJ/p9PpdDqd73RGzm5wCLEDDJmmfwcYzBkQACAHprU9Chx+nMBAPn1Ap9Ppon+n0+l0Op3vaApjJRCYAZvGeiZAGQaEhKUwqUClC5OoMHg96jMAh4MyceyOY6fTRf9Op9PpdDrf6ZyRFKU0qS09YFyDDGRVQTkIGlqoFjE0jEoUpWycmYALMK9X97MDCnTRv9Ppon+n0+l0Op3vdIQCrM7g4Ni3eNm7fq8/GpWaxxGrFRbGMpLFrTaQcbF0+skv+Q8/axsXOBT0pJW9XYOfTqeL/p1Op9PpdP4FyAAxJ7i049WPX8KX/P3Rq6P5nIx0uaCZRPtLn9H+kGePP+1U6g+CHK70AQhEDum6+3Q6XfTvdDqdTqfznY8UIjTWUdU2V330w5vHK4M0nLOUYSNhMtncVJ5G7ZYN2378NV5RTRwAJTA8uJNy4O4odjpd9O90Op1Op/OdnwwIMPSJsGffZNceMNZmArXIxIszRZl5Q+sY9Oi0Y3DS5rUQCSyOTDAYvEv9nc53tO4S7XQ6nU6n84SaHN4K8PCVNxwz5plWWpWJlZr6YTzoDTeg1dVJveGFz8GgMkilQANZL/A3sNfdQex0vlORu3dHodPpdDqdZ84hYIBcwmEBRuu98CWBFVZBgQQ4EIAqwx3Ko2jGPNvSekNNAHUE15AELtBGhIDQQtYAgxag+UwAQWAtbILgQB9WqsKBEGugAebXDBXBCbrenh+ThIqbmEpEkLQEx1rpBep89wP3Lt1734lZJKVhgXEUMSrUKt/0KE+2vfS847dsBQvASACAPO30b+gp6og+wNNPippA2Usn2LQJEAFdG6Cnp22gGaGngTM1EWuMHjDIQNugjGBvSEJGE8yQZpIhRxRhujPziLREG1xB/SP5jzBt65QRgplzIAMcB+CF2wxY4ClwCyg8wPvThwMgS/AIgltLQeHFdGs3x8RzYp6F1FCBFwDAANWgDAR4BYWzEimoMGuZW4A8CUnp7ECzfo5aNA8koGnrqJxRNKABCI6JOxgBNIJucGqJW6QSHBUjFsD7qfUiAlBzVVEGm1MgIRBc4DT9/NMLIqCBB7gAMGs4ZE+JZNYa5kBgBRtounMdDh+9rN4GIlUTKTwbBXEngGn65Db94OZuxAxncxAvE2ZgwTOogKNxqKMgFSZCBoKCbf3tgeEA8ZHflq8n+CfOiekDHUogAGYkRId/tV3073Q6nU7n2xzWgGhGUOXQgjIA0xmukzeJBsk5ehCGwxOsBEpDMq4Z5FQRTf/Y7yVsdK9czREoqKMVF7TBk3touAruZXK4e+BGCI4AEzc3WAgOp1YD0yhQAgSUAYH33cSpBgqIJMChAZxBAdkRGGZmDGNSQuEQddQZFbfiRQJIjHwULAMMJK97JAEEhBGoACrPSgaAMyUXjkVhzu5Gztxt/fVNS1CBsTJAiTkTgrslLUmgZuyTSP1EdQRgFchMM1FpEQxjuJtAjYy9BPnhxdnTMRu5g4SMkB2MCVFQDe4k4oyGSeECL0DsBMDdnJwBOLuaEQkTUtIYjclNhTi7RzhPa8GIzaHkrJlCZDMTUbMAZObsJu6FOSBwMoKxMzlng5EX4pQYBKcJqJcdLgpHcGG0bS4kJOEMr6Dk0jgZ0HMDHEJmhExOYHcwuYChTvR10Z9sQigIYgqIE5s7yNmN4BBxkIHWBzHT9GyemKCamZg5upFx606E4E7TIA5yJgXc3QACyAxkkRwgdzJIVleigimwg9ydbD32g6b/Op74RU3/kcOjiuk7cZh7gisTmMRdmPgpq3u6Wv9Op9PpdJ5ZhQPGIJATExgommG6/MqCXSJ7Egk9FwSznjtgSBy5WvU0+6qXr7L3EDOgAN3/OD3wYIxs2YNHF42ekBWgUM36CVuwbSs0IFAJUFYEcg6uzmsTHg/zzbfDqCzhEWII06lbRRPicPPChjOeLaHA0GQ6v3j/Y3LfgyCzAavloFy4wx1myzPV7EnH83GbUVTIYOTZ3E623xqGQ+tFThpX1AcUKXAiuIUiwYDZo+OLzj2AdiMXGVnBZXdmfPMEwlmgsGgtpRIIJojBDZSJRVrSwcF9PU7YugWIjSHEaOwEZQeSIMYa6B+OktNU6W5EQkwPPrR/1+P7pOyxt6DKtGCJhLUXnn8KSwb88ESyAbbz/j1LSy08GNUpT3rVrFCZdfKC55+iedKLhUEe3bVn/76Jetmkmrg1NDEU5zz7rBmBEOecKRB5AMjBj+8bPf74odbdJBMSm5BHIn3+C05WZGEmgnncftO9TRYLiTQGL+CrHDf3Z1bOPfNEbb2IRCTJaefdu9aGiRlwM2UHlVWcTEbHb9vyrOM2yDSZux2ZGmcOSWkywV13P+Rkag1JYC89U2DdvGXm2OOOLmW6y9100GBCkjQzl+bcJsQARQnCffftuf2OnSGEnHOIfN65Z51y4mYQcoYwwDY98MIEdjVfXWvuvudh5r5mI28psDOvH2z6p81yfRroXeE0vQVBMCDP9MPZZ5+aUxNDYKKnnvPvon+n0+l0Os80JxABxOwoHSV86Wu3bP9379y4tLRSsXLJCiZEs0K1Du4QQbW4aeZ7//a9M+ecFUET+ImgB7/4pbve8z/QrA1iQQiN64xZkbUmb6ve1l94w9m/+Z/AlBkBgGe4ZHBwIg2LX7ryyt/4L1tHzSR4Zg9uhRo5N+67e8Xpb/uZ556y1csNxRw51ujg0lW//9v5C9cM6smYraBYZlb2NmhQv/6EM3/xD94lW7c0jCKAxg1uu+srP/bWo0dNE5yVjp6EQ9UYKKsUEttyPwWzsPWYC794yWDrRgFqVyMcLjnqfBN4WlUVYex9GLkbTBEZLJHhGKhix44vf+Rj3/O+/5lLLaWPOtcVC7wEgZH/WSB0GDHg1Lb+f3/gQx/9+CV1JgGl7FHm6rreuDHs2HGZIBLl6UgBMEB//bd+5+qrb42hAmcSTY3DeG427rjjqir2kjkzferv//G//f6fQuY4yKRdDWLu9pOv/dH3/O6v90qEUEyjdJs9CH/mM1941+/+YUYwyUBmEJkESV+98pOnPus4B0zRZH39T/3cuOEWDayIVhKGrRfPfd7mSz/1V/2y5wqA3fmP/uf7L7vi+pXVZQkiKD2TaooFXvMD3/Mn/+t3+tOhJ9mRC7Q1FYn/+KUr3/GO315aW+3NDpqmCVQJJDUrb/nZn3jX77zjcLHaehx3J0JkotbAEXfsfPzP/uyjN998ywMPPlz1BqNx7e4SqAh8/HFbXnnhy3/+59548gkLSm2QQgDNNcGE4913P/L6179tOJLZuYWUR5Nm4sQEp/Up/sMDAH9SoCeDM7kAzjBCftGLz/vkx97fK6qc3YxC8dThv4v+nU6n0+k8s8jW/wY7XMlCbhYvv+qUPctHp9G4ldpGhTOAaFaatewAFxb2jcaHrrju+DNPdw19K3JYPfn5p+9qlo5vm2JlnxODYi8zuyXSOuLQDddgPEZ/PgHBAXK4tQAT5NDa7ksuffahxY2NOylDC9Wee0BwFDtj77xXfJeGcuzZETKcrr6Wrtl+2r79s+TZ0PPIoNVga4VHxcuffXZ51pmNUO1aEw8Yez/26fP2Hqp0JLG0ZBX1F9IhsUHlxYRs1DS9bCsjnVzxteJHXw2RCFF0zf+f3jgSYLQMcSM3J1YOIK4ZhLYa1cPLt+9585uPzuXd4187+Vd/3s8/R8qycBDYCCrEjsr+aSWIu6VUS1Ep4rgRk75DDGi0ClW/0TGHaX2J0Hr5iQPI3FMaMPXUGoI6BSJfWRuxIFkOVKjDXBSVWplqkMxnawPhks986cwzz33Lm19DUHdh9hBEDeYFqOeoDOqUDSAWs5XNm7eYO8FZKLXEYZAbzxbgFTwSkUswFCH22jz93h14ZNe+1TWVcpMT2pb6VT9PRgq77Irrb79r1/Ofe3xBT4R4AgcOk8Y/9NcfXx4lKjcOWxD11IM4QoHH9x/KBvDh6hs4nAnEhDbjq1fe/Kd/8ZEbb7l9PIzuDpoftmJcEHOGpTY/tGt4z19efMmnvvCSF7/kl9/2Q88559kFizCYSdXcpE2l82BpBJKCQgEXh/t6UZbR4eAPgIwBKCu5AEIOeGZKRL0YkA1BCORP3Jz4J6PH7iLqdDqdTueZpTACCEo+oRaoh9tv7ntelZSKbEU7DO1qicUeDlYYFt4wDDRofHzdTrTiXKKlFOZx1hny4hesciUoECMpN4hjqTJXgIxv24k9i1ALAOUMUnM1RkPAAw/suuLyGRo1zLVQLb5S+t6KVkFrCNXZZ+Gcc0R7s95TjagHD33kioXHcpTewSKu9mYOhXJfURwsy2HoLceZ5//Km7GRWw4Dk55ROHDwgX/8fFNOHt/UPF4ut0XaXQ4XB8PlanSgHB+qxjmMjceUh7d88K953DQEoxC7Kf+nJUeooDCIkXPIFINLMDhZj5QPHHzw7b+9bWl83NpQL750++t/2e7aMaEUMqQVhxhBMrh9Ylh6eEDhsSiMQFwlRPV+q4RYZXCdlCSaP1FujvViEgaVxNVwYupVm6NbURQzTNEdkQM8g8AkauReMPez9ZxnUo71xN71rt/bu/eQKUcBYbqcBGqaldyDoVSUhmgI7iHVRhCAiCAcspIqmwdHoR7USJVZCgICEwAib2ubDBNQqcdGo0tVJzWKRmFtkj7woQ8Tw9dr96cZmQ3Y/di+m266g6jn1MtaZetlr8B9tbD7sX2qR47YdMBA01X0f/PhL/zMz/3qNTfsWBpmCsGEMptSUmoTpUye4RkWqt6h4fBLX/3yG974zttvXSYKKVVAIRKJoJ5MWgvjJMMWQ6PGqFFqjVJmVUpKWSk7slPjXCdqM7WZGkWj1BpqcEsCJxC3xGvg9JSnUBf9O51Op9N5hlFuydqsgEcYllbyzgdjbiGBkhbJS8OAmEyTuMGUUstZrV6+5wGYNwEI6GWkcubc1/xgi36Ry9BKaVG8VJRsRZHjzGqNG2+CtrY+N+gIAkCyPXjppds4QOtCER0wVba1wlcqXumFcM6piDAWGCygv3ho77Xb55rWrMlkDkWPNeQitzOtb9iwEadva8seME1emNy3OyyuGqWak7AVOfecSkVl7p5Ahkkt5EI6uvs+PrCUgYkpeTfr/7SiP5DdYeZmLcTB5mgYFYweePTqt/3GYNdjRDRGc3QMmx55/JG//PiMjjJlOCShNCDnf57+mBiwaekPQRwCdncFE4sY9Oumj30aIAlOBO4VPQIzBSJOKTMFIQAapjcInIQCnFSdSVS9LHtmzByuvOLaEAjmBMu5JjfAoqxPcPPhM4RJBJGJpxPuDhcRAEQMN4KzQCiY+uFo64C75aWlpRgLNxaJ5kaCWAZ1N8eVV18zrh1gNYWTO5kRI9x55505W4ylKsVYMguBATDR3r17U8K0O86RcZA5/vi9n/zd9/y3NtF4oo7QJiUEpqCqzAx4SkmkSIqUwVK0ipXV9DNveetDD2eRab8gdiAEARmLhujwRigzuWliZiIyYl9fW63uSm5CTqxMRuxMSjw9jBCGu4G/YcLvon+n0+l0Os8wsRYmUcS0TOO9n/z0UQdWIlBLMJWoMlCfmYz6qSnQFloXqLVXEw/pgbvH11zB3iACE0xKnv/elxZnnDgRBMqMJkudQnJKRM2M1jde8km0owSomAmpewkUS8sr13xtYXExKFxqt3GftfIUrXH21aAbX3JuU4KAVGcH9m+/cVCPgtfCPtN4v/FJO85oZlULD37BC9GfK3KYUcnssHzgyus3NG002zTCQu2FYaaxXltVjVfmPfV5jwESgE0HVkfX3BC8LThAu9Pi6YjIgdosmqJE45hRkxG0uf6WW3/srVu/cuMcRovRJxVWZHVeJuEDF+/57ffm0cFcOBRo1CqkOFmvWnEA/OQaHsCd2MFGamQgBSVA8UQ7yyMBUujwol9eHwqAfVp3Dl6vUwfgIAec3QnWi2UzaXv92clEP/6Jvx83MIOrhsBEVkSHtwRlX285RFB2ImdefxowjF3JneHA9O21MDr80jpdggxHWyfPyoDnzGSKNlkLZnNaXh3esePuZEbg9YU4BAduuvHOIlb1pI0kUIUZuZuqu6+uDOuJEuDuBDIndVzymS+/5w/+eDThpLHqzRIHxkCTkAmpCaxwmitnPHEpGwgzKfVZFpTy/kMHfvwnf/KRXfuyWlZ1zymNyTKyodWKRDRT1ojoiSjHiL5rQVaxlwGFeGAzVmdzNiN3UriRMMhhGuE9t6e+sdbV+nc6nU6n88xy8gJsDskJB1dv+5tPnpfqCfOkYDcyuJAVxLU2RCEoUfA1TYNBb27c3vWBT5z/spfnmTI4xtC504477S2v23H3bZsnTShoHNGyEow5B23Wbr+jufmO8sILOXAGnCQkNDvvru/fOR9lTao2BmRVqGUU3lul8sDChue8+CWjzAU49hiOR6+6NqKZSI7gykrnWFctpG1a7CvKo151YR3KauSIaIocdNxcc31pCYRBK0p8oMfBeNjbMFgZSQzJc5RiQjwJNJMny9d/7biffNWwKFy6Yv+nN4o0sC2RVegVDSA+QI3ltbt+43ePv+uh2AxXY3tIeN4pCgztcRN+8D3/O22cPeo/vClWs4WiJW+I52GAHK52kfVqcgJIAXO4QBlusMOLeg8vV3mi3SStx3GYT9M2CGSAkYMd8OmtHSIYwYiM4DlrEcNk0vb6G2646c6LP335T//oRRxK1RELzFpQhhsRTauAMG1kPz1dCICCFLT+wtMFLSCl9T76BmDaszNrblJrVjIzcssF3MxcmANzNRmv3Xrbjueee5pEOJBSFimy4LrrbzUPvarf5CSBhQBjqLHwZNI02XC4I2g2z8AfvfcDM/NbDiyulr3BpG6YKUo2Tm6jH/r+V5x40rZU20c/+ikuiqTjpm5jrzKCo3DwrscWL77kC//p137a3E477YQ/ee+7gYHCJCjMCi4mLd77px+888771SMTEyBkqs38XO+3/vM7BhsYLuxPdPiZnQlmMLMyCmBEXYefTqfT6XT+/1ADweDqIMbXbuKHdgdYYu+1VBqJY4Iw2LItrK3mpiFrYaqY1CoFitXt9/H+4crMhgWygQdHMXjZBc3MhnLcGJIY9TOXmTSE0tKG1fHjX7n2pJdeCPZIlIjYsPjAfcEnTUFji3HCkXqZslCv8P6eooczz8Hm48rQU0dQxOWmd+edQRuRhOwCbt0ilDVXRIn8mDPPWgS2DAhqghZrK829D8yrGpM4t8KTwL2MduuWMNlVCTiTc1DmhBQ4LT248zh3AxpC1Z0ZT2scCXAARwfcAcXy6mN/9H65+da2WU7MLEEIlVFRN6EqF330LD7qrvd/5ITXfu/4pONMBgIyMGD/vMMSTVM+KUGnhSG0HvSPpEj/Bi0jHTAnXr+XQHAicnJguo3b4cGDuakCZa9ftzW4fO///sC//u4LN2xAiFVrHqvS8XW7VU1XqzodXpg83W3s8K5WcJ6+HfZpJ0x2MgI5MBo3ZgAY0679zgAEbCbELFzuvOvhqgyWM5ERgRhLq3jksf11a/0Ba6NBzEAwc3MTctCkbuElpncgCNdce9uuPQeWVwAvzKiKRZvGre6fGZRve/vP//u3vp4ABt75n3/xNa/5qTvveWRufnbUroKjpxnSrBa333CXOdpsRx01+7ofuSg7yEEEdxPmDHzkE38Ti4bBbbtWFIVZEwudm+M3/NQF60cd6z8CQMgZOaUGNF2UHZ6yiVZX8NPpdDqdzjMrQ6JyIYRJc9P7//qEiU1CPeFmrtZBQmE+rGTjD3/fcS9/WfIIKd2kH6rGkmt97OMr7Q23jtAk0dnEpD0ce/zCWecVuWSTItN8w70sMceAUCyvPvIPX8HSmqcMC+QE12b7TfOc1/Ko1F6Rte9kgHCMjbdzc8/9d2/UQQzJJzBw0sce49tuHUxWKk8sXBM5UW+SZsYN4AtnnFqcfEphMAc4V3m49OUvY/+eUnOhCDmEHMrMgwaDV17Uzs56sqJ1ZJYUei4B9dpdd+C2u2cTrDstnh4iWJyxwA5UlO6/9+5ffPue9/7ZltESShtHnTgvJPekkGLUptQvh3F43K7Hr/jBNy2//8OyukaZCwhgRxL04X29DHBGJleQkkayQCYwmbaUoSd2kp3+jB5uOQPHdBcqM5rufwV3AUQBBTvRkwqH1JnqNkMqyGDng3ve9vbfGtWWPRKHpmmnpT2Gwy843caXTAEnc5o2MyUHG8TB7rL+NZGClEiBDN5zYDEbwOzuITLc4SJcugV4CapuuOHWtnWwMFGIrJb/9u8uW1ypnWLbaiwioIzMbCGIA1xU+xeXCAR3AJMm/V+//4fjOoPL/sx8VjfNMaBX2ete+/3/9i0/Ll57OsQ27gd912+/PXAynTBb0sYpcRCScMONt+3bvxqjMJLmUUQuPIfcFNTCG5iqNkQOh4TIHNQM8KRtyii9LtGUSJE0IAW0sNotiZA7OQTfYDlNF/07nU6n03mG0xoEDZCxtuuxfbfv7OW80s/DWZjQOPhKqfvnHT/8wuJfnbNSNmngjYy1XSp6WXi4rVlZvuYqwdIiZ5B6wGghLrzieauc10qdFDlzbsTGhS1HK2aL8b4DBx96AGVAygzGpB3dtmOuTZLSghajfr1WjFbLUaqakvLxZ247+qLnZGpRT5SG8KXtn/6Ir04oS8qSpLcqvVHoO/UyFXt7xYk/8W+WNx119BjFEMEcq2uf/6sPeumtmBE5EUGicXCqXn2Rbz0qBWZhh0STqvG+29zS6urFn6elSdGdFk8Tw5gSZUK2fO37/mLty1duHQ+LkOpmrQihicVC4860GGkoIoplaWusvvDexaV3vHfPpZdLCFUi/yfP6utlPIBPZ/3JA3kkDwShp2gSOS3lP9Jj3tfr+smPrM7FtOieyOlIW0oNkdyNQjHJuTGC9L5y+bU33LgjG7IjlKX69Bn4SPSfzuZjWncP8/UhyHShgTgEkCMPNpARGeTQ8nIGwGJuIUyHLswc2QIsauLHH9t388130uFmnWb6vj/7gEtJoWCJWbNqdmTARTjl7ET7DiwCpKoAHnl09y133J6dqv7MuGmJGHA3fdaxJ737d36tXwRPVsYeZS9ELnjx+c895wXaENNAeOB8iMtxk5eSTf7u7z83va1ShMITCIFRuoZApavMVhs1FW79wAvjMQVZ0FyS98lBCIRAiOzCiEwFUwWUwn1Y4Xl9y74u+nc6nU6n8+1WOCEYaHXtnlu2LK9tbmXDsDhqGMzzqJcAne1txJnn4Yd+oBnMHLW6Wtp4lmbml3pks48OeN+jjx4zjHPoKdUNVgEZnPriveVM5dL3YtVyrqgYUz9tOXZZX7L/Yb371hYRZZ/VsfR4uP/e3mQmyTHLxaGq3diSbGjz3NAfLAfH/PCPoFioKYxn+xtGPTw2euzqLwWt66JUGfQmGGBIdLBq69D2Fzcc2/v+i2aoRQ9LszYixRdv3nbngdm6Zc91xIFgIlIj3XECyhPPLi982YEChomXNagOhsVYwoqdF38WuraaEww1HJ5R10h1C2uxXloOB3J34jwVY7ihnCxSrTdfd+wnPnryyqLGoxdti/SC8qGFES/OyqE4mvHFE5ul4xrfPD5qT+/Ym2fDSqH3/vVf0upuhP0rHkhBtcKSex6TrCG60Uw96DeDVuChNWmUk3E2Wb9F4E9a6+uAcevkDoaX8IJcyJl8OmWfQD4DFN4oKvUZspJcnIvkGjGc90nP3b03luoLX71eVSuAWy08uEtmyrS+jS3ByUFgdmGPbMLmDBUoQYmUiCyuwoMAhVn0ugBrAhEZknPMOTgTBzbNRMOWDnjPRjpzxZU7grXAENCH9zb7Du5ij5TErWFqi6LvqDJRcg48z8YH9z7kDA2tQh96aB/qLQVt9DwqwkSkhTNx8bofvKAvEDYK0dFD7EOSlO2Fr3xuEQlqyFrYwFMlYUNG//rtdxnAqAgSYoDA4/SjWE+sbdZcKLPDVgexhU2UBezBAAogmTZZPdxzlZgZAAm4+IYZv4v+nU6n0+k8sxJg0eF26OrtcxIbM2dO7E5WZooetp54KnpzmF+Y23qcQUxiTZ6QC9NBziu33IF7H48OkDg8gBfOO52O3aIJqln6ZWpTEWLLaWy1GB26fYdkhQNt+8jn/sEmTWZqObGRexOMBl6aWT5h0+C7L0CQ0pDcnWn5b/++2rlrvcSCYezsyoCHkAMf/exTse2YQIKECJbx6LZPfmZ+tSHDJAg5VUqcrEJxXG/zpmO3nnLRK+peFTxam104w2fA/VZ7h0aLH/zEBoU53M3dUci0X2NwkGO9oUxXEvRUcgDgSMWWleENf/rnGDWRZkyTUyPKsQ2QLKPquProNTrmiuNPvOktP7T6B//+Jf/9nS9/93982bt/4+zX/sSee/a5LZTk5kBgt0wEcQ+waS2L0TOyAHs68V/XdVFEcpdAplmE1PDZz31+3/4DalCb7h/gTyrof7oXXUrTHDwdrriTanYkESqLfp3I1eMAACAASURBVNsmwC6++O/WhtlydtD2G27JjZpZCDLty2lm0zsQRAS4qi4vr5ibQNT14Ud2MfP0DoCZAe4wN7/wwgtFpsX6gulyDHdhOffcc0IIR9K5mYUQNOvu3bub9kkH6JnXRf9Op9PpdJ5ZRBhyQlM3V9w0Z9IQjKj2bOxlgqr0zjhTN/R108Z49pmrUq4VxUpFbRU0aLbRwtoq/vzDsQFRYA8Cwilbtlx0AYe+W05BgwcRrqmR2DP35ZtvDzl7ShiP7v67SyujJjpHC45+9JCo0jIRh/NPw2nHJykqUCTSpt75sUvP3l+TMwiJLbNFV3Y0zE2vmn3pC1AyQAiIrtWux1auufHYBDFugsB9ABIzouLZz3uFLxTxu14wOeOEUSiy80rhw4rMLKr2RsN7P/5pPrjKgkhiRApTgjizwh1pvVFLd+I8hZCQoyxH4ZWVQ1/40oxHOBcpo8juodeWgZq+Fff0qoVf+vlXf+pTp//ET+2++dYvv+9/feJ//O6n//vv7fijv8ifvCLcv1q2NQs0mIsDiI4KkOmQj+gbH/unHU/XR3K9Xi+36Zyzz4pRioJUJyK9vfuXfvO33pMM2cmZp22CnvSK3+yLEoDxeHz46pvWMgXAi9LVkzsRsbPt3bu48+5HOAzGTXvD9jvN2B3EME0ES00r65X9Nu0btH//ASZRuFDYv/9gCIGZ/YkHoOqVz9q2LSXAzW19C14zc8c555w96FVkDvh0cwBmJuLdu3evrIyeOLbP/GnfRf9Op9PpdJ5ZMaMAxl+5vPfgbuQ0YSYIk3kwk3ioKHvnnjPh/hqKhVNOV49i0ZxMqOXcFi3n4f2fvbS9535zIhTkVpd+8pvfOCr6AWwpCXGda3BuI4+B4v6H8g03Erx94IFyxz3iNEKqrHEzza2TNySHOBz9ygvGEpQYTgXS5I4duP/hhbolEwDKniWTe2nUStgtvuUVLxzH6MZJENu856ob5ocr3I6Dc8iRwIHg0P29Aq/9AWXGXP+Mi15JHhZoEJSVkVPDBZFk27O7vfV2qKllI2nB6z1JFDTtE9k1/vxGHJTsnu1Xj3Y9KhJWSOvAiIykJrQmvhL5wItOPO8T73n8vONvf/f7ln/01467+Mun3X3/S/etnbVrccujD+973588+sOvW7vzPuTckGUmAGzTrvlu5JnwzzZc+5b8PgxA27YhhLm52Ve/6ns0jdkbkLiXX73yxsuu3F72Z9XUSQnK0+agTywU+Oai//Lyqqq5OxG5T3O4bd06d8Lxx5BKFaukbaZ43fU71WNRDq67/jZCJAjBqlJOOeWkqiyJBL4+qc8s+w4cNAe5GGxlZSXnPG0zSjS9t+Bzc7NHHTUfGEQ8HUARQAw45gaDXq8HAswJTOCcFaDh2njP43v/2RF+Bi+ALvp3Op1Op/MMR39HNarv/OBHZ0YjC7AgkrwEZc9DwYGZYu7sZwsQ4FtPPl2N5ya8ccj9sUf1irnMbbG2dtfHPonGjKKRJSI89+z+ueeAuMpgJxUvyUawplduOrTyyMcuQZsObN9+wsqECRx4pm3B7G4IOBTDofmNxz7/xQQlIJMEzQevuOIotwxmJ3KIq7IpW5FpDKFzTquecyaoImBEYMPksqt6nEc0iRQGORrI2DOwum0j/tV5hcMpnHrBK4tQzhnP1zbTYCZzoVohDerh/uuuhSkxFEQc17MmgY70I5TuxHkKKwVk3/7hr/ye3PVYefo5qSiWeXSwZ0HLCN7T9/DqV515xSfmXvW9z992bnpwP4YrhTRzrrNDm1H2kLb2Ju09Vz34oY8hq8MTzOxwe0hCZjeG+P9Tqv4mxyoMHO7ZAzeDmy8dOvBf/+vbNy70oiR3EJetVn/94UvnFjYpATTN/aAjZez/78YVX3eglkcAEcnhKfYogeY2yFlnnpTb7O4SqE62/aZ7spcPPPLYw4/sZSphlvPErH7B+c9p6mZ9zzKy6bs4cOAQOTEJwE3TAuuHzX29SCrGEAIRwyyv320gEBExmNdLfZgZtL4s2txCCCmlI+O6b4Mu+nc6nU6n8wwjYN/Sym13CWkSV1WBRAkEtIHaqsxHzy+hqaHhWQtLs5yj9KQsKLJDxu2sBV0Z7b/mWqkbW//j7YCHs89oFUXr7CRF5KTOkgS9rKs77sLeg5OHHp6x7G5CTFmTKyBuWvdivXUztp3YMy9hEyZko3vulXa8UjDA4ggGwIzATo3IUeefYxvm2EwIBsfacPzAI0XEWCx7LgxubuwswkfNtQuDsfg4Mk45ZnWmPwEZwOSBmVMeqM1oHj70MNaGjvVa6em+RGCA1ovOu+j/lDIMt91+9PYd7a69p77sFdxyX90DK4kZmvnZuTe96fFqVnUO5zz/+e/+9YeO6w/Js4ahVG3sBaXllQPVfBXu24WUzbMgZF3fWvnwDLvF9VqVb+3cswEgIiLSNvVKnH32s4EagKpn5Vtu3zm3YRMJP3nvsKeVbAlA066HbzNz2LQsp1fys561tYhBU1bPIZb3PbjbCVdfvb1tVcDMHAUS7JSTTywkkDNNZ/7d1TAZN0Roc8vg6ZNPn9bX+xvBzKbHkokBNE0DkPv6TSxVXX+ku7tPRwJlWZZl+e08hbro3+l0Op3Ot5j7ejnv9ItJsNXrb9q8NE7BJqSBiBxM5OaqevYpp2FQzedRr13DtrnRiTNLMdduI0bLseAKGRzL8u57m9vunHZfLx3aq4oLnj/uzZSIIK9zWyCKuqdEnIZ33KVfvGq0/TZFCmbcKkkgCmYUgYMB573pjZifhWVYVgCHVvSG64pmMi4KBpFZqSbwlqEomo2bzv3Zn5qEorKg6rM6ntx6W/3wI0iNsxkjwwkgdSI77VknhYlKakLbYq7vZx37WJnGBSaCcRDj4JrZ077bbsXBQ6RZkeK0nw/BBIAXDgFSV/PzVObzZOfnPi2o9/7D50/6vleHl55fojp+WQv3vf2Z5/3Sr8x/90UzqIyQF4K9+nmn/fSPVSiNURcaUrtlkjdzmds2b9+Bg8vRAXgIpTFaqBPUVERkvVKG3EHE63n1iZMbAJnb9JvpUtcQwjTdMrM7/Ot+5shXRERwr+tJTnjzm15HmBAaYRLu7T8w/PgnPjW/YcGhBOP/bwt9x6PJ+q5kNH1R0pyPOWbTS190LnsbBQTOTrv3HNyxc+/nv3Sl07RJqDs1559/1rOO30RkrkYOdzNYUZSLS8vmKEKhrnNzc2bqbgCKopiuCZ6M6/G4Nlt/42VZTv9PYO4HDx5aXxPsBgILmSkThRAWFjY8MUfwzOt28+10Op1O51uc++lwj5RpAGppsnTd9ZtbXiYtqoqXW2Nv1SLCHBdxz8EDb/3NYRGyYpZ0ZnFlXr1UjAM1gUOWhmS5lG2Teu/V15x40QtacFBq2Tdf8Pwdc/ObRmZeBxFtvQcJ3oxZNxnu/8M/bVcen0QfNMqgSYjkiBxTzjOnnb71R39w0uOeOch6wMEvXo5du/pOtYsiByIBsrmTrMbi2f/6+3HWGYlKZEAorgyv/cu/3FDXZbIyFMnUCokUQtLslm68875feKeteuz5AE14eG+luce85qgjiwVxmhSW9u0d/+MXi7e+3sFCEYbpFrJxunETS1fu/9S5rW7vvOuO43uy+bZ7b3n/n5z1nrfd+sYHT31gf1s26YKXzb3550ZVMWcNQtEyBL1tP/Haiz/456fU2NiMS2b1YFaEXAyGIzz8EJ+0IAiW4QUMBLi5EhEMBmNyYp6exeuT8H542SyIKRBxCIE5Zks5Z3bEGM3GIDCxqfN0Bh/uhGmvTiKGGlyF8P3fd8EFL33OZZffX5VzWQNz8dnPfaE/W9Hh/XzXTwH6ZkcADGA4HLn7kTDNBAlywrZjX/bi51leVSo5iLmtjeoP/dUl22/caV6QQygLN294/b9Z2FCs3wJxBxMRmVLbaNvk2HcA8xvmYowJlFWZhUAiYW04OrC4tOGoYwzkWP/wTGLAvoMHVocjEIPcTUUoZYXr0Zu3bNm68MRdDnrySOkZ0c36dzqdTqfzrURP6o04nXGcQb1y731Ut8LSNBMJMIIZBAHjevLo7qXPXjbz2WuKz35t6R+unD+0VjV1gIsjKMRAIHIumpHc/wDGEwbgFIns6E3l6acMe4Wxt3VNXIh6oZYC+kL86GMz4zYxg8zBmSI5qzUp9o49/3xsXqhBzhEUZJIe/PJlhVMRokwaJ3L3rMruRLJcFVtedRFEfLqXq2c88MjyHXeV6q5gc5A1SK6ZnYlIH9514GOfHfzjdcWl1xz6xBdl174NFKRtS3U2JmeAgmEu6UPXXMfNpHd4FvLJnePp2zQB+i+QWr242rMwn+uly67c99CuF7/rP9595lF7NveXNs5h0FeCMifLVIMcOPmE9MLnNlSVOaRAK0WoqQ+bCyXrZMROAg785KRt6tmZRERVzUxE3H08efLgdrryFdOp7un41symFSyqyvTkC+GJqDkdOJgZk+eUhfDWX/q5+flStYE5cZEUo9GEnhT4pzv4fvPjb7RtJqLpvQsADresRy1snJ8rTzjhmLLglCxW0ci/8uUrJ2MFTETc0uxc/8JXvjTG6Kq8XtWjRDCzlHQymTjcoYNe4dAj1T4OwDm1eTKZrK21RJI1+/TjE+WM5eXVnLM5zBzwlBoALLRp06b140Tfpna2XfTvdDqdTudbzA+bxg65467mzvsCEFwIMFJhZyVSLoFKm3lqvT7EeaX0VijnwGPxzN7LKNSrbEdNNHizfP31WB6ZmjJTytarnvPL//aBvjhbD9GpcjhzdnAzGm+wdFStUcMkaBK4VWwkoV1c2Hj8G99gPSo8Z8QWQe57oLn8a2phzdMsWhUYuUYSY05kZ5yAl52fuKzAKCHarvz5hzY9tn82UythBBCsNGX3RmhMVuXJmVDYAZkc2FgxJK/weByyspVZihzLJPMT3jrM+752Q7r/4WgJ8Gn+p2mVP4OA2DX3fGoz2/rHBtJxMT7j4HjtV//4rnvvee5737n1l95UVj19/JFBrs1EmSOprbZNq6+86Ic3j+ZCW0xQsMYq9wwza57luM1GQCYYSCEgMixs2JBMs2DatpKIVFU1H9h/0Pzw8GDaNge+urqSc1bVabt6Iso5hxDMpmUtT675sSPfhBBUNQYC/KJXvOwdv/oLVWHM07sE0R3TrXqx3mfom6/7cQCYTCZwPtLhxy1Flg1zG4rgb/jJH0JuA8ecEwd6fO+y5sgy3fxWf+RHXr1101yvV4rgycsdDJSSrQ3XGATg2GOPUVV3W+/v6WTmRPLVK67qD4qkyhJTdgPUnANfdvlXczYiIgnEmP7XXF/0ohesbz/wxMe0bta/0+l0Op1/Yabz/WaWUmrf/7H5xZUI4QyJksVc84AqclFoi6YNjZbwvjilMkhNaVR4EidYG7QJylCK7rt3jb90WQFup0sZQ5j93u+ae+G5GanPISXKAbWkwqUQQcizjplGhpXWwlUuyMllIueejeed03IeWM0OA5avveHExZUWcViGGNrkmqFtgDsKk02veJHOFQQOipo1rS0/9JnPbVtr+xkrEWt9Ecsbndx9jd1mSy3NYz0ux1RqykMK1paeKs4MdsrMTRCAZtQ2jOvHbvo/7N19sO1ZXd/5z/e71u+39z7n3Kfu27efoBvoRgWRhwANgoKoUQmaqNExJFFHazKZMQ9OtJIZk5nUmDLOVExpKjWpaOKUNbESR1AzOpoxJkYw0QDKEMREiNCAQkPDfb7nnL3377fW9zt/7HMvbTdWZWhMuuL7VV3V1bf79r1n9d6n32vt9VvrnZZKi+6SNEhm6qaUGbf5flKrxb2vfuXVvDLraBz8jo9fat/3I2/+Y9+5+vUbX/Q1ry/LUq4fD1c2y+tX9O6H/Ud+/Jf+xnfd89BzFrU0xfE4jTqsurpeXp3OLHTvHd2KwtTlUpVM+fSn31vGYbZore1q3szM/C1veUvvKZlS5hYRx8fHV65cKaXc+phrt9H/7rvvPnkL7E7H+R3vipsfF7SpFDfLzXT4X/+pP/aC539Wn6dSxgzlrQnGzQ0w+R/UwfGYst0d7nnV3d1duduDp4i447bzyva6133hhQvnoystZJFZal1lttbm/f3lN37jn2iazpzZU+7O9Ly54ShNKpvtWlK18pznPnccR0mllIjYPRfhVt7whjdcu7ZJmXYnfJrc/fKV6z//8/8ipZRnKiNq9YgYhuG1r32tf2KTz3+M+S7pDwDA75XMnOf5o//qHQetSPL0uTWv5iZrYel1teglLWPYTHa43puyHq4XXsNCyrTcVh0Pua25mTcrt7e96c2SWnYplaZqn/nQi0ot0bqX6qXMGYocx3E9H5liTJ89u8vDJUvluWc/MJuaQpGeatLh+x8+2DbzquViPR16cZllMUkHq4PFvXdtxyKpmA41PfKh3/bj9anwQdqa5sFN5vO21mEq2mY/bMdHvt2Lvpp6bZtVizw6tui7jpuKr6ttqqdpTF36zffJMiLSTjb5fOIeV27z/WSORl14xQvrXr09hkdjfWmYPut6fMFFXX3jv/6RP/tnf+7bv+1ffOd3ve3vfv+bvuu7H/4T3/juP/Nt46Mf0J1+fX/eDvNct31YT8P1zXjljmc8TcsxJc1tt8q+W2E/c+ZMrbVZllLcvbdmZpvN9q1vfetJYkdKmuf58PDw8uXL8zzvan43TxiG4ezZs2YnR9z8ztlw7kI5M2utERHR9sZlMb3soYdWq9U0TavVvvLmT3xyGbxeH+9m4LsNObWW7Xpz7tzt5nb//Xc9/3nP3d3XG9GXy71pauYqpZw6deqBZ11wabVa9t49ZTLZY87w6SfXjZ2/445hKLtpRkSYnSzdf+ADH3jb23+1lrLebN2VUo98+P0PX7x48eYcJVO7qUI/dXDw7Gfflnrcy51VfwAAnrJCarvtz5mprRQpmy1Cc6a3+b0//MZrH3y3x/WNT9vaTs/l1JG6+yPLzVzWZw+356a0WEx1v+8ttqPMlnubxcF20cM344E2y3PbchDrzXJ5sD6sv/Dmo5/9+VVKsqa8tqq3f/0fP7793lSJerXP64N2djGP8/Yoxnq1bta6dufxYpHT4fKSlf7I+MDZlz2vlqOmIeqB5fHB4Ucv/+tfVuqgb209T/UO6ejctp1d18vL/bcejOdf9eqtFmuFaz6/ubH5uZ8/1fql1fShvels2G1X5+a6MmjOaWEapzwVe6XvZ+5fX9TDcVxb7JXFopWh2xBt2TaLODQ7urZcn7l+7cI/e4euXD8qGV1lLc2+O1Z0tjkWMy+uJ5ozznz+q079ga++5refsxt78ejVcunIr52bHnnFw9c/86fffv4f/NDpv/637/j+/+MZ//bfPhiT50r9jPq5c/Pi9NYyRp9v2zt+2ode9+WKg9XW2n5d70WUWZHZy6s/94VPP79f1XozyYq3iLX5+GM/9Yvf8u1//W2//t6122999OqP/+S/+pNf/xc3a3e31CTTNIest7j6JV/6+W4yVUVMlmka573aa1hvPvd5sLY3K+cyFS9jX9SYvv7rXntqsV0otzdkcbrl3uzRykYyxV7ksmnoktSV3WMwRWaPXEhumkpX0x1dNTPdrpute+jStbb1xSY9U7VbtHk4PdZTy9Q8lu3rv/LVp2Ie5zHc5nKtl0Nvg3p/+UufXWJaKQ+GU6WOU/G1+3ZsUY+KzNaLNs8ei6rhzjPDN3/jl5quRXpov6XSN7Ibm3rhW77tf/nFt7zbFzUUrccjH53+5t/8kbDTm97SD2vdqJ+L1jxufPFrXlClmnJVaff5Qpi8pCutm6XJI0vm7JqLwmzsXvvQn8RLiBN+AAB4EkyqarIaslQpJz+48ThSu3179G/+wRu/5KiWzOaZFnPVRrGwcn72KmvjME3rsz6v4tJ2tihlW7Qex3HrZ1WuFm32tFG20W9b10XTcHHzzn/4E6/4gi/UOJTQQSm64+7lS/7A5cv/0lqEW6R7KMOa52Fpi8Wp7Xa7qns5Z+l6/zPPv/jln7u2vVCZpGV3/Zv33Xj3B0PmEcM2VnU8brapiyHqclqcf+Xz67OftS8b0sLSs2x+8R1VXlLj3M0yLLvnXh360bSQbXJ9UE733va13mhe+HJjeblv9odF6d6srAfNdZxdS/Uh1pff+4H7f+3fn/78F7c6apRcJhvk3Of7uznbXe7P+e5v/ee/8UsveP+1U8t6cSwl4/RmK2VGnJ7bXr96cSFTlYY798729z48Hl8+7f6hzVwO9i5uep7df+6XfKHGEm4hubznVL3IYn+1+C+//o//T9/9faXsZZq5u6u13G71M//kF3/qp352KK4WbW5u1fy0W/XiSj9Yrqbt1fPnz37df/E1GQoLV5dC1sKn9Cp1WTfvyjC38Ca53CK3z3rgzr/8V/78f/8df9PrsmfIutRTKZukbja5NanKmtTTlNbTQprTXNnSumJj3mSzFNm7XJvtoXk3KaOFd6VZ2N1339ujDWX44i9+zW23/f3jS0cm22xm12AaStm+7KEXF/dUG+poZid3EUTZPcWbZjeODiOzyErRt33bt7zxJ37uw49uFnWUV4XPU0xtqRy+9uu+9fNe+YJnP3D/jevH//dP/vMWq8xzy4VP0Y6Pjk/V1tr6zMHiD3/FF9889XT3KISffEvZPX4hl3VZ2O6aazWZhyt9ziexdE/6AwDwqUvToZTSaT/50N4lRaYiNPnDv33Pex5d9tVsvVsfWynZSy8lNAyLD4xxaX/YxHChDj3Wk5t6bPeHPm0/61K/0MoytzVVWz9W7k17o/z2Se/55bfr0lXde8dou+Pw6+azP2vzL9926sahWy/ymmYhefaibm2wvphb65tRy/ic5+iuOyftnjaWtnn1X7zt7OHcNdfUaSmmaVmH5j5MWcfh/le9IpbjGIpJOXZdPfZ//+GxLYaI/SimnBWTR59srvsXB9ssz9woCq+LplmxHBfHm+ODM/vl6tFdh32Ivui56Oou5XTKhs1mfvSf/9KdD704S2ul7vb8eErpnPLzyYW0qPqcB5cvfWH50PF2c+3wtKfL1MeplewHfR6UNxb28a2N0qkzd1x873tU2wfXV+LMoMMY7r6nveL5tz3jafK06imFYvSyC1Av+uo/8uXf97e//9ph9h4ht/BS9lJtniP6YrPZDnVwjV7G3kuGai3zvO3zvBjtj7zuy86f2yuWUpzcPGdxazeLpaQws/Dd9qJuVqrZ1Oev/qNf9rf+zt97+LcuLlf7U8Tumty09AxZuxnFKSktzNJOtuBnmtIse/Obe3LknqkezXanhNruzCpT5JmDRapHxP6+333XhUev/1YLmZViQ7QyWH/gmff2Nns1M6vVp0988uRprvDD4+OTPWk99hb+qlc+9GP/+E1SHh8dD8Mw1P1hdfrG9cvLvfrWX33Xm//VW9vUlqtzR+tpGEdr0aIdrPZsOj5Y1tMHy5e99MWZ8vI7lxJORiqk3dzjsXuBcrcP8Mm8NUh/AACeTPtrsGwyhdQlV0heomtaaHvxl972ksvrLr8+5rZq7Ckrk/uyL64u9u/8S9/8wj/1NaWsco42FpMP29iupEd/+y1f8afHD160qEPMB5NrjkvjtFf3fNrccf3Slbe96eCrvrLZsDDlIi98wee+/ft+4ELMx3Wy6mkn2+abZ8u+5z73o7YaLo39Zf/VN8RqUTPNzGPW+97/7jf84zvn9bXV1i2G7uHW6nC83dxRDuYL585+3WtjdG0yRms2Xf7pn7aPPbIpmbIhXRbNyqxhLuNvHSw+9zu/fXzta3K1tChtrD3SU6W4r6//4l/7notv+Gf3HB0N0ZZhIb8+5OGeos//7qf/6Z1f8Qfnlz1vo7KQLSRPVz/5OAWPL/+iuQ7u9gf+0rf9yrs/cuF9H1ptjsPb1iKWkdlvSEflqMb+pXHv2tmzL3rOg2/9wb93fnvop/az6+qZ22/7xq+6/1u/Oc4e9J4ms5OLrCLN0qyY7r1z+NNf/7Xf8/0/JsVi3JtnZZQ0b0pZKYv9jOzFe8q97C4DWFSzaM/7zGd++7d+88GeLOSuiJRVZZXMwsyq0pUlMxVFWVNFsggzaX9Pr3/9l3/P9/5ga2vTIm2Xw5EZvnusRVLWVGZ6V8mIlKc8VUIqu4uIc5AtpHL1Wm+zZc+IcHPZaIpzp08NRUWjQmF64Quf8/Z/9x53eRmju2T7K3vhCz/b3EzFq9Xqat3TIk8OpQ3TpavXrVhmumef+5//M9/wy7/8jo98/NpiXJh5Zq43h8Oy9pyuH6+HcfAybnss9hcRc+vzYrTeDketP/+Vn/s//9W/cObU4OraPeny2JX8dFmRTFksi1Q8dsceWSrzyZ0Dyl5/AAA+ddZzOeVBl5oU8lSYosrUTqlfeeuvHGg76mrx66pXol7r9XAajze+vTLEqZd+zuFdT7t+x51x913T+Qtx/nzedeHwtgv9WZ9914tefMOHnrXZYu17bTh3fZyuD125vte3l9/yC0OZ1hZzmbeDn33hc+942j1j19BH5Zi5sFiUWAzzYj8Ohnlsubi8WF188J77X/2QK/ej76ktt4cf+9Ef9Q9+sGo7L2Iacx6iLXLyucqm0YaXP1v3nQ2FSp9KsxtX3vXD/2g1H86LS5vlpSt7lz++f/3i/uF6sZnLdHx2MX7JK/TA3fOdd+rOe+LCcnvX2X737ccXTm3vv+0zv/zzwueqbS9zs76uOS+GG9lTufzwx9/3D3+itlbUy26F00/mVHiiVjR6Gfpi9cIXvPpnf/hjD73gwM/duVmdW5eDaRi0vLJaHZ3Zf9rh6vjs7evXv+by0dUzb33/KV9FO73287d/x5+7/7v+O53eX5tnXaY0SqPcZT1belpRdv2FP/vNX/7az7v3rlPb40vV52JdGW2aSh16z7Z7kWdu22EZ5s36quv49J597/d8x22nV9bT1Fpv8R1onQAAIABJREFUMpNcOVhWqVouLEcP8ygWC+UyNUpFfTWURTF97R/9ytvOHFR3i8H7yvvSYiEVi+JRd+mvHDKLYmExWlSLohwyR0+zrC6LWGWOH/nQ9e26m6pHUVTl6Gn33XvX7oMC88zUSx56MOOoequmaFvz/Kqv/NLbzq6qF0ml6Ny5U67mCt99EqWU4vqNze72CbMYx3zgWXe/+U1v/OLXPDSU7fr4imleDEM2uY29D5HL1scy7LWu4laknDYL61/xulf/4A/8jWc98+6hyBRmT3yu16SqLJaj5egx2G4YT/4Yn8ybgwk1AABPag2tm7rLB5U82a+SvZ+S67cvX3rHe27XXK2d2sbe3EuGFEOoKy5XP3f/0w+VPcNT+5EertAZV8n+rJc+953/9KfOzGtvk3td5HjP5kBtcaBhvnR4+K/fpY8dnzq/Cs+Q5f7ZB17/VR/77u89N2VKllmk7NYsRuWYNpXx4tzuftHzYzSPrpKZzT566b0/86bbeqkxnDqMRdoySmR0k9Ivr4bVq182DVWp9Wiztvq1h29/xyN3bvwoegmlciqW8r3JI0N33q1zpyb1bfEaOUwLDWVoGryY+Z0vfujqWGRrK83CZX4wrYa2aulntvrgT/3LB/7cx8dnPV3SXHRkWtabZzTicd2WYdsuDfMwtruf/nk/+H0f/qE3bH/tXY/+6q+eurpeNTt3XR9r00ee+xn3/zffdP55z37zd/y1s3Vx9cF79r7kNc//gi9cvuolvRStwlRNqmnaHSVVTOlym+bNYlhW97/7v/2Pv/K2d/yfP/pPfuEX3nLxytXBhnHh83Q81Lo7t2ocF6WuLdfPf/4zXvPKl3/Ln3r9PXffVqukTFn1RdxsWOW2eJF6RjNzd/VmtdjuQKdSvLdUsaffe9tf/St/8S//1f9103J3C4BlSF3ZVqOyK009UpJnH7xnTmYlspnFopZo8+7XVurRRz/Wp22tMg8pPYrl9t57bnfTyXXFJZ/z3AeX4zxnRJ/GWsdh/qZv/NrsGSUkKyXvu+/OD33kIyWrRSpdSlk5uabLPHPOebsY93r0H/z73/WPfvRn3vDG/+dd73r3dNSXi2GatqthPJmtbdfFXfM0WrzkRZ/zFa/7gtf/sS/a31N2KbtZKP1kvvuYV3yGZOptLopQU5uH0VpvQxkz5ifz1iD9AQD41DW3tSwkMy2kxe55vFJ0eX3xF//f9x9d3957+qifWrZe1NL60HPRfPLx6HnP0V33moaFqUtyja5Imcm9jn/4Ne//8R9+9IMfPLc8uH5jfbB3SuvacrFf7fgoP37xyrPe89v1zB3zYpRkdTj9ZV/0pv/rx/Y+clFpHqWkddPapoX5ctJGOjp/9kWf/4pWxrH3bmUrX3/gw//24pU7zp2qOe61PjYvWUp42Hr05fsOypd93iukg2wlBl9o70PvfPhDdXF0xtp41nt6xlzUTWMvvZV7n/d8nT6/1bhWHQZ5Lram6kpp62f2TtnmRS99+7veeqztHbY3zVHkU+/DuFc25YOHlx94z2/ecf/TZcqiJjXTglX/TzrTzNSotByjjE3tmffd953/rdbr+37jNz/4s2++9hu/df9m+czPf35+9avf+Y53/dPv+TvPecZ9L/jzX69Xfq7uuW9dqrYqPa+W9b5s0K2DVNPSi1tIdahSyG2l/qpXvOiVL3/R5avtl3/5V3/2537+wx/+8McuXbx+/fpisbjj/J2nT59+5atf9Nov/bKn3337cthdwZZS18k9vmbS1OZxnEu50ft6sfCprS3dQmfOPP3qlUtnT58zzdKiFEuLYvbVX/0HP/rRj3zv9/7vmU2SfCuba24uffxj9z/jQo/w6rmdIq/XougbLyVi9qLj6x/f37ttarEc1Gbbbq9WP5IdlyKlzErN+fRBmae+HM0UU988+8H7XvHyz/mN97xvsXdwdLi9/757n/OZT5fCzE02tbzvaRfe+ratWZftNtfPMl8fHu2eIOhdZRwyptVi6Cp/4o//oW/4k6/7lV9570/82E++933ve+evvfN42roPPfvB6YNnP/CM133Zl778ZS9+4Wc/MFQru8+1Sux+OclO9vzcYjKL7Xa7XDXljcHbaumb7dHgRd2GeiafxI4fu3VSKQAA+P9rFzu7Z/EGqcxSxqa0pboeuagPvl9Lk+7UFNKssSm6ZkllPrO0z/7Mbfi+KdrkY1cO3WqTxuw2b45+/df359QUWh6om7SWXCWk1rrqZ7wozqyiSJLP8tzOv/GuoXWlq7lkKqFFUaaOm1QjZ/+MZ0y3XRjTrpU+q5y7erW85xHlpGHWLKXJqiT1Y9kyNOslz/NhX02bQS4N73vEHvmQVqE4pS5FVw2V3T6IqrNn9OC917MvyzDO2o4KadXUTTeKzkyyf/ewjq9pVTXv63jS3iS7mKXaDWkY2oNPKxfuNtWttJX2UrVJA6+vJ+pb5Va+Sh+aoiptLtnUZqlJVddTqzotfX3lxpnj1L50m0t7yv0mlVAUzZoXGh7z/G3IJVeXpPCT27imVMmsaR6p7axx1DSfrExXl/vJz7bQ4HJJ2W/uQnepZKrbfO3G5sMfPnRfRc5Wm8tMtag/+MCdGevizeJA3lOtZ8pWH798+PGPHyuXUspm2Tz6/FkP3pcKqXVFj/KBDzw6zRY5mJeezUoubVnq+sH7z7fYVN+7cq0/8pFLJzt1UoqhWi7G/oxn3D3H4eBFqpmDTHNTmkpRSouUWaZ66yEfHn74Y/OUacPNy4U9My/cUW4/c3pRtLveV9m7WchNY5e5NG+jjh6pS1dvHB9v9g72T5/eG1yWWc1cLbO7LW5+zzg53+dkLT5vLfz31jehWG/HG4dptmg5lZoWXmx03xyc0l5dkv4AAPwnan9TlrSUusl0XKKq19ZamY+sp87tpcx0rKzqK0VGbNxSOq2iKeWz6qysaUNX7fJQmBSpsjsxqMttbsWkKMqhm8WQbtE1SFG0KdrktLAyymp4mGbTVl3qi7Qxa2zDhtJdFnlUbZbOtD4262MeeyxkJmvykIacY577uFTa/sZVtC6qoUE51b625lqOUs2TXyIUe7Kh991yqcK0jbY/uao3Ty9HblKumk9Va+VBmM3q43ayyRS1bYcyzjZ2raqspsJUM7yFBvYmPF6oz8ouN9mYVnY9XG3reWS9SPs9W2RVNS9TabOmpnmp/doHl2aXZ1RFOdn3cfMGWTOZ3bw3N0yZOUlFVjLr7sCcWmtkKNPkmSYpvRUVmSnSMq3kzcmES0WpboemsUeVPCTzJoXCi4qbSevU2u10ZttdmzVHlrKQan7i3ZWemX12V6jJTSrK3b3PnqbYnYSTXqylDotMOWYu0ySL3VdkKkqLnqVa5JQKN1e4e21zWrHepZIL75EpM5PPIUvzmxcVh936wsLi5CEGc0XOcvVMpbm5ZZF5ZGTK3SOUmVZkKbOekb677Mwee3md7/5lN8NcUmR2sznUpOV2LrX67puLwrLX4r2UrWmP9AcA4D9F+kvd1BR20kqWoZ5Rqs/qW7VRw7g7lcNvrvRZTN5cWU0R3W3c2tik1W4NXRq2TaVuahT1YbNRcfX9LBGDSypNuT22cSErSqX3w7L7J0LdFK6ya61Qn3qPUlcK0zrXpwaT3GSp0tN7avDZVSWbbzZbzxxsY2ktls37YHPmUqY5tbDsaScrqTo5f9Mi2uS1qHhXzAqTp0ZTFEWRTm4ezrDd5oYMRVev6suwrS9dGdmt17FINklVzXs9+RwFT3jBRSoVHmEqWWS2lrbSQrm37eq+G7YcvKWGnvI+uW1URmnZla035TBUeTwm1d1u9aBFqm/Xm2FcutfM3U210WMuZmauLCepevKaVpvTLMtg+sQroygl20ols05zRLTFMkPbqpVyUErq8o1yP7ObW2Rz855x8ybgmzmcrrDtvBmXVcqeUTSaTk7ETNt96jZEzLK1JMWoGEt12e6TEFcuJIU0TbMPVlwuRY8Sg4rNc6ujheaSKa89zaxEZrGTI0h3v5VQSJG9Tds21kUdht7kdXcDRbiiz71YUa2ZylA5OaZTvctc7lJqnnMYLE8+G7k1TXLdOq7TQooMS6X5tJ1jrAeStvON1VijF7dRmbJj+T7pDwDAf4r0T82uUHTJZGWOMYtMURW7y2n9WFF2JxuePM/nSldG92qpiK5WapP2QzI1U11LTYd7OZYcp1netNnXKrbRIsflILN1yvo01GqyzWaKMq6GfvOInKq0sAhlpEJ1sDRNpoWmjLFJfbdpQ4oMt3CrW0lSUWZmUbpn21Yrc9/WcbQ0Tak6SFJsZLtkMaUrXMXCMs3y5iaQMZSmbj3VqsxSUlGY2ixNGkx9UFuoqJe5KKXaihfJ1lJRG1tRNy14fT3eburokdZ3C+/dykaStL/7AGreaLTQMBcvUl1LOR+u2oG5ZlMp6cV2Z6d6zIqQTO7ymp/YfpLWTFW7h021u2otbu5RMcWu/m9OZXXyok6TWXxiUpiuzNxNHXaHc2oy69EHt3ryE3OjssxQSO6yk9P7p92fdtMLhcuKTC26eboVC7t1Ik56pJppzEzZ5OYR7ruJhzdZV+4+B0g7uW5AkeEKl9nuH1OXR+TGNchKT3OroYi2HUpVmszTemreXbVrGnZTl0jF7kzRzGrpcrWIoZuK5Cb1ntl7HT8xTPmJ46seM0c6KfJPpL9yt4zQe1fxEiEvLXO2XJycAertZHse6Q8AwH9UXSk1l2fPjDCrskhvZu6qoeiqZZLtDvHwvBVQqSqpS7sjLV1h8p5yhZnPkrQeJGkVCjXz3b9s95BhumYpi0ZXqE+yoVuVyaWUdiv4NbPImuUsk1Sksc8qvruCID1V3HL3kYWGlNvuhFK5LLINZhYhV49w991Z412q6iE1WcqL7FbL3PwM4LGdE6Hwk/0Mrps3lqYyetY5c9RRaUU5Rgm5y0ozmbJ2Gen/u6S/KSxTUTKVLvMwWcpC3XOyKMoxy8ZM0rJJrsnbOIVatGUNr2OTSqYplLe2+5TH9ODJ3c03/6NmplkqQybLk4vXlHrs5vSbd1Hd6lr7xCYWKUPmyuzmmWGmkv3me2L3ZcVu39DuPuzHboI3hbKbFYXS3E6mBLcmKp6RoSzuSoWZZSjD/OSIqH4yCdHJbzlStvsabu24sZRHapfsFulmlgrLeMyzt5m7IzhTkpvVDDPb3Vl2Eu4WIVmW+dbXbif7hULKyEyZWwndnAn9joG7lf4pZcbJfGv3tzNlntmbWVXs3uSh8ike0E/6AwDwpFKsu7bSXoQiJMl8U2JSHdRXaZPFwHl6T5TdMuaYrNZdGRUf/GQH9e6B0fyU1zUB/G54UwEA8KScLHu7m7lSar2aLXy2azcUGoeuHBmlJ4yaqQ7DHPKmiF6tLYcuO7msyFzWGSTg045VfwAAnoRIKWe3fvOZx2Uo1e3qlQ/8rR+4+jP/zGKdzv9qH2/ri9DqYLIS9aM1n/k//OlnfO0fCqulWxZtTVIuudQL+HRj1R8AgCfBM9WrqklNKqk0TdYXS9Plj9m7f+P0GIujxjg9Tu9zRpzXftV+WSzs0UfM55AXlZOT4+l+gPQHAOAppUm7bSr15KRxSTqyWPh0ZPNU7Vh9MA6pfLxx2ZXradt7NFuca8u2Vg/1QS5ZkWq/dfYJANIfAICngJJWwi2loi7JlJFVUoz7x8P++mAR2xKHT9nfvz1hbf0/0kbg3jbuvdac7Lr6KbOirCnF7tiVW7cdASD9AQB4iqRzmJrJ1SxmyS2qYinT7FM5uOh7ZVgNA3v9nzDBiP1YrjZde+XUR6zv5emxLZVFsbshoal0acVAAZ/mb1k85gsAwKdud8mnZViXcghZ13EJuewDH46Ll68vdHrLQtvjlbRtmwYfh3X0OuhZd9e7bi8hi4yxz5oX6tIBAwWQ/gAAPGWkmmmrXKhXSd009e2qHmleqY/Ka+qDTjNOj7NVSraUDlJquS7Z3Qdp0aWyu5+VVX+A9AcA4CklMj03u0pN7e4NnS1dc1k3zU2x1rjHOD1eLSpFUygl9/A+LVaSjSmX0lLqxrZk4NP+zmMIAAD41Fl2dcnVikJZNZta5LL13/z5N139pbev2pyVx1WfMGOyWFnJ7TTXcmPl97/2NXc/9NLJhq7qaUprXjkXCSD9AQB4CknzIq+5VSlZpczRshX349l/5mdP/fAb93pazgzU4wzdN2NGTrdNQ+7try/cYw+9clQ1S1lYOrMl4PcC7ywAAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAA8J+9VEqS2c0fMMYEIP0BAAAAkP4AAAAASH8AAAAApD8AAABA+gMAAAD4z1FlCAAA+JRN0hXFKav7ii73bnZo9VTX3mY9znvTjT0/brlkoB7Hs+73pVodooxzDrGVbaWqsK1b0VzXk1b7DBRA+gMA8FSxCF1I9+hK1UHdpFHN0mVHbsNq73CeW55joB5vmLd1W9PjuN04WJWakjVp2P3dpE8A0h8AgKceT8lMRccWxb2YamSN5cG0HKa9ZcshNozS4wfN83A9y+pQV2HDkINmG0xKpWvrVhcDowSQ/gAAPJWYWlWXpfJYWpoWRaOqZu35/lbDqFXxy4zT49M/6qk8HUMNG46vb5fHoea7JxBDmqXJNTJMAOkPAMBTSMpDZkrXUqqZkjVXZo6veknr2WpvWjNOj1OiePqUXWXcH3zvJc9poxWlhQ2KVHM1aY+BAj69LDMZBQAAPkVd6pJJHlmkMJu1Ge2Gzeey123XGLJTjNMTRFiTZMdrWy1vmM8qe9IyUt5Ck6tLZxkm4NOLVX8AAJ4El1xpMimkopR5kUYN3UpZxppHVj+ZlDeNkhZ7Y5wMnVxSdsldLhmjBHzaseoPAMCnLqRpt+gvmbJEWvMs6kVFUmoyLTIYqCe0v8ksJUtJaiaZ6m4SYClPKWWFcQJIfwAAnjoJK+3+R2qP+RGl3HYTA6r/k3J1V+6mS59kMHcof+DTjQ8hAQB40vV/y279P1OZkrvkuyVtfNI5U9jJlOnW9Gn3l0yYgN8brPoDAPBkAjZTKbnlyXb/ZqrZPSXzlFlIRsn+bsN3K/ZT3sOyyVxW05QnZ30C+DRi1R8AgCeT/gr9jodSQwqTWzZlkw1FhYZ9gq3UpXJz3Aal1GdFU1/IZEUqt+72BfDpwqo/AAAA8PsC6xAAAAAA6Q8AAADgPxdVkj3zmxgIAPj9I9//Q3znB8C3qd9vQypW/QEAAIDfJ0h/AAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAAAAAAAAPi1MUmYyEADw++hbvxnf+QE85b9NMQyfXmlmbPgBAAAAfl8g/QEAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABIf4YAAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAD4/9q1YxuEgSCIojcSDbglKqAiAiqiAkpyC0NERujA8r5XwgSrr9OB9AcAAKQ/AAAg/QEAAOkPAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AAAAAADgJ2uttoYAGHT6E5cfOPmZ2q1wqK1N4sMPAACMIP0BAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAApL8JAABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAED6AwAA0h8AAJD+AACA9AcAAKQ/AACsX+D7AAAP8UlEQVQg/QEAAOkPAABIfwAAQPoDAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAgPQ3AQAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQBA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwCA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9A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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">92<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 y133 w8d hd3"><div class="t m0 x4a hf yd42 ff7 fs4 fc2 sc0 ls0 ws0">osobowych <span class="_ _18"> </span>przesyłanych, <span class="_ _15"> </span>przechowywanych <span class="_ _18"> </span>lub <span class="_ _18"> </span>w<span class="_ _0"></span> <span class="_ _18"> </span>inny <span class="_ _18"> </span>s<span class="_ _0"></span>posób </div><div class="t m0 x4a hf yba7 ff7 fs4 fc2 sc0 ls0 ws0">przetwarzanych <span class="_ _0"></span>w <span class="_ _3"></span>Grupie. <span class="_ _0"></span>Mater<span class="_ _0"></span>ializacja <span class="_ _3"></span>ryzyka <span class="_ _0"></span>moż<span class="_ _0"></span>e <span class="_ _0"></span>wiązać <span class="_ _3"></span>się <span class="_ _0"></span>z </div><div class="t m0 x4a hf yba8 ff7 fs4 fc2 sc0 ls0 ws0">zakłóceniami <span class="_ _1e"> </span>ciągłości <span class="_ _22"> </span>działania, <span class="_ _1e"> </span>niemożliwością <span class="_ _1e"> </span>realizacji </div><div class="t m0 x4a hf yba9 ff7 fs4 fc2 sc0 ls0 ws0">obowiązków <span class="_ _42"> </span>prawnych <span class="_ _42"> </span>spoczywających <span class="_ _20"> </span>na <span class="_ _42"> </span>Grupie <span class="_ _20"> </span>(w<span class="_ _0"></span> <span class="_ _42"> </span>tym </div><div class="t m0 x4a hf yd43 ff7 fs4 fc2 sc0 ls0 ws0">związanych <span class="_ _45"> </span>z <span class="_ _22"> </span>płatnośc<span class="ff6">iami, <span class="_ _45"> </span>rozliczeniami <span class="_ _22"> </span>pracowniczymi, </span></div><div class="t m0 x4a hf yc35 ff7 fs4 fc2 sc0 ls0 ws0">obowiązkami <span class="_ _14"> </span>podatkowymi). <span class="_ _5"> </span>W <span class="_ _5"> </span>przypadku <span class="_ _14"> </span>upublicznienia <span class="_ _5"></span>decyzji </div><div class="t m0 x4a hf y26f ff7 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _f"> </span>PUODO <span class="_ _f"> </span>(Prezes <span class="_ _2a"> </span>Urzędu <span class="_ _f"> </span>Ochrony <span class="_ _f"> </span>Danych <span class="_ _2a"> </span>Osobow<span class="_ _0"></span>ych) </div><div class="t m0 x4a hf yd44 ff7 fs4 fc2 sc0 ls0 ws0">negatywny <span class="_ _0"></span>wpływ <span class="_ _3"></span>na <span class="_ _0"></span>wiz<span class="_ _0"></span>erunek <span class="_ _0"></span>Grupy. <span class="_ _3"></span>Od <span class="_ _3"></span>strony <span class="_ _0"></span>technologicznej </div><div class="t m0 x4a hf yd45 ff7 fs4 fc2 sc0 ls0 ws0">na <span class="_ _14"> </span>b<span class="_ _0"></span>ezpieczeństwo  d<span class="_ _1"></span>anych  które <span class="_ _14"> </span>Grupa  przetwarza  ma <span class="_ _14"> </span>rów<span class="_ _0"></span>nież </div><div class="t m0 x4a hf y943 ff7 fs4 fc2 sc0 ls0 ws0">wpływ <span class="_ _5"></span>nieprawidłowe <span class="_ _4"></span>użytkowanie <span class="_ _4"></span>oprogramowania <span class="_ _5"> </span>oraz <span class="_ _5"></span>błędna </div><div class="t m0 x4a hf y350 ff7 fs4 fc2 sc0 ls0 ws0">konfiguracja czy też braki niezbędnych aktuali<span class="_ _1"></span>zacji.<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x20 y133 w8e hd3"><div class="t m0 xa4 hf yd42 ff7 fs4 fc2 sc0 ls0 ws0">możliwość <span class="_ _15"> </span>odtworzenia <span class="_ _15"> </span>wszystkich  procesów<span class="_ _0"></span> </div><div class="t m0 xa4 hf yba7 ff6 fs4 fc2 sc0 ls0 ws0">przetwarzania danych; </div><div class="t m0 xa hf yc86 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrożenie <span class="_ _1f"> </span>zabezpieczeń <span class="_ _10"> </span>fizycznych <span class="_ _1f"> </span>przed </span></span></div><div class="t m0 xa4 hf yd46 ff7 fs4 fc2 sc0 ls0 ws0">nieuprawnionym dostępem do danych;<span class="ff6"> </span></div><div class="t m0 xa hf yb47 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">podnoszenie <span class="_ _3e"> </span>wiedzy <span class="_ _3e"> </span>pracow<span class="_ _0"></span>ników <span class="_ _4b"> </span>poprzez </span></span></div><div class="t m0 xa4 hf yb48 ff6 fs4 fc2 sc0 ls0 ws0">cykliczne szkolenia; </div><div class="t m0 xa hf yd47 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">okresowe <span class="_ _1f"> </span>audyty <span class="_ _1f"> </span>stosowanych <span class="_ _1f"> </span>rozwiązań </span></span></div><div class="t m0 xa4 hf ybc3 ff6 fs4 fc2 sc0 ls0 ws0">technicznych oraz organizacyjnych; </div><div class="t m0 xa hf yb58 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">IOD  (Inspektor  Ochrony  Danych)  wspierający </span></span></div><div class="t m0 xa4 hf yb4c ff7 fs4 fc2 sc0 ls0 ws0">spółki <span class="_ _12"> </span>w<span class="_ _0"></span> <span class="_ _55"> </span>prawidłowym <span class="_ _55"> </span>wypełnianiu </div><div class="t m0 xa4 hf yafc ff7 fs4 fc2 sc0 ls0 ws0">obowiązków <span class="_ _20"> </span>dotyczących <span class="_ _20"> </span>Ochrony <span class="_ _4b"> </span>Danych </div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">Osobowych. </div></div><div class="c x1 y6fa w8d hd4"><div class="t m0 x4a h16 yd48 ff5 fs4 fc2 sc0 ls0 ws0">26.Ryzyko IT/OT </div><div class="t m0 x4a h16 ya4a ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yd49 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko związane <span class="_ _1"></span>z be<span class="_ _1"></span>zpieczeństwem <span class="_ _1"></span>infrastruktury <span class="_ _1"></span>informatycznej, </div><div class="t m0 x4a hf yd4a ff7 fs4 fc2 sc0 ls0 ws0">niewłaściwą <span class="_ _3e"> </span>ko<span class="_ _0"></span>nfiguracją <span class="_ _3e"> </span>systemów, <span class="_ _4b"> </span>błędami <span class="_ _4b"> </span>w <span class="_ _4b"> </span>zarządzaniu </div><div class="t m0 x4a hf yd4b ff7 fs4 fc2 sc0 ls0 ws0">infrastrukturą <span class="_ _f"> </span>oraz <span class="_ _3e"> </span>awariami <span class="_ _3e"> </span>infrastruktury <span class="_ _3e"> </span>IT, <span class="_ _3e"> </span>cyberatakami </div><div class="t m0 x4a hf yd4c ff7 fs4 fc2 sc0 ls0 ws0">skutkujące <span class="_ _9"></span>destabilizacją systemów <span class="_ _9"></span>wyko<span class="_ _0"></span>rzystywanych <span class="_ _9"></span>przez G<span class="_ _1"></span>rupę </div><div class="t m0 x4a hf yd4d ff6 fs4 fc2 sc0 ls0 ws0">do prowad<span class="ff7">zenia działalności.</span> </div><div class="t m0 x4a hf yd4e ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko to związane <span class="_ _1"></span>jest również <span class="_ _1"></span>z długiem <span class="_ _1"></span>technologicznym i mogą </div><div class="t m0 x4a hf yd4f ff7 fs4 fc2 sc0 ls0 ws0">to <span class="_ _9"></span>być <span class="_ _1"></span>zaległości <span class="_ _9"></span>w <span class="_ _9"></span>aktualizacji, <span class="_ _1"></span>modern<span class="_ _1"></span>izacji <span class="_ _9"></span>i <span class="_ _1"></span>utrzymaniu <span class="_ _9"></span>systemów </div><div class="t m0 x4a hf yd50 ff7 fs4 fc2 sc0 ls0 ws0">IT, <span class="_ _14"> </span>wynikające <span class="_ _14"> </span>z <span class="_ _14"> </span>wcześniejszych <span class="_ _5"> </span>decyzji <span class="_ _14"> </span>o <span class="_ _14"> </span>wyborze <span class="_ _14"> </span>szybszych <span class="_ _14"> </span>lub </div><div class="t m0 x4a hf y3d4 ff7 fs4 fc2 sc0 ls0 ws0">tańszych <span class="_ _28"> </span>rozwiązań <span class="_ _28"> </span>kosztem <span class="_ _28"> </span>długoterminowej <span class="_ _28"> </span>stabilności <span class="_ _28"> </span>i </div><div class="t m0 x4a hf yd51 ff6 fs4 fc2 sc0 ls0 ws0">s<span class="ff7">kalowalności.</span> </div><div class="t m0 x4a hf y702 ff7 fs4 fc2 sc0 ls0 ws0">Materializacja <span class="_ _f"> </span>ryzyka <span class="_ _3e"> </span>może <span class="_ _f"> </span>prowadzić <span class="_ _f"> </span>do <span class="_ _f"> </span>wzrostu <span class="_ _f"> </span>ko<span class="_ _0"></span>sztów, </div><div class="t m0 x4a hf yd52 ff7 fs4 fc2 sc0 ls0 ws0">problemów <span class="_ _3"></span>z <span class="_ _3"></span>bezpieczeństwem <span class="_ _3"></span>i <span class="_ _4"></span>ograniczeń <span class="_ _3"></span>rozwojowych <span class="_ _3"></span>a <span class="_ _3"></span>także </div><div class="t m0 x4a hf yd53 ff7 fs4 fc2 sc0 ls0 ws0">zakłóceń <span class="_ _1f"> </span>działalności <span class="_ _1f"> </span>Grupy <span class="_ _1f"> </span>lub <span class="_ _1f"> </span>funkcjonowania <span class="_ _1f"> </span>istotnych </div><div class="t m0 x4a hf y82f ff7 fs4 fc2 sc0 ls0 ws0">systemów bezpieczeństwa i sterowania.<span class="ff6"> </span></div></div><div class="c x20 y6fa w8e hd4"><div class="t m0 xa hf ya49 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">zapewnienie  optymalnych  z  punktu  widzenia </span></span></div><div class="t m0 xa4 hf yd54 ff7 fs4 fc2 sc0 ls0 ws0">bezpieczeństwa <span class="_ _1c"> </span>rozwiązań <span class="_ _1c"> </span>sprzętowych <span class="_ _1c"> </span>i </div><div class="t m0 xa4 hf yd55 ff6 fs4 fc2 sc0 ls0 ws0">systemowych; </div><div class="t m0 xa hf yd56 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">planowe eliminowanie długu technologicznego </span></span></div><div class="t m0 xa4 hf yd57 ff7 fs4 fc2 sc0 ls0 ws0">poprzez <span class="_ _1f"> </span>stopniową <span class="_ _58"> </span>migrację <span class="_ _1f"> </span>do <span class="_ _1f"> </span>nowych </div><div class="t m0 xa4 hf yd58 ff6 fs4 fc2 sc0 ls0 ws0">technologii; </div><div class="t m0 xa hf yd59 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">szkolenia <span class="_ _3"></span>i <span class="_ _4"></span>kampanie <span class="_ _4"></span>podnoszące <span class="_ _4"></span>świadomość </span></span></div><div class="t m0 xa4 hf yd5a ff7 fs4 fc2 sc0 ls0 ws0">użytkowników;<span class="ff6"> </span></div><div class="t m0 xa hf yd5b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">systematyczna <span class="_ _5"> </span>ewaluacja <span class="_ _14"> </span>o<span class="_ _0"></span>ceny <span class="_ _5"> </span>ryzyka <span class="_ _14"> </span>utraty </span></span></div><div class="t m0 xa4 hf yd5c ff7 fs4 fc2 sc0 ls0 ws0">poufności, <span class="_ _3d"> </span>integralności <span class="_ _3d"> </span>lub <span class="_ _1e"> </span>dostęp<span class="_ _1"></span>ności </div><div class="t m0 xa4 hf y74b ff6 fs4 fc2 sc0 ls0 ws0">aktywów informacyjnych; </div><div class="t m0 xa hf y6c3 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">ścisłe <span class="_ _58"> </span>przestrzeganie <span class="_ _58"> </span>i<span class="_ _0"></span> <span class="_ _58"> </span>stosowanie <span class="_ _1f"> </span>zasad </span></span></div><div class="t m0 xa4 hf ya2f ff7 fs4 fc2 sc0 ls0 ws0">wynikających <span class="_ _3"></span>z <span class="_ _4"></span>m.in.: <span class="_ _4"></span>Polityki <span class="_ _3"></span>Be<span class="_ _0"></span>zpieczeństwa, </div><div class="t m0 xa4 hf y652 ff6 fs4 fc2 sc0 ls0 ws0">Polityki Backupu; </div><div class="t m0 xa hf y7d5 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">dostosowanie  do <span class="_ _15"> </span>wymogów, <span class="_ _15"> </span>m.in.  u<span class="_ _0"></span>stawy  o<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf y1b7 ff7 fs4 fc2 sc0 ls0 ws0">Krajowym Systemie Cyberbezpieczeństwa;<span class="ff6"> </span></div><div class="t m0 xa hf yd5d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrażanie <span class="_ _2b"> </span>systemu <span class="_ _2b"> </span>bezpieczeństwa <span class="_ _2a"> </span>według </span></span></div><div class="t m0 xa4 hf yd5e ff6 fs4 fc2 sc0 ls0 ws0">normy ISO 27001; </div><div class="t m0 xa hf y910 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">monitoring zmian w przepisach prawa; </span></span></div><div class="t m0 xa hf ybdb ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">ustalona <span class="_ _3e"> </span>ścieżka <span class="_ _3e"> </span>akceptacji <span class="_ _3e"> </span>oraz <span class="_ _4b"> </span>regulacje </span></span></div><div class="t m0 xa4 hf yb98 ff7 fs4 fc2 sc0 ls0 ws0">wewnętrzne <span class="_ _5"> </span>dotycząc<span class="_ _0"></span>e <span class="_ _14"> </span>procesu <span class="_ _5"> </span>przyznawania<span class="_ _0"></span> </div><div class="t m0 xa4 hf ybdc ff7 fs4 fc2 sc0 ls0 ws0">dostępów, w tym dwustopniowa autoryzacja;<span class="ff6"> </span></div><div class="t m0 xa hf y278 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">regularne <span class="_ _f"> </span>przeglądy <span class="_ _f"> </span>techniczne <span class="_ _f"> </span>i <span class="_ _3e"> </span>strategia </span></span></div><div class="t m0 xa4 hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">modernizacji IT. </div></div><div class="c x11f y6fa w8f hd4"><div class="t m0 x4a h16 y6c3 ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI </div><div class="t m0 x4a h16 ya2f ff5 fs4 fc2 sc0 ls0 ws0"> (<span class="ff8">↔</span>) </div></div><div class="c x1 yadb w8d hd5"><div class="t m0 x4a h16 ybc7 ff5 fs4 fc2 sc0 ls0 ws0">27.Ryzyko reputacyjne </div><div class="t m0 x4a h16 yd5f ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf ybc9 ff6 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _2a"> </span>wynika <span class="_ _f"> </span>z <span class="_ _2b"> </span>negatywnej <span class="_ _f"> </span>oceny <span class="_ _2b"> </span>Grupy <span class="_ _f"> </span>przez <span class="_ _2b"> </span>oto<span class="_ _0"></span>czenie, </div><div class="t m0 x4a hf ybca ff6 fs4 fc2 sc0 ls0 ws0">rozpowszechnianie <span class="_ _3"></span>nieprawdziwych <span class="_ _3"></span>informacji <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _3"></span>tym <span class="_ _3"></span>niezgodny <span class="_ _4"></span>z </div><div class="t m0 x4a hf ybcb ff7 fs4 fc2 sc0 ls0 ws0">prawdą <span class="_ _f"> </span>przekaz <span class="_ _f"> </span>medialny. <span class="_ _f"> </span>Ry<span class="_ _0"></span>zyko <span class="_ _f"> </span>związane <span class="_ _f"> </span>jest <span class="_ _f"> </span>również <span class="_ _3e"> </span>z </div><div class="t m0 x4a hf ybcc ff7 fs4 fc2 sc0 ls0 ws0">nieetyczną <span class="_ _9"></span>kampanią <span class="_ _1"></span>marketingową, <span class="_ _9"></span>któ<span class="_ _0"></span>ra <span class="_ _9"></span>moż<span class="_ _0"></span>e <span class="_ _9"></span>zostać <span class="_ _1"></span>negatywnie </div><div class="t m0 x4a hf yd60 ff6 fs4 fc2 sc0 ls0 ws0">odebrana <span class="_ _1"></span>przez <span class="_ _1"></span>klie<span class="ff7">ntów <span class="_ _1"></span>jako obraźliwa <span class="_ _9"></span>lub wprowadzająca <span class="_ _1"></span>w <span class="_ _1"></span>błąd. </span></div><div class="t m0 x4a hf ybce ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _4"></span>związane <span class="_ _5"></span>jest <span class="_ _4"></span>również <span class="_ _4"></span>z <span class="_ _5"></span>ignorowaniem <span class="_ _4"></span>bądź <span class="_ _4"></span>pominięciem </div><div class="t m0 x4a hf yd61 ff7 fs4 fc2 sc0 ls0 ws0">opinii <span class="_ _9"></span>społ<span class="_ _0"></span>eczności <span class="_ _1"></span>lokalnych <span class="_ _9"></span>w szczególności <span class="_ _9"></span>związanej <span class="_ _1"></span>z <span class="_ _1"></span>kwestiami </div><div class="t m0 x4a hf yd62 ff7 fs4 fc2 sc0 ls0 ws0">klimatu <span class="_ _2b"> </span>i <span class="_ _2a"> </span>środowiska, <span class="_ _2a"> </span>brak <span class="_ _2b"> </span>należytej <span class="_ _2a"> </span>staranności <span class="_ _2b"> </span>w<span class="_ _0"></span> <span class="_ _2b"> </span>z<span class="_ _0"></span>akresie </div><div class="t m0 x4a hf yd63 ff6 fs4 fc2 sc0 ls0 ws0">komunikacji  z  otoczen<span class="ff7">iem,  naruszeniem  praw  człowieka  i  norm </span></div><div class="t m0 x4a hf yd64 ff7 fs4 fc2 sc0 ls0 ws0">klimatycznych <span class="_ _28"> </span>w <span class="_ _58"> </span>łańcuchu <span class="_ _28"> </span>wartości, <span class="_ _58"> </span>nieumyślny <span class="_ _28"> </span>udział <span class="_ _58"> </span>w </div><div class="t m0 x4a hf yd65 ff6 fs4 fc2 sc0 ls0 ws0">nieuczciwych <span class="_ _22"> </span>praktykach <span class="_ _1e"> </span>ry<span class="_ _0"></span>nkowych <span class="_ _22"> </span>(embarga, <span class="_ _22"> </span>korupcja, </div><div class="t m0 x4a hf yd66 ff7 fs4 fc2 sc0 ls0 ws0">łapownictwo <span class="_ _14"> </span>itp.), <span class="_ _14"> </span>niedostosowanie <span class="_ _5"> </span>się <span class="_ _14"> </span>lub <span class="_ _14"> </span>błędne <span class="_ _14"> </span>zastosowanie </div></div><div class="c x20 yadb w8e hd5"><div class="t m0 xa hf yb17 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">prowadzenie <span class="_ _3"></span>dialogu <span class="_ _3"></span>z <span class="_ _4"></span>poszanowaniem <span class="_ _3"></span>strony </span></span></div><div class="t m0 xa4 hf yd67 ff7 fs4 fc2 sc0 ls0 ws0">społecznej;<span class="ff6"> </span></div><div class="t m0 xa hf ybd1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">udział <span class="_ _42"> </span>w <span class="_ _28"> </span>inicjatywach <span class="_ _42"> </span>społecznych, <span class="_ _42"> </span>które </span></span></div><div class="t m0 xa4 hf ybd2 ff7 fs4 fc2 sc0 ls0 ws0">budują <span class="_ _1c"> </span>w<span class="_ _0"></span>izerunek <span class="_ _1c"> </span>firmy <span class="_ _44"> </span>odpowiedzialnej </div><div class="t m0 xa4 hf yd68 ff7 fs4 fc2 sc0 ls0 ws0">społecznie;<span class="ff6"> </span></div><div class="t m0 xa hf ybd4 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">transparentna <span class="_ _1c"> </span>i <span class="_ _1c"> </span>o<span class="_ _0"></span>twarta <span class="_ _1c"> </span>komunikacja <span class="_ _1c"> </span>z<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf yb1d ff7 fs4 fc2 sc0 ls0 ws0">wszystkimi <span class="_ _16"> </span>interesariuszami <span class="_ _17"> </span>(zewnętrznymi <span class="_ _17"> </span>i </div><div class="t m0 xa4 hf yb1e ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznymi);<span class="ff6"> </span></div><div class="t m0 xa hf yd69 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">spójna <span class="_ _44"> </span>komunikacja, <span class="_ _44"> </span>poprzez <span class="_ _44"> </span>stworzenie<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf ybd8 ff6 fs4 fc2 sc0 ls0 ws0">przejrzystej <span class="_ _15"> </span>strategii <span class="_ _27"> </span>komunikacji <span class="_ _27"> </span>i <span class="_ _27"> </span>innowacji<span class="_ _0"></span> </div><div class="t m0 xa4 hf yc9c ff7 fs4 fc2 sc0 ls0 ws0">(zarówno wewnętrznej jak i zewnętrzne<span class="_ _1"></span>j);<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xa hf yb9c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">podnoszenie <span class="_ _4b"> </span>świadomości <span class="_ _4b"> </span>pra<span class="_ _0"></span>cowników <span class="_ _4b"> </span>w </span></span></div><div class="t m0 xa4 hf yb9d ff7 fs4 fc2 sc0 ls0 ws0">zakresie <span class="_ _42"> </span>o<span class="_ _0"></span>chrony <span class="_ _28"> </span>środowiska, <span class="_ _28"> </span>o<span class="_ _0"></span>raz <span class="_ _28"> </span>ścisłe </div><div class="t m0 xa4 hf y64a ff7 fs4 fc2 sc0 ls0 ws0">przestrzeganie przepisów dot. środowiska;<span class="ff6"> </span></div></div><div class="c x11f yadb w8f hd5"><div class="t m0 x4a h16 yd6a ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI </div><div class="t m0 x4a h16 yd6b ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↙</span>) </div></div></div><div class="pi" ></div></div><div id="pf5d" class="pf w0 h0" ><div class="pc pc5d w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">93<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 ybdd w8d hd6"><div class="t m0 x4a hf yb3c ff7 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _44"> </span>bądź <span class="_ _44"> </span>procedur, <span class="_ _44"> </span>naruszenia <span class="_ _44"> </span>w <span class="_ _44"> </span>zakresie <span class="_ _44"> </span>praw </div><div class="t m0 x4a hf yb3d ff7 fs4 fc2 sc0 ls0 ws0">pracowniczych, ujawnienie<span class="_ _1"></span> tajemnicy p<span class="_ _1"></span>rzedsiębiorstwa lub  d<span class="_ _1"></span>anych </div><div class="t m0 x4a hf yb3e ff6 fs4 fc2 sc0 ls0 ws0">osobowych, <span class="_ _3"></span>skuteczne <span class="_ _3"></span>ataki <span class="_ _3"></span>cybernetyczne, <span class="_ _3"></span>awarie <span class="_ _3"></span>infrastruktur<span class="_ _0"></span>y. </div><div class="t m0 x4a hf yb3f ff7 fs4 fc2 sc0 ls0 ws0">Naruszona <span class="_ _15"> </span>reputacja <span class="_ _27"> </span>Grupy, <span class="_ _27"> </span>Cz<span class="_ _0"></span>łonków <span class="_ _27"> </span>Zarządu <span class="_ _27"> </span>lub <span class="_ _27"> </span>kluczowych </div><div class="t m0 x4a hf yb40 ff7 fs4 fc2 sc0 ls0 ws0">managerów <span class="_ _15"> </span>może <span class="_ _27"> </span>przełożyć <span class="_ _27"> </span>się <span class="_ _15"> </span>na <span class="_ _15"> </span>spadek <span class="_ _15"> </span>zaufa<span class="_ _0"></span>nia <span class="_ _15"> </span>do <span class="_ _27"> </span>Grupy. </div><div class="t m0 x4a hf yb8d ff7 fs4 fc2 sc0 ls0 ws0">Utrata <span class="_ _3"></span>reputacji <span class="_ _0"></span>mo<span class="_ _0"></span>że <span class="_ _3"></span>również <span class="_ _3"></span>wpłynąć <span class="_ _3"></span>na <span class="_ _3"></span>postrzeganie <span class="_ _3"></span>Grupy <span class="_ _3"></span>na </div><div class="t m0 x4a hf y8f2 ff7 fs4 fc2 sc0 ls0 ws0">rynku <span class="_ _4"></span>kapitałowym <span class="_ _5"></span>a <span class="_ _4"></span>przez <span class="_ _4"></span>to <span class="_ _5"></span>na <span class="_ _4"></span>kurs <span class="_ _4"></span>akcji <span class="_ _4"></span>i <span class="_ _5"></span>zakłócenia <span class="_ _4"></span>łańcucha </div><div class="t m0 x4a hf ybfd ff7 fs4 fc2 sc0 ls0 ws0">wartości.<span class="ff6"> </span></div></div><div class="c x20 ybdd w8e hd6"><div class="t m0 xa hf yd6c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zarządzanie <span class="_ _20"> </span>w <span class="_ _42"> </span>procesie <span class="_ _20"> </span>ciągłym <span class="_ _42"> </span>ryzykami </span></span></div><div class="t m0 xa4 hf yd6d ff6 fs4 fc2 sc0 ls0 ws0">opisanymi w niniejszym sprawozdaniu; </div><div class="t m0 xa hf yd6e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">monitorowanie <span class="_ _27"> </span>sytuacji <span class="_ _27"> </span>rynkowej, <span class="_ _27"> </span>przepisów </span></span></div><div class="t m0 xa4 hf yd6f ff6 fs4 fc2 sc0 ls0 ws0">prawnych <span class="_ _5f"> </span>w <span class="_ _5f"> </span>celu <span class="_ _5f"> </span>do<span class="_ _0"></span>stosowywania </div><div class="t m0 xa4 hf yd70 ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznych <span class="_ _45"> </span>procedur <span class="_ _45"> </span> <span class="_ _24"> </span>i <span class="_ _45"> </span>procesów </div><div class="t m0 xa4 hf yd71 ff7 fs4 fc2 sc0 ls0 ws0">zapobiegających nadużyciom;<span class="ff6"> </span></div><div class="t m0 xa hf yd72 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">korzystanie <span class="_ _f"> </span>z <span class="_ _3e"> </span>profesjonalnych <span class="_ _f"> </span>narzędzi <span class="_ _f"> </span>do<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf yd73 ff7 fs4 fc2 sc0 ls0 ws0">monitoringu <span class="_ _5a"> </span>mediów,<span class="_ _0"></span> <span class="_ _5a"> </span>pozw<span class="_ _0"></span>alających </div><div class="t m0 xa4 hf yd74 ff7 fs4 fc2 sc0 ls0 ws0">kontrolować <span class="_ _4"></span>na <span class="_ _4"></span>bieżąco <span class="_ _4"></span>wszystkie <span class="_ _4"></span>publikacje <span class="_ _4"></span>i </div><div class="t m0 xa4 hf y882 ff6 fs4 fc2 sc0 ls0 ws0">przekazy o Grupie; </div><div class="t m0 xa hf y1f9 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">budowanie <span class="_ _42"> </span>dobryc<span class="_ _0"></span>h <span class="_ _28"> </span>relacji <span class="_ _28"> </span>z <span class="_ _28"> </span>mediami <span class="_ _28"> </span>i </span></span></div><div class="t m0 xa4 hf y967 ff6 fs4 fc2 sc0 ls0 ws0">inwestorami <span class="_ _f"> </span>oraz <span class="_ _3e"> </span>prowadzenie <span class="_ _f"> </span>dialogu <span class="_ _3e"> </span>ze </div><div class="t m0 xa4 hf y2aa ff7 fs4 fc2 sc0 ls0 ws0">społecznościami lokalnymi.<span class="ff6"> </span></div><div class="t m0 x4a hf yd2e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf y88a ff7 fs4 fc2 sc0 ls0 ws0">Poza <span class="_ _44"> </span>wymienionymi <span class="_ _1c"> </span>zabezpieczeniami <span class="_ _1c"> </span>należy </div><div class="t m0 x4a hf y1ed ff7 fs4 fc2 sc0 ls0 ws0">zwrócić <span class="_ _3"></span>uwagę, <span class="_ _0"></span>że <span class="_ _3"></span>ryzyko <span class="_ _3"></span>reputacyjne <span class="_ _0"></span>może <span class="_ _3"></span>zostać </div><div class="t m0 x4a hf yb58 ff7 fs4 fc2 sc0 ls0 ws0">wywołane <span class="_ _17"> </span>w <span class="_ _16"> </span>ko<span class="_ _0"></span>nsekwencji <span class="_ _16"> </span>materializacji <span class="_ _16"> </span>innego<span class="_ _0"></span> </div><div class="t m0 x4a hf yb4c ff7 fs4 fc2 sc0 ls0 ws0">zidentyfikowanego przez <span class="_ _3"></span>Grupę r<span class="_ _0"></span>yzyka <span class="_ _0"></span>w <span class="_ _0"></span>zw<span class="_ _0"></span>iązku <span class="_ _0"></span>z </div><div class="t m0 x4a hf yafc ff7 fs4 fc2 sc0 ls0 ws0">tym <span class="_ _15"> </span>stosowane <span class="_ _18"> </span>są <span class="_ _15"> </span>z<span class="_ _0"></span>abezpieczenia <span class="_ _15"> </span>przypisane <span class="_ _15"> </span>do </div><div class="t m0 x4a hf y64a ff6 fs4 fc2 sc0 ls0 ws0">poszczególnych ryzyk. </div></div><div class="c x1 yd75 w90 h5b"><div class="t m0 x4a h16 y64a ff8 fs4 fc2 sc0 ls0 ws0">RYZYKA ZWIĄZANE Z ŁADEM KORPORACYJNYM<span class="ff5"> </span></div></div><div class="c x1 yd76 w8d hd7"><div class="t m0 x4a h16 yd77 ff8 fs4 fc2 sc0 ls0 ws0">28.Ryzyko niespójności lub niezgodno<span class="_ _1"></span>ści z przepisami prawa<span class="ff5"> </span></div><div class="t m0 x4a h16 yd78 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf y3c9 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _42"> </span>z<span class="_ _0"></span>wiązane <span class="_ _42"> </span>jest <span class="_ _28"> </span>ze <span class="_ _42"> </span>zmiennością <span class="_ _28"> </span>przepisów <span class="_ _28"> </span>prawa <span class="_ _42"> </span>i </div><div class="t m0 x4a hf y3ca ff7 fs4 fc2 sc0 ls0 ws0">koniecznością <span class="_ _27"> </span>implementacji <span class="_ _16"> </span>regulacji <span class="_ _16"> </span>do <span class="_ _16"> </span>procesów <span class="_ _16"> </span>i <span class="_ _16"> </span>procedur </div><div class="t m0 x4a hf yd79 ff7 fs4 fc2 sc0 ls0 ws0">obowiązujących w Grupie.<span class="ff6"> </span></div><div class="t m0 x4a hf yd7a ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>związku <span class="_ _4"></span>z <span class="_ _3"></span>rozwojem <span class="_ _3"></span>Grupy <span class="_ _3"></span>i <span class="_ _4"></span>licznymi <span class="_ _3"></span>wymo<span class="_ _0"></span>gami <span class="_ _3"></span>regulacyjnymi </div><div class="t m0 x4a hf yae2 ff7 fs4 fc2 sc0 ls0 ws0">konieczne jest <span class="_ _0"></span>wdrażanie i <span class="_ _0"></span>stosowanie <span class="_ _0"></span>licznych procedur <span class="_ _0"></span>i <span class="_ _0"></span>regulacji </div><div class="t m0 x4a hf yb4e ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznych <span class="_ _0"></span>zgodnych <span class="_ _3"></span>z <span class="_ _0"></span>obowiązującymi <span class="_ _3"></span>przepisami <span class="_ _0"></span>prawa. <span class="_ _3"></span>Jest </div><div class="t m0 x4a hf yd7b ff7 fs4 fc2 sc0 ls0 ws0">to <span class="_ _17"> </span>niezbędne <span class="_ _17"> </span>z <span class="_ _19"> </span>pu<span class="_ _1"></span>nktu <span class="_ _17"> </span>widzenia <span class="_ _19"> </span>zape<span class="_ _1"></span>wnienia <span class="_ _17"> </span>bezpieczeństwa </div><div class="t m0 x4a hf yb50 ff6 fs4 fc2 sc0 ls0 ws0">prawneg<span class="ff7">o <span class="_ _4b"> </span>prowadzonej <span class="_ _4b"> </span>działalności <span class="_ _20"> </span>i <span class="_ _4b"> </span>efektywności <span class="_ _4b"> </span>biznesu. </span></div><div class="t m0 x4a hf yb51 ff7 fs4 fc2 sc0 ls0 ws0">Ponadto, <span class="_ _4"></span>w <span class="_ _3"></span>związku <span class="_ _3"></span>z<span class="_ _0"></span>e <span class="_ _3"></span>zmieniającym <span class="_ _4"></span>się <span class="_ _3"></span>otoc<span class="_ _0"></span>zeniem <span class="_ _3"></span>regulacyjno<span class="_ _0"></span><span class="ff6">-</span></div><div class="t m0 x4a hf yb52 ff7 fs4 fc2 sc0 ls0 ws0">prawnym <span class="_ _5"> </span>istnieje <span class="_ _14"> </span>ryzyko <span class="_ _5"> </span>niespój<span class="_ _0"></span>ności <span class="_ _5"> </span>regulacji <span class="_ _14"> </span>z <span class="_ _14"> </span>obowiązującymi </div><div class="t m0 x4a hf yb53 ff7 fs4 fc2 sc0 ls0 ws0">przepisami, <span class="_ _4"></span>z <span class="_ _4"></span>innymi <span class="_ _4"></span>w<span class="_ _0"></span>ewnętrznymi <span class="_ _4"></span>regulacjami <span class="_ _4"></span>i <span class="_ _4"></span>procedurami, <span class="_ _4"></span>a </div><div class="t m0 x4a hf y1f3 ff7 fs4 fc2 sc0 ls0 ws0">także nieadekwatności regul<span class="_ _1"></span>acji w stosunku do praktyk ryn<span class="_ _1"></span>kowych. </div><div class="t m0 x4a hf y8f0 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _17"> </span>najgorszym <span class="_ _16"> </span>przypadku, <span class="_ _17"> </span>może <span class="_ _17"> </span>to <span class="_ _17"> </span>skutkować <span class="_ _17"> </span>niespełnieniem </div><div class="t m0 x4a hf yd7c ff7 fs4 fc2 sc0 ls0 ws0">wymogów <span class="_ _20"> </span>i <span class="_ _20"> </span>obowiązków <span class="_ _20"> </span>prawnych <span class="_ _20"> </span>przez <span class="_ _20"> </span>spółki <span class="_ _20"> </span>z <span class="_ _20"> </span>Grupy. </div><div class="t m0 x4a hf yd7d ff7 fs4 fc2 sc0 ls0 ws0">Dodatkowo <span class="_ _2a"> </span>ryzyko <span class="_ _2a"> </span>związane <span class="_ _f"> </span>j<span class="_ _1"></span>est <span class="_ _2b"> </span>z<span class="_ _0"></span> <span class="_ _2a"> </span>niewykonaniem <span class="_ _2a"> </span>badań <span class="_ _f"> </span>i </div><div class="t m0 x4a hf y2b1 ff7 fs4 fc2 sc0 ls0 ws0">przeglądów <span class="_ _5"> </span>oraz <span class="_ _14"> </span>niezachowaniem <span class="_ _5"> </span>postanowień <span class="_ _14"> </span><span class="ff6">koncesji <span class="_ _14"> </span>i <span class="_ _5"> </span>decyzji </span></div><div class="t m0 x4a hf y1f9 ff7 fs4 fc2 sc0 ls0 ws0">administracyjnych. <span class="_ _28"> </span>Ryz<span class="_ _0"></span>yko <span class="_ _58"> </span>niespójności <span class="_ _28"> </span>lub <span class="_ _58"> </span>niezgodności <span class="_ _58"> </span>z </div><div class="t m0 x4a hf y967 ff7 fs4 fc2 sc0 ls0 ws0">przepisami <span class="_ _1"></span>prawa <span class="_ _1"></span>może zostać <span class="_ _1"></span>wywołane <span class="_ _1"></span>przez <span class="_ _1"></span>działania <span class="_ _1"></span>osób <span class="_ _1"></span>poza </div><div class="t m0 x4a hf y2aa ff7 fs4 fc2 sc0 ls0 ws0">ich <span class="_ _4"></span>granicami <span class="_ _4"></span>uprawnień <span class="_ _4"></span>a <span class="_ _4"></span>także <span class="_ _4"></span>ryzyko <span class="_ _4"></span>mo<span class="_ _0"></span>że <span class="_ _4"></span>być <span class="_ _4"></span>też <span class="_ _4"></span>związane <span class="_ _4"></span>z </div><div class="t m0 x4a hf yb56 ff7 fs4 fc2 sc0 ls0 ws0">nieprzestrzeganiem <span class="_ _20"> </span>lub <span class="_ _20"> </span>nieznajo<span class="_ _0"></span>mością <span class="_ _42"> </span>procedur <span class="_ _20"> </span>i <span class="_ _20"> </span>bra<span class="_ _0"></span><span class="ff6">kiem </span></div><div class="t m0 x4a hf yb57 ff7 fs4 fc2 sc0 ls0 ws0">należytej  staranności  przy  wykonywaniu  obowiązków.  Powyższe </div><div class="t m0 x4a hf y1fe ff7 fs4 fc2 sc0 ls0 ws0">sytuacje mogą wpływać na obniżenie efektywności działania Grupy </div><div class="t m0 x4a hf yb58 ff7 fs4 fc2 sc0 ls0 ws0">i <span class="_ _4b"> </span>zwiększać <span class="_ _4b"> </span>ryzyko <span class="_ _20"> </span>prawne <span class="_ _4b"> </span>prowadzonej <span class="_ _4b"> </span>działalności, <span class="_ _4b"> </span>a <span class="_ _20"> </span>w </div><div class="t m0 x4a hf yb4c ff7 fs4 fc2 sc0 ls0 ws0">sytuacjach, <span class="_ _27"> </span>w <span class="_ _27"> </span>których <span class="_ _16"> </span>niewypełnienie <span class="_ _15"> </span>określonych <span class="_ _27"> </span>obowiązkó<span class="_ _0"></span>w </div><div class="t m0 x4a hf yafc ff7 fs4 fc2 sc0 ls0 ws0">zagrożone <span class="_ _28"> </span>jest <span class="_ _28"> </span>sankcją <span class="_ _28"> </span>pieniężną, <span class="_ _28"> </span>może <span class="_ _28"> </span>skutkować <span class="_ _28"> </span>stratą </div><div class="t m0 x4a hf y64a ff7 fs4 fc2 sc0 ls0 ws0">finansową.<span class="ff6"> </span></div></div><div class="c x20 yd76 w8e hd7"><div class="t m0 xa hf yd7e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrażanie <span class="_ _5"> </span>regulacji <span class="_ _14"> </span>wewnętrznych <span class="_ _5"> </span>i <span class="_ _14"> </span>procedur </span></span></div><div class="t m0 xa4 hf yd7f ff7 fs4 fc2 sc0 ls0 ws0">pozwalających <span class="_ _1c"> </span>na <span class="_ _10"> </span>sprawne <span class="_ _1c"> </span>i <span class="_ _10"> </span>efektywne </div><div class="t m0 xa4 hf yd80 ff7 fs4 fc2 sc0 ls0 ws0">działanie Grupy jako organizacji;<span class="ff6"> </span></div><div class="t m0 xa hf yd81 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">bieżący <span class="_ _26"> </span>monitoring <span class="_ _26"> </span>przepisów <span class="_ _26"> </span>prawa </span></span></div><div class="t m0 xa4 hf yd82 ff7 fs4 fc2 sc0 ls0 ws0">obowiązujących <span class="_ _12"> </span>spółki <span class="_ _49"> </span>z <span class="_ _12"> </span>Grupy <span class="_ _12"> </span>i </div><div class="t m0 xa4 hf yd83 ff6 fs4 fc2 sc0 ls0 ws0">dostosowywanie <span class="_ _16"> </span>regulacji <span class="_ _16"> </span>oraz<span class="_ _0"></span> <span class="_ _16"> </span>procedur <span class="_ _17"> </span>do </div><div class="t m0 xa4 hf y846 ff6 fs4 fc2 sc0 ls0 ws0">nowych przepisów; </div><div class="t m0 xa hf yd84 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrożenie <span class="_ _3d"> </span>platformy <span class="_ _1e"> </span>do <span class="_ _3d"> </span>m<span class="_ _0"></span>onitorowania </span></span></div><div class="t m0 xa4 hf yd85 ff7 fs4 fc2 sc0 ls0 ws0">terminów rewizji i przeglądów;<span class="ff6"> </span></div><div class="t m0 xa hf yd86 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">funkcjonowanie sys<span class="_ _1"></span>temów zgłaszania <span class="_ _1"></span>nadużyć i </span></span></div><div class="t m0 xa4 hf y92a ff6 fs4 fc2 sc0 ls0 ws0">ochrona sygnalistów; </div><div class="t m0 xa hf yd87 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">funkcjonowanie <span class="_ _42"> </span>Audytu <span class="_ _28"> </span>Wewnętrznego <span class="_ _42"> </span>w<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf yd88 ff6 fs4 fc2 sc0 ls0 ws0">Grupie,  którego <span class="_ _15"> </span>zadaniem <span class="_ _18"> </span>j<span class="_ _0"></span>est <span class="_ _15"> </span>wykrywanie  i<span class="_ _0"></span> </div><div class="t m0 xa4 hf yd89 ff7 fs4 fc2 sc0 ls0 ws0">szacowanie <span class="_ _1"></span>potencjalneg<span class="_ _1"></span>o <span class="_ _1"></span>ryzyka <span class="_ _9"></span>mogącego si<span class="_ _1"></span>ę </div><div class="t m0 xa4 hf y947 ff7 fs4 fc2 sc0 ls0 ws0">pojawić <span class="_ _19"> </span>w <span class="_ _19"> </span>ramach <span class="_ _19"> </span>działalności <span class="_ _19"> </span>Grupy <span class="_ _19"> </span>oraz </div><div class="t m0 xa4 hf yd8a ff7 fs4 fc2 sc0 ls0 ws0">badanie i oceniana a<span class="_ _0"></span>dekwatności, skuteczności </div><div class="t m0 xa4 hf yd8b ff7 fs4 fc2 sc0 ls0 ws0">i efektywności systemów kontroli zarządczej;<span class="ff6"> </span></div><div class="t m0 xa hf yd8c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">szkolenia <span class="_ _61"> </span>podnoszące <span class="_ _5d"> </span>świadomość<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf yd8d ff6 fs4 fc2 sc0 ls0 ws0">pracowników <span class="_ _57"> </span>w <span class="_ _26"> </span>z<span class="_ _0"></span>akresie <span class="_ _26"> </span>kluczowych </div><div class="t m0 xa4 hf yd8e ff7 fs4 fc2 sc0 ls0 ws0">obowiązków <span class="_ _36"> </span>wyznaczonych <span class="_ _36"> </span>regulacjami </div><div class="t m0 xa4 hf yd8f ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznymi;<span class="ff6"> </span></div><div class="t m0 xa hf y8d7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">współpraca <span class="_ _1"></span>z <span class="_ _9"></span>z<span class="_ _0"></span>ewnętrznymi <span class="_ _9"></span>podmiotami w <span class="_ _9"></span>celu </span></span></div><div class="t m0 xa4 hf yd90 ff7 fs4 fc2 sc0 ls0 ws0">optymalizacji stosowanych rozwiązań.<span class="ff6"> </span></div></div><div class="c x11f yd76 w8f hd7"><div class="t m0 x4a h16 y1f3 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 y8f0 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf5e" class="pf w0 h0" ><div class="pc pc5e w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">94<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 yd91 w8d hd8"><div class="t m0 x4a h16 yb51 ff8 fs4 fc2 sc0 ls0 ws0">29.Ryzyko  wystąpienia  korup<span class="_ _1"></span>cji  oraz  fraudu  <span class="ff5">-  ryzyko  istotnych </span></div><div class="t m0 x4a h16 yb52 ff8 fs4 fc2 sc0 ls0 ws0">nadużyć, w tym ryzyko korupcji i łapownic<span class="_ _1"></span>twa<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x4a h16 yb53 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf y1f3 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _17"> </span>wystąpienia <span class="_ _17"> </span>korupcji <span class="_ _17"> </span>oraz<span class="_ _0"></span> <span class="_ _17"> </span>fraudu <span class="_ _17"> </span>rozumiane <span class="_ _17"> </span>jest <span class="_ _19"> </span>jako<span class="_ _1"></span> </div><div class="t m0 x4a hf y8f0 ff7 fs4 fc2 sc0 ls0 ws0">zawinione <span class="_ _10"> </span>działanie <span class="_ _10"> </span>lub <span class="_ _10"> </span>zaniechanie <span class="_ _10"> </span>działania <span class="_ _10"> </span>stanowiące </div><div class="t m0 x4a hf yd7c ff7 fs4 fc2 sc0 ls0 ws0">naruszenie przepisów prawa lub <span class="_ _0"></span>złamanie zasad <span class="_ _0"></span>obowiązujących w </div><div class="t m0 x4a hf yb55 ff7 fs4 fc2 sc0 ls0 ws0">Grupie <span class="_ _0"></span>UNIMOT, <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>wyniku <span class="_ _0"></span>któryc<span class="_ _0"></span>h <span class="_ _0"></span>mogą <span class="_ _0"></span>pow<span class="_ _0"></span>stać <span class="_ _0"></span>nieuzasadnione </div><div class="t m0 x4a hf y2b1 ff6 fs4 fc2 sc0 ls0 ws0">straty <span class="_ _3"></span>fi<span class="_ _0"></span>nansowe<span class="ff7">, <span class="_ _3"></span>dodatkowa <span class="_ _4"></span>odpow<span class="_ _0"></span>iedzialność <span class="_ _3"></span>prawna <span class="_ _4"></span>lub <span class="_ _4"></span>może </span></div><div class="t m0 x4a hf y1f9 ff7 fs4 fc2 sc0 ls0 ws0">dojść <span class="_ _4"></span>do <span class="_ _5"> </span>uzyskania <span class="_ _5"></span>nieuprawnionych <span class="_ _4"></span>korzy<span class="_ _0"></span>ści <span class="_ _4"></span>przez <span class="_ _5"></span>osoby <span class="_ _5"></span>trzecie </div><div class="t m0 x4a hf y967 ff7 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _3"></span>pracowników. <span class="_ _4"></span>Ryzyko <span class="_ _3"></span>obejmuje <span class="_ _4"></span>np. <span class="_ _3"></span>przekroczenie <span class="_ _3"></span>uprawnień<span class="_ _0"></span>, </div><div class="t m0 x4a hf y2aa ff7 fs4 fc2 sc0 ls0 ws0">ujawnianie informacji <span class="_ _0"></span>osobom <span class="_ _0"></span>nieuprawnionym, <span class="_ _0"></span>utratę <span class="_ _0"></span>informacji, </div><div class="t m0 x4a hf ybde ff6 fs4 fc2 sc0 ls0 ws0">szpiegostwo <span class="_ _18"> </span>handlowe, <span class="_ _15"> </span>z<span class="_ _0"></span>amach <span class="_ _15"> </span>terrorystyczny <span class="_ _18"> </span>i <span class="_ _15"> </span>ataki <span class="_ _15"> </span>hakerów, </div><div class="t m0 x4a hf yc62 ff7 fs4 fc2 sc0 ls0 ws0">kradzież, <span class="_ _2b"> </span>wandalizm, <span class="_ _2b"> </span>fałszerstwo<span class="_ _0"></span>, <span class="_ _2b"> </span>pranie <span class="_ _2b"> </span>brudnych <span class="_ _2b"> </span>p<span class="_ _0"></span>ieniędzy, </div><div class="t m0 x4a hf yd2f ff7 fs4 fc2 sc0 ls0 ws0">istnienia szarej strefy oraz kwestie korupcji i łapownictwa.<span class="ff6"> </span></div><div class="t m0 x4a hf yb58 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko również <span class="_ _1"></span>może wynikać <span class="_ _1"></span>z nieś<span class="_ _1"></span>wiadomego zaangażowania si<span class="_ _1"></span>ę </div><div class="t m0 x4a hf yb4c ff7 fs4 fc2 sc0 ls0 ws0">spółek <span class="_ _15"> </span>z <span class="_ _27"> </span>Grupy <span class="_ _27"> </span>w <span class="_ _27"> </span>wył<span class="_ _0"></span>udzeniu <span class="_ _27"> </span>podatku <span class="_ _15"> </span>VAT, <span class="_ _27"> </span>poprzez <span class="_ _16"> </span>przyjęcie </div><div class="t m0 x4a hf yafc ff6 fs4 fc2 sc0 ls0 ws0">faktury <span class="_ _14"> </span>od <span class="_ _14"> </span>teoretycznie <span class="_ _14"> </span>uczciwego <span class="_ _14"> </span>kontrahenta, <span class="_ _14"> </span>który <span class="_ _14"> </span>uprzednio </div><div class="t m0 x4a hf y64a ff7 fs4 fc2 sc0 ls0 ws0">nabył towary w łańcuchu podmiotów które wyłudzają VAT.<span class="ff6"> </span></div></div><div class="c x20 yd91 w8e hd8"><div class="t m0 xa hf yd92 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _3b"> </span>procedu<span class="_ _1"></span>ry <span class="_ _3b"> </span>weryfikacji </span></span></div><div class="t m0 xa4 hf yd93 ff7 fs4 fc2 sc0 ls0 ws0">kontrahentów, <span class="_ _4c"> </span>między <span class="_ _4c"> </span>innymi <span class="_ _4c"> </span>poprzez<span class="_ _0"></span> </div><div class="t m0 xa4 hf yd94 ff7 fs4 fc2 sc0 ls0 ws0">zautomatyzowane rozwiązania informatyczne;<span class="ff6"> </span></div><div class="t m0 xa hf yb5f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrożenie <span class="_ _b"> </span>i <span class="_ _7"> </span>stosowanie <span class="_ _7"> </span>Polityki </span></span></div><div class="t m0 xa4 hf yd95 ff7 fs4 fc2 sc0 ls0 ws0">przeciwdziałania <span class="_ _19"> </span>nad<span class="_ _1"></span>użyciom, <span class="_ _19"> </span>który <span class="_ _19"> </span>stanowi </div><div class="t m0 xa4 hf yd96 ff7 fs4 fc2 sc0 ls0 ws0">podstawę ustanowienia i wspi<span class="_ _1"></span>erania rozwiązań </div><div class="t m0 xa4 hf y8d5 ff6 fs4 fc2 sc0 ls0 ws0">prewencyjnych <span class="_ _f"> </span>i <span class="_ _4b"> </span>edukacyjnych <span class="_ _3e"> </span>w <span class="_ _4b"> </span>zakresie </div><div class="t m0 xa4 hf yd97 ff7 fs4 fc2 sc0 ls0 ws0">przeciwdziałania <span class="_ _16"> </span>zachowaniom <span class="_ _17"> </span>związanych <span class="_ _16"> </span>z </div><div class="t m0 xa4 hf ybe2 ff7 fs4 fc2 sc0 ls0 ws0">nadużyciami;<span class="ff6"> </span></div><div class="t m0 xa hf yd98 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">stosowanie <span class="_ _0"></span>instrukcji <span class="_ _0"></span>ochrony <span class="_ _3"></span>tajemnicy spółk<span class="_ _0"></span>i </span></span></div><div class="t m0 xa4 hf yd99 ff7 fs4 fc2 sc0 ls0 ws0">(wrażliwe dane, w tym biznesowe);<span class="ff6"> </span></div><div class="t m0 xa hf yd9a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">podnoszenie <span class="_ _44"> </span>świadomości <span class="_ _3d"> </span>i <span class="_ _3d"> </span>kompetencji </span></span></div><div class="t m0 xa4 hf yd9b ff6 fs4 fc2 sc0 ls0 ws0">pracowników <span class="_ _1b"> </span>oraz <span class="_ _1b"> </span>budowani<span class="_ _1"></span>e <span class="_ _3f"> </span>k<span class="_ _0"></span>ultury </div><div class="t m0 xa4 hf yd9c ff7 fs4 fc2 sc0 ls0 ws0">organizacji w oparciu o wspólne wartości;<span class="ff6"> </span></div><div class="t m0 xa hf y93e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">stosowanie <span class="_ _19"> </span>systemów <span class="_ _2b"> </span>zgłaszania <span class="_ _2b"> </span>nadużyć <span class="_ _2b"> </span>i </span></span></div><div class="t m0 xa4 hf y277 ff6 fs4 fc2 sc0 ls0 ws0">ochrony sygnalistów. </div></div><div class="c x11f yd91 w8f hd8"><div class="t m0 x4a h16 y1f9 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI<span class="ff5"> </span></div><div class="t m0 x4a h16 y967 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↙</span>) </div></div><div class="c x1 yd9d w8d hce"><div class="t m0 x4a h16 yb79 ff8 fs4 fc2 sc0 ls0 ws0">30.Ryzyko poszanowania praw człowieka<span class="ff5"> </span></div><div class="t m0 x4a h16 yb7a ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yb7b ff6 fs4 fc2 sc0 ls0 ws0">Ryzyko  obejmuje <span class="_ _14"> </span>wszelkie  naruszania <span class="_ _14"> </span>w  obszarze  poszanowania </div><div class="t m0 x4a hf ya2e ff7 fs4 fc2 sc0 ls0 ws0">praw <span class="_ _22"> </span>człowieka <span class="_ _22"> </span>zaw<span class="_ _0"></span>artych <span class="_ _22"> </span>w <span class="_ _22"> </span>przepisach <span class="_ _22"> </span>krajowych <span class="_ _22"> </span>i </div><div class="t m0 x4a hf y47f ff7 fs4 fc2 sc0 ls0 ws0">międzynarodowych, <span class="_ _58"> </span>a <span class="_ _1f"> </span>także <span class="_ _58"> </span>zakłócenia <span class="_ _1f"> </span>w <span class="_ _58"> </span>funkcjonowaniu </div><div class="t m0 x4a hf ybc0 ff7 fs4 fc2 sc0 ls0 ws0">systemów <span class="_ _14"> </span>ochrony <span class="_ _14"> </span>tych <span class="_ _14"> </span>praw <span class="_ _14"> </span>w <span class="_ _5"> </span>cał<span class="_ _0"></span>ym <span class="_ _14"> </span>łańcuchu <span class="_ _5"> </span>wartości <span class="_ _14"> </span>Grupy </div><div class="t m0 x4a hf y79b ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT. </div><div class="t m0 x4a hf yd0f ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _16"> </span>związ<span class="_ _0"></span>ane <span class="_ _16"> </span>jest <span class="_ _16"> </span>w<span class="_ _0"></span>ystępowaniem <span class="_ _16"> </span>zachowań <span class="_ _17"> </span>niee<span class="_ _1"></span>tycznych, </div><div class="t m0 x4a hf yd9e ff7 fs4 fc2 sc0 ls0 ws0">mobbingiem, <span class="_ _16"> </span>łamaniem <span class="_ _16"> </span>praw, <span class="_ _16"> </span>mo<span class="_ _0"></span>lestowaniem <span class="_ _27"> </span>i <span class="_ _17"> </span>dyskryminacją </div><div class="t m0 x4a hf yd9f ff7 fs4 fc2 sc0 ls0 ws0">pracowników,  przedstawicieli  spo<span class="_ _0"></span>łeczności  lokalnych,  partnerów </div><div class="t m0 x4a hf yc36 ff6 fs4 fc2 sc0 ls0 ws0">biznesowych. </div></div><div class="c x20 yd9d w8e hce"><div class="t m0 xa hf yc83 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stosowanie <span class="_ _1e"> </span>Polityki <span class="_ _22"> </span>Poszanowania <span class="_ _1e"> </span>Praw </span></span></div><div class="t m0 xa4 hf yc84 ff7 fs4 fc2 sc0 ls0 ws0">Człowieka;<span class="ff6"> </span></div><div class="t m0 xa hf yc8c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrożenie <span class="_ _17"> </span>procedury <span class="_ _17"> </span>i <span class="_ _17"> </span>wieloletnia <span class="_ _17"> </span>praktyka </span></span></div><div class="t m0 xa4 hf yda0 ff7 fs4 fc2 sc0 ls0 ws0">biznesowa, <span class="_ _3"></span>dotyczące <span class="_ _3"></span>pracowników, <span class="_ _3"></span>włączając </div><div class="t m0 xa4 hf yda1 ff7 fs4 fc2 sc0 ls0 ws0">w to <span class="_ _9"></span>ich rekrutację, <span class="_ _9"></span>uniezależniając<span class="_ _0"></span>e <span class="_ _1"></span>decyzje <span class="_ _1"></span>od </div><div class="t m0 xa4 hf yda2 ff7 fs4 fc2 sc0 ls0 ws0">takich <span class="_ _4"></span>kryteriów <span class="_ _4"></span>jak: <span class="_ _5"></span>płeć, <span class="_ _4"></span>wiek, <span class="_ _5"> </span>pochodzenie, </div><div class="t m0 xa4 hf y82 ff7 fs4 fc2 sc0 ls0 ws0">wyznanie, <span class="_ _1a"> </span>światopogląd <span class="_ _4c"> </span>cz<span class="_ _0"></span>y <span class="_ _4c"> </span>o<span class="_ _0"></span>rientacja </div><div class="t m0 xa4 hf y937 ff7 fs4 fc2 sc0 ls0 ws0">seksualna <span class="_ _2b"> </span>lu<span class="_ _0"></span>b <span class="_ _2a"> </span>ze <span class="_ _2a"> </span>wz<span class="_ _0"></span>ględu <span class="_ _2b"> </span>na <span class="_ _2a"> </span>jakieko<span class="_ _0"></span><span class="ff6">lwiek </span></div><div class="t m0 xa4 hf yb7e ff7 fs4 fc2 sc0 ls0 ws0">przyrodzone <span class="_ _44"> </span>cechy, <span class="_ _44"> </span>niemające <span class="_ _44"> </span>znaczenia </div><div class="t m0 xa4 hf yb7f ff6 fs4 fc2 sc0 ls0 ws0">merytorycznego dla wykonywanej pracy; </div><div class="t m0 xa hf yc3e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Kodeks <span class="_ _3f"> </span>Etyki <span class="_ _1b"> </span>zakazujący <span class="_ _1b"> </span>jakichkolwiek </span></span></div><div class="t m0 xa4 hf ybc3 ff7 fs4 fc2 sc0 ls0 ws0">zachowań <span class="_ _4d"> </span>i <span class="_ _4d"> </span>postaw <span class="_ _4d"> </span>wyrażając<span class="_ _0"></span>ych </div><div class="t m0 xa4 hf yb4b ff7 fs4 fc2 sc0 ls0 ws0">dyskryminację w miejscu pracy;<span class="ff6"> </span></div><div class="t m0 xa hf yb4c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">przyjęcie <span class="_ _58"> </span>procedury <span class="_ _1f"> </span>dotyczącej <span class="_ _1f"> </span>zgłaszania </span></span></div><div class="t m0 xa4 hf yafc ff7 fs4 fc2 sc0 ls0 ws0">nieprawidłowości <span class="_ _1f"> </span>(rów<span class="_ _0"></span>nież <span class="_ _1f"> </span>anonimowo) <span class="_ _10"> </span>i </div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">ochrony sygnalistów. </div></div><div class="c x11f yd9d w8f hce"><div class="t m0 x4a h16 y82 ff5 fs4 fc2 sc0 ls0 ws0">NISKI </div><div class="t m0 x4a h16 y937 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 yb7e ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI </div><div class="t m0 x4a h16 yb7f ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↙</span><span class="ls3d">)(</span><span class="ff8">↖</span><span class="ls3e">)(</span><span class="ff8">↔</span>) </div></div><div class="c x1 yda3 w8d h53"><div class="t m0 x4a h16 yda4 ff8 fs4 fc2 sc0 ls0 ws0">31.Ryzyko braku należytej staranności<span class="ff5"> </span></div><div class="t m0 x4a h16 yda5 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yda6 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko  związane  z <span class="_ _18"> </span>nieprzestrzeganiem  obowiązujących <span class="_ _18"> </span>polityk  i </div><div class="t m0 x4a hf yda7 ff7 fs4 fc2 sc0 ls0 ws0">procedur <span class="_ _14"> </span>oraz  zakłóceniami <span class="_ _14"> </span>w <span class="_ _14"> </span>zakresie <span class="_ _14"> </span>funkcjo<span class="_ _0"></span>nowania <span class="_ _14"> </span>systemu </div><div class="t m0 x4a hf ybde ff7 fs4 fc2 sc0 ls0 ws0">kontroli wewnętrznej. <span class="ff6"> </span></div><div class="t m0 x4a hf yc62 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _1"></span>istotnych <span class="_ _9"></span>nadużyć rozumian<span class="_ _1"></span>ych <span class="_ _1"></span>jako <span class="_ _9"></span>z<span class="_ _0"></span>awinione <span class="_ _9"></span>działanie lub </div><div class="t m0 x4a hf y1e0 ff7 fs4 fc2 sc0 ls0 ws0">zaniechanie <span class="_ _3"></span>działania <span class="_ _0"></span>stanowiące<span class="_ _0"></span> <span class="_ _3"></span>naruszenie <span class="_ _0"></span>p<span class="_ _0"></span>rzepisów <span class="_ _3"></span>prawa <span class="_ _3"></span>lub </div><div class="t m0 x4a hf ycb8 ff7 fs4 fc2 sc0 ls0 ws0">złamanie <span class="_ _17"> </span>z<span class="_ _0"></span>asad <span class="_ _17"> </span>o<span class="_ _0"></span>bowiązujących <span class="_ _17"> </span>w <span class="_ _19"> </span>Grupie<span class="_ _1"></span>, <span class="_ _19"> </span>w <span class="_ _17"> </span>wyniku <span class="_ _17"> </span>któ<span class="_ _0"></span>rych </div><div class="t m0 x4a hf yc51 ff7 fs4 fc2 sc0 ls0 ws0">rezultatem <span class="_ _15"> </span>są <span class="_ _15"> </span>nieuzasadnione <span class="_ _15"> </span>straty <span class="_ _27"> </span>ponoszone <span class="_ _15"> </span>przez <span class="_ _15"> </span>spółkę <span class="_ _27"> </span>z </div><div class="t m0 x4a hf y278 ff6 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _2a"> </span>lu<span class="ff7">b <span class="_ _f"> </span>nieuprawnione <span class="_ _2a"> </span>kor<span class="_ _0"></span>zyści <span class="_ _f"> </span>osoby <span class="_ _2a"> </span>dopuszczającej <span class="_ _f"> </span>się </span></div><div class="t m0 x4a hf yc52 ff7 fs4 fc2 sc0 ls0 ws0">nadużyć.<span class="ff6"> </span></div></div><div class="c x20 yda3 w8e h53"><div class="t m0 xa hf yda8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">aktualizacja polityk i procedur; </span></span></div><div class="t m0 xa hf yda9 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">funkcjonowanie <span class="_ _59"> </span>systemu <span class="_ _59"> </span>kontroli </span></span></div><div class="t m0 xa4 hf ydaa ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznej;<span class="ff6"> </span></div><div class="t m0 xa hf yd99 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">monitoring <span class="_ _14"> </span>uchybień <span class="_ _14"> </span>i  podejmowanie <span class="_ _14"> </span>działań </span></span></div><div class="t m0 xa4 hf ybe5 ff6 fs4 fc2 sc0 ls0 ws0">zaradczych; </div><div class="t m0 xa hf yd9b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">działania <span class="_ _1c"> </span>edukacyjne <span class="_ _1c"> </span>dotycząc<span class="_ _0"></span>e <span class="_ _1c"> </span>tematyki </span></span></div><div class="t m0 xa4 hf ydab ff7 fs4 fc2 sc0 ls0 ws0">nadużyć, <span class="_ _50"> </span>p<span class="_ _1"></span>odnoszące <span class="_ _50"> </span>świadomość </div><div class="t m0 xa4 hf ydac ff7 fs4 fc2 sc0 ls0 ws0">pracowników na zagrożenia.<span class="ff6"> </span></div></div><div class="c x11f yda3 w8f h53"><div class="t m0 x4a h16 yc62 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI (↖<span class="ff5">) </span></div></div><div class="c x1 ydad w8d hd9"><div class="t m0 x4a h16 ycda ff8 fs4 fc2 sc0 ls0 ws0">32.Ryzyko niewłaściwej struktury organizacyjnej<span class="ff5"> </span></div><div class="t m0 x4a h16 y245 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf yb9b ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _15"> </span>związane <span class="_ _15"> </span>jest <span class="_ _15"> </span>z <span class="_ _27"> </span>faktem, <span class="_ _15"> </span>że <span class="_ _15"> </span>Grupa <span class="_ _15"> </span>kapitałowa <span class="_ _27"> </span>prowadzi </div><div class="t m0 x4a hf yb9c ff7 fs4 fc2 sc0 ls0 ws0">działalność <span class="_ _3"></span>w <span class="_ _3"></span>różnych <span class="_ _3"></span>segmentach <span class="_ _3"></span>biznesowych <span class="_ _3"></span>i <span class="_ _3"></span>stale <span class="_ _3"></span>podejmuje </div><div class="t m0 x4a hf yafc ff7 fs4 fc2 sc0 ls0 ws0">wyzwania <span class="_ _3"></span>związane <span class="_ _3"></span>ze <span class="_ _3"></span>zmieniającym <span class="_ _3"></span>się <span class="_ _3"></span>o<span class="_ _0"></span>toczeniem. <span class="_ _3"></span>W <span class="_ _3"></span>związku <span class="_ _3"></span>z </div><div class="t m0 x4a hf y64a ff7 fs4 fc2 sc0 ls0 ws0">tym, <span class="_ _22"> </span>opóźnienie <span class="_ _22"> </span>lub <span class="_ _45"> </span>zaniechanie <span class="_ _22"> </span>reorganizacji <span class="_ _22"> </span>struktur </div></div><div class="c x20 ydad w8e hd9"><div class="t m0 xa hf ydae ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">stosowanie ładu korporacyjnego; <span class="ff6"> </span></span></span></div><div class="t m0 xa hf ydaf ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zaangażowanie <span class="_ _b"> </span>doświadczonej <span class="_ _b"> </span>kadry </span></span></div><div class="t m0 xa4 hf ydb0 ff7 fs4 fc2 sc0 ls0 ws0">zarządzającej <span class="_ _22"> </span>i <span class="_ _45"> </span>spe<span class="_ _1"></span>cjalistów <span class="_ _22"> </span>z <span class="_ _45"> </span>zakresu </div><div class="t m0 xa4 hf yd40 ff6 fs4 fc2 sc0 ls0 ws0">optymalizacji procesów; </div></div><div class="c x11f ydad w8f hd9"><div class="t m0 x4a h16 y245 ff5 fs4 fc2 sc0 ls0 ws0">NISKI </div><div class="t m0 x4a h16 yb9b ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI </div><div class="t m0 x4a h16 yb9c ff5 fs4 fc2 sc0 ls0 ws0">WYSOKI </div><div class="t m0 x4a h16 yafc ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↙</span><span class="ls3d">)(</span><span class="ff8">↖</span><span class="ls3e">)(</span><span class="ff8">↔</span>) </div></div></div><div class="pi" ></div></div><div id="pf5f" class="pf w0 h0" ><div class="pc pc5f w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">95<span class="ls0"> </span></div></div><div class="c x1 y750 w8d hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">RYZYKO I OPIS </div></div><div class="c x20 y750 w8e hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">REAKCJA NA RYZYKO </div></div><div class="c x11f y750 w8f hb3"><div class="t m0 x4a h16 yb23 ff5 fs4 fca sc0 ls0 ws0">POZIOM </div><div class="t m0 x4a h16 y70b ff5 fs4 fca sc0 ls0 ws0">RYZYKA </div></div><div class="c x1 ydb1 w8d hda"><div class="t m0 x4a hf ydb2 ff7 fs4 fc2 sc0 ls0 ws0">organizacyjnych w ramach Grupy <span class="_ _1"></span>w odpowiednim momencie może </div><div class="t m0 x4a hf yb83 ff7 fs4 fc2 sc0 ls0 ws0">powodować <span class="_ _4b"> </span>opóźnienia <span class="_ _3e"> </span>w <span class="_ _4b"> </span>realizacji <span class="_ _3e"> </span>procesów <span class="_ _4b"> </span>biznesowych, </div><div class="t m0 x4a hf yb84 ff7 fs4 fc2 sc0 ls0 ws0">ograniczenia <span class="_ _44"> </span>w <span class="_ _3d"> </span>komunikacji <span class="_ _3d"> </span>wewnętrznej <span class="_ _44"> </span>i<span class="_ _0"></span> <span class="_ _3d"> </span>zewnętrznej, </div><div class="t m0 x4a hf yb85 ff7 fs4 fc2 sc0 ls0 ws0">dublowanie <span class="_ _19"> </span>realizowanych <span class="_ _19"> </span>zadań <span class="_ _19"> </span>lub <span class="_ _19"> </span>też <span class="_ _19"> </span>realizowanie <span class="_ _19"> </span>ich <span class="_ _19"> </span>w </div><div class="t m0 x4a hf yb86 ff6 fs4 fc2 sc0 ls0 ws0">oderwaniu <span class="_ _15"> </span>o<span class="_ _0"></span>d <span class="_ _27"> </span>procesów <span class="_ _27"> </span>biznes<span class="_ _0"></span>o<span class="ff7">wyc<span class="_ _0"></span>h. <span class="_ _27"> </span>Niewłaściwa <span class="_ _27"> </span>organizacja </span></div><div class="t m0 x4a hf yb87 ff7 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _17"> </span>może <span class="_ _19"> </span>również <span class="_ _17"> </span>zmni<span class="_ _0"></span>ejszyć <span class="_ _19"> </span>efektywność <span class="_ _17"> </span>działalności <span class="_ _19"> </span>lub </div><div class="t m0 x4a hf yb88 ff7 fs4 fc2 sc0 ls0 ws0">wydłużać  proces<span class="_ _1"></span>  d<span class="_ _1"></span>ecyzyjny,  c<span class="_ _1"></span>o <span class="_ _14"> </span>może  hamować <span class="_ _14"> </span>rozwój  Gru<span class="_ _1"></span>py <span class="_ _14"> </span>w </div><div class="t m0 x4a hf yb89 ff7 fs4 fc2 sc0 ls0 ws0">oderwaniu <span class="_ _15"> </span>o<span class="_ _0"></span>d <span class="_ _27"> </span>procesów <span class="_ _27"> </span>biznes<span class="_ _0"></span>owych. <span class="_ _27"> </span>Niewłaściwa <span class="_ _27"> </span>organizacja </div><div class="t m0 x4a hf yb8a ff7 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _17"> </span>może <span class="_ _19"> </span>również <span class="_ _17"> </span>zmni<span class="_ _0"></span>ejszyć <span class="_ _19"> </span>efektywność <span class="_ _17"> </span>działaln<span class="_ _0"></span>ości <span class="_ _19"> </span>lub </div><div class="t m0 x4a hf yb8b ff7 fs4 fc2 sc0 ls0 ws0">wydłużać proces decyzyjny, co może hamować rozwój Grupy.<span class="ff6"> </span></div></div><div class="c x20 ydb1 w8e hda"><div class="t m0 xa hf yb40 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wdrażanie <span class="_ _5"> </span>regulacji <span class="_ _14"> </span>wewnętrznych <span class="_ _5"> </span>i <span class="_ _14"> </span>procedur </span></span></div><div class="t m0 xa4 hf yb8d ff7 fs4 fc2 sc0 ls0 ws0">pozwalających <span class="_ _1c"> </span>na <span class="_ _10"> </span>sprawne <span class="_ _1c"> </span>i <span class="_ _10"> </span>efektywne </div><div class="t m0 xa4 hf yb8e ff7 fs4 fc2 sc0 ls0 ws0">działanie Grupy jako organizacji;<span class="ff6"> </span></div><div class="t m0 xa hf yc3a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">doskonalenie <span class="_ _45"> </span>i <span class="_ _45"> </span>optymalizacja <span class="_ _45"> </span>proc<span class="_ _0"></span>esów </span></span></div><div class="t m0 xa4 hf yb90 ff6 fs4 fc2 sc0 ls0 ws0">nakierowane <span class="_ _45"> </span>na <span class="_ _45"> </span>bu<span class="_ _0"></span>dowanie <span class="_ _5e"> </span>organizacji </div><div class="t m0 xa4 hf yb91 ff6 fs4 fc2 sc0 ls0 ws0">efektywnej biznesowo; </div><div class="t m0 xa hf yc3d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">analiza <span class="_ _10"> </span>trendów<span class="_ _0"></span> <span class="_ _1c"> </span>rynkowych <span class="_ _10"> </span>pod <span class="_ _1c"> </span>kątem </span></span></div><div class="t m0 xa4 hf y264 ff7 fs4 fc2 sc0 ls0 ws0">stosowania <span class="_ _3b"> </span>rozwiązań <span class="_ _3b"> </span>n<span class="_ _1"></span>ajbardziej </div><div class="t m0 xa4 hf yb94 ff6 fs4 fc2 sc0 ls0 ws0">adekwatnych do stopnia rozwoju Grupy;  </div><div class="t m0 xa hf ycb7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">dostosowanie <span class="_ _4c"> </span>struktury <span class="_ _1a"> </span>do <span class="_ _1a"> </span>aktualnych </span></span></div><div class="t m0 xa4 hf yc16 ff6 fs4 fc2 sc0 ls0 ws0">wymogów <span class="_ _3"></span>oraz <span class="_ _0"></span>praktyk <span class="_ _0"></span>rynkowych <span class="_ _3"></span>w <span class="_ _0"></span>o<span class="_ _0"></span>bszarze </div><div class="t m0 xa4 hf yc17 ff6 fs4 fc2 sc0 ls0 ws0">finansowym, <span class="_ _3d"> </span>operacyjnym <span class="_ _3d"> </span>oraz <span class="_ _3d"> </span>prawno-</div><div class="t m0 xa4 hf yc18 ff6 fs4 fc2 sc0 ls0 ws0">regulacyjnym; </div><div class="t m0 xa hf yd03 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">regularna <span class="_ _24"> </span>ko<span class="_ _0"></span>munikacja <span class="_ _4c"> </span>kierownictwa <span class="_ _1a"> </span>z </span></span></div><div class="t m0 xa4 hf yafc ff6 fs4 fc2 sc0 ls0 ws0">pracownikami w <span class="_ _0"></span>z<span class="_ _0"></span>akresie realizacji <span class="_ _0"></span>celów, <span class="_ _0"></span>misji </div><div class="t m0 xa4 hf y64a ff6 fs4 fc2 sc0 ls0 ws0">i wizji Grupy. </div></div><div class="c x1 ydb3 w8d hdb"><div class="t m0 x4a h16 y3f2 ff8 fs4 fc2 sc0 ls0 ws0">33.Ryzyko <span class="_ _24"> </span>niespełnienia <span class="_ _24"> </span>wymag<span class="_ _0"></span>ań <span class="_ _24"> </span>sprawozdawczości <span class="_ _24"> </span>i </div><div class="t m0 x4a h16 y3a5 ff8 fs4 fc2 sc0 ls0 ws0">obowiązków informacyjnych<span class="ff6"> </span></div><div class="t m0 x4a hf y571 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4a hf y572 ff7 fs4 fc2 sc0 ls0 ws0">Ryzyko <span class="_ _57"> </span>związ<span class="_ _0"></span>ane <span class="_ _57"> </span>jest <span class="_ _57"> </span>z <span class="_ _56"> </span>niespełnieniem <span class="_ _57"> </span>wymo<span class="_ _0"></span>gów </div><div class="t m0 x4a hf ydb4 ff7 fs4 fc2 sc0 ls0 ws0">sprawozdawczości <span class="_ _27"> </span>finansowej <span class="_ _27"> </span>oraz <span class="_ _16"> </span>obowiązków <span class="_ _27"> </span>informacyjnych </div><div class="t m0 x4a hf ydb5 ff7 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _5"> </span>nieterminowym <span class="_ _14"> </span>i <span class="_ _5"> </span>nieprawidłow<span class="_ _0"></span>ym <span class="_ _14"> </span>przekazaniem <span class="_ _5"></span>powyższych </div><div class="t m0 x4a hf y575 ff6 fs4 fc2 sc0 ls0 ws0">informacji. </div><div class="t m0 x4a hf yf5 ff7 fs4 fc2 sc0 ls0 ws0">Niespełnienie <span class="_ _19"> </span>wymogów<span class="_ _0"></span> <span class="_ _2b"> </span>dotyczących <span class="_ _19"> </span>sprawoz<span class="_ _0"></span>dawczości <span class="_ _19"> </span>mo<span class="_ _0"></span>że </div><div class="t m0 x4a hf y576 ff7 fs4 fc2 sc0 ls0 ws0">wpłynąć <span class="_ _16"> </span>negatywnie <span class="_ _17"> </span>na <span class="_ _16"> </span>reputac<span class="_ _0"></span>ję <span class="_ _16"> </span>Grupy, <span class="_ _17"> </span>zwłaszcza <span class="_ _16"> </span>w<span class="_ _0"></span> <span class="_ _16"> </span>oc<span class="_ _0"></span>zach </div><div class="t m0 x4a hf y577 ff7 fs4 fc2 sc0 ls0 ws0">inwestorów, <span class="_ _19"> </span>an<span class="_ _1"></span>alityków <span class="_ _19"> </span>ora<span class="_ _1"></span>z <span class="_ _19"> </span>i<span class="_ _1"></span>nstytu<span class="_ _1"></span>cji <span class="_ _19"> </span>fin<span class="_ _1"></span>ansowych. <span class="_ _19"> </span>Może <span class="_ _17"> </span>to </div><div class="t m0 x4a hf y578 ff7 fs4 fc2 sc0 ls0 ws0">prowadzić do u<span class="_ _1"></span>traty zaufania na <span class="_ _1"></span>rynku, a <span class="_ _1"></span>także wpływać na <span class="_ _1"></span>wycenę </div><div class="t m0 x4a hf ydb6 ff7 fs4 fc2 sc0 ls0 ws0">akcji i ogólną postrzeganą wiarygodność Grupy.<span class="ff6"> </span></div><div class="t m0 x4a hf ydb7 ff7 fs4 fc2 sc0 ls0 ws0">Niezgodność <span class="_ _17"> </span>z <span class="_ _17"> </span>wymogami <span class="_ _17"> </span>sprawozdawczości <span class="_ _17"> </span>finansowej <span class="_ _17"> </span>może </div><div class="t m0 x4a hf y961 ff7 fs4 fc2 sc0 ls0 ws0">prowadzić <span class="_ _18"> </span>do <span class="_ _18"> </span>o<span class="_ _0"></span>dpowiedzialności  prawnej, <span class="_ _18"> </span>w <span class="_ _15"> </span>tym  potencjalnych </div><div class="t m0 x4a hf yc44 ff7 fs4 fc2 sc0 ls0 ws0">sankcji <span class="_ _15"> </span>lub <span class="_ _27"> </span>kar <span class="_ _27"> </span>nałożonych <span class="_ _27"> </span>przez <span class="_ _27"> </span>organy <span class="_ _15"> </span>nadzoru <span class="_ _27"> </span>(np. <span class="_ _27"> </span>Komisję </div><div class="t m0 x4a hf yc45 ff7 fs4 fc2 sc0 ls0 ws0">Nadzoru Finansowego) za niewłaściwe sprawozdania finansowe.<span class="ff6"> </span></div></div><div class="c x20 ydb3 w8e hdb"><div class="t m0 xa hf y49d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">regularne <span class="_ _58"> </span>śledzenie <span class="_ _1f"> </span>zmian <span class="_ _1f"> </span>w <span class="_ _1f"> </span>przepisach </span></span></div><div class="t m0 xa4 hf ydb8 ff7 fs4 fc2 sc0 ls0 ws0">dotyczących <span class="_ _1f"> </span>sprawozdawczości <span class="_ _58"> </span>finansowej, </div><div class="t m0 xa4 hf y69b ff6 fs4 fc2 sc0 ls0 ws0">zarówno <span class="_ _10"> </span>na <span class="_ _1c"> </span>poziomie <span class="_ _10"> </span>krajowym, <span class="_ _10"> </span>jak <span class="_ _10"> </span>i </div><div class="t m0 xa4 hf ydb9 ff7 fs4 fc2 sc0 ls0 ws0">międzynarodowym, <span class="_ _22"> </span>oraz <span class="_ _1e"> </span>dostosowywanie </div><div class="t m0 xa4 hf y4e8 ff6 fs4 fc2 sc0 ls0 ws0">procesów <span class="_ _3"></span>sprawozdawczych <span class="_ _3"></span>w <span class="_ _4"></span>Grupie <span class="_ _3"></span>do <span class="_ _3"></span>tyc<span class="_ _0"></span>h </div><div class="t m0 xa4 hf ydba ff6 fs4 fc2 sc0 ls0 ws0">zmian; </div><div class="t m0 xa hf ydbb ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">stworzenie <span class="_ _10"> </span>skutecznych <span class="_ _10"> </span>procedur <span class="_ _10"> </span>au<span class="_ _0"></span>dytu </span></span></div><div class="t m0 xa4 hf ydbc ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznego i kontroli jakości danych, w <span class="_ _0"></span>tym </div><div class="t m0 xa4 hf ydbd ff7 fs4 fc2 sc0 ls0 ws0">systemów <span class="_ _19"> </span>informatycznych, <span class="_ _17"> </span>któ<span class="_ _0"></span>re <span class="_ _19"> </span>wspie<span class="_ _1"></span>rają </div><div class="t m0 xa4 hf ydbe ff7 fs4 fc2 sc0 ls0 ws0">dokładność <span class="_ _1a"> </span>i <span class="_ _3f"> </span>integralność<span class="_ _0"></span> <span class="_ _3f"> </span>sprawozdań </div><div class="t m0 xa4 hf ydbf ff6 fs4 fc2 sc0 ls0 ws0">finansowych; </div><div class="t m0 xa hf ydc0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">współpraca <span class="_ _17"> </span>z <span class="_ _17"> </span>audytorami <span class="_ _16"> </span>zewnętrznymi <span class="_ _16"> </span>lub<span class="_ _0"></span> </span></span></div><div class="t m0 xa4 hf ydc1 ff7 fs4 fc2 sc0 ls0 ws0">konsultantami <span class="_ _26"> </span>specjalizującymi <span class="_ _26"> </span>się <span class="_ _26"> </span>w </div><div class="t m0 xa4 hf yc39 ff7 fs4 fc2 sc0 ls0 ws0">rachunkowości, <span class="_ _44"> </span>którzy <span class="_ _44"> </span>mogą <span class="_ _44"> </span>pomóc <span class="_ _44"> </span>w<span class="_ _0"></span> </div><div class="t m0 xa4 hf yc3a ff7 fs4 fc2 sc0 ls0 ws0">weryfikacji <span class="_ _5a"> </span>poprawności <span class="_ _b"> </span>sprawozdań </div><div class="t m0 xa4 hf yb90 ff6 fs4 fc2 sc0 ls0 ws0">finansowych; </div><div class="t m0 xa hf yc3c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">zautomatyzowane <span class="_ _4"></span>systemy <span class="_ _4"></span>raportowania <span class="_ _4"></span>o<span class="_ _0"></span>raz </span></span></div><div class="t m0 xa4 hf yc4f ff7 fs4 fc2 sc0 ls0 ws0">harmonogramy <span class="_ _48"> </span>zamknięcia <span class="_ _4a"> </span>okresów </div><div class="t m0 xa4 hf y90c ff7 fs4 fc2 sc0 ls0 ws0">sprawozdawczych, <span class="_ _48"> </span>które <span class="_ _48"> </span>zapewniają </div><div class="t m0 xa4 hf ydc2 ff6 fs4 fc2 sc0 ls0 ws0">terminowe dostarczanie danych; </div><div class="t m0 xa hf ycb7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">weryfikacja <span class="_ _2b"> </span>ko<span class="_ _0"></span>ntrahentów <span class="_ _2b"> </span>przed <span class="_ _2a"> </span>podjęciem </span></span></div><div class="t m0 xa4 hf yc16 ff7 fs4 fc2 sc0 ls0 ws0">współpracy i w trakcie jej trwania;<span class="ff6"> </span></div><div class="t m0 xa hf y1e0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">regularne <span class="_ _58"> </span>szkolenia <span class="_ _28"> </span>p<span class="_ _0"></span>racowników <span class="_ _58"> </span>działów </span></span></div><div class="t m0 xa4 hf ycb8 ff7 fs4 fc2 sc0 ls0 ws0">finansowych  i  ks<span class="_ _1"></span>ięgowych,  które  pozwolą  im </div><div class="t m0 xa4 hf ycb9 ff7 fs4 fc2 sc0 ls0 ws0">być <span class="_ _43"> </span>na <span class="_ _62"> </span>bieżąco <span class="_ _62"> </span>z <span class="_ _62"> </span>w<span class="_ _0"></span>ymaganiami </div><div class="t m0 xa4 hf ycba ff7 fs4 fc2 sc0 ls0 ws0">sprawozdawczości <span class="_ _4e"> </span>oraz <span class="_ _4e"> </span>najlepszymi </div><div class="t m0 xa4 hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">praktykami. </div></div><div class="c x11f ydb3 w8f hdb"><div class="t m0 x4a h16 ydc3 ff8 fs4 fc2 sc0 ls0 ws0">ŚREDNI<span class="ff5"> </span></div><div class="t m0 x4a h16 ydc4 ff5 fs4 fc2 sc0 ls0 ws0">(<span class="ff8">↔</span>) </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf ydc5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydc6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydc7 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hf ydc8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydc9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydca ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydcb ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf60" class="pf w0 h0" ><div class="pc pc60 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">96<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hd y25c ff5 fs5 fc5 sc0 ls12 ws0">5.5.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">RYZYKO ZWIĄZANE Z CYBERBEZPIECZEŃSTWEM <span class="ff5"> </span></span></span></div><div class="t m0 x1 hf ydcc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydcd ff7 fs4 fc2 sc0 ls0 ws0">Zarządzanie <span class="_ _0"></span>bezpieczeństwem te<span class="_ _0"></span>chnologii <span class="_ _0"></span>informacyjnych <span class="_ _0"></span>(IT) <span class="_ _3"></span>i <span class="_ _0"></span>operacyjnych (O<span class="_ _0"></span>T) <span class="_ _0"></span>stanowi <span class="_ _3"></span>kluczowy element <span class="_ _0"></span>ochrony <span class="_ _0"></span>aktywów <span class="_ _3"></span>orga<span class="_ _0"></span><span class="ff6">nizacji </span></div><div class="t m0 x1 hf ydce ff7 fs4 fc2 sc0 ls0 ws0">przed zagrożeniami wewnętrznymi i zewnętrznymi w obliczu dynamicznego rozwoju cyberzagrożeń<span class="_ _1"></span>. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y3b7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydcf ff7 fs4 fc2 sc0 ls0 ws0">Dążenie <span class="_ _14"> </span>do <span class="_ _14"> </span>zapewnienia <span class="_ _14"> </span>odpowiedniego <span class="_ _14"> </span>poziomu <span class="_ _14"> </span>cyberbezpieczeństwa <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _14"> </span>Grupie <span class="_ _14"> </span>UNIMOT <span class="_ _14"> </span>wynika <span class="_ _14"> </span>z<span class="_ _0"></span>e <span class="_ _14"> </span>świadomości <span class="_ _14"> </span>zagrożeń, <span class="_ _14"> </span>jak <span class="_ _14"> </span>też <span class="_ _14"> </span>z </div><div class="t m0 x1 hf y993 ff7 fs4 fc2 sc0 ls0 ws0">wymogów prawnych, w <span class="_ _0"></span>szczególności: Ustawy o krajowym systemie cyberbezpieczeństwa (UoKSC) wraz z <span class="_ _0"></span>jej nowelizacją (z dnia 23 s<span class="_ _3"></span><span class="ff6">tycznia </span></div><div class="t m0 x1 hf ydd0 ff7 fs4 fc2 sc0 ls0 ws0">2026 <span class="_ _3"></span>r.), <span class="_ _4"></span>wynikającą <span class="_ _3"></span>z <span class="_ _3"></span>dyrektywy <span class="_ _4"></span>NIS2 <span class="_ _3"></span>(Dyrektywa <span class="_ _3"></span>(UE) <span class="_ _4"></span>2022/2555 <span class="_ _3"></span>Parlamentu <span class="_ _3"></span>Europejskiego <span class="_ _3"></span>I <span class="_ _4"></span>Rady <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _3"></span>dnia <span class="_ _3"></span>14 <span class="_ _4"></span>grudnia <span class="_ _3"></span>2022 <span class="_ _3"></span>r.<span class="_ _0"></span> <span class="_ _3"></span>w <span class="_ _4"></span>s<span class="_ _3"></span><span class="ff6">prawie </span></div><div class="t m0 x1 hf ydd1 ff7 fs4 fc2 sc0 ls0 ws0">środków na rzecz wspólnego wysokiego poziomu cyberbezp<span class="_ _1"></span>ieczeństwa w całej Unii). <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y60d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yaeb ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _4"></span>podjął <span class="_ _4"></span>działania <span class="_ _4"></span>służące <span class="_ _4"></span>podniesieniu <span class="_ _4"></span>bezpieczeństwa <span class="_ _4"></span>i <span class="_ _4"></span>ciągłości <span class="_ _4"></span>działania <span class="_ _4"></span>sieci <span class="_ _4"></span>i <span class="_ _4"></span>system<span class="_ _0"></span>ów <span class="_ _4"></span>informatycznych <span class="_ _4"></span>oraz <span class="_ _4"></span>imple<span class="_ _3"></span><span class="ff6">mentacji </span></div><div class="t m0 x1 hf y642 ff7 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _18"> </span>prawa, <span class="_ _15"> </span>m. <span class="_ _15"> </span>i<span class="_ _0"></span>n. <span class="_ _15"> </span>poprzez <span class="_ _15"> </span>wdrożenie <span class="_ _15"> </span>kompleksowego <span class="_ _15"> </span>Systemu <span class="_ _15"> </span>Zarządzania <span class="_ _15"> </span>Bezpieczeństwem <span class="_ _15"> </span>Informacji <span class="_ _15"> </span>(SZBI). <span class="_ _15"> </span>Działanie <span class="_ _15"> </span>w<span class="_ _3"></span><span class="ff6 ls3f">g </span></div><div class="t m0 x1 hf ydd2 ff7 fs4 fc2 sc0 ls0 ws0">jednolitych zasad SZBI przynosi korzyści dla całej Grupy Kap<span class="_ _1"></span>itałowej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ydd3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydd4 ff7 fs4 fc2 sc0 ls0 ws0">SZBI <span class="_ _3"></span>obejmuje <span class="_ _4"></span>zbiór <span class="_ _3"></span>polityk, <span class="_ _4"></span>procedur <span class="_ _3"></span>i <span class="_ _4"></span>mechanizmów <span class="_ _4"></span>kontroli, <span class="_ _4"></span>które <span class="_ _3"></span>umożliwiają <span class="_ _4"></span>skuteczne <span class="_ _3"></span>monitorow<span class="_ _0"></span>anie <span class="_ _3"></span>zagrożeń, <span class="_ _4"></span>ocenę <span class="_ _3"></span>ryzyk<span class="_ _3"></span><span class="ff6">a <span class="_ _4"></span>oraz </span></div><div class="t m0 x1 hf ydd5 ff7 fs4 fc2 sc0 ls0 ws0">szybkie <span class="_ _3"></span>reagowanie <span class="_ _3"></span>na <span class="_ _4"></span>incydenty. <span class="_ _4"></span>Zakres <span class="_ _3"></span>systemu <span class="_ _4"></span>oraz <span class="_ _4"></span>jego <span class="_ _3"></span>funkcjonalność <span class="_ _4"></span>spełnia <span class="_ _3"></span>wszelkie <span class="_ _3"></span>wymo<span class="_ _0"></span>gi <span class="_ _3"></span>zaw<span class="_ _0"></span>arte <span class="_ _3"></span>w <span class="_ _4"></span>obowiązującej <span class="_ _4"></span>Ust<span class="_ _0"></span><span class="ff6">awie <span class="_ _3"></span>o </span></div><div class="t m0 x1 hf y68a ff7 fs4 fc2 sc0 ls0 ws0">krajowym systemie cyberbezpie<span class="_ _1"></span>czeństwa. <span class="ff6"> </span></div><div class="t m0 x1 hf ydd6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y75d ff7 fs4 fc2 sc0 ls0 ws0">SZBI <span class="_ _0"></span>zo<span class="_ _0"></span>stało <span class="_ _0"></span>wdrożo<span class="_ _0"></span>ne <span class="_ _0"></span>w <span class="_ _3"></span>pierwszej <span class="_ _0"></span>kolejności <span class="_ _3"></span>w <span class="_ _0"></span>spółc<span class="_ _0"></span>e <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>Terminale <span class="_ _0"></span>Sp. <span class="_ _3"></span>z <span class="_ _0"></span>o.o<span class="_ _0"></span>., <span class="_ _3"></span>będącej <span class="_ _0"></span>operatorem <span class="_ _3"></span>usługi <span class="_ _0"></span>kluczowej, <span class="_ _3"></span>a <span class="_ _3"></span>tym<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span>samym </span></div><div class="t m0 x1 hf y3e6 ff7 fs4 fc2 sc0 ls0 ws0">bezpośrednio podlegając<span class="_ _0"></span>ej <span class="_ _0"></span>regulacjom <span class="_ _0"></span>wynikającym <span class="_ _3"></span>z <span class="_ _0"></span>pierwszej <span class="_ _0"></span>UoKSC. <span class="_ _0"></span>Ponadto, <span class="_ _0"></span>w <span class="_ _0"></span>związku <span class="_ _3"></span>z <span class="_ _0"></span>planowaną <span class="_ _0"></span>nowelizacją <span class="_ _0"></span>UoKSC <span class="_ _0"></span>szereg <span class="_ _4"></span>spółek </div><div class="t m0 x1 hf y75e ff7 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _3"></span>będzie <span class="_ _4"></span>zakwalifikowanych <span class="_ _3"></span>jako <span class="_ _4"></span>podmioty <span class="_ _3"></span>kluczowe <span class="_ _4"></span>lub <span class="_ _3"></span>ważne <span class="_ _4"></span>–<span class="ff6"> <span class="_ _4"></span></span>w <span class="_ _4"></span>rozumieniu<span class="_ _1"></span> <span class="_ _3"></span>tej <span class="_ _4"></span>Ustawy. <span class="_ _4"></span>W <span class="_ _3"></span>zw<span class="_ _0"></span>iązku <span class="_ _3"></span>z <span class="_ _4"></span>tym <span class="_ _3"></span>prowadzone <span class="_ _3"></span>są <span class="_ _4"></span>dalsze </div><div class="t m0 x1 hf yec ff7 fs4 fc2 sc0 ls0 ws0">działania mające na <span class="_ _0"></span>celu dostosowanie zabezpieczenie dokumentacji <span class="_ _0"></span>normatywnej, infrastruktury informacyjnej o<span class="_ _0"></span>raz procesów<span class="_ _3"></span><span class="ff6"> </span>zarządzania </div><div class="t m0 x1 hf y75f ff7 fs4 fc2 sc0 ls0 ws0">cyberbezpieczeństwem do nowych wymogów regulacyjnych także w in<span class="_ _1"></span>nych podmiotach Grupy. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ydd7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydd8 ff7 fs4 fc2 sc0 ls0 ws0">Wdrożenie SZBI przynosi organizacji wymierne korzyści, m. in.:<span class="ff6"> </span></div><div class="t m0 x47 hf ydd9 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">minimalizację ryzyka naruszeń bezpieczeństwa, a w konsekwen<span class="_ _1"></span>cji strat finansowych wynikających z cyberataków,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y370 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zwiększenie <span class="_ _4"></span>odporności <span class="_ _5"> </span>sieci <span class="_ _5"></span>oraz <span class="_ _5"> </span>systemów <span class="_ _5"> </span>informatycznych <span class="_ _5"></span>na <span class="_ _5"></span>celowe <span class="_ _5"></span>i <span class="_ _4"></span>szkodliwe <span class="_ _5"> </span>działania <span class="_ _5"></span>mające <span class="_ _5"> </span>na <span class="_ _5"> </span>celu <span class="_ _5"> </span>uszkodzenie <span class="_ _5"></span>lub </span></span></div><div class="t m0 x17 hf ydda ff7 fs4 fc2 sc0 ls0 ws0">przerwanie działania systemów,<span class="ff6"> </span></div><div class="t m0 x47 hf y600 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">poprawę poziomu zapewnienia ciągłości działania Grupy UN<span class="_ _1"></span>IMOT,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf yddb ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zwiększenie zaufania klientów i partnerów biznesowych poprzez zap<span class="_ _1"></span>ewnienie wysokiego poziomu ochrony danych,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf yddc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">optymalizację procesów operacyjnych dzięki<span class="_ _1"></span> jasno określonym procedurom zarządzania bezpieczeństwem informacji,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y791 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wzmocnienie konkurencyjności na rynku poprzez spełnienie<span class="_ _1"></span> międzynarodowych standardów bezpieczeństwa.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf yddd ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zabezpieczenie <span class="_ _17"> </span>łańcucha <span class="_ _17"> </span>dostaw <span class="_ _17"> </span>oraz <span class="_ _17"> </span>sprawniejsze <span class="_ _17"> </span>spełnianie <span class="_ _17"> </span>rygorystycznych <span class="_ _17"> </span>wymagań <span class="_ _17"> </span>b<span class="_ _0"></span>ezpieczeństwa <span class="_ _17"> </span>dla <span class="_ _17"> </span>podmiotów </span></span></div><div class="t m0 x17 hf ydde ff6 fs4 fc2 sc0 ls0 ws0">kluczowych. </div><div class="t m0 x47 hf yddf ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">skrócenie czasu reakcji na incydenty oraz szybsze przywracanie funkcjonowania biznesu<span class="_ _1"></span> po ewentualnym ataku.<span class="_ _3"></span> </span></span></div><div class="t m0 x1 hf y4e8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y574 ff7 fs4 fc2 sc0 ls0 ws0">Strategiczne <span class="_ _1"></span>podejście <span class="_ _1"></span>do <span class="_ _1"></span>zarządzania <span class="_ _1"></span>bezpieczeństwem <span class="_ _9"></span>i<span class="_ _0"></span>nformacji w <span class="_ _1"></span>Grupi<span class="_ _1"></span>e <span class="_ _1"></span>Kapitałowej koncentru<span class="_ _1"></span>je się<span class="_ _1"></span> nie <span class="_ _9"></span>tylko<span class="_ _0"></span> n<span class="_ _1"></span>a zape<span class="_ _1"></span>wnieni<span class="_ _0"></span>u zgodności </div><div class="t m0 x1 hf y9a1 ff7 fs4 fc2 sc0 ls0 ws0">z <span class="_ _14"> </span>obowiąz<span class="_ _0"></span>ującymi <span class="_ _14"> </span>regulacjami, <span class="_ _14"> </span>lecz <span class="_ _14"> </span>także  na <span class="_ _5"> </span>budowaniu <span class="_ _14"> </span>k<span class="_ _0"></span>ultury  org<span class="_ _1"></span>anizacyjnej, <span class="_ _14"> </span>w  kt<span class="_ _1"></span>órej <span class="_ _14"> </span>bezpieczeństwo <span class="_ _14"> </span>informacji  stan<span class="_ _1"></span>ow<span class="_ _3"></span><span class="ff6">i <span class="_ _14"> </span>priorytet. </span></div><div class="t m0 x1 hf y4c5 ff7 fs4 fc2 sc0 ls0 ws0">Kluczową rolę w tym procesie odgrywają szkolenia oraz systematyczne podnoszenie kompetencji pracowników w zakresie ochrony da<span class="_ _0"></span><span class="ff6">nych i </span></div><div class="t m0 x1 hf y9a3 ff7 fs4 fc2 sc0 ls0 ws0">przeciwdziałania cyberzagrożeniom.<span class="ff6"> </span></div><div class="t m0 x1 hf y9a4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yde0 ff7 fs4 fc2 sc0 ls0 ws0">Wdrożenie <span class="_ _4"></span>SZBI <span class="_ _14"> </span>umożliwia <span class="_ _5"></span>organizacji <span class="_ _5"> </span>dostosowanie <span class="_ _5"> </span>się <span class="_ _5"> </span>do <span class="_ _14"> </span>najlepszych <span class="_ _4"></span>praktyk <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _5"> </span>zakresie <span class="_ _5"> </span>zarz<span class="_ _0"></span>ądzania <span class="_ _5"></span>bezpieczeństwem <span class="_ _5"></span>informacj<span class="_ _3"></span><span class="ff6">i, <span class="_ _5"> </span>co </span></div><div class="t m0 x1 hf y9a5 ff6 fs4 fc2 sc0 ls0 ws0">wzmacnia zaufanie interesariuszy, w tym klientów, akcjonariuszy, ins<span class="_ _1"></span>tytucji finansowych i partnerów biznesowych.<span class="_ _0"></span> </div><div class="t m0 x1 hf yde1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yde2 ff5 fs5 fc5 sc0 ls12 ws0">5.6.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">CHARAKTERYSTYKA ZEWNĘTRZNYCH<span class="_ _1"></span> I WEWNĘTRZNYCH CZYNNIKÓW I<span class="_ _1"></span>STOTNYCH DLA </span></span></div><div class="t m0 x49 hd y5a4 ff8 fs5 fc5 sc0 ls0 ws0">ROZWOJU UNIMOT S.A. I GRUPY KAPITAŁOWEJ  <span class="ff5">    </span></div><div class="t m0 x1 hf y79a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yc54 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _16"> </span>ramach <span class="_ _27"> </span>bieżącej <span class="_ _16"> </span>działalności <span class="_ _16"> </span>Grupy <span class="_ _27"> </span>w <span class="_ _16"> </span>okresie <span class="_ _16"> </span>sprawozdawczym <span class="_ _16"> </span>będącym <span class="_ _27"> </span>przedmiotem <span class="_ _16"> </span>niniejszego <span class="_ _27"> </span>raportu, <span class="_ _16"> </span>Grupa <span class="_ _16"> </span>identyfikuje </div><div class="t m0 x1 hf ybc1 ff7 fs4 fc2 sc0 ls0 ws0">zewnętrzne <span class="_ _0"></span>i <span class="_ _3"></span>wewnętrzne c<span class="_ _0"></span>zynniki, <span class="_ _0"></span>któ<span class="_ _0"></span>re <span class="_ _0"></span>mogą <span class="_ _3"></span>mieć <span class="_ _0"></span>wpływ <span class="_ _3"></span>na <span class="_ _0"></span>długoterminowe <span class="_ _0"></span>wyniki <span class="_ _3"></span>finansowe <span class="_ _0"></span>Grupy, <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _3"></span>następujących <span class="_ _0"></span>kluczowych <span class="_ _4"></span><span class="ff6">dla </span></div><div class="t m0 x1 hf yde3 ff7 fs4 fc2 sc0 ls0 ws0">działalności Spółki i Grupy obszarach:<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf61" class="pf w0 h0" ><div class="pc pc61 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">97<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y5e ff5 fs4 fc2 sc0 ls0 ws0">GEOPOLITYKA<span class="ff6">, tj. <span class="ff7">zmian<span class="_ _1"></span>y czynników i<span class="_ _1"></span> zjawisk <span class="_ _1"></span>geopolitycznych, <span class="_ _1"></span>w t<span class="_ _1"></span>ym w s<span class="_ _1"></span>zczególności p<span class="_ _1"></span>olityka klimatyczna <span class="_ _1"></span>i środ<span class="_ _1"></span>owiskowa Unii <span class="_ _1"></span>Europe<span class="_ _1"></span>jskiej, </span></span></div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">rozbieżność <span class="_ _3"></span>interes<span class="_ _1"></span>ów <span class="_ _3"></span>poszczególnych <span class="_ _0"></span>państw, <span class="_ _3"></span>konflikt<span class="_ _0"></span><span class="ff6">y <span class="_ _3"></span>zbrojne <span class="_ _3"></span>w <span class="_ _3"></span>Ukrainie <span class="_ _0"></span>i <span class="_ _3"></span>na <span class="_ _3"></span>Bliskim <span class="_ _3"></span>Wschodzie</span>, <span class="_ _3"></span>możliwe <span class="_ _3"></span>zmiany <span class="_ _0"></span>systemu <span class="_ _3"></span>światowego </div><div class="t m0 x1 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">handlu <span class="_ _4"></span>wynikające <span class="_ _3"></span>z<span class="_ _0"></span><span class="ff6"> <span class="_ _4"></span>polityki <span class="_ _4"></span></span>Stanach <span class="_ _3"></span>Zjednoczo<span class="_ _0"></span>nych <span class="_ _4"></span>oraz <span class="_ _3"></span>inne <span class="_ _4"></span>napięcia <span class="_ _4"></span>pomiędzy <span class="_ _4"></span>największymi <span class="_ _3"></span>go<span class="_ _0"></span>spodarkami <span class="_ _3"></span>świata, <span class="_ _4"></span>mo<span class="_ _0"></span>gą <span class="_ _4"></span>powodować </div><div class="t m0 x1 hf y399 ff7 fs4 fc2 sc0 ls0 ws0">ograniczony <span class="_ _3"></span>dostęp <span class="_ _3"></span>do <span class="_ _3"></span>surowców <span class="_ _4"></span>i <span class="_ _3"></span>ich <span class="_ _3"></span>podaży, <span class="_ _3"></span>a <span class="_ _3"></span>także <span class="_ _3"></span>znaczną <span class="_ _3"></span>zmienność <span class="_ _3"></span>cen <span class="_ _3"></span>na <span class="_ _4"></span>rynku <span class="_ _3"></span>paliw <span class="_ _3"></span>i <span class="_ _3"></span>energii <span class="_ _3"></span>elektrycznej, <span class="_ _4"></span>a <span class="_ _4"></span>także <span class="_ _3"></span>zakłócenia <span class="_ _3"></span>w </div><div class="t m0 x1 h16 y39a ff7 fs4 fc2 sc0 ls0 ws0">łańcuchu dostaw.<span class="ff5"> </span></div><div class="t m0 x1 hf y159 ff7 fs4 fc2 sc0 ls0 ws0">Po <span class="_ _17"> </span>w<span class="_ _0"></span>yborach <span class="_ _17"> </span>prezydenckich <span class="_ _17"> </span>w <span class="_ _17"> </span>Stanach <span class="_ _17"> </span>Zjed<span class="_ _0"></span>noczonych <span class="_ _17"> </span>moż<span class="_ _0"></span>na <span class="_ _17"> </span>zaobserwować <span class="_ _17"> </span>istotne <span class="_ _17"> </span>zmiany <span class="_ _19"> </span>w <span class="_ _17"> </span>globalnym <span class="_ _17"> </span>otoczeniu <span class="_ _17"> </span>polityczno<span class="_ _3"></span><span class="ff6">-</span></div><div class="t m0 x1 hf y55a ff7 fs4 fc2 sc0 ls0 ws0">gospodarczym, które <span class="_ _1"></span>w coraz więks<span class="_ _1"></span>zym stopniu <span class="_ _1"></span>wpływają na dyn<span class="_ _1"></span>amikę relacji <span class="_ _1"></span>międzynarodowych. Zarysowuje s<span class="_ _1"></span>ię nowa stru<span class="_ _1"></span>ktura zal<span class="_ _0"></span>eżności </div><div class="t m0 x1 hf y10a ff6 fs4 fc2 sc0 ls0 ws0">i <span class="_ _3"></span>prio<span class="ff7">rytetów <span class="_ _3"></span>w <span class="_ _4"></span>handlu <span class="_ _0"></span>mię<span class="_ _0"></span>dzynarodowym, <span class="_ _4"></span>szczególnie<span class="_ _1"></span> <span class="_ _3"></span>pomiędzy <span class="_ _3"></span>największymi <span class="_ _3"></span>gospodarkami <span class="_ _3"></span>świata, <span class="_ _4"></span>takimi <span class="_ _3"></span>jak <span class="_ _3"></span>Stany <span class="_ _3"></span>Zjednoczone, <span class="_ _3"></span>Unia </span></div><div class="t m0 x1 hf y55b ff6 fs4 fc2 sc0 ls0 ws0">Europejska, Chiny. <span class="ls40">Ad</span><span class="ff7">min<span class="_ _0"></span>istracja USA, realizując <span class="_ _0"></span>strategię ochrony <span class="_ _0"></span>krajowego przemysłu i <span class="_ _0"></span>równoważenia bilansu handlowego, zdecydował<span class="_ _3"></span></span><span class="ls27">a </span></div><div class="t m0 x1 hf y55c ff7 fs4 fc2 sc0 ls0 ws0">się na wprowadzenie dodatkowyc<span class="_ _0"></span>h ceł importowyc<span class="_ _0"></span>h na szeroką <span class="_ _0"></span>gamę towarów.<span class="_ _0"></span><span class="ff6"> </span>Tego <span class="_ _0"></span>rodzaju posunięcia mogą w <span class="_ _0"></span>krótkim i średnim o<span class="_ _0"></span>kresie </div><div class="t m0 x1 hf y55d ff7 fs4 fc2 sc0 ls0 ws0">wpłynąć destabilizująco na globalne przepływy towarowe, poziom in<span class="_ _1"></span>westycji oraz przewidywalność polityki handlowej.<span class="ff6"> </span></div><div class="t m0 x1 hf yde4 ff7 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _0"></span>przyszłe <span class="_ _0"></span>wyniki <span class="_ _3"></span>finansowe <span class="_ _0"></span>Grupy <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>będzie <span class="_ _0"></span>miał <span class="_ _0"></span>wpływ <span class="_ _3"></span>trwający <span class="_ _0"></span>konflikt <span class="_ _0"></span>zbrojny <span class="_ _3"></span>na Bl<span class="_ _0"></span>iskim <span class="_ _0"></span>Wschodzie. <span class="_ _0"></span>Syt<span class="_ _0"></span>uacja <span class="_ _0"></span>geopolit<span class="_ _3"></span><span class="ff6">yczna <span class="_ _0"></span>w </span></div><div class="t m0 x1 hf yde5 ff7 fs4 fc2 sc0 ls0 ws0">tym <span class="_ _9"></span>regionie <span class="_ _9"></span>o<span class="_ _0"></span>ddziałuje <span class="_ _9"></span>na <span class="_ _1"></span>rynki <span class="_ _9"></span>g<span class="_ _0"></span>lobalne, <span class="_ _9"></span>w <span class="_ _1"></span>szczególności <span class="_ _9"></span>poprzez <span class="_ _1"></span>wahania <span class="_ _9"></span>cen <span class="_ _9"></span>surowc<span class="_ _0"></span>ów <span class="_ _9"></span>energetycznych, <span class="_ _1"></span>takich <span class="_ _9"></span>jak <span class="_ _9"></span>ropa naf<span class="ff6">to<span class="_ _0"></span>wa, <span class="_ _9"></span>produkty </span></div><div class="t m0 x1 hf yde6 ff7 fs4 fc2 sc0 ls0 ws0">ropopochodne <span class="_ _1"></span>i <span class="_ _1"></span>gaz. <span class="_ _1"></span>Niestabilność prowadzi <span class="_ _9"></span>do zakłóceń w <span class="_ _9"></span>ł<span class="_ _0"></span>ańcuchach <span class="_ _9"></span>dostaw, wzrostu kosztów <span class="_ _1"></span>tran<span class="_ _1"></span>sportu oraz <span class="_ _9"></span>niepewności inwes<span class="_ _0"></span><span class="ff6">tycyjnej.<span class="_ _0"></span> </span></div><div class="t m0 x1 hf yde7 ff7 fs4 fc2 sc0 ls0 ws0">Dodatkowo, <span class="_ _4"></span>z<span class="_ _0"></span>mienność <span class="_ _4"></span>kursów <span class="_ _4"></span>w<span class="_ _0"></span>alut <span class="_ _4"></span>oraz <span class="_ _5"></span>reakcje <span class="_ _4"></span>rynków <span class="_ _5"></span>finansowych <span class="_ _4"></span>na <span class="_ _5"></span>bieżące <span class="_ _4"></span>wydarzenia <span class="_ _5"> </span>mogą <span class="_ _5"></span>wpływać <span class="_ _5"></span>na <span class="_ _4"></span>po<span class="_ _3"></span><span class="ff6">ziom <span class="_ _4"></span>przychodów<span class="_ _0"></span> <span class="_ _4"></span>i </span></div><div class="t m0 x1 hf yde8 ff7 fs4 fc2 sc0 ls0 ws0">kosztów działalności. W efekcie czynniki te<span class="_ _1"></span> mogą kształtować przyszłą sytuację finansową przedsiębiorstwa. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yde9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydea ff7 fs4 fc2 sc0 ls0 ws0">Wśród <span class="_ _19"> </span>potencjalnych <span class="_ _19"> </span>konsekwencji <span class="_ _19"> </span>wskazuje <span class="_ _19"> </span>się <span class="_ _19"> </span>na <span class="_ _19"> </span>wzrost <span class="_ _19"> </span>kosztów <span class="_ _19"> </span>surowców <span class="_ _19"> </span>energetycznych <span class="_ _19"> </span>i <span class="_ _19"> </span>przemysłowych, <span class="_ _19"> </span>zaburzenia <span class="_ _19"> </span>w </div><div class="t m0 x1 hf y857 ff7 fs4 fc2 sc0 ls0 ws0">funkcjonowaniu <span class="_ _16"> </span>ł<span class="_ _0"></span>ańcuchów <span class="_ _17"> </span>dostaw, <span class="_ _16"> </span>a <span class="_ _17"> </span>także <span class="_ _16"> </span>o<span class="_ _0"></span>późnienia <span class="_ _16"> </span>w <span class="_ _17"> </span>realizacji <span class="_ _17"> </span>projektów <span class="_ _16"> </span>infrastrukturalnych <span class="_ _16"> </span>i <span class="_ _17"> </span>przemysłowych, <span class="_ _17"> </span>wynikające <span class="_ _16"> </span>z<span class="_ _0"></span> </div><div class="t m0 x1 hf y567 ff6 fs4 fc2 sc0 ls0 ws0">niestabilnych warunków importowych i wahania cen komponen<span class="_ _1"></span>tów. <span class="_ _0"></span> </div><div class="t m0 x1 hf ydeb ff7 fs4 fc2 sc0 ls0 ws0">Jednocześnie <span class="_ _5"></span>należy <span class="_ _5"></span>zaznaczyć, <span class="_ _5"></span>że <span class="_ _5"> </span>na <span class="_ _5"> </span>o<span class="_ _0"></span>becnym <span class="_ _5"></span>etapie <span class="_ _4"></span>skala <span class="_ _5"> </span>i <span class="_ _14"> </span>kierunek <span class="_ _5"></span>zmian <span class="_ _5"> </span>pozostają <span class="_ _14"> </span>trudne<span class="_ _1"></span> <span class="_ _5"> </span>do <span class="_ _14"> </span>jednoznacznego <span class="_ _4"></span>o<span class="_ _0"></span>szacowania.  <span class="ff6">Gru<span class="_ _1"></span>pa </span></div><div class="t m0 x1 hf yb0 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT<span class="ff7">, <span class="_ _0"></span>choć aktywnie <span class="_ _0"></span>monitoruje <span class="_ _0"></span>rozwój <span class="_ _0"></span>sytuacji, <span class="_ _0"></span>nie jest <span class="_ _0"></span>w <span class="_ _0"></span>stanie obecnie <span class="_ _0"></span>określić <span class="_ _0"></span>potencjalnych <span class="_ _0"></span>skutków <span class="_ _0"></span>tych przekształceń <span class="_ _0"></span>dla <span class="_ _0"></span>s<span class="_ _3"></span></span>wojej </div><div class="t m0 x1 hf ydec ff7 fs4 fc2 sc0 ls0 ws0">sytuacji <span class="_ _3"></span>finansowej, <span class="_ _3"></span>majątkow<span class="_ _0"></span>ej <span class="_ _3"></span>ani <span class="_ _3"></span>kadrowej. <span class="_ _3"></span>W<span class="_ _0"></span>szelkie <span class="_ _3"></span>ewentualne <span class="_ _3"></span>dział<span class="_ _0"></span>ania <span class="_ _3"></span>będą <span class="_ _4"></span>uzależnione <span class="_ _3"></span>od <span class="_ _3"></span>dal<span class="_ _0"></span>szego <span class="_ _3"></span>rozwo<span class="_ _0"></span>ju <span class="_ _3"></span>wydarzeń <span class="_ _3"></span>na <span class="_ _5"> </span><span class="ff6">arenie<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y417 ff7 fs4 fc2 sc0 ls0 ws0">międzynarodowej oraz od pojawienia się konkre<span class="_ _1"></span>tnych regulacji wpływających bezpośrednio na działalność operacyjną Spół<span class="_ _0"></span>ki.<span class="ff6"> </span></div><div class="t m0 x1 h16 yded ff5 fs4 fc2 sc0 ls0 ws0">MAKROEKONOMIA<span class="ff7">, tj. zmiany sytuacji gospodarczej powodująca wahania wskaźników makroekonomicznych, w tym zmiany kursów<span class="_ _1"></span> walut i </span></div><div class="t m0 x1 hf y2c3 ff7 fs4 fc2 sc0 ls0 ws0">stóp <span class="_ _3"></span>procentowych. <span class="_ _3"></span>Zmiany <span class="_ _3"></span>mogą <span class="_ _3"></span>doprowadzić <span class="_ _3"></span>do <span class="_ _3"></span>spowolnienia <span class="_ _3"></span>gospodarczego, <span class="_ _3"></span>a <span class="_ _3"></span>nawet <span class="_ _3"></span>recesji <span class="_ _3"></span>na <span class="_ _3"></span>rynkach <span class="_ _3"></span>globalnych, <span class="_ _3"></span>a <span class="_ _3"></span>tym <span class="_ _3"></span>sa<span class="_ _0"></span>mym <span class="_ _5"></span><span class="ff6">na </span></div><div class="t m0 x1 hf ydee ff6 fs4 fc2 sc0 ls0 ws0">rynku krajowym. <span class="ff7">Spowolnienie gospodarcze może prowadzić do spadku<span class="_ _1"></span> popytu na towary i produkty oferowane przez Grupę.<span class="_ _0"></span><span class="ff6 fc4"> </span></span></div><div class="t m0 x1 h16 ydef ff5 fs4 fc2 sc0 ls0 ws0">PRAWO <span class="_ _3"></span>I <span class="_ _3"></span>REGULACJE<span class="ff7">, <span class="_ _3"></span>tj. <span class="_ _0"></span>zmiany <span class="_ _3"></span>systemu <span class="_ _3"></span>prawnego, <span class="_ _0"></span>niepewność<span class="_ _0"></span> <span class="_ _3"></span>otoczenia <span class="_ _3"></span>regul<span class="_ _1"></span>acyjnego, <span class="_ _3"></span>niespójność <span class="_ _3"></span>w <span class="_ _3"></span>interp<span class="_ _1"></span>retacji <span class="_ _3"></span>przepisów, <span class="_ _0"></span>m.in. <span class="_ _3"></span>w </span></div><div class="t m0 x1 hf ydf0 ff7 fs4 fc2 sc0 ls0 ws0">zakresie <span class="_ _1"></span>obciążeń podatkowych, <span class="_ _1"></span>nakładania dodatkowych <span class="_ _1"></span>obowiązków finansowych i <span class="_ _1"></span>niefinan<span class="_ _1"></span>sowych na <span class="_ _1"></span>podmioty działające n<span class="_ _1"></span>a rynku<span class="ff6"> paliw </span></div><div class="t m0 x1 hf ydf1 ff6 fs4 fc2 sc0 ls0 ws0">i energii, <span class="ff7">a także zmiany regulacyjnych wynikających z wymogów środowiskowych, mających wpływ na Gr<span class="_ _1"></span>upę. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 h16 y842 ff5 fs4 fc2 sc0 ls0 ws0">KONKURENCJA<span class="ff7">, <span class="_ _4"></span>tj. <span class="_ _5"></span>zakłócenia <span class="_ _4"></span>w <span class="_ _4"></span>konkurencji <span class="_ _4"></span>w <span class="_ _4"></span>zw<span class="_ _0"></span>iązku <span class="_ _4"></span>z <span class="_ _4"></span>istnieniem <span class="_ _4"></span>szarej <span class="_ _4"></span>strefy <span class="_ _4"></span>(nieprzestrzeganiem <span class="_ _4"></span>przez <span class="_ _5"></span>nieuczciwych <span class="_ _4"></span>kontrahentów </span></div><div class="t m0 x1 hf ydf2 ff7 fs4 fc2 sc0 ls0 ws0">przepisów <span class="_ _14"> </span>o <span class="_ _14"> </span>koncesji, <span class="_ _14"> </span>VAT <span class="_ _14"> </span>lub <span class="_ _14"> </span>embarga), <span class="_ _14"> </span>a <span class="_ _14"> </span>także <span class="_ _14"> </span>pojawienie <span class="_ _14"> </span>si<span class="_ _0"></span>ę <span class="_ _14"> </span>na <span class="_ _14"> </span>polskim <span class="_ _14"> </span>rynku <span class="_ _14"> </span>nowych <span class="_ _14"> </span>międzynarodowych <span class="_ _14"> </span>koncernów <span class="_ _14"> </span>lub<span class="_ _0"></span> <span class="_ _14"> </span>zmiany </div><div class="t m0 x1 hf y9d1 ff7 fs4 fc2 sc0 ls0 ws0">zachowań podmiotów <span class="_ _9"></span>działających <span class="_ _1"></span>w P<span class="_ _1"></span>olsce <span class="_ _1"></span>w <span class="_ _1"></span>branży <span class="_ _9"></span>o<span class="_ _0"></span>brotu <span class="_ _1"></span>towarami. <span class="_ _9"></span>Powyż<span class="_ _0"></span>sze <span class="_ _9"></span>z<span class="_ _0"></span>jawiska m<span class="_ _1"></span>ogą <span class="_ _1"></span>spowodować <span class="_ _1"></span>spade<span class="_ _1"></span>k e<span class="_ _1"></span>fektywności <span class="_ _1"></span>importu </div><div class="t m0 x1 hf y9d2 ff6 fs4 fc2 sc0 ls0 ws0">produktów.<span class="fs9">  </span></div><div class="t m0 x1 h16 ydf3 ff8 fs4 fc2 sc0 ls0 ws0">PREFERENCJE SPOŁ<span class="_ _1"></span>ECZNE<span class="ff7">, tj. p<span class="_ _1"></span>rzewidywana <span class="_ _1"></span>dalsza e<span class="_ _1"></span>wolucji p<span class="_ _1"></span>referencji społecznych <span class="_ _1"></span>w <span class="_ _1"></span>kierunku <span class="_ _1"></span>dbałości o <span class="_ _1"></span>środowisko <span class="_ _1"></span>i <span class="_ _1"></span>klimat, <span class="_ _1"></span>prowadzenie </span></div><div class="t m0 x1 hf ydf4 ff7 fs4 fc2 sc0 ls0 ws0">zrównoważonej działalności i odpowiedzialności społecznej. <span class="ff6"> </span></div><div class="t m0 x1 h16 ya29 ff8 fs4 fc2 sc0 ls0 ws0">BEZPIECZEŃSTWO<span class="ff7">, <span class="_ _17"> </span>tj. <span class="_ _19"> </span>konieczność <span class="_ _17"> </span>zapewnienie <span class="_ _17"> </span>bezpieczeństwa <span class="_ _19"> </span>fizycznego <span class="_ _17"> </span>i <span class="_ _17"> </span>infrastruktury <span class="_ _19"> </span>informatycznej, <span class="_ _17"> </span>które <span class="_ _17"> </span>narażo<span class="_ _0"></span>ne <span class="_ _17"> </span>są <span class="_ _19"> </span>na </span></div><div class="t m0 x1 hf ya2a ff7 fs4 fc2 sc0 ls0 ws0">destabilizację wynikającą m.in. z napiętej sytu<span class="_ _1"></span>acji geopolitycznej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y309 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 ydf5 ff8 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>ramach <span class="_ _3"></span>powyższy<span class="_ _0"></span>ch <span class="_ _3"></span>głównych <span class="_ _3"></span>czynników, <span class="_ _3"></span>należy <span class="_ _3"></span>w <span class="_ _4"></span>szczególności <span class="_ _0"></span>m<span class="_ _0"></span>ieć <span class="_ _3"></span>na <span class="_ _3"></span>uwadze <span class="_ _4"></span>następujące <span class="_ _3"></span>kwestie, <span class="_ _3"></span>które <span class="_ _4"></span>mogą <span class="_ _3"></span>mieć <span class="_ _3"></span>wpływ <span class="_ _4"></span>na </div><div class="t m0 x1 h16 ydf6 ff8 fs4 fc2 sc0 ls0 ws0">Emitenta i jego Grupę w perspektywie krótkoterminowej:<span class="ff5"> </span></div><div class="t m0 x1 h16 ydf7 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff5">Poziom stóp <span class="_ _1"></span>procentowych<span class="ff6"> <span class="ff7">–</span> <span class="ff7">Grupa <span class="_ _1"></span>korzysta z zewnętr<span class="_ _1"></span>znych źródeł finan<span class="_ _1"></span>sowania (głównie kr<span class="_ _1"></span>edyty i pożyczki w <span class="_ _1"></span>złotych polskich<span class="_ _1"></span>, a także </span></span></span></span></div><div class="t m0 x60 hf ydf8 ff7 fs4 fc2 sc0 ls0 ws0">w dolarach amerykańskich i euro), których koszt jest uzależniony od poziomu stóp procentowych. <span class="ff6"> </span></div><div class="t m0 x1 h16 y5cb ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff5">Poziom <span class="_ _15"> </span>kursów <span class="_ _27"> </span>walutowych<span class="ff6"> <span class="_ _27"> </span><span class="ff7">–<span class="_ _0"></span></span> <span class="_ _27"> </span><span class="ff7">Grupa <span class="_ _15"> </span>prowadzi <span class="_ _27"> </span>sprzedaż <span class="_ _27"> </span>na <span class="_ _16"> </span>rynku <span class="_ _15"> </span>krajowym <span class="_ _27"> </span>i <span class="_ _27"> </span>rynkach <span class="_ _27"> </span>zagranicznych, <span class="_ _27"> </span>natomiast <span class="_ _27"> </span>zakupy <span class="_ _27"> </span>paliw </span></span></span></span></div><div class="t m0 x60 hf y5cc ff7 fs4 fc2 sc0 ls0 ws0">dokonywane są <span class="_ _0"></span>w <span class="_ _0"></span>większości <span class="_ _0"></span>za <span class="_ _0"></span>granicą <span class="_ _0"></span>i <span class="_ _0"></span>rozliczane <span class="_ _0"></span>w <span class="_ _0"></span>walutach <span class="_ _0"></span>obcych. <span class="_ _0"></span>Głównymi <span class="_ _0"></span>walutami <span class="_ _3"></span><span class="ff6">dla <span class="_ _0"></span>transakcji <span class="_ _0"></span>eksportowych <span class="_ _3"></span></span>są EUR <span class="_ _0"></span>i <span class="_ _0"></span>USD. </div><div class="t m0 x60 hf ydf9 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>przypadku <span class="_ _3"></span>nabycia, <span class="_ _3"></span>walutami <span class="_ _3"></span>płatności <span class="_ _0"></span>są: <span class="_ _3"></span>USD, <span class="_ _0"></span>EUR <span class="_ _3"></span>i <span class="_ _3"></span>PLN. <span class="_ _3"></span>Wpływ <span class="_ _3"></span>kursów <span class="_ _0"></span>walutowych <span class="_ _3"></span>na <span class="_ _3"></span>działalność <span class="_ _0"></span>Grupy <span class="_ _3"></span>jest <span class="_ _0"></span>niwe<span class="_ _0"></span>lowany <span class="_ _3"></span>prze<span class="_ _3"></span><span class="ff6 ls41">z </span></div><div class="t m0 x60 hf ydfa ff7 fs4 fc2 sc0 ls0 ws0">stosowane instrumenty zabezpieczające. <span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf62" class="pf w0 h0" ><div class="pc pc62 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">98<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y5e ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff5">Poziom <span class="_ _1f"> </span>cen<span class="_ _0"></span> <span class="_ _10"> </span>surowca<span class="ff6"> <span class="_ _10"> </span><span class="ff7">–</span> <span class="_ _1f"> </span><span class="ff7">m<span class="_ _0"></span>odel <span class="_ _10"> </span>biznesowy <span class="_ _10"> </span>Grupy <span class="_ _1f"> </span>w <span class="_ _10"> </span>przeważającej <span class="_ _10"> </span>części <span class="_ _10"> </span>opiera <span class="_ _1f"> </span>się <span class="_ _10"> </span>na <span class="_ _10"> </span>zakupie <span class="_ _1f"> </span>pal<span class="_ _0"></span>iw <span class="_ _10"> </span>ciekłych <span class="_ _0"></span></span> </span></span></span></div><div class="t m0 x60 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">i <span class="_ _1"></span>gazowych za <span class="_ _1"></span>granicą <span class="_ _9"></span>lub w <span class="_ _1"></span>Polsce, <span class="_ _1"></span>jego <span class="_ _1"></span>dystrybucji <span class="_ _1"></span>i <span class="_ _1"></span>późniejszej <span class="_ _1"></span>sprzedaży. Zmian<span class="_ _1"></span>y ce<span class="_ _1"></span>n <span class="_ _1"></span>surowców en<span class="_ _1"></span>ergetycznych <span class="_ _1"></span>dyktowane <span class="_ _1"></span>są<span class="_ _0"></span><span class="ff6"> kilkoma </span></div><div class="t m0 x60 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">kluczowymi <span class="_ _3"></span>czynni<span class="_ _1"></span>kami. <span class="_ _0"></span>Do <span class="_ _3"></span>pierwszej <span class="_ _0"></span>kategorii <span class="_ _3"></span>czynników <span class="_ _0"></span>należą <span class="_ _0"></span>w<span class="_ _0"></span>zajemne <span class="_ _0"></span>powiązania <span class="_ _3"></span>cen <span class="_ _0"></span>surowców <span class="_ _3"></span>(np. <span class="_ _0"></span>zmiany <span class="_ _0"></span>cen <span class="_ _3"></span>gazu <span class="_ _0"></span>ziemn<span class="_ _0"></span><span class="ff6">ego<span class="_ _0"></span> </span></div><div class="t m0 x60 hf y399 ff7 fs4 fc2 sc0 ls0 ws0">zależą <span class="_ _3"></span>w <span class="_ _4"></span>dużym <span class="_ _3"></span>stopniu <span class="_ _4"></span>od <span class="_ _3"></span>cen <span class="_ _4"></span>ropy <span class="_ _3"></span>naftow<span class="_ _0"></span>ej). <span class="_ _4"></span>Kolejn<span class="_ _1"></span>ym <span class="_ _3"></span>c<span class="_ _0"></span>zynnikiem <span class="_ _3"></span>są <span class="_ _4"></span>kursy <span class="_ _3"></span>walutowe, <span class="_ _4"></span>które <span class="_ _3"></span>decydują <span class="_ _3"></span>o<span class="_ _0"></span> <span class="_ _4"></span>poziomie <span class="_ _3"></span>kosztów <span class="_ _3"></span>z<span class="_ _0"></span>akupu<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x60 hf y39a ff6 fs4 fc2 sc0 ls0 ws0">surowców <span class="_ _4"></span>z <span class="_ _5"></span>importu, <span class="_ _4"></span>a <span class="_ _5"></span><span class="ff7">w <span class="_ _4"></span>efekcie <span class="_ _4"></span>o <span class="_ _4"></span>ich <span class="_ _5"></span>cenie <span class="_ _4"></span>na <span class="_ _4"></span>rynku <span class="_ _5"></span>krajowym. <span class="_ _4"></span>O<span class="_ _0"></span>statnim <span class="_ _4"></span>czynnikiem <span class="_ _4"></span>wpływającym <span class="_ _5"></span>na <span class="_ _4"></span>poziom <span class="_ _4"></span>cen <span class="_ _4"></span>surowcó<span class="_ _0"></span>w <span class="_ _4"></span>jest </span></div><div class="t m0 x60 hf y3da ff7 fs4 fc2 sc0 ls0 ws0">sytuacja  geopolityczna,  np.  konflikty  zbrojn<span class="_ _1"></span>e  i  polityczne  czy  kryzysy  g<span class="_ _1"></span>ospodarcze  w  regionach  o  du<span class="_ _1"></span>żym  znaczeniu  su<span class="_ _1"></span>rowcowym. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x60 hf y583 ff7 fs4 fc2 sc0 ls0 ws0">Brak stabilności cenowej surowców w <span class="_ _0"></span>kraju i za granicą ma <span class="_ _0"></span>istotny wpływ na osiągane marże i <span class="_ _0"></span>w konsekwencji na uzyskane przez <span class="_ _3"></span>Grupę </div><div class="t m0 x60 hf y408 ff7 fs4 fc2 sc0 ls0 ws0">wyniki. <span class="_ _9"></span>Do<span class="_ _0"></span>datkowo <span class="_ _9"></span>gwał<span class="_ _0"></span>towny <span class="_ _9"></span>wzrost cen<span class="_ _1"></span> <span class="_ _1"></span>nośników <span class="_ _9"></span>energii <span class="_ _9"></span>mo<span class="_ _0"></span>że <span class="_ _1"></span>sku<span class="_ _1"></span>tkować <span class="_ _1"></span>spadkiem <span class="_ _9"></span>konsumpcji, <span class="_ _1"></span>co <span class="_ _9"></span>może przeł<span class="_ _1"></span>ożyć <span class="_ _9"></span>się n<span class="_ _1"></span>a <span class="_ _1"></span>pogorsze<span class="ff6">nie </span></div><div class="t m0 x60 hf y3ba ff6 fs4 fc2 sc0 ls0 ws0">sytuacji finansowej Grupy. </div><div class="t m0 x1 h16 y55c ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8">Wysokość premii lądowej<span class="ff6"> <span class="ff7">(różnicy pomiędzy ceną na lokalnym rynku a ceną w portach dostawy paliwa do kraju) dla oleju napędowego. </span></span></span></span></div><div class="t m0 x60 hf y55d ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"> </span>praktyce <span class="_ _5"> </span>wysokość <span class="_ _14"> </span>premii <span class="_ _4"></span>lądo<span class="_ _0"></span>wej <span class="_ _5"></span>wynika <span class="_ _5"> </span>z <span class="_ _14"> </span>poziomu <span class="_ _4"></span>marż <span class="_ _14"> </span>realizowanych <span class="_ _5"></span>przez <span class="_ _5"> </span>krajowe <span class="_ _5"> </span>ko<span class="_ _0"></span>ncerny <span class="_ _4"></span>petrochemiczne <span class="_ _5"> </span>w <span class="_ _14"> </span>segmencie </div><div class="t m0 x60 hf y55e ff6 fs4 fc2 sc0 ls0 ws0">produkcji <span class="_ _15"> </span>o<span class="_ _0"></span>raz <span class="_ _27"> </span>handlu. <span class="_ _27"> </span>Wysoko<span class="_ _0"></span><span class="ff7">ść <span class="_ _27"> </span>premii <span class="_ _27"> </span>lądowej <span class="_ _27"> </span>wyznacz<span class="_ _0"></span>a <span class="_ _27"> </span>obszar <span class="_ _27"> </span>możliwej <span class="_ _16"> </span>do <span class="_ _27"> </span>zrealizowania <span class="_ _27"> </span>przez <span class="_ _27"> </span>UNIMOT <span class="_ _16"> </span>marży <span class="_ _27"> </span>handlowej </span></div><div class="t m0 x60 hf y560 ff7 fs4 fc2 sc0 ls0 ws0">pomniejszonej <span class="_ _3"></span>o <span class="_ _3"></span>koszty <span class="_ _4"></span>logistyki <span class="_ _3"></span>(koszty <span class="_ _4"></span>transportu, <span class="_ _0"></span>o<span class="_ _0"></span>bsługi <span class="_ _3"></span>przeładunkowej, <span class="_ _3"></span>bada<span class="_ _0"></span>nia <span class="_ _3"></span>jakości), <span class="_ _3"></span>ko<span class="_ _0"></span>szty <span class="_ _3"></span>wynajmu <span class="_ _3"></span>pojemności <span class="_ _3"></span>baz <span class="_ _5"> </span><span class="ff6">pa<span class="_ _0"></span>liw, </span></div><div class="t m0 x60 hf y561 ff7 fs4 fc2 sc0 ls0 ws0">koszty ubezpieczenia należności (<span class="_ _0"></span>w <span class="_ _0"></span>związ<span class="_ _0"></span>ku z polityką <span class="_ _0"></span>bezpieczeństwa obrotu przyjętą <span class="_ _0"></span>przez Grupę)<span class="_ _0"></span>, a <span class="_ _0"></span>także koszty <span class="_ _0"></span>realizacji obowiązku </div><div class="t m0 x60 h16 y562 ff6 fs4 fc2 sc0 ls0 ws0">NCW.<span class="ff5"> </span></div><div class="t m0 x1 h16 yde8 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff5">Szara <span class="_ _0"></span>str<span class="_ _0"></span>efa <span class="_ _3"></span>w <span class="_ _0"></span>obrocie <span class="_ _0"></span>pal<span class="_ _0"></span>iwami<span class="ff6"> <span class="_ _3"></span><span class="ff7">–</span> <span class="_ _0"></span><span class="ff7">nieucz<span class="_ _0"></span>ciwe <span class="_ _0"></span>praktykami <span class="_ _3"></span>dotyczące <span class="_ _3"></span>sprzedaży <span class="_ _0"></span>paliw <span class="_ _3"></span>bez <span class="_ _0"></span>opłacania <span class="_ _3"></span>należnych <span class="_ _0"></span>opłat <span class="_ _3"></span>i <span class="_ _3"></span>podatków <span class="_ _3"></span>oraz <span class="_ _0"></span>z </span></span></span></span></div><div class="t m0 x60 hf yde9 ff7 fs4 fc2 sc0 ls0 ws0">naruszeniem <span class="_ _3"></span>o<span class="_ _0"></span>bowiązujących <span class="_ _4"></span>przepis<span class="_ _1"></span>ów <span class="_ _4"></span>i <span class="_ _4"></span>ustaw <span class="_ _4"></span>przez <span class="_ _4"></span>podmioty <span class="_ _3"></span>działając<span class="_ _0"></span>e <span class="_ _4"></span>na <span class="_ _4"></span>rynku, <span class="_ _3"></span>np. <span class="_ _4"></span>fałszowanie <span class="_ _4"></span>jakości <span class="_ _4"></span>paliw <span class="_ _3"></span>poprzez <span class="_ _4"></span>używan<span class="_ _3"></span><span class="ff6">ie </span></div><div class="t m0 x60 hf ydea ff7 fs4 fc2 sc0 ls0 ws0">tańszych <span class="_ _5"></span>komponentów, <span class="_ _5"> </span>brak <span class="_ _5"> </span>rejestracji <span class="_ _5"> </span>działalności <span class="_ _14"> </span>lub <span class="_ _4"></span>naruszanie <span class="_ _5"> </span>przepisów <span class="_ _14"> </span>o <span class="_ _5"> </span>koncesjach <span class="_ _5"></span>i <span class="_ _5"></span>raportowaniu <span class="_ _5"></span>transakcji. <span class="_ _5"></span>Powoduje <span class="_ _5"></span>to </div><div class="t m0 x60 hf y857 ff7 fs4 fc2 sc0 ls0 ws0">zmniejszenie  ko<span class="_ _0"></span>nkurencyjności <span class="_ _15"> </span>oraz <span class="_ _15"> </span>ograniczenie <span class="_ _18"> </span>popyt<span class="_ _0"></span>u <span class="_ _15"> </span>na <span class="_ _15"> </span>produkty <span class="_ _15"> </span>oferowane <span class="_ _15"> </span>przez <span class="_ _15"> </span>UNIMOT<span class="_ _0"></span> <span class="_ _15"> </span>i <span class="_ _15"> </span>jego <span class="_ _18"> </span>spółki <span class="_ _15"> </span>zależne, <span class="_ _15"> </span>co <span class="_ _15"> </span>mo<span class="_ _0"></span>że </div><div class="t m0 x60 h16 y567 ff6 fs4 fc2 sc0 ls10 ws0">nega<span class="ff7 ls0">tywnie wpływać na osiągane wyniki finansowe. <span class="_ _0"></span><span class="ff5"> </span></span></div><div class="t m0 x1 h16 ydeb ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff5">Logistyka  <span class="ff7">–</span>  <span class="ff7">zaspokajanie<span class="_ _1"></span>  potrze<span class="_ _1"></span>b  odbi<span class="_ _1"></span>orców  w  znaczn<span class="_ _1"></span>ym  stopniu<span class="_ _1"></span>  zależy  od <span class="_ _14"> </span>wydolności  logistyki<span class="_ _1"></span>  dostaw  d<span class="_ _1"></span>rogą  morską <span class="_ _14"> </span>paliw,  ich </span></span></span></div><div class="t m0 x60 hf yb0 ff7 fs4 fc2 sc0 ls0 ws0">dystrybucji <span class="_ _0"></span>koleją <span class="_ _0"></span>i <span class="_ _0"></span>transportem <span class="_ _0"></span>ko<span class="_ _0"></span>łowym <span class="_ _0"></span>oraz <span class="_ _0"></span>infrastruktury <span class="_ _0"></span>magazynowej <span class="_ _3"></span>produktów ropopoc<span class="_ _0"></span>hodnych. Należy <span class="_ _0"></span>przyjąć, <span class="_ _3"></span>że <span class="_ _0"></span>wyłącze<span class="_ _0"></span><span class="ff6">nie<span class="_ _0"></span> </span></div><div class="t m0 x60 hf ydec ff6 fs4 fc2 sc0 ls0 ws0">dostaw <span class="_ _4"></span>paliw <span class="_ _4"></span>z <span class="_ _4"></span><span class="ff7">Rosji <span class="_ _4"></span>będzie <span class="_ _4"></span>miało <span class="_ _4"></span>c<span class="_ _0"></span>harakter <span class="_ _3"></span>trwał<span class="_ _0"></span>y <span class="_ _4"></span>i <span class="_ _4"></span>w <span class="_ _4"></span>związku <span class="_ _4"></span>z <span class="_ _4"></span>tym <span class="_ _4"></span>należy <span class="_ _4"></span>kłaść <span class="_ _4"></span>szczególną <span class="_ _4"></span>uwagę <span class="_ _4"></span>na <span class="_ _4"></span>odpowiedni <span class="_ _4"></span>rozwó<span class="_ _0"></span>j <span class="_ _4"></span>obszaru </span></div><div class="t m0 x60 hf y417 ff6 fs4 fc2 sc0 ls0 ws0">logistyki, w tym przede wszystkim infrastruktury.  </div><div class="t m0 x1 h16 yded ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8">Koszty realizacji N<span class="_ _1"></span>arodowego Celu <span class="_ _1"></span>Wskaźnikowego, Naro<span class="_ _1"></span>dowego Celu Redu<span class="_ _1"></span>kcyjnego i EFE, <span class="_ _1"></span>które zobowiązani <span class="_ _1"></span>są ponosić produc<span class="_ _1"></span>enci <span class="_ _3"></span><span class="ff5 ls42">i </span></span></span></div><div class="t m0 x60 h16 y2c3 ff8 fs4 fc2 sc0 ls0 ws0">importerzy paliw, wpływające na działalność Grupy Emitenta:<span class="ff5"> <span class="ff6"> </span></span></div><div class="t m0 x47 h16 ydfb ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _3f"> </span><span class="ff6">NCW  (<span class="ff7">Narodowy  Cel  Wskaźni<span class="_ _1"></span>kowy)<span class="ff5"> </span>–<span class="ff5"> </span>wymóg  realizacji <span class="_ _14"> </span>w  danym  roku  min<span class="_ _1"></span>imalnego <span class="_ _14"> </span>udziału  biokomponentów  i  in<span class="_ _1"></span>nych  pali<span class="_ _1"></span>w </span></span></span></div><div class="t m0 x21 hf ydef ff7 fs4 fc2 sc0 ls0 ws0">odnawialnych <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>ogólnej <span class="_ _4"></span>ilości <span class="_ _4"></span>paliw <span class="_ _4"></span>ciekłych <span class="_ _4"></span>i <span class="_ _4"></span>biopaliw <span class="_ _3"></span>ciekłych <span class="_ _4"></span>sprzedawanych, <span class="_ _4"></span>zbywanych <span class="_ _4"></span>lub <span class="_ _4"></span>zużywanych <span class="_ _4"></span>w <span class="_ _4"></span>innej <span class="_ _4"></span>formie <span class="_ _4"></span>na </div><div class="t m0 x21 hf ydf0 ff7 fs4 fc2 sc0 ls0 ws0">potrzeby <span class="_ _4"></span>własne. <span class="_ _5"></span>Zapewnienie <span class="_ _5"></span>realizacji <span class="_ _5"></span>NCW <span class="_ _5"></span>powoduje <span class="_ _5"> </span>konieczność <span class="_ _5"> </span>korzystania <span class="_ _5"></span>z <span class="_ _5"></span>infrastruktury <span class="_ _4"></span>lo<span class="_ _0"></span>gistycznej <span class="_ _4"></span>i <span class="_ _5"></span>magazynowej <span class="_ _5"></span>z </div><div class="t m0 x21 hf ydf1 ff7 fs4 fc2 sc0 ls0 ws0">przeznaczeniem na procesy wym<span class="_ _0"></span>aganego blendowania <span class="_ _0"></span>(fizycznego mieszania paliwa <span class="_ _0"></span>z <span class="_ _0"></span>biokomponentami). Czynności te <span class="_ _0"></span>usługowo </div><div class="t m0 x21 hf yddd ff7 fs4 fc2 sc0 ls0 ws0">wykonują  operatorzy  b<span class="_ _1"></span>az  paliw, <span class="_ _14"> </span>z  których  korzysta <span class="_ _14"> </span>Emitent.  Koszty  wykonania  NCW <span class="_ _14"> </span>o<span class="_ _0"></span>raz  koszt<span class="_ _1"></span>y  usłu<span class="_ _1"></span>g  blendowania <span class="_ _14"> </span>paliwa, </div><div class="t m0 x21 hf ydfc ff7 fs4 fc2 sc0 ls0 ws0">wpływają na uzyskiwaną marżę handlową, która ma bezpośredn<span class="_ _1"></span>i wpływ na wyniki Grupy.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf ydfd ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _3f"> </span><span class="ff6">NCR (Narodowy <span class="_ _9"></span>Cel <span class="_ _1"></span>Redukcyjny) <span class="_ _1"></span><span class="ff7">–<span class="ff6"> <span class="_ _9"></span><span class="ff7">ko<span class="_ _0"></span>nieczność <span class="_ _9"></span>realizacji obowiązku <span class="_ _9"></span>obniżenia ś<span class="_ _1"></span>redniej <span class="_ _1"></span>emisyjności <span class="_ _1"></span>CO</span></span></span></span></span></div><div class="t m0 x94 h36 ydfe ff6 fsd fc2 sc0 ls0 ws0">2</div><div class="t m0 x59 hf ydfd ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _1"></span>wprowadzanych <span class="_ _9"></span>na krajowy </div><div class="t m0 x21 hf y844 ff7 fs4 fc2 sc0 ls0 ws0">rynek <span class="_ _5"></span>paliw <span class="_ _14"> </span>transportowych. <span class="_ _5"> </span>W <span class="_ _14"> </span>praktyce <span class="_ _5"></span>oznacza <span class="_ _14"> </span>to <span class="_ _5"> </span>c<span class="_ _0"></span>elowość <span class="_ _5"> </span>stosowania <span class="_ _14"> </span>biokomponentów <span class="_ _4"></span>o<span class="_ _0"></span> <span class="_ _14"> </span>niższej <span class="_ _5"></span>emisyjności, <span class="_ _5"> </span>zaw<span class="_ _0"></span>ierania </div><div class="t m0 x21 hf ydff ff7 fs4 fc2 sc0 ls0 ws0">kontraktów <span class="_ _3"></span>z <span class="_ _4"></span>importerami <span class="_ _3"></span>paliw <span class="_ _3"></span>oferujących <span class="_ _4"></span>produkty <span class="_ _3"></span>o <span class="_ _3"></span>niżej <span class="_ _3"></span>em<span class="_ _0"></span>isyjności <span class="_ _3"></span> <span class="_ _4"></span>(CNG, <span class="_ _3"></span>LNG <span class="_ _3"></span>o<span class="_ _0"></span>raz <span class="_ _3"></span>LPG) <span class="_ _4"></span>oraz <span class="_ _3"></span>nabywania <span class="_ _3"></span>tzw<span class="_ _3"></span><span class="ff6">. <span class="_ _3"></span>UER,<span class="_ _0"></span> <span class="_ _3"></span>czyli </span></div><div class="t m0 x21 hf ybc ff7 fs4 fc2 sc0 ls0 ws0">uprawnień <span class="_ _0"></span>wynikających <span class="_ _3"></span>z <span class="_ _3"></span>redukcji <span class="_ _3"></span>emisji <span class="_ _0"></span>przy <span class="_ _3"></span>wydobyciu <span class="_ _3"></span>surowców <span class="_ _0"></span>energetycznych. <span class="_ _3"></span>Powyższe <span class="_ _3"></span>ma <span class="_ _0"></span>wpływ <span class="_ _3"></span>na <span class="_ _3"></span>ceny <span class="_ _0"></span>oferowanych </div><div class="t m0 x21 hf ye00 ff7 fs4 fc2 sc0 ls0 ws0">paliw oraz realizowaną na<span class="ff6"> </span>nich marżę.<span class="ff6"> </span></div><div class="t m0 x47 hf ye01 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _3f"> </span><span class="ff7">EFE <span class="_ _4"></span>(efektywność <span class="_ _3"></span>energetyczna) <span class="_ _3"></span>–<span class="ff6"> <span class="_ _4"></span></span>konieczność <span class="_ _3"></span>realizacji <span class="_ _3"></span>celu <span class="_ _3"></span>oszczędności <span class="_ _3"></span>energii <span class="_ _3"></span>fi<span class="_ _0"></span>nalnej. <span class="_ _3"></span>Podmiotami <span class="_ _3"></span>z<span class="_ _0"></span>obowiązanymi <span class="_ _3"></span>są <span class="_ _3"></span>m.in. </span></span></div><div class="t m0 x21 hf ye02 ff7 fs4 fc2 sc0 ls0 ws0">przedsiębiorstwa sprzedające energię elektryczną, c<span class="_ _0"></span>iepło sieciowe i paliwa <span class="_ _0"></span>gazowe o<span class="_ _0"></span>dbiorcom końcowym, a od <span class="_ _0"></span>połowy 2021 roku </div><div class="t m0 x21 hf y250 ff6 fs4 fc2 sc0 ls0 ws0">równie<span class="ff7">ż <span class="_ _4"></span>podmioty <span class="_ _4"></span>paliwowe <span class="_ _3"></span>wprowadzając<span class="_ _0"></span>e <span class="_ _4"></span>do <span class="_ _3"></span>o<span class="_ _0"></span>brotu <span class="_ _4"></span>paliwa <span class="_ _3"></span>c<span class="_ _0"></span>iekłe. <span class="_ _3"></span>Obowiąz<span class="_ _0"></span>ek <span class="_ _4"></span>może <span class="_ _3"></span>zostać <span class="_ _4"></span>wypełniony <span class="_ _3"></span>przez: <span class="_ _4"></span>zrealizowanie </span></div><div class="t m0 x21 hf y7d1 ff7 fs4 fc2 sc0 ls0 ws0">przedsięwzięcia <span class="_ _3"></span>służącego <span class="_ _4"></span>poprawie <span class="_ _4"></span>efektywności <span class="_ _3"></span>energetycznej <span class="_ _4"></span>u <span class="_ _4"></span>odbiorcy <span class="_ _3"></span>końcow<span class="_ _0"></span>ego, <span class="_ _3"></span>z<span class="_ _0"></span>realizowanie <span class="_ _3"></span>programu <span class="_ _4"></span>bezzwrotnych </div><div class="t m0 x21 hf ye03 ff7 fs4 fc2 sc0 ls0 ws0">dofinansowań w celu wspó<span class="_ _0"></span>łfinansowania przedsięwzięć służących poprawie efektywności energetycznej lub uzyskanie/zakupienie<span class="_ _0"></span> </div><div class="t m0 x21 hf y98a ff7 fs4 fc2 sc0 ls0 ws0">białych certyfikatów, które przedstawią do umorzenia Prezesowi Urzęd<span class="_ _1"></span>u Regulacji Energetyki.<span class="ff6"> </span></div><div class="t m0 x1 h16 ye04 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8">Koszty <span class="_ _17"> </span>wynikające <span class="_ _16"> </span>z <span class="_ _17"> </span>zapewnienia <span class="_ _17"> </span>bezpieczeństwa <span class="_ _17"> </span>infrastruktury <span class="_ _17"> </span>informatycznej <span class="_ _17"> </span><span class="ff7">–<span class="ff6"> <span class="_ _17"> </span></span>zapewnienie <span class="_ _17"> </span>bezpieczeństwa <span class="_ _17"> </span>infrastruktury </span></span></span></div><div class="t m0 x60 hf ye05 ff7 fs4 fc2 sc0 ls0 ws0">informatycznej i <span class="_ _1"></span>właściwej konfig<span class="_ _1"></span>uracji sys<span class="_ _1"></span>temów oraz skute<span class="_ _1"></span>czne zarządzanie <span class="_ _1"></span>infrastrukturą IT, awar<span class="_ _1"></span>iami in<span class="_ _1"></span>frastruktury IT, <span class="_ _1"></span>cy<span class="_ _0"></span><span class="ff6">beratakami, </span></div><div class="t m0 x60 hf ye06 ff7 fs4 fc2 sc0 ls0 ws0">które <span class="_ _4"></span>mogą <span class="_ _4"></span>destabilizować <span class="_ _4"></span>systemy <span class="_ _4"></span>wykorzystywane <span class="_ _4"></span>przez <span class="_ _4"></span>Grupę <span class="_ _4"></span>do <span class="_ _4"></span>prow<span class="_ _0"></span>adzenia<span class="ff6"> <span class="_ _5"></span></span>działalności, <span class="_ _4"></span>mogą<span class="ff6"> <span class="_ _4"></span></span>rów<span class="_ _0"></span>nież<span class="ff6"> <span class="_ _4"></span></span>prowadzić <span class="_ _4"></span>do <span class="_ _4"></span>wzrostu </div><div class="t m0 x60 h16 y891 ff6 fs4 fc2 sc0 ls0 ws0">kosztów operacyjnych Grupy Emitenta.<span class="ff5"> </span></div><div class="t m0 x1 h16 yd76 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8">Stabilność <span class="_ _1"></span>systemu prawnego i<span class="_ _1"></span> podatkowego <span class="ff7">–<span class="ff5"> </span>G<span class="_ _1"></span>rupę UNIMOT o<span class="_ _1"></span>bowiązują liczne <span class="_ _1"></span>wymogi prawne <span class="_ _1"></span>i re<span class="_ _1"></span>gulacyjne, które <span class="_ _1"></span>jest zobowiązana </span></span></span></div><div class="t m0 x60 hf y480 ff7 fs4 fc2 sc0 ls0 ws0">wdrażać <span class="_ _4"></span>i <span class="_ _4"></span>stosować. <span class="_ _4"></span>Wymogi <span class="_ _4"></span>te <span class="_ _4"></span>stale <span class="_ _4"></span>podlegają <span class="_ _4"></span>modyfikacjom <span class="_ _4"></span>lub <span class="_ _4"></span>są <span class="_ _4"></span>wp<span class="_ _0"></span>rowadzane <span class="_ _4"></span>nowe <span class="_ _4"></span>obowiązki, <span class="_ _4"></span>które <span class="_ _4"></span>dotyczą <span class="_ _4"></span>Grupy <span class="_ _4"></span>Emitenta. </div><div class="t m0 x60 hf ye07 ff7 fs4 fc2 sc0 ls0 ws0">Koniecznością <span class="_ _5"> </span>implementacji <span class="_ _14"> </span>regulacji <span class="_ _5"> </span>do <span class="_ _14"> </span>procesów<span class="ff6"> <span class="_ _14"> </span></span>i <span class="_ _14"> </span>procedur <span class="_ _5"></span>obow<span class="_ _0"></span>iązujących <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _5"> </span>Grupie <span class="_ _14"> </span>może <span class="_ _5"> </span>generować <span class="_ _14"> </span>konieczność <span class="_ _14"> </span>ponoszenia </div></div></div><div class="pi" ></div></div><div id="pf63" class="pf w0 h0" ><div class="pc pc63 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/0AAAXpCAIAAACryu+AAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde7RlV1Un/u+cc6299znnPupWKlWVpELeIW8gvAkE0yqitNoiPgagiKhti6Mb1G60G/31QOSndrd2izT6UwSVtwmCAeWZkBd5VN6ppPJ+VSX1vHVf57H3XmvO+fvj3KoESff4kR9hpMfYn1E16t4xzj2Pffap+11rzzUXuTs6nU6n0+l0AABuaBkEFAoQMqMFBCgMZJgE9AxQQ8oICQUSKFqEhibSGlABMxkI3YHsdJ51us9lp9PpdDqdJ9A3fyXwHpQAKMGkYLSMghnMkNDCFBSZ4HAgAtEB645ip9Pl/k6n0+l0Os92FsEKZAYBBGVkuIEBZiJylA0AEYANLoCBXQhAsZ77/cnDh06n0+X+TqfT6XQ6zz6k7GDiBBhAIIcwkYoZKIDKDDCciEAwwACGCRgQgGEI1gWMTqfL/Z1Op9PpdJ7VjJzd4BBiBxgyjf4OMJgzIABADkxLehQ4fDuBgXx6g06n0+X+TqfT6XQ6z14KYyUQmAGbZnomQBkGhISlMKlApQuTqDB4PeczAIeDMnHsjmOn0+X+TqfT6XQ6z2rOSIpSmtSWHjCuQQayqqAcBA0tVIsYGkYlilI2zkzABZjXK/rZAQW63N/pdLm/0+l0Op3OsxqhAKszODj2LV72nt/vj0al5nHEaoWFsYxkcasNZFwsnX7yy/7dz9vGBQ4FPWkpb9fOp9Ppcn+n0+l0Op1nuwwQc4JLO1795CV8yT8cvTqaz8lIlwuaSbS/9BntD3n2+NNOpf4gyOECH4BA5JCul0+n0+X+TqfT6XQ6z3KkEKGxjqq2uerjH908Xhmk4ZylDBsJk8nmpvI0ards2PaTr/OKauIAKIHhwZ2UA3dHsdPpcn+n0+l0Op1neTIgwNAnwp59k117wFibCdQiEy/OFGXmDa1j0KPTjsFJm9dCJLA4MsFg8C7ydzrPXt3ns9PpdDqdzhNqcngrwMNX3nDMmGdaaVUmVmrqh/GgN9yAVlcn9YYXPw+DyiCVAg1kvajfwF53B7HTeVYid++OQqfT6XQ6z5xDwAC5hMMCjNZ73ksCK6yCAglwIABVhjuUR9GMebal9d6ZAOoIriEJXKCNCAGhhawBBi1A85kAgsBa2ATBgT6sVIUDIdZAA8yvGSqCE3S9DT8mCRU3MZWIIGkJjrXSC9T57gfuXbr3vhOzSErDAuMoYlSoVb7pUZ5se/l5x2/ZChaAkQAAedrR39BT1BF9gKevFDWBspdOsGnLHwK6pj9PT9tAM0JPA2dqItYYPWCQgbZBGcHekISMJpghzSRDjijCdO/lEWmJNriC+kfyH2HaxCkjBDPnQAY4DsALtxmwwFPgFlB4gPenNwdAluARBLeWgsKL6f5tjonnxDwLqaECLwCAAapBGQjwCgpnJVJQYdYytwB5EpLS2YFm/Ry1aB5IQNNGUTmjaEADEBwTdzACaATd4NQSt0glOCpGLID3U+tFBKDmqqIMNqdAQiC4wGn6+qcfiIAGHuACwKzhkD0lkllrmAOBFWyg6fZ0OHz0snobiFRNpPBsFMSdAKbpndv0hZu7ETOczUG8TJiBBc+gAo7GoY6CVJgIGQgKtvWnB4YDxEfeLV9P8E+cE9MbOpRAAMxIiA6/tV3u73Q6nU7nu5nUgGhGUOXQgjIA0xmukzeJBsk5ehCGwxOsBEpDMq4Z5FQRTX/T7yVsdK9czREoqKMVF7TBk3touAruZXK4e+BGCI4AEzc3WAgOp1YD0yhQAgSUAYH33cSpBgqIJMChAZxBAdkRGGZmDGNSQuEQddQZFbfiRQJIjHwULAMMJK97JAEEhBGoACrPSgaAMyUXjkVhzu5Gztzt7/VtS1CBsTJAiTkTgrslLUmgZuyTSP1EdQRgFchMM1FpEQxjuJtAjYy9BPnh1djTARu5g4SMkB2MCVFQDe4k4oyGSeECL0DsBMDdnJwBOLuaEQkTUtIYjclNhTi7RzhPS8CIzaHkrJlCZDMTUbMAZObsJu6FOSBwMoKxMzlng5EX4pQYBKcJqJcdLgpHcGG0bS4kJOEMr6Dk0jgZ0HMDHEJmhExOYHcwuYChTvRNuZ9sQigIYgqIE5s7yNmN4BBxkIHWRzDT9GyemKCamZg5upFx606E4E7TFA5yJgXc3QACyAxkkRwgdzJIVleigimwg9ydbD3zg6Z/HU+8UdM/cnhIMX0mDnNPcGUCk7gLE39rXU9X39/pdDqdzjOrcMAYBHJiAgNFM0yXX1mwS2RPIqHngmDWcwcMiSNXq55mX/PKVfYeYgYUoPsfpwcejJEte/DootETsgIUqlk/YQu2bYUGBCoByopAzsHVeW3C42G++XYYlSU8QgxhOmmraEIcbl7YcMZzJRQYmkxnFu9/TO57EGQ2YLUclAt3uMNseaaaPel4Pm4zigoZjDyb28n2W8NwaL3ISeOK+oAiBU4Et1AkGDB7dHzJuQfQbuQiIyu47M6Mb59AOAsUFq2lVALBBDG4gTKxSEs6OLivxwlbtwCxMYQYjZ2g7EASxFgD/cM5chop3Y1IiOnBh/bvenyflD32FlSZFiyRsPbi809hyYAfnkI2wHbev2dpqYUHozrlSa+aFSqzTl70wlM0T3qxMMiju/bs3zdRL5tUE7eGJobinOeeNSMQ4pwzBSIPADn48X2jxx8/1LqbZEJiE/JIpC980cmKLMxEMI/bb7q3yWIhkcbgBXyV4+b+zMq5Z56orReRiCQ57bx719owMQNupuygsoqTyej4bVuec9wGmcZytyOT4swhKU0muOvuh5xMrSEJ7KVnCqybt8wce9zRpUy3spuOGExIkmbm0pzbhBigKEG47749t9+xM4SQcw6Rzzv3rFNO3AxCzhAG2KYHXpjAruara83d9zzM3Nds5C0Fdub1g03/vC+uT9O8K5ymFx8IBuSZfjj77FNzamIITPQUs/1d7u90Op1O55nmBCKAmB2lo4QvfeOW7f/m3RuXllYqVi5ZwYRoVqjWwR0iqBY3zXz/371/5pyzImgCPxH04Je/ctf7/huatUEsCKFxnTErstbkbdXb+ktvOvs//QcwZUYA4BkuGRycSMPiV6688rf+r62jZhI8swe3Qo2cG/fdveL0d/zc80/Z6uWGYo4ca3Rw6ao/+J38pWsG9WTMVlAsMyt7GzSoX3/Cmb/8h++RrVsaRhFA4wa33fW1n3j70aOmCc5KR0/CoWoMlFUKiW25n4JZ2HrMhV++ZLB1owC1qxEOVxp1vg08LaaKMPY+jNwNpogMlshwDFSxY8dXP/aJ7/vAf8+lltJHneuKBV6CwMjfkgYdRgw4ta3/Px/6yMc/eUmdSUApe5S5uq43bgw7dlwmiER5OkwADNDf/O3fvfrqW2OowJlEU+MwnpuNO+64qoq9ZM5Mn/mHf/ovf/BnkDkOMmlXg5i7/fTrf/x9v/ebvRIhFNMc3WYPwp/73Jfe83t/lBFMMpAZRCZB0tev/PSpzznOAVM0Wd/4M78wbrhFAyuilYRh68XzX7D50s/8db/suQJgd/7j//7By664fmV1WYIISs+kmmKB1/3Q9/3p//jd/nTcSXbkA9qaisR/+sqV73rX7yytrfZmB03TBKoEkpqVt/38T73nd991uEZtPYu7EyEyUWvgiDt2Pv7nf/7xm2++5YEHH656g9G4dncJVAQ+/rgtr77wlb/4C28++YQFpTZIIYDmmmDC8e67H3njG98xHMns3ELKo0kzcWKC0/rk/uH0709K82RwJhfAGUbIL3npeZ/+xAd7RZWzm1EoniL5d7m/0+l0Op1nFtn6L2CHK1nIzeLlV52yZ/noNBq3UtuocAYQzUqzlh3gwsK+0fjQFdcdf+bprqFvRQ6rJ7/w9F3N0vFtU6zsc2JQ7GVmt0RaRxy64RqMx+jPJyA4QA63FmCCHFrbfcmlzz20uLFxJ2VoodpzDwiOYmfsnfeq79FQjj07QobT1dfSNdtP27d/ljwbeh4ZtBpsrfCoeOVzzy7POrMRql1r4gFj7yc+e97eQ5WOJJaWrKL+QjokNqi8mJCNmqaXbWWkkyu+Ufz4ayESIYquyf/TG0QCjJYhbuTmxMoBxDWD0Fajenj59j1vfevRubx7/Bsn//ov+vnnSFkWDgIbQYXYUdk/LwBxt5RqKSpFHDdi0neIAY1Woeo3OuYwLSsRWq86cQCZe0oDpp5aQ1CnQOQrayMWJMuBCnWYi6JSK1MNkvlsbSBc8rmvnHnmuW976+sI6i7MHoKowbwA9RyVQZ2yAcRitrJ58xZzJzgLpZY4DHLj2QK8gkcicgmGIsRem6ffuwOP7Nq3uqZSbnJC21K/6ufJSGGXXXH97XfteuHzjy/oiQRP4MBh0vhH/uaTy6NE5cZhC6KeehBHKPD4/kPZAD5cdAOHM4GY0GZ8/cqb/+wvP3bjLbePh9HdQfPDVowLYs6w1OaHdg3v+auLL/nMl1720pf96jt+5HnnPLdgEQYzqZqbtKl0HiyNQFJQKODicF+vxTI6nPoBkDEAZSUXQMgBz0yJqBcDsiEIgfyJyxJPHjd2n6BOp9PpdJ5ZCiOAoOQTaoF6uP3mvudVSanIVrTD0K6WWOzhYIVh4Q3DQIPGx9ftRCvOJVpKYR5nnSEvfdEqV4ICMZJygziWKnMFyPi2ndizCLUAUM4gNVdjNAQ88MCuKy6foVHDXAvV4iul761oFbSGUJ19Fs45R7Q36z3ViHrw0MeuWHgsR+kdLOJqb+ZQKPcVxcGyHIbecpx54a+9FRu55TAw6RmFAwcf+KcvNuXk8U3N4+VyW6Td5XBxMFyuRgfK8aFqnMPYeEx5eMuH/4bHTUMwCrGb7H9acoQKCoMYOYdMMbgEg5P1SPnAwQff+TvblsbHrQ314ku3v/FX7a4dE0ohQ1pxiBEkg9snxqSHRxMei8IIxFVCVO+3SohVBtdJSaL5EyXmWK8hYVBJXA0npl61OboVRTHDFN0ROcAzCEyiRu4Fcz9bz3km5VhP7D3v+f29ew+ZchQQpktIoKZZyT0YSkVpiIbgHlJtBAGICMIhK6myeXAU6kGNVJmlICAwASDytrbJMAGVemw0ulR1UqNoFNYm6UMf+SgxfL1efxqQ2YDdj+276aY7iHpOvaxVtl72CtxXC7sf26d65IhNRws0XTb/tx/90s/9wq9fc8OOpWGmEEwosyklpTZRyuQZnmGh6h0aDr/y9a++6c3vvv3WZaKQUgUUIpEI6smktTBOMmwxNGqMGqXWKGVWpaSUlbIjOzXOdaI2U5upUTRKraEGtyRwAnFLvAZO33r+dLm/0+l0Op1nGOWWrM0KeIRhaSXvfDDmFhIoaZG8NAyIyTSJG0wptZzV6uV7HoB5E4CAXkYqZ8593Q+36Be5DK2UFsVLRclWFDnOrNa48SZoa+uzgo4gACTbg5deuo0DtC4U0QFTZVsrfKXilV4I55yKCGOBwQL6i4f2Xrt9rmnNmkzmUPRYQy5yO9P6hg0bcfq2tuwB09iFyX27w+KqUao5CVuRc8+pVFTm7glkmNRCLqSju+/jA0sZmJiSd/P9Tyv3A9kdZm7WQhxsjoZRweiBR69+x28Ndj1GRGM0R8ew6ZHHH/mrT87oKFOGQxJKA3L+1vTHxIBNK34I4hCwuyuYWMSg3zRx7NMASXAicK/oEZgpEHFKmSkIAdAwvTTgJBTgpOpMoupl2TNj5nDlFdeGQDAnWM41uQEWZX1qmw+fIUwiiEw8nWp3uIgAIGK4EZwFQsHUD0dbB9wtLy0txVi4sUg0NxLEMqi7Oa68+ppx7QCrKZzcyYwY4c4778zZYixVKcaSWQgMgIn27t2bEqbtcI4MgszxJ+//9O+977+0icYTdYQ2KSEwBVVlZsBTSiJFUqQMlqJVrKymn3vb2x96OItMuwOxAyEIyFg0RIc3QpnJTRMzE5ER+/pianVXchNyYmUyYmdS4ulhhDDcDfzUCb/L/Z1Op9PpPMPEWphEEdMyjfd++rNHHViJQC3BVKLKQH1mMuqnpkBbaF2g1l5NPKQH7h5fcwV7gwhMMCl5/vtfXpxx4kQQKDOaLHUKySkRNTNa33jJp9GOEqBiJqTuJVAsLa9c842FxcWgcKndxn3WylO0xtlXg2582blNCQJSnR3Yv/3GQT0KXgv7TOP9xiftOKOZVS08+AUvRn+uyGFGJbPD8oErr9/QtNFs0wgLtReGmcZ6bVU1Xpn31Oc9BkgANh1YHV1zQ/C24ADtTounIyIHarNoihKNY0ZNRtDm+ltu/Ym3b/3ajXMYLUafVFiR1XmZhA9dvOd33p9HB3PhUKBRq5DiZL1YxQHwk0t3AHdiBxupkYEUlADFE50rjwRIocOrfHl9HAD2aa05eL02HYCDHHB2J1gvls2k7fVnJxP95Kf+YdzADK4aAhNZER3eEpR9vcEQQdmJnHn9bsAwdiV3hgPTp9fC6PBD63TNMRxtnTwrA54zkynaZC2YzWl5dXjHjruTGYHXF98QHLjpxjuLWNWTNpJAFWbkbqruvroyrCdKgLsTyJzUccnnvvq+P/yT0YSTxqo3SxwYA01CJqQmsMJprpzxxKVsIMyk1GdZUMr7Dx34yZ/+6Ud27ctqWdU9pzQmy8iGVisS0UxZI6Inohwj+q4FWcVeBhTigc1Ync3ZjNxJ4UbCIIdphPfcnuKSWlff3+l0Op3OM8vJC7A5JCccXL3tbz99XqonzJOC3cjgQlYQ19oQhaBEwdc0DQa9uXF714c+df4rXplnyuAYQ+dOO+60t71hx923bZ40oaBxRMtKMOYctFm7/Y7m5jvKCy/kwBlwkpDQ7Ly7vn/nfJQ1qdoYkFWhllF4b5XKAwsbnvfSl40yF+DYYzgeveraiGYiOYIrK51jXbWQtmmxryiPes2FdSirkSOiKXLQcXPN9aUlEAatKPGBHgfjYW/DYGUkMSTPUYoJ8STQTJ4sX/+N4376NcOicOkK/J/eENLAtkRWoVc0gPgANZbX7vqt3zv+rodiM1yN7SHheacoMLTHTfjB9/3PtHH2qH/3lljNFoqWvCGehwFyuMhF1ivICSAFzOECZbjBDq/iPbxE5YnOkrSexWE+jdogkAFGDnbApxd1iGAEIzKC56xFDJNJ2+tvuOGmOy/+7OU/++MXcShVRywwa0EZbkQ0Lf7BtGH99HQhAApS0PoDTxexgJTW++UbgGl7zqy5Sa1ZyczILRdwM3NhDszVZLx26207nn/uaRLhQEpZpMiC666/1Tz0qn6TkwQWAoyhxsKTSdNkw+Hmn9k8A3/8/g/NzG85sLha9gaTumGmKNk4uY1+5AdfdeJJ21JtH//4Z7goko6buo29ygiOwsG7Hlu8+JIv/Yff+FlzO+20E/70/e8FBgqToDAruJi0eP+fffjOO+9Xj0xMgJCpNvNzvd/+j+8abGC4sD/Rz2d2JpjBzMoogBF1/Xw6nU6n0/muq4FgcHUQ4xs38UO7Ayyx91oqjcQxQRhs2RbWVnPTkLUwVUxqlQLF6vb7eP9wZWbDAtnAg6MYvOKCZmZDOW4MSYz6mctMGkJpacPq+PGvXXvSyy8EeyRKRGxYfOC+4JOmoLHFOOFIvUxZqFd4f0/Rw5nnYPNxZeipIyjictO7886gjUhCdgG3bhHKmiuiRH7MmWctAlsGBDVBi7WV5t4H5lWNSZxb4UngXka7dUuY7KoEnMk5KHNCCpyWHtx5nLsBDaHqzoynNYgEOICjA+6AYnn1sT/+oNx8a9ssJ2aWIITKqKibUJWLPnoOH3XXBz92wuu/f3zScSYDARkYsG/tp0TTiE9K0GlJCK2n/CMR0vHU4zUHzInXryIQnIicHJju1XZ45GBuqkDZ69dtDS7f/z8/9C+/98INGxBi1ZrHqnR805ZU0+WpTodXIk+3FDu8dRWcp0+Hfdr0kp2MQA6Mxo0ZAMa0O78zAAGbCTELlzvvergqg+VMZEQgxtIqHnlsf91af8DaaBAzEMzc3IQcNKlbeInptQfCNdfetmvPgeUVwAszqmLRpnGr+2cG5Tve+Yv/9u1vJICBd//HX37d637mznsemZufHbWr4OhphjSrxe033GWONttRR82+4ccuyg5yEMHdhDkDH/vU38aiYXDbrhVFYdbEQufm+E0/c8H6Ucf6jwAQckZOqQFNV2GHb32LuzqfTqfT6XSeWRkSlQshTJqbPvg3J0xsEuoJN3O1DhIK82ElG3/0B4575SuSR0jpJv1QNZZc62MfX2lvuHWEJonOJibt4djjF846r8glmxSZ5hvuZYk5BoRiefWRf/waltY8ZVggJ7g222+a57yWR6X2iqx9JwOEY2y8nZt7/r95sw5iSD6BgZM+9hjfdutgslJ5YuGayIl6kzQzbgBfOOPU4uRTCoM5wLnKw6WvfhX795SaC0XIIeRQZh40GLz6onZ21pMVrSOzpNBzCajX7roDt909m2DdafH0EMHijAV2oKJ0/713//I797z/z7eMllDaOOrEeSG5J4UUozalfjmMw+N2PX7FD79l+YMfldU1ylxAADsSnw9v3mWAMzK5gpQ0kgUygcm0gQw9sVfs9Gf0cIMZOKZbTZnRdJMruAsgCijYiZ5UL6TOVLcZUkEGOx/c8453/vaotuyRODRNO63oMRx+wOlGvWQKOJnTtG8pOdggDnaX9a+JFKRECmTwngOL2QBmdw+R4Q4X4dItwEtQdcMNt7atg4WJQmS1/Hd/f9niSu0U21ZjEQFlZGYLQRzgotq/uEQguAOYNOn//oM/GtcZXPZn5rO6aY4Bvcre8Pof/Ndv+0nx2tMhtnE/6Ht+552Bk+mE2ZI2TomDkIQbbrxt3/7VGIWRNI8icuE55KagFt7AVLUhcjgkROagZoAnbVNG6XWJpkSKpAEpoIXVbkmE3MkheKolNF3u73Q6nU7nGY5qEDRAxtqux/bdvrOX80o/D2dhQuPgK6Xun3f86IuLf3HOStmkgTcy1nap6GXh4bZmZfmaqwRLi5xB6gGjhbjwqhescl4rdVLkzLkRGxe2HK2YLcb7Dhx86AGUASkzGJN2dNuOuTZJSgtajPr1WjFaLUepakrKx5+57eiLnpepRT1RGsKXtn/2Y746oSwpS5LeqvRGoe/Uy1Ts7RUn/tS/Wt501NFjFEMEc6yuffGvP+ylt2JG5EQEicbBqXrtRb71qBSYhR0STarG+25zS6urF3+RliZFd1o8TQxjSpQJ2fK1H/jLta9euXU8LEKqm7UihCYWC40702KkoYgolqWtsfriexeX3vX+PZdeLiFUifyf3auvV+8APp3vJw/kkTwQhL61H+R6+f6RXvK+XstPfmQ5LqaF9kRORzpQaojkbhSKSc6NEaT3tcuvveHGHdmQHaEs1af3wEdy/3QeH9Nae5ivjz+miwvEIYAcubGBjMggh5aXMwAWcwthOm5h5sgWYFETP/7YvptvvpMO9+U00w/8+YdcSgoFS8yaVbMjAy7CKWcn2ndgESBVBfDIo7tvueP27FT1Z8ZNS8SAu+lzjj3pvb/7G/0ieLIy9ih7IXLBS89//jkv0oaYBsID50Ncjpu8lGzy9//whekFlSIUnkAIjNI1BCpdZbbaqKlw6wdeGI8pyILmkrxPDkIgBEJkF0ZkKpgqoBTuwwrP6/vydbm/0+l0Op3vqsIJwUCra/fcsmV5bXMrG4bFUcNgnke9BOhsbyPOPA8/8kPNYOao1dXSxrM0M7/UI5t9dMD7Hn30mGGcQ0+pbrAKyODUl+4tZyqXvherlnNFxZj6acuxy/qy/Q/r3be2iCj7rI6lx8P99/YmM0mOWS4OVe3GlmRDm+eG/mA5OOZHfwzFQk1hPNvfMOrhsdFjV38laF0XpcqgN8EAQ6KDVVuHtr+44djeD140Qy16WJq1ESm+fPO2Ow/M1i17riMOBBORGumOE1CeeHZ54SsOFDBMvKxBdTAsxhJW7Lz489C11ZxgqOHwjLpGqltYi/VycjiQuxPnqRjDDeVkkWq9+bpjP/Xxk1cWNR69aFukF5QPLYx4cVYOxdGML57YLB3X+ObxUXt6x948G1YKvfdv/opWdyPsX/FACqoVltzzmGQN0Y1m6kG/GbQCD61Jo5yMs8n6xQF/0uJeB4xbJ3cwvIQX5ELO5NPJ+gTyGaDwRlGpz5CV5OJcJNeI4bxPeu7uvbFUX/r69apaAdxq4cFdMlOm9Y1qCU4OArMLe2QTNmeoQAlKpERkcRUeBCjMotcFWBOIyJCcY87BmTiwaSYatnTAezbSmSuu3BGsBYaAPry32XdwF3ukJG4NU1sUfUeViZJz4Hk2Prj3IWdoaBX60EP7UG8paKPnUREmIi2ciYs3/PAFfYGwUYiOHmIfkqRsL3z184tIUEPWwgaeKgkbMvrXb7/LAEZFkBADBB6nL8V6Ym2z5kKZHbY6iC1soixgDwZQAMm0n+rh9qrEzABIwMVTZ/wu93c6nU6n88xKgEWH26Grt89JbMycObE7WZkpeth64qnozWF+YW7rcQYxiTV5Qi5MBzmv3HIH7n08OkDi8ABeOO90OnaLJqhm6ZepTUWILaex1WJ06PYdkhUOtO0jX/hHmzSZqeXERu5NMBp4aWb5hE2D770AQUpDcnem5b/7h2rnrvXKCoaxsysDHkIOfPRzT8W2YwIJEiJYxqPbPv25+dWGDJMg5FQpcbIKxXG9zZuO3XrKRa+qe1XwaG124QyfAfdb7R0aLX74UxsU5nA3d0ch09aMwUGO9fYxXSXQU8kBgCMVW1aGN/zZX2DURJoxTU6NKMc2QLKMquPqo9fomCuOP/Gmt/3I6h/+25f913e/8r3//hXv/a2zX/9Te+7Z57ZQkpsDgd0yEcQ9wKYlLEbPyIrr6ZR/XddFEcldAplmEVLD57/wxX37D6hBbbpPgD+piP/pfuhSmobg6VjFnVSzI4lQWfTbNlaVo84AACAASURBVAF28cV/vzbMlrODtt9wS27UzEKQaQtOM5teeyAiwFV1eXnF3ASirg8/souZp3P/Zga4w9z8wgsvFJkW6AumSzDcheXcc88JIRyJ5mYWQtCsu3fvbtonHaBnWJf7O51Op9N5ZhFhyAlN3Vxx05xJQzCi2rOxlwmq0jvjTN3Q100b49lnrkq5VhQrFbVV0KDZRgtrq/iLj8YGRIE9CAinbNly0QUc+m45BQ0eRLimRmLP3Jdvvj3k7ClhPLr77y+tjJroHC04+tFDokrLRBzOPw2nHZ+kqECRSJt65ycuPXt/Tc4gJLbMFl3Z0TA3vWr25S9CyQAhILpWux5buebGYxPEuAkC9wFIzIiK577gVb5QxO950eSME0ahyM4rhQ8rMrOo2hsN7/3kZ/ngKgsiiREpTAnizAp3pPW2LN2J8xRCQo6yHIVXVg596SszHuFcpIwiu4deWwZq+lbc06sWfuUXX/uZz5z+Uz+z++Zbv/qB//Gp//Z7n/2vv7/jj/8yf/qKcP9q2dYs0GAuDiA6KkCm4z2i//Wxf9rZdH0Y1+v1cpvOOfusGKUoSHUi0tu7f+k//fb7kiE7OfO0KdCTHvHbfVACMB6PD3/6piVMAfCidPXkTkTsbHv3Lu68+xEOg3HT3rD9TjN2BzFME8FS08p6Nb9NuwTt33+ASRQuFPbvPxhCYGZ/4gaoeuVztm1LCXBzW99k18zccc45Zw96FZkDPt0EgJmJePfu3SsroyeO7TN82ne5v9PpdDqdZ1bMKIDx1y7vPbgbOU2YCcJkHswkHirK3rnnTLi/hmLhlNPVo1g0JxNqObdFy3l4/+cvbe+535wIBbnVpZ/81jePin4AW0pCXOcanNvIY6C4/6F8w40Ebx94oNxxjziNkCpr3Exz6+QNySEOR7/6grEEJYZTgTS5Ywfuf3ihbskEgLJnyeReGrUSdotvedWLxzG6cRLENu+56ob54Qq34+AcciRwIDh0f6/A639ImTHXP+OiV5OHBRoEZWXk1HBBJNn27G5vvR1qatlIWvB6BxIFTVtCdj0+/1cclOye7VePdj0qElZI68CIjKQmtCa+EvnAS04871Pve/y8429/7weWf/w3jrv4q6fdff/L962dtWtxy6MP7/vAnz76o29Yu/M+5NyQZSYAbNPu+G7kmfAtu6p9R94PA9C2bQhhbm72ta/5Pk1j9gYk7uXXr7zxsiu3l/1ZNXVSgvK0D+gTiwO+vdy/vLyqau5ORO7TEG5bt86dcPwxpFLFKmmbKV53/U71WJSD666/jRAJQrCqlFNOOakqSyKBr0/nM8u+AwfNQS4GW1lZyTlPO4oSTa8q+Nzc7FFHzQcGEU9HTwQQA465waDX64EAcwITOGcFaLg23vP43m85ws/UB6DL/Z1Op9PpPMO531GN6js//PGZ0cgCLIgkL0HZ81BwYKaYO/u5AgT41pNPV+O5CW8ccn/sUb1iLnNbrK3d9YlPozGjaGSJCM8/u3/uOSCuMthJxUuyEazplZsOrTzyiUvQpgPbt5+wMmECB55pWzC7GwIOxXBofuOxL3wpQQnIJEHzwSuuOMotg9mJHOKqbMpWZBpD6JzTquedCaoIGBHYMLnsqh7nEU0ihUGOBjL2DKxu24h/cV7hcAqnXvDqIpRzxvO1zTSYyVyoVkiDerj/umthSgwFEcf1oEmgI60HpTtxnsJKAdm3f/hrvy93PVaefk4qimUeHexZ0DKC9/Q9vPY1Z17xqbnXfP8Lt52bHtyP4UohzZzr7NBmlD2krb1Je89VD37kE8jq8AQzO9wJkpDZjSH+v4vU3+ZAhYHDHXrgZnDzpUMH/vN/fufGhV6U5A7istXqbz566dzCJiWApqEfdKR0/f/boOKbDtTyCCAiOTy5HiXQ3AY568yTcpvdXQLVybbfdE/28oFHHnv4kb1MJcxynpjVLzr/eU3drG9MRjZ9FgcOHCInJgG4aVpg/bC5r9dGxRhCIGKY5fXrDAQiIgbzeoUPM4PW10GbWwghpXRkUPdM63J/p9PpdDrPMAL2La3cdpeQJnFVFUiUQEAbqK3KfPT8EpoaGp6zsDTLOUpPyoIiO2TczlrQldH+a66VurH1X94OeDj7jFZRtM5OUkRO6ixJ0Mu6uuMu7D04eejhGcvuJsSUNbkC4qZ1L9ZbN2PbiT3zEjZhQja6515pxysFAyyOYADMCOzUiBx1/jm2YY7NhGBwrA3HDzxSRIzFsufC4ObGziJ81Fy7MBiLjyPjlGNWZ/oTkAFMHpg55YHajObhQw9jbehYr4+ebj4EBmi90LzL/U8pw3Db7Udv39Hu2nvqK17FLffVPbCSmKGZn517y1ser2ZV53DOC1/43t986Lj+kDxrGErVxl5QWl45UM1X4b5dSNk8C0LW9c2TD8+tW1wvUfnOzjobACIiIm1Tr8TZZz8XqAGoela+5fadcxs2kfCTNwh7WsmWADTtevI2M4dNq3F6JT/nOVuLGDRl9Rxied+Du51w9dXb21YFzMxRIMFOOfnEQgI503TO310Nk3FDhDa3DJ7e+fRufb2bEcxseiyZGEDTNAC5r1++UtX1W7q7+3QYUJZlWZbftfOny/2dTqfT6XyHua+X8E6/mARbvf6mzUvjFGxCGojIwURurqpnn3IaBtV8HvXaNWybG504sxRz7TZitBwLrpDBsSzvvre57c5pl/XSob2quOCF495MiQjyOrcFoqh7SsRpeMdd+uWrRttvU6Rgxq2SBKJgRhE4GHDeW96M+VlYhmUFcGhFb7iuaCbjomAQmZVqAm8ZiqLZuOncn/+ZSSgqC6o+q+PJrbfVDz+C1DibMTKcAFInstOec1KYqKQmtC3m+n7WsY+VaVxgIhgHMQ6umT3tu+1WHDxEmhUpTrv3EEwAeOEQIHWlPk9lPk92fuGzgnrvP37xpB94bXj5+SWq45e1cN/bn3nBr/za/PdeNIPKCHkh2GtfcNrP/kSF0hh1oSG1WyZ5M5e5bfP2HTi4HB2Ah1Aao4U6QU1FRNYLZMgdRLweVp84uQGQuU2/ma5tDSFMoy0zu8O/6WeOfEVEBPe6nuSEt77lDYQJoREm4d7+A8NPfuoz8xsWHEow/v+3snc8mqxvPUbTByXN+ZhjNr38Jeeyt1FA4Oy0e8/BHTv3fvErVzpN+4G6U3P++Wc95/hNROZq5HA3gxVFubi0bI4iFOo6Nzdnpu4GoCiK6SLgybgej2uz9SdeluX0fwJzP3jw0PoiYDcQWMhMmSiEsLCw4YkJgmdYt19vp9PpdDrf4dBPhzuiTNNPS5Ol667f3PIyaVFVvNwae6sWEea4iHsOHnj7fxoWIStmSWcWV+bVS8U4UBM4ZGlIlkvZNqn3Xn3NiRe9qAUHpZZ98wUv3DE3v2lk5nUQ0dZ7kODNmHWT4f4/+rN25fFJ9EGjDJqESI7IMeU8c9rpW3/8hyc97pmDrAcc/PLl2LWr71S7KHIgEiCbO8lqLJ77L38QZ52RqEQGhOLK8Nq/+qsNdV0mK0ORTK2QSCEkzW7pxjvv+6V326rHng/QhIf3Vpp7zGuOOrJYEKdJYWnf3vE/fbl4+xsdLBRhmG4SG6e7M7F0Jf5Pndvq9s677ji+J5tvu/eWD/7pWe97x61vfvDUB/a3ZZMueMXcW39hVBVz1iAULUPQ2/ZTr7/4w39xSo2NzbhkVg9mRcjFYDjCww/xSQuCYBlewECAmysRwWAwJifm6Vm8Pv3uh9fJgpgCEYcQmGO2lHNmR4zRbAwCE5s6T+fu4U6YtuUkYqjBVQg/+AMXXPDy5112+f1VOZc1MBef/8KX+rMVHd6xd/0UoG83/jOA4XDk7keSNBMkyAnbjn3FS19geVWp5CDmtjaqP/LXl2y/cad5QQ6hLNy86Y3/amFDsX7xwx1MRGRKbaNtk2PfAcxvmIsxJlBWZRYCiYS14ejA4tKGo44xkGP9xTOJAfsOHlgdjkAMcjcVoZQVrkdv3rJl68IT1zfoycOk77xuvr/T6XQ6ne8kelIbxOlc4wzqlXvvo7oVlqaZSIARzCAIGNeTR3cvff6ymc9fU3z+G0v/eOX8obWqqQNcHEEhBgKRc9GM5P4HMJ4wAKdIZEdvKk8/ZdgrjL2ta+JC1Au1FNAX4kcfmxm3iRlkDs4UyVmtSbF37PnnY/NCDXKOoCCT9OBXLyucihBl0jiRu2dVdieS5arY8pqLIOLT3Vo944FHlu+4q1R3BZuDrEFyzexMRPrwrgOf+Pzgn64rLr3m0Ke+LLv2baAgbVuqszE5AxQMc0kfuuY6bia9w1OQT+4QT9+Nqc//M6nVi6s9C/O5Xrrsyn0P7Xrpe/793WcetWdzf2njHAZ9JShzskw1yIGTT0gvfn5DVZlDCrRShJr6sLlQsk5G7CTgwE+O2aaenUlEVNXMRMTdx5Mnj2ynS10xneSeDm7NbFq4oqpMT/4gPBE1p6MGM2PynLIQ3v4rvzA/X6o2MCcukmI0mtCT0v50j95vf/CNts1ENL1qAcDhlvWohY3zc+UJJxxTFpySxSoa+de+euVkrICJiFuanetf+OqXxxhdldeLeZQIZpaSTiYThzt00CsceqTIxwE4pzZPJpO1tZZIsmafvnyinLG8vJpzNoeZA55SA4CFNm3atH6c6LvRubbL/Z1Op9PpfIf5YdPMIXfc1dx5XwCCCwFGKuysRMolUGkzT63XhzivlN4K5Rx4LJ7ZexmFepXtqIkGb5avvx7LI1NTZkrZetXzfvVfP9AXZ+shOlUOZ84ObkbjDZaOqjVqmARNAreKjSS0iwsbj3/zm6xHheeM2CLIfQ80l39DLax5mkWrAiPXSGLMieyME/CK8xOXFRglRNuVv/jIpsf2z2ZqJYwAgpWm7N4IjcmqPDkTCjsgkwMbK4bkFR6PQ1a2MkuRY5lkfsJbh3nfN25I9z8cLQE+Df80rexnEBC7Pp5PbWZb/9hAOi7GZxwcr/36n9x17z3Pf/+7t/7KW8qqp48/Msi1mShzJLXVtmn11Rf96ObRXGiLCQrWWOWeYWbNsxy32QjIBAMpBESGhQ0bkmkWTDtUEpGqquYD+w+aHx4bTJvkwFdXV3LOqjptS09EOecQgtm0muXJpT525JsQgqrGQIBf9KpXvOvXf6kqjHl6fSC6Y7oZL9a7Cn375T4OAJPJBM5H+vm4pciyYW5DEfxNP/0jyG3gmHPiQI/vXdYcWabb2+qP/dhrt26a6/VKETx5iYOBUrK14RqDABx77DGq6m7rrTydzJxIvn7FVf1BkVRZYspugJpz4Msu/3rORkQkgRjTf831JS950fo2A0+8TOvm+zudTqfT+T/JdKbfzFJK7Qc/Mb+4EiGcIVGymGseUEUuCm3RtKHREt4Xp1QGqSmNCk/iBGuDNkEZStF9967xVy4rwO107WIIs9//PXMvPjcj9TmkRDmgllS4FCIIedYx08iw0lq4ygU5uUzk3LPxgnNazgOr2WHA8rU3nLi40iIOyxBDm1wztA1wR2Gy6VUv0bmCwEFRs6a15Yc+94Vta20/YyVirS9ieaOTu6+x22yppXmsx+WYSk15SMHa0lPFmcFOmbkJAtCM2oZx/dj/y969B92e1fWd/3y/a/1+e+/nec6t+/TpG3QD3aggcgnQICiIMSpBEzVxDCbGiTWZzJiLE61kxmQmNaaMMxVTmkpNKpo4lZpYiSOoGR3NGC8RNBpAGYJ4gQgNKDQ0nPt5nmfv/fut9f3OH/s5h7Ybq2a60TCp96u6qqvPpc95Vu99+r3WXr+13v5OS6VFd0kaJDN1U8qM+3o/qdXi3le/8mpemXU0Dn7Hxy+17/6BN/+pb1v92o0//CdfX5alXD8ermyW16/o3Q/7D/zwL/7db7/noecsammK43EadVh1db28Op1Z6N47uhWFqculKpny6U+/t4zDbNFa26W8mZn5W97ylt5TMqXMLSKOj4+vXLlSSrn1Adduc//dd9998hbYnYXzu94VNz8oaFMpbpab6fC//PN/6gXP/6w+T6WMGcpbs4ub+17y/1UEx2PKdneO51V3d3flbuudIuKO284r2+te94UXLpyPrrSQRWapdZXZWpv395df//V/umk6c2ZPuTu+8+Y+ozSpbLZrSdXKc5773HEcJZVSImL3LIRbecMb3nDt2iZl2h3maXL3y1eu/+zP/puUUp6pjKjVI2IYhte+9rX+ib09v++TXbofAIDfL5k5z/NH/+07DlqR5Olza17NTdbC0utq0UtaxrCZ7HC9N2U9XC+8hoWUabmtOh5yW3Mzb1Zub3vTmyW17FIqTdU+86EXlVqidS/VS5kzFDmO43o+MsWYPnt2l4dLlspzz35gNjWFIj3VpMP3P3ywbeZVy8V6OvTiMstikg5WB4t779qORVIxHWp65EO/48frU+GDtDXNg5vM522tw1S0zX7Yjo98uxd9NfXaNqsWeXRs0XcRNxVfV9tUT9OYuvRb75NlRKSd7O35xE2t3Nf7yRyNuvCKF9a9ensMj8b60jB91vX4gou6+sZ/9wN/6S/91Ld887/5tm9/2z/6njd9+3c8/Ke//t1/8ZvHRz+gO/36/rwd5rlu+7Cehuub8codz3ialmNKmttufX23tn7mzJlaa7Mspbh7b83MNpvtW9/61pO+jpQ0z/Ph4eHly5fned6l/G6SMAzD2bNnzU4OtPndU+HcVXJm1lojIqLtjctietlDD61Wq2maVqt95c2f+NQaeL0+3k2/d/twai3b9ebcudvN7f7773r+8567u5E3oi+Xe9PUzFVKOXXq1APPuuDSarXsvXvKZLLHnNjTT+4UO3/HHcNQdnOMiDA7WbT/wAc+8La3/0otZb3ZuiulHvnw+x++ePHizQlKpnbzhH7q4ODZz74t9biXO+v9AAB8egqp7bY8Z6a2UqRstgjNmd7m937/G6998N0e1zc+bWs7PZdTR+rujyw3c1mfPdyem9JiMdX9vrfYjjJb7m0WB9tFD9+MB9osz23LQaw3y+XB+rD+3JuPfvJnVynJmvLaqt7+dV97fPu9qRL1ap/XB+3sYh7n7VGM9WrdrHXtzuPFIqfD5SUr/ZHxgbMve14tR01D1APL44PDj17+d7+k1EHf2nqe6h3S0bltO7uul5f7bz0Yz7/q1Vst1grXfH5zY/NTP3uq9Uur6UN709mw267OzXVl0JzTwjROeSr2St/P3L++qIfjuLbYK4tFK0O3IdqybRZxaHZ0bbk+c/3ahZ9+h65cPyoZXWUtzb47QXS2ORYzL64nmjPOfP6rTv2hr7rmt5+zG3vx6NVy6civnZseecXD1z/zx99+/p/909N/5x/c8T3/2zN+/dcfjMlzpX5G/dy5eXF6axmjz7ftHT/tQ6/7MsXBamttv673IsqsyOzl1Z/7wqef369qvZlkxVvE2nz8oR/7+W/8lr/ztl9779rttz969Yd/9N/+ma/7a5u1u1tqkmmaQ9ZbXP3iL/l8N5mqIibLNI3zXu01rDef+zxY25uVc5mKl7Evakxf9zWvPbXYLpTbG7I43XJv9mhlI5liL3LZNHRJ6sruMZgis0cuJDdNpavpjq6amW7XzdY9dOla2/pik56p2i3aPJwe66llah7L9vVf8epTMY/zGG5zudbLobdBvb/8pc8uMa2UB8OpUsep+Np9O7aoR0Vm60WbZ49F1XDnmeEbvv5LTNciPbTfUukb2Y1NvfCN3/w//fxb3u2LGorW45GPTn/v7/1A2OlNb+mHtW7Uz0VrHje+6DUvqFJNuaq0+2QhTF7SldbN0uSRJXN2zUVhNnavfehP9vXDeT4AADwFJlU1WQ1ZqpSTb9x4HKndvj369//sjV98VEtm80yLuWqjWFg5P3uVtXGYpvVZn1dxaTtblLItWo/juPWzKleLNnvaKNvot63romm4uHnnP/+RV3zBF2ocSuigFN1x9/Ilf+jy5V+wFuEW6R7KsOZ5WNpicWq73a7qXs5Zut7/zPMvfvnnrm0vVCZp2V3//n033v3BkHnEsI1VHY+bbepiiLqcFudf+fz67Gfty4a0sPQsm59/R5WX1Dh3swzL7rlXh340LWSbXB+U0723fa03mhe+3Fhe7pv9YVG6NyvrQXMdZ9dSfYj15fd+4P5f/Q+nP//FrY4aJZfJBjk39v5eznaX+3O+45t+5jd/8QXvv3ZqWS+OpWSc3mylzIjTc9vrVy8uZKrScOfe2f7eh8fjy6fdP7SZy8HexU3Ps/vP/eIv1FjCLSSX95yqF1nsrxb/+dd97f/wHd9dyl6mmbu7WsvtVj/xr37+x37sJ4fiatHm5lbNT7tVL670g+Vq2l49f/7s1/xnfzJDYeHqUsha+JRepS7r5l0Z5hbeJJdb5PZZD9z5N/7mX/lvv/XveV32DFmXeiplk9TNJrcmVVmTeprSelpIc5orW1pXbMybbJYie5drsz007yZltPCuNAu7++57e7ShDF/0Ra+57bZ/cnzpyGSbzewaTEMp25c99OLinmpDHc3s5M6BKLvHdtPsxtFhZBZZKfrmb/7GN/7IT3340c2ijvKq8HmKqS2Vw1d/zTd93itf8OwH7r9x/fj//NGfabHKPLdc+BTt+Oj4VG2trc8cLP7Yl3/RzQNOd48/+MkfKbtHLuSyLgvbXWStJvNwpc/5ZNft6X4AAJ68NB1KKZ32k8/qXVJkKkKTP/w797zn0WVfzda79bGVkr30UkLDsPjAGJf2h00MF+rQYz25qcd2f+jT9rMu9QutLHNbU7X1Y+XetDfKb5/0nl96uy5d1b13jLY79r5uPvuzNr/wtlM3Dt16kdc0C8mzF3Vrg/XF3FrfjFrG5zxHd905afd4sbTNq//mbWcP5665pk5LMU3LOjT3Yco6Dve/6hWxHMdQTMqx6+qx/4cPj20xROxHMeWsmDz6ZHPdvzjYZnnmRlF4XTTNiuW4ON4cH5zZL1eP7jrsQ/RFz0VXdymnUzZsNvOjP/OLdz704iytlbrb6uMppXOmzycX0qLqcx5cvvSF5UPH2821w9OeLlMfp1ayH/R5UN5Y2Me3Nkqnztxx8b3vUW0fXF+JM4MOY7j7nvaK59/2jKfJ06qnFIrRy64+veir/viXffc/+J5rh9l7hNzCS9lLtXmO6IvNZjvUwTV6GXsvGaq1zPO2z/NitD/+ui89f26vWEpxcr2cxa1NLJaSwszCd7uKulmpZlOfv+pPfOnf/4f/+OHfvrhc7U8Ru4tw09IzZO1mEaektDBLO9l2n2lKs+zNb27FkXumejTbHQhquxOqTJFnDhapHhH7+373XRcevf7bLWRWig3RymD9gWfe29vs1cysVp8+8ZmTp7nCD4+PT7ai9dhb+Kte+dAP/cs3SXl8dDwMw1D3h9XpG9cvL/fqW3/lXW/+t29tU1uuzh2tp2EcrUWLdrDas+n4YFlPHyxf9tIXZ8rL715HOBmpkHYTj8duAcrd9r8n/dag+wEAeCrhr8GyyRRSl1wheYmuaaHtxV9820sur7v8+pjbqrGnrEzuy764uti/869/wwv//J8sZZVztLGYfNjGdiU9+jtv+fK/MH7wokUdYj6YXHNcGqe9uufT5o7rl6687U0HX/kVzYaFKRd54Qs+9+3f/b0XYj6uk1VPO9kq3zxb9j33uR+11XBp7C/7L/5srBY108w8Zr3v/e9+w7+8c15fW23dYugebq0Ox9vNHeVgvnDu7Ne8NkbXJmO0ZtPlH/9x+9gjm5IpG9Jl0azMGuYy/vbB4nO/7VvG174mV0uL0sbaIz1Vivv6+s//7e+8+IafvufoaIi2DAv59SEP9xR9/o0f/9d3fvkfmV/2vI3KQraQPF395IMUPD77i+Y6uNsf+uvf/Mvv/siF931otTkOb1uLWEZmvyEdlaMa+5fGvWtnz77oOQ++9fv+8fntoZ/az66rZ26/7eu/8v5v+oY4e9B7msxObquKNEuzYrr3zuEvfN1Xf+f3/JAUi3FvnpVR0rwpZaUs9jOyF+8p97I79H9RzaI97zOf+S3f9A0He7KQuyJSVpVVMgszq0pXlsxUFGVNFckizKT9Pb3+9V/2nd/1fa2tTYu0XQtHZvjuURZJWVOZ6V0lI1Ke8lQJqeyuGs5BtpDK1Wu9zZY9I8LNZaMpzp0+NRQVjQqF6YUvfM7bf+M97vIyRnfJ9lf2whd+trmZiler1dW6p0WenD8bpktXr1uxzHTPPve/8hf/7C/90js+8vFri3Fh5pm53hwOy9pzun68HsbBy7jtsdhfRMytz4vRejsctf78V37u//i3/uqZU4Ora/d0y2PX8NNlRTJlsSxS8dgdcmSpzKdw5Cf7+wEAePKs53LKgy41KeSpMEWVqZ1Sv/LWXz7QdtTV4tdVr0S91uvhNB5vfHtliFMv/ZzDu552/Y474+67pvMX4vz5vOvC4W0X+rM++64XvfiGDz1rs8Xa99pw7vo4XR+6cn2vby+/5eeGMq0t5jJvBz/7wufe8bR7xq6hj8oxc2GxKLEY5sV+HAzz2HJxebG6+OA997/6IVfuR99TW24PP/aDP+gf/GDVdl7ENOY8RFvk5HOVTaMNL3+27jsbCpU+lWY3rrzr+//Faj6cF5c2y0tX9i5/fP/6xf3D9WIzl+n47GL84lfogbvnO+/UnffEheX2rrP97tuPL5za3n/bZ37Z54XPVdte5mZ9XXNeDDeyp3L54Y+/75//SG2tqJfd2qafTKjwRK1o9DL0xeqFL3j1T37/xx56wYGfu3OzOrcuB9MwaHlltTo6s/+0w9Xx2dvXr3/N5aOrZ976/lO+inZ67edv/9a/fP+3/zc6vb82z7pMaZRGuct6tvS0ouz6q3/pG77stZ93712ntseXqs/FujLaNJU69J5t9yLP3LbDMsyb9VXX8ek9+67v/NbbTq+sp6m13mQmcrGnrQAAIABJREFUuXKwrFK1XFiOHuZRLBbKZWqUivpqKIti+uo/8RW3nTmo7haD95X3pcVCKhbFo+66XzlkFsXCYrSoFkU5ZI6eZlldFrHKHD/yoevbdTdVj6KoytHT7rv3rt1HBOaZqZc89GDGUfVWTdG25vmVX/Elt51dVS+SStG5c6dczRW++wxKKcX1G5vdLRNmMY75wLPufvOb3vhFr3loKNv18RXTvBiGbHIbex8il62PZdhrXcWtSDltFta//HWv/r7v/bvPeubdQ5EpzJ74IK9JVVksR8vRY7DdMJ78NT7pNwdTaQAAngJXN3WXDyp5sk0lez8l1+9cvvSO99yuuVo7tY29uZcMKYZQV1yufu7+px8qe4an9iM9XKEzrpL9WS997jv/9Y+dmdfeJve6yPGezYHa4kDDfOnw8N+9Sx87PnV+FZ4hy/2zD7z+Kz/2Hd91bsqULLNI2a1ZjMoxbSrjxbnd/aLnx2geXSUzm3300nt/4k239VJjOHUYi7RllMjoJqVfXg2rV79sGqpS69FmbfWrD9/+jkfu3PhR9BJK5VQs5XuTR4buvFvnTk3q2+I1cpgWGsrQNHgx8ztf/NDVscjWVpqFy/xgWg1t1dLPbPXBH/uFB/7yx8dnPV3SXHRkWtabxzHicd2WYdsuDfMwtruf/nnf990f/qdv2P7qux79lV85dXW9anbuuj7Wpo889zPu/6/+3PnnPfvN3/q3z9bF1Qfv2fvi1zz/C75w+aqX9FK0ClM1qaZpd3BUMaXLbZo3i2FZ3f/R//Lf//Lb3vG//+C/+rmfe8vFK1cHG8aFz9PxUOvulKpxXJS6tlw///nPeM0rX/6Nf/7199x9W62SMmXVF3EzYJXb4kXqGc3M3dWb1WK745tK8d5SxZ5+721/62/+tb/xt/7nTcvdaf+WIXVlW43KrjT1SEmeffCeOZmVyGYWi1qizbtfW6lHH/1Yn7a1yjyk9CiW23vvud1NJxcSl3zOcx9cjvOcEX0aax2H+c99/VdnzyghWSl53313fugjHylZLVLpUsrKyV1c5plzztvFuNejf98/+fZ/8YM/8YY3/l/vete7p6O+XAzTtF0N48lUbbsu7pqn0eIlL/qcL3/dF7z+T/3h/T1ll7KbhdJPJruPecVnSKbe5qIINbV5GK31NpQxY37Sbw26HwCAJ6+5rWUhmWkhLXYP4JWiy+uLP/9/v//o+vbe00f91LL1opbWh56L5pOPR897ju661zQsTF2Sa3RFykzudfxjr3n/D3//ox/84LnlwfUb64O9U1rXlov9asdH+fGLV571nt+pZ+6YF6Mkq8PpL/3Db/o/fmjvIxeV5lFKWjetbVqYLydtpKPzZ1/0+a9oZRx771a28vUHPvzrF6/cce5UzXGv9bF5yVLCw9ajL993UL70814hHWQrMfhCex9658MfqoujM9bGs97TM+aibhp76a3c+7zn6/T5rca16jDIc7E1VVdKWz+zd8o2L3rp29/11mNt77C9aY4in3ofxr2yKR88vPzAe37rjvufLlMWNamZFqz3f9JpZqZGpeUYZWxqz7zvvm/7r7Ve3/ebv/XBn3zztd/87fs3y2d+/vPzq179zne8619/5z98zjPue8Ff+Tq98nN1z33rUrVV6Xm1rPdlg26dmZqWXtxCqkOVQm4r9Ve94kWvfPmLLl9tv/RLv/KTP/WzH/7whz926eL169cXi8Ud5+88ffr0K1/9otd+yZc+/e7bl8PunrWUuk5u6jWTpjaP41zKjd7Xi4VPbW3pFjpz5ulXr1w6e/qcaZYWpVhaFLOv+qo/8tGPfuS7vut/zWyS5FvZXHNz6eMfu/8ZF3qEV8/tFHm9FkXfeCkRsxcdX//4/t5tU4vloDbbdnu1+pHsuBQpZVZqzqcPyjz15WimmPrm2Q/e94qXf85vvud9i72Do8Pt/ffd+5zPfLoUZm6yqeV9T7vw1rdtzbpst6F+lvn68Gj31EDvKuOQMa0WQ1f501/7R//sn3ndL//ye3/kh370ve973zt/9Z3H09Z96NkPTh88+4FnvO5Lv+TlL3vxCz/7gaFa2X2iVWL3y0l2stXnFpNZbLfb5aopbwzeVkvfbI8GL+o21DP5ZDf62K0TSQEAwP9Xu9LZPXw3SGWWMjalLdX1yEV98P1amnSnppBmjU3RNUsq85mlffZnbsP3TdEmH7ty6FabNGa3eXP0a7+2P6em0PJA3aS15CohtdZVP+NFcWYVRZJ8lud2/s13Da0rXc0lUwktijJ13KQaOftnPGO67cKYdq30WeXc1avlPY8oJw2zZilNViWpH8uWoVkveZ4P+2raDHJpeN8j9siHtArFKXUpumqo7LY/VJ09owfvvZ59WYZx1nZUSKumbrpRdGaS/cbDOr6mVdW8r+NJe5PsYpZqN6RhaA8+rVy421S30lbaS9UmDby+nqhvlVv5Kn1oiqq0uWRTm6UmVV1Preq09PWVG2eOU/vSbS7tKfebVEJRNGteaHjMA7chl1xdksJPrtyaUiWzpnmktrPGUdN8siZdXe4nP9tCg8slZb+589ylkqlu87Ubmw9/+NB9FTlbbS4z1aL+4AN3ZqyLN4sDeU+1nilbffzy4cc/fqxcSimbZfPo82c9eF8qpNYVPcoHPvDoNFvkYF56Niu5tGWp6wfvP99iU33vyrX+yEcunWzQSSmGarkY+zOecfcch4MXqWYOMs1NaSpFKS1SZpnqrYd8ePjhj81Tpg03rw/2zLxwR7n9zOlF0e4CX2XvZiE3jV3m0ryNOnqkLl29cXy82TvYP316b3BZZjVztczutrj5Z8bJaT4nC/F5a8m/t74JxXo73jhMs0XLqdS08GKj++bglPbqku4HAOA/RvibsqSl1E2m4xJVvbbWynxkPXVuL2WmY2VVXykyYuOW0mkVTSmfVWdlTRu6apeHwqRIld35QF1ucysmRVEO3SyGdIuuQYqiTdEmp4WVUVbDwzSbtupSX6SNWWMbNpTussijarN0pvWxWR/z2GMhM1mThzTkHPPcx6XS9jeuonVRDQ3Kqfa1NddylGqe/BKh2JMNve8WShWmbbT9yVW9eXo5cpNy1XyqWisPwmxWH7eTTaaobTuUcbaxa1VlNRWmmuEtNLAr4fFCfVZ2ucnGtLKL4WpbzyPrRdrv2SKrqnmZSps1Nc1L7dc+uDS7PKMqysmOj5t3xJrJ7ObNuGHKzEkqspJZd8fj1FojQ5kmzzRJ6a2oyEyRlmklb84kXCpKdTs0jT2q5CGZNykUXlTcTFqn1m6nM9vubqw5spSFVPMT7670zOyzu0JNblJR7m529jTF7tyb9GItdVhkyjFzmSZZ7L4iU1Fa9CzVIqdUuLnC3Wub04r1LpVceI9MmZl8Dlma37yKOOzWFxYWJw8umCtylqtnKs3NLYvMIyNT7h6hzLQiS5n1jPTdjWb22BvqfPcvuxnmkiKzm82hJi23c6nVd3+4KCx7Ld5L2Zr26H4AAP7Au1/qpqawk1CyDPWMUn1W36qNGsbdGRx+c43PYvLmymqK6G7j1sYmrXar59KwbSp1U6OoD5uNiqvvZ4kYXFJpyu2xjQtZUSq9H5bdjwh1U7jKLrRCfeo9Sl0pTOtcnxpMcpOlSk/vqcFnV5VsvhlsPXOwjaW1WDbvg82ZS5nm1MKyp52soerkqE2LaJPXouJdMStMnhpNURRFOrlbOMN2exoyFF29qi/Dtr50ZWS3Xsci2SRVNe/15BMUPOEFF6lUeISpZJHZWtpKC+Xetqv7bthy8JYaesr75LZRGaVlV7belMNQ5fGYTne71YMWqb5db4Zx6V4zd3fRRo+5mJm5spx06slrWm1OsyyD6ROvjKKUbCuVzDrNEdEWywxtq1bKQSmpyzfK/cxubpHNzXvGzbt+b7ZwusK282ZcVil7RtFoOjn8Mm33edsQMcvWkhSjYizVZbvPQFy5kBTSNM0+WHG5FD1KDCo2z62OFppLprz2NLMSmcVOThvd/VZCIUX2Nm3bWBd1GHqT191NE+GKPvdiRbVmKkPl5ERO9S5zuUupec5hsDz5VOTWHMl162ROCykyLJXm03aOsR5I2s43VmONXtxGZcqO5ft0PwAAf+Ddn5pdoeiSycocYxaZoip218/6saLsDjE8eYDPla6M7tVSEV2t1Cbth2RqprqWmg73ciw5TrO8abOvVWyjRY7LQWbrlPVpqNVkm80UZVwN/eaBOFVpYRHKSIXqYGmaTAtNGWOT+m6vhhQZbuFWt5KkoszMonTPtq1W5r6t42hpmlJ1kKTYyHa9YkpXuIqFZZrlzb0fYyhN3XqqVZmlpKIwtVmaNJj6oLZQUS9zUUq1FS+SraWiNraiblrw+nq83bzRI63vlty7lY0kaX/30dO80WihYS5epLqWcj5ctQNzzaZS0ovtjkn1mBUhmdzlNT+x6yStmap2T5dqd59a3NyaYopd+t+cx+rkRZ0ms/jEjDBdmbmbN+zO4dRk1qMPbvXkJ+ZGZZmhkNxlJ6f0T7u/7eYWCpcVmVp083QrFnbr/Jv0SDXTmJmyyc0j3HezDm+yrtx9ApB2cq2AIsMVLrPdD1OXR+TGNchKT3OroYi2HUpVmszTemreXaZrGnbzlkjF7vjQzGrpcrWIoZuK5Cb1ntl7HT8xTPmJw6oeM0E6KfJPdL9yt4bQe1fxEiEvLXO2XJwc9+ntZFce3Q8AwB+crpSay7NnRphVWaQ3M3fVUHTVMsl2R3Z43qqnVJXUpd3pla4weU+5wsxnSVoPkrQKhZr57l+2e6owXbOURaMr1CfZ0K3K5FJKu7X7mllkzXKWSSrS2GcV3101kJ4qbrn7sEJDym13GKlcFtkGM4uQq0e4++5M8S5V9ZCaLOVFditkbq7+PzZyIhR+so3BdfNO0lRGzzpnjjoqrSjHKCF3WWkmU9Yuo/t/j+43hWUqSqbSZR4mS1moe04WRTlm2ZhJWjbJNXkbp1CLtqzhdWxSyTSF8tYun/KYHjy5nfnmf9TMNEtlyGR5cruaUo/dkH7zwqlbUWuf2LsiZchcmd08M8xUst98T+y+rNhtF9rdeP3Yje+mUHazolCa28l84NYsxTMylMVdqTCzDGWYnxwI1U9mIDr5LUfKdl/DrY02lvJI7XrdIt3MUmEZj3nYNnN32mZKcrOaYWa7i8lOqt0iJMsy3/ra7WSbUEgZmSlzK6Gb06DfNXC3uj+lzDiZbO2+O1Pmmb2ZVcXuTR4qT+YsfrofAICn1GHdtZX2IhQhSeabEpPqoL5KmywGTs97ouyWMcdkte6yqPjgJ7umd0+I5pNb0QTwe+EdBQDAU3Ky4O1u5kqp9Wq28Nmu3VBoHLpyZJSeMGqmOgxzyJsierW2HLrs5EYic1lnkIBPLdb7AQB4CiKlnN36zYccl6FUt6tXPvD3v/fqT/y0xTqd/9U+3tYXodXBZCXqR2s+87/7C8/46j8aVku3LNqapFxycxfwKcV6PwAAT4FnqldVk5pUUmmarC+Wpssfs3f/5ukxFkeNcXqc3ueMOK/9qv2yWNijj5jPIS8qJyfEE/0A3Q8AwKePJu12p9STE8Ul6chi4dORzVO1Y/XBOI/y8cZlV66nbe/RbHGuLdtaPdQHuWRFqv3WSScA6H4AAP5jK2kl3FIq6pJMGVklxbh/POyvDxaxLXH4afv7tyesqv8B7f/tbePea83JrqufMivKmlLsDlm5daURALofAIBPh24OUzO5msUsuUVVLGWafSoHF32vDKthYH//E2YXsR/L1aZrr5z6iPW9PD22pbIodjchNJUurRgo4FP55xXP9QIA8OTtrvG0DOtSDiHrOi4hl33gw3Hx8vWFTm9ZZXu8krZt0+DjsI5eBz3r7nrX7SVkkTH2WfNCXTpgoAC6HwCATw+pZtoqF+pVUjdNfbuqR5pX6qPymvqg04zT42yVki2lg5Rarkt290FadKnsbmBlvR+g+wEA+PQRmZ6bXaKmdjeDzpauuayb5qZYa9xjnB6vFpWiKZSSe3ifFivJxpRLaSl1Yzcy8Kl92zEEAAA8eZZdXXK1olBWzaYWuWz9t372TVd/8e2rNmfl+dQnTJcsVlZyO8213Fj5/a99zd0PvXSyoat6mtKaV05BAuh+AAA+XaR5kdfcqpSsUuZo2Yr78ew/8ZOnvv+Nez0tZwbqcYbumzEjp9umIff21xfusYdeOaqapSwsnakS8CnH2woAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAA/KcnlZJkdvMbjDEB6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAAD+/68yBAAAPGmTdEVxyuq+osu9mx1aPdW1t1mP8950Y8+PWy4ZqMfxrPt9qVaHKOOcQ2xlW6kqbOtWNNf1pNU+AwXQ/QAAfFpYhC6ke3Sl6qBu0qhm6bIjt2G1dzjPLc8xUI83zNu6relx3G4crEpNyZo07L436ROA7gcA4NOMp2SmomOL4l5MNbLG8mBaDtPesuUQG0bp8YPmebieZXWoq7BhyEGzDSal0rV1q4uBUQLofgAAPm2YWlWXpfJYWpoWRaOqZu35/lbDqFXxy4zT47s/6qk8HUMNG46vb5fHoea7pw5DmqXJNTJMAN0PAMCni5SHzJSupVQzJWuuzBxf9ZLWs9XetGacHqdE8fQpu8q4P/jeS57TRitKCxsUqeZq0h4DBXwKWWYyCgAAPEld6pJJHlmkMJu1Ge2Gzeey123XGLJTjNMTRFiTZMdrWy1vmM8qe9IyUt5Ck6tLZxkm4FOI9X4AAJ4Cl1xpMimkopR5kUYN3UpZxppnVD+ZlDeNkhZ7Y5wMnVxSdsldLhmjBHxqsd4PAMCTF9K0W+6XTFkirXkW9aIiKTWZFhkM1BPC32SWkqUkNZNMdTcDsJSnlLLCOAF0PwAAnyb9Ku3+R2qP+Ral3HazApL/k3J1V+7mSp9kMHfIfuBTis8eAQB4yul/y27lP1OZkrvku8VsfNIJU9jJfOnW3Gn3j8yWgN8HrPcDAPBU6jVTKbnlyRb/ZqrZPSXzlFlIRsb+XsN3q/RT3sOyyVxW05Qnx3oC+FRhvR8AgKfS/Qr9rqdQQwqTWzZlkw1FhYB9gq3UpXJz3Aal1GdFU1/IZEUqt27vBfApwXo/AAAA8J8+ViAAAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P34f9qxYyIAABAGYgsC0YQwtCGBGS6R0OmvAACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh/WdXvWAAAPfUlEQVQAAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACwi6y2AgAA/ObvBwAA3Q8AANw3Wclwp1bem70AAAAASUVORK5CYII="/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x2c hf y28 ff6 fs4 fc2 sc0 ls7 ws0">99<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x60 hf y5e ff7 fs4 fc2 sc0 ls0 ws0">dodatkowych <span class="_ _17"> </span>kosztów <span class="_ _16"> </span>dostosowania <span class="_ _17"> </span>działalności <span class="_ _17"> </span>lub <span class="_ _16"> </span>ponoszenie <span class="_ _17"> </span>wyższych <span class="_ _17"> </span>kosztów <span class="_ _16"> </span>o<span class="_ _0"></span>bciążeń <span class="_ _16"> </span>np. <span class="_ _17"> </span>podatkowych <span class="_ _17"> </span>związanych <span class="_ _16"> </span>z<span class="_ _0"></span>e </div><div class="t m0 x60 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">spełnieniem <span class="_ _14"> </span>nowych  wymogów  prawnych. <span class="_ _14"> </span>Skutki  wejścia <span class="_ _14"> </span>w  życie <span class="_ _14"> </span>nowych  przepisów <span class="_ _14"> </span>mogą  wpłynąć <span class="_ _14"> </span>na  wyniki <span class="_ _14"> </span>fina<span class="_ _0"></span>nsowe <span class="_ _14"> </span>Gr<span class="_ _0"></span>upy  i </div><div class="t m0 x60 h16 y398 ff7 fs4 fc2 sc0 ls0 ws0">długoterminową strategię rozwoju.<span class="ff5"> </span></div><div class="t m0 x60 h16 y52f ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd ye08 ff5 fs5 fc5 sc0 ls12 ws0">5.7.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">WYDARZENIA PO DNIU SP<span class="_ _1"></span>RAWOZDAWCZYM </span></span></div><div class="t m0 x1 h16 y9b6 ff8 fs4 fc5 sc0 ls0 ws0">Wpływ sytuacji geopolitycznej na Bliski<span class="_ _1"></span>m Wschodzie na działalność Grupy UNIMOT<span class="ff5"> </span></div><div class="t m0 x1 hf ye09 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _9"></span>oc<span class="_ _0"></span>enie <span class="_ _9"></span>Zarządu <span class="_ _9"></span>UNIMOT <span class="_ _1"></span>trwający <span class="_ _9"></span>konflikt <span class="_ _1"></span>zbrojny <span class="_ _9"></span>na <span class="_ _9"></span>Bl<span class="_ _0"></span>iskim <span class="_ _9"></span>W<span class="_ _0"></span>schodzie, <span class="_ _9"></span>obejmujący <span class="_ _1"></span>w <span class="_ _9"></span>szczególności <span class="_ _1"></span>eskalację <span class="_ _a"></span>ryzyk w <span class="_ _a"></span>o<span class="_ _0"></span>bszarze<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span>transportu </span></div><div class="t m0 x1 hf ye0a ff7 fs4 fc2 sc0 ls0 ws0">surowców <span class="_ _1"></span>energetycznych <span class="_ _9"></span>przez Cieśn<span class="_ _1"></span>inę Ormu<span class="_ _1"></span>z, <span class="_ _1"></span>stanowi <span class="_ _9"></span>istot<span class="_ _0"></span>ne <span class="_ _1"></span>źródło <span class="_ _1"></span>niepewności <span class="_ _9"></span>rynkowej i <span class="_ _9"></span>operacyjnej. S<span class="_ _1"></span>ytuacja <span class="_ _1"></span>ta <span class="_ _1"></span>wp<span class="_ _0"></span>ływa <span class="_ _1"></span>na <span class="_ _1"></span>globalne </div><div class="t m0 x1 hf ye0b ff7 fs4 fc2 sc0 ls0 ws0">rynki surowców energetycznych, oddziałując zarówno na poziom cen ropy naftowej i produktów ropopochodnych w Europie, jak i <span class="_ _0"></span>na<span class="_ _3"></span><span class="ff6"> koszty </span></div><div class="t m0 x1 hf ye0c ff7 fs4 fc2 sc0 ls0 ws0">logistyczne, ubezpieczeni<span class="_ _1"></span>owe oraz poz<span class="_ _0"></span>iom zapotrzebowania na finansowanie<span class="_ _1"></span> kapitału obrotowego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ye0d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y460 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _14"> </span>wyniku <span class="_ _14"> </span>powyższyc<span class="_ _0"></span>h <span class="_ _14"> </span>zjawisk <span class="_ _14"> </span>Grupa <span class="_ _14"> </span>UNIMOT  prowadzi <span class="_ _14"> </span>działalność <span class="_ _14"> </span>w <span class="_ _14"> </span>warunkach  p<span class="_ _1"></span>odwyższonej <span class="_ _14"> </span>zmienności <span class="_ _14"> </span>rynkowej,  obe<span class="_ _1"></span>jmującej <span class="_ _14"> </span>w </div><div class="t m0 x1 hf ye0e ff7 fs4 fc2 sc0 ls0 ws0">szczególności istotne wahania c<span class="_ _0"></span>en surow<span class="_ _0"></span>ców energetycznych, zmienność <span class="_ _0"></span>premii handlowych <span class="_ _0"></span>oraz <span class="_ _0"></span>ograniczoną przewidywalność warun<span class="_ _3"></span><span class="ff6">ków </span></div><div class="t m0 x1 hf ye0f ff6 fs4 fc2 sc0 ls0 ws0">dosta<span class="ff7">w. Jednocześnie, dzięki dywersyfikacji źródeł zaopatrzenia (zarówno kierunków morskich, jak i l<span class="_ _1"></span>ądowych), rozwiniętym kompeten<span class="_ _0"></span><span class="ff6">cjom </span></span></div><div class="t m0 x1 hf ye10 ff7 fs4 fc2 sc0 ls0 ws0">tradingowym <span class="_ _0"></span>oraz elastycznemu <span class="_ _0"></span>modelowi o<span class="_ _0"></span>peracyjnemu, Grupa <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>jest w <span class="_ _0"></span>stanie <span class="_ _0"></span>ograniczać <span class="_ _0"></span>negatywne skutki <span class="_ _0"></span>otoczenia <span class="_ _0"></span>rynkowe<span class="_ _3"></span><span class="ff6">g<span class="ls11">o </span></span></div><div class="t m0 x1 hf ye11 ff7 fs4 fc2 sc0 ls0 ws0">oraz wykorzystywać pojawiające się okazje rynkowe.<span class="ff6"> </span></div><div class="t m0 x1 hf ye12 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y43a ff7 fs4 fc2 sc0 ls0 ws0">Grupa p<span class="_ _0"></span>rowadzi <span class="_ _0"></span>bieżący <span class="_ _0"></span>mo<span class="_ _0"></span>nitoring sytuacji <span class="_ _3"></span>geopolitycznej <span class="_ _0"></span>oraz <span class="_ _0"></span>jej <span class="_ _3"></span>wpływu <span class="_ _0"></span>na <span class="_ _0"></span>działalność <span class="_ _0"></span>operacyjną <span class="_ _0"></span>i <span class="_ _0"></span>finansową, <span class="_ _3"></span>dostosowując<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span>w sposób<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y43b ff7 fs4 fc2 sc0 ls0 ws0">ciągły <span class="_ _14"> </span>politykę <span class="_ _14"> </span>zakupową,  sp<span class="_ _1"></span>rzedażową <span class="_ _14"> </span>oraz  str<span class="_ _1"></span>ategię <span class="_ _14"> </span>zarządzania <span class="_ _14"> </span>ryzykiem, <span class="_ _14"> </span>w  tym <span class="_ _14"> </span>w <span class="_ _14"> </span>szczególności <span class="_ _14"> </span>politykę <span class="_ _14"> </span>zabezpieczeń <span class="_ _14"> </span>ce<span class="_ _3"></span><span class="ff6">nowych  i<span class="_ _1"></span> </span></div><div class="t m0 x1 hf y43c ff7 fs4 fc2 sc0 ls0 ws0">zarządzania pozycją handlową.<span class="ff6"> </span></div><div class="t m0 x1 hf ye13 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye14 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>ramach <span class="_ _0"></span>przeprowadzonej <span class="_ _0"></span>analizy <span class="_ _3"></span>Emitent dokonał <span class="_ _3"></span>oceny <span class="_ _0"></span>wpływu <span class="_ _0"></span>sytuacji <span class="_ _0"></span>geopolitycznej <span class="_ _0"></span>na <span class="_ _0"></span>klu<span class="_ _0"></span>czowe <span class="_ _0"></span>obszary <span class="_ _0"></span>działalności <span class="_ _3"></span>Grupy,<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span>w <span class="_ _0"></span>tym </span></div><div class="t m0 x1 hf ye15 ff7 fs4 fc2 sc0 ls0 ws0">w szczególności uwzględnił:<span class="ff6"> </span></div><div class="t m0 x1 hf ye16 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _63"> </span></span>zmiany poziomu cen produktów energetycznych oraz ich wpływ na osiągane<span class="_ _1"></span> marże handlowe,<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ye17 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _63"> </span></span>wzrost zapotrzebowania na kapitał obrotowy wynikający z wyższych cen s<span class="_ _1"></span>urowców i produktów,<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ye18 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _63"> </span>wzrost kosztów logistycznych, w tym kosztów frachtu, </span></div><div class="t m0 x1 hf ye19 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _63"> </span></span>ryzyko zakłóceń w łańcuchach dostaw oraz dostępność surowców en<span class="_ _1"></span>ergetycznych,<span class="ff6"> </span></div><div class="t m0 x1 hf yaca ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _63"> </span></span>poziom ryzyka kredytowego kontrahen<span class="_ _1"></span>tów, w szczególności w warunkach pogorszenia koniunktury gospodarczej.<span class="ff6"> </span></div><div class="t m0 x1 hf ye1a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye1b ff7 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _5"> </span>dzień <span class="_ _14"> </span>sporządzenia <span class="_ _5"> </span>niniejsze<span class="_ _0"></span>go <span class="_ _5"> </span>sprawoz<span class="_ _0"></span>dania <span class="_ _5"> </span>Grupa <span class="_ _14"> </span>nie <span class="_ _5"> </span>odn<span class="_ _0"></span>otowała <span class="_ _14"> </span>zakłóceń <span class="_ _5"> </span>w <span class="_ _14"> </span>ciągłości <span class="_ _5"> </span>działalności <span class="_ _14"> </span>operacyjnej <span class="_ _5"></span>ani <span class="_ _5"> </span>o<span class="_ _0"></span>granic<span class="_ _3"></span>zeń <span class="_ _5"> </span>w </div><div class="t m0 x1 hf ye1c ff7 fs4 fc2 sc0 ls0 ws0">dostępności kluczowych surowców i produ<span class="_ _1"></span>któw, w tym paliw ciekł<span class="_ _1"></span>ych, gazu ziemnego oraz kompon<span class="_ _1"></span>entów niezbę<span class="_ _1"></span>dnych do realizacji d<span class="_ _0"></span><span class="ff6">ostaw. </span></div><div class="t m0 x1 hf ye1d ff7 fs4 fc2 sc0 ls0 ws0">Terminale <span class="_ _5"> </span>paliwowe, <span class="_ _14"> </span>infrastruktura <span class="_ _5"> </span>magaz<span class="_ _0"></span>ynowa <span class="_ _14"> </span>oraz <span class="_ _5"> </span>ł<span class="_ _0"></span>ańcuchy <span class="_ _5"> </span>logistyczne <span class="_ _14"> </span>funkcjonują <span class="_ _5"> </span>w <span class="_ _14"> </span>sposób <span class="_ _14"> </span>niezakłócony, <span class="_ _14"> </span>a <span class="_ _5"> </span>realizacja <span class="_ _14"> </span>dosta<span class="_ _3"></span><span class="ff6">w <span class="_ _5"> </span>do </span></div><div class="t m0 x1 hf yd81 ff7 fs4 fc2 sc0 ls0 ws0">klientów (w tym sieci stacji AVIA) odbywa się zgodnie<span class="_ _1"></span> z zawartymi kontraktami.<span class="ff6"> </span></div><div class="t m0 x1 hf yd82 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yd83 ff7 fs4 fc2 sc0 ls0 ws0">Grupa  utrzymuje  adekwatn<span class="_ _1"></span>y  poziom  zapasów  operacyjnych  ora<span class="_ _1"></span>z  posiada  zdywersyfikowane  źr<span class="_ _1"></span>ódła  zaopatrzenia,  co  ogranicza<span class="_ _1"></span>  ryzyko </div><div class="t m0 x1 hf ydf3 ff7 fs4 fc2 sc0 ls0 ws0">operacyjne związane <span class="_ _0"></span>z <span class="_ _0"></span>ewentualnymi <span class="_ _0"></span>zakłóceniami <span class="_ _0"></span>w <span class="_ _0"></span>dostawach. <span class="_ _0"></span>Jednocześnie ela<span class="_ _0"></span>styczny mo<span class="_ _0"></span>del <span class="_ _0"></span>operacyjny umożliwia <span class="_ _0"></span>relokację <span class="_ _0"></span>str<span class="_ _3"></span><span class="ff6">umieni </span></div><div class="t m0 x1 hf ye1e ff7 fs4 fc2 sc0 ls0 ws0">dostaw oraz dostosowanie kierunków zakupów do zmieniających się warun<span class="_ _1"></span>ków rynkowych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y120 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yd31 ff7 fs4 fc2 sc0 ls0 ws0">W odniesieniu do ryzyka płynn<span class="_ _1"></span>ości Zarząd potwierdza, że przy <span class="_ _1"></span>obecnym poziomie cen na rynkach s<span class="_ _1"></span>urowców energe<span class="_ _1"></span>tycznych Grupa UN<span class="_ _0"></span><span class="ff6">IMOT </span></div><div class="t m0 x1 hf yd32 ff7 fs4 fc2 sc0 ls0 ws0">posiada <span class="_ _3"></span>dostęp <span class="_ _4"></span>do <span class="_ _3"></span>w<span class="_ _0"></span>ystarczających <span class="_ _4"></span>i <span class="_ _3"></span>zdywersyfikowanych <span class="_ _4"></span>źródeł <span class="_ _3"></span>finansowania, <span class="_ _4"></span>w <span class="_ _3"></span>tym <span class="_ _4"></span>odnawialnych <span class="_ _4"></span>linii <span class="_ _3"></span>kredytowych <span class="_ _4"></span>oraz <span class="_ _4"></span>finanso<span class="_ _3"></span><span class="ff6">wania </span></div><div class="t m0 x1 hf yd33 ff7 fs4 fc2 sc0 ls0 ws0">handlowego. <span class="_ _27"> </span>Pomimo <span class="_ _27"> </span>w<span class="_ _0"></span>zrostu <span class="_ _27"> </span>zapotrzebowania <span class="_ _27"> </span>na <span class="_ _16"> </span>kapitał <span class="_ _27"> </span>obrotowy <span class="_ _16"> </span>wynikającego <span class="_ _27"> </span>z <span class="_ _16"> </span>wyższych <span class="_ _15"> </span>cen <span class="_ _16"> </span>surowców <span class="_ _16"> </span>energetycznych, <span class="_ _15"> </span>nie </div><div class="t m0 x1 hf yc1 ff7 fs4 fc2 sc0 ls0 ws0">zidentyfikowano <span class="_ _5"></span>zagrożeń <span class="_ _5"> </span>dla <span class="_ _14"> </span>zdolności <span class="_ _5"></span>Grupy <span class="_ _5"> </span>do <span class="_ _14"> </span>terminowego <span class="_ _5"></span>regulowania <span class="_ _5"> </span>zobowiązań. <span class="_ _14"> </span>Poziom <span class="_ _5"> </span>zadłużenia <span class="_ _5"> </span>pozostaje <span class="_ _14"> </span>pod <span class="_ _5"></span>kontrolą,<span class="_ _3"></span><span class="ff6"> <span class="_ _14"> </span><span class="lse">a </span></span></div><div class="t m0 x1 hf y7d2 ff6 fs4 fc2 sc0 ls0 ws0">str<span class="ff7">uktura finansowania jest dostosowana do charakteru prowadzonej działalności.</span> </div><div class="t m0 x1 hf ye1f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye20 ff7 fs4 fc2 sc0 ls0 ws0">Wpływ <span class="_ _14"> </span>sytuacji <span class="_ _14"> </span>geopolitycznej <span class="_ _14"> </span>na  poszczególne<span class="_ _1"></span> <span class="_ _14"> </span>segmenty <span class="_ _14"> </span>działalności <span class="_ _14"> </span>Grupy  ma <span class="_ _14"> </span>zróżnicowany <span class="_ _14"> </span>charakter. <span class="_ _14"> </span>W  s<span class="_ _1"></span>egmencie <span class="_ _14"> </span>paliw <span class="_ _14"> </span>ciekły<span class="_ _3"></span><span class="ff6">ch </span></div><div class="t m0 x1 hf y96e ff7 fs4 fc2 sc0 ls0 ws0">obserwowany <span class="_ _27"> </span>jest <span class="_ _16"> </span>wzrost <span class="_ _16"> </span>kosztó<span class="_ _0"></span>w <span class="_ _16"> </span>operacyjnych, <span class="_ _27"> </span>w <span class="_ _16"> </span>tym <span class="_ _16"> </span>w <span class="_ _16"> </span>szc<span class="_ _0"></span>zególności <span class="_ _27"> </span>w <span class="_ _16"> </span>znacznym <span class="_ _16"> </span>stopniu <span class="_ _16"> </span>wzro<span class="_ _0"></span>sną <span class="_ _27"> </span>koszty <span class="_ _16"> </span>utrzymania <span class="_ _16"> </span>z<span class="_ _0"></span>apasu </div><div class="t m0 x1 hf ye21 ff7 fs4 fc2 sc0 ls0 ws0">obowiązkowego. Jest to<span class="_ _0"></span> efekt droższego ich <span class="_ _0"></span>finansowania, jak i <span class="_ _0"></span>znaczącego efektu backwardation (<span class="_ _0"></span>czyli sytuacji, w <span class="_ _0"></span>której ceny ko<span class="_ _0"></span>ntrak<span class="_ _0"></span><span class="ff6">tów <span class="_ _0"></span>z </span></div><div class="t m0 x1 hf ye22 ff7 fs4 fc2 sc0 ls0 ws0">dostawą w <span class="_ _9"></span>przyszłości kształtują <span class="_ _1"></span>się <span class="_ _9"></span>poniżej cen <span class="_ _9"></span>bi<span class="_ _0"></span>eżących). Si<span class="_ _1"></span>lny <span class="_ _1"></span>efekt <span class="_ _1"></span>backwardation <span class="_ _1"></span>wpływa n<span class="_ _1"></span>egatywnie <span class="_ _1"></span>na <span class="_ _1"></span>koszty rolowania zabezpie<span class="_ _1"></span>czeń. </div><div class="t m0 x1 hf ye23 ff7 fs4 fc2 sc0 ls0 ws0">Segment paliw ciekłych ponosi też wyższe koszty logistyczne.<span class="ff6"> </span></div><div class="t m0 x1 hf ye24 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf64" class="pf w0 h0" ><div class="pc pc64 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>segmentach energii el<span class="_ _0"></span>ektrycznej <span class="_ _0"></span>i gazu <span class="_ _0"></span>ziemnego <span class="_ _0"></span>wpływ <span class="_ _0"></span>ten jest <span class="_ _0"></span>cz<span class="_ _0"></span>ęściowo ograniczony <span class="_ _0"></span>dzięki <span class="_ _0"></span>stosowanym <span class="_ _0"></span>mechanizmom zabezpie<span class="_ _3"></span>czeń </div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _3"></span>specyfice <span class="_ _3"></span>krajowego <span class="_ _3"></span>rynku <span class="_ _3"></span>energetyczneg<span class="_ _1"></span>o, <span class="_ _3"></span>jednak <span class="_ _3"></span>utrzymująca <span class="_ _3"></span>się <span class="_ _3"></span>zmienność <span class="_ _3"></span>cen <span class="_ _3"></span>surowców <span class="_ _3"></span>może <span class="_ _3"></span>wpływać <span class="_ _3"></span>na <span class="_ _3"></span>poziom <span class="_ _3"></span>popytu <span class="_ _0"></span>o<span class="_ _0"></span>r<span class="_ _3"></span><span class="ff6">a<span class="ls1f">z </span></span></div><div class="t m0 x1 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">ryzyko <span class="_ _3"></span>kredytowe <span class="_ _0"></span>odbiorców <span class="_ _3"></span>w <span class="_ _3"></span>dłuższym <span class="_ _3"></span>horyzoncie. <span class="_ _0"></span>W <span class="_ _3"></span>segmencie <span class="_ _3"></span>bitumenów <span class="_ _3"></span>obserwowana <span class="_ _0"></span>jest <span class="_ _3"></span>zwiększona <span class="_ _3"></span>zmienność <span class="_ _0"></span>cen <span class="_ _3"></span>produktów, </div><div class="t m0 x1 hf y399 ff7 fs4 fc2 sc0 ls0 ws0">przy jednoczesnym braku zakłóceń operacyjnych.<span class="ff6"> </span></div><div class="t m0 x1 hf y39a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3da ff7 fs4 fc2 sc0 ls0 ws0">Pomimo <span class="_ _15"> </span>podwyższonej <span class="_ _15"> </span>z<span class="_ _0"></span>mienności <span class="_ _15"> </span>rynkowej, <span class="_ _15"> </span>dzięki <span class="_ _15"> </span>stosowanym <span class="_ _27"> </span>mechanizmom <span class="_ _15"> </span>zarządzania <span class="_ _27"> </span>ryzykiem, <span class="_ _18"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>tym <span class="_ _27"> </span>polityce <span class="_ _18"> </span>z<span class="_ _0"></span>abezpieczeń </div><div class="t m0 x1 hf y583 ff7 fs4 fc2 sc0 ls0 ws0">(hedging), <span class="_ _14"> </span>dywersyfikacji <span class="_ _14"> </span>dostaw  oraz <span class="_ _14"> </span>aktywnemu <span class="_ _14"> </span>zarządzaniu <span class="_ _14"> </span>pozycją  hand<span class="_ _1"></span>lową, <span class="_ _14"> </span>ekspozycja  Gr<span class="_ _1"></span>upy <span class="_ _14"> </span>na <span class="_ _14"> </span>ryzyka <span class="_ _14"> </span>rynko<span class="_ _0"></span>we <span class="_ _14"> </span>pozostaje  p<span class="_ _1"></span>o<span class="_ _3"></span><span class="ff6 ls2b">d </span></div><div class="t m0 x1 hf y408 ff7 fs4 fc2 sc0 ls0 ws0">kontrolą<span class="ff6">. </span></div><div class="t m0 x1 hf y3ba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y2e9 ff7 fs4 fc2 sc0 ls0 ws0">Z <span class="_ _4"></span>uwagi <span class="_ _4"></span>na <span class="_ _5"></span>dynamiczny <span class="_ _4"></span>i <span class="_ _5"></span>nieprzewidywalny <span class="_ _4"></span>charakter <span class="_ _4"></span>sytuacji <span class="_ _5"></span>geopolitycznej, <span class="_ _4"></span>w <span class="_ _5"></span>tym <span class="_ _4"></span>w <span class="_ _5"></span>szczególności <span class="_ _4"></span>wysoką <span class="_ _4"></span>z<span class="_ _0"></span>mienność <span class="_ _4"></span>cen <span class="_ _4"></span>na <span class="_ _5"></span>ryn<span class="_ _0"></span><span class="ff6">kach<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y584 ff7 fs4 fc2 sc0 ls0 ws0">surowcowych <span class="_ _0"></span>oraz <span class="_ _3"></span>niepewność <span class="_ _0"></span>co <span class="_ _3"></span>do <span class="_ _0"></span>czasu <span class="_ _3"></span>trwania <span class="_ _0"></span>konfliktu, <span class="_ _3"></span>Zarząd <span class="_ _0"></span>wskazuje <span class="_ _3"></span>na <span class="_ _0"></span>ograniczoną <span class="_ _0"></span>możliwość <span class="_ _3"></span>wiarygodnego <span class="_ _0"></span>oszacowania <span class="_ _4"></span><span class="ff6">jego </span></div><div class="t m0 x1 hf y585 ff7 fs4 fc2 sc0 ls0 ws0">długoterminowego wpływu na przyszłe wyniki finans<span class="_ _1"></span>owe Grupy.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5ab ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5ac ff7 fs4 fc2 sc0 ls0 ws0">Eskalacja konfli<span class="_ _1"></span>ktu <span class="_ _1"></span>zbrojnego w <span class="_ _9"></span>r<span class="_ _0"></span>egionie Bli<span class="_ _1"></span>skiego <span class="_ _1"></span>Wschodu nastąpiła <span class="_ _9"></span>po 31 <span class="_ _1"></span>grudnia 2025 <span class="_ _9"></span>r.<span class="_ _0"></span> W <span class="_ _9"></span>o<span class="_ _0"></span>cenie <span class="_ _1"></span>Zarządu zdarzen<span class="_ _1"></span>ia te <span class="_ _1"></span>speł<span class="_ _0"></span>niają definicję </div><div class="t m0 x1 hf y5ad ff7 fs4 fc2 sc0 ls0 ws0">zdarzeń <span class="_ _1"></span>niekorygujących, <span class="_ _1"></span>gdyż <span class="_ _1"></span>nie <span class="_ _9"></span>o<span class="_ _0"></span>dzwierciedlają <span class="_ _1"></span>warunków <span class="_ _1"></span>istniejących <span class="_ _1"></span>na <span class="_ _1"></span>dzień <span class="_ _9"></span>bilansowy. W ko<span class="_ _1"></span>nsekwencji <span class="_ _1"></span>nie <span class="_ _9"></span>doko<span class="_ _3"></span>nano <span class="_ _1"></span>korekt <span class="_ _1"></span>wartości </div><div class="t m0 x1 hf y5ae ff7 fs4 fc2 sc0 ls0 ws0">bilansowych aktywów i zobowiązań ujętych w sprawozdaniu fin<span class="_ _1"></span>ansowym na 31 grudnia 2025 r.<span class="ff6"> </span></div><div class="t m0 x1 h16 y461 ff5 fs4 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 ye25 ff8 fs4 fc5 sc0 ls0 ws0">Sąd Arbitrażowy<span class="ff5"> </span></div><div class="t m0 x1 hf ye26 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>Skonsolidowanym <span class="_ _0"></span>Sprawozdaniu Fi<span class="_ _0"></span>nansowym Grupy <span class="_ _0"></span>U<span class="_ _0"></span>NIMOT <span class="_ _0"></span>za <span class="_ _0"></span>rok <span class="_ _0"></span>obrotowy <span class="_ _0"></span>zakończony <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia 2023 <span class="_ _3"></span>roku zostały <span class="_ _0"></span>przedst<span class="_ _0"></span>awione </div><div class="t m0 x1 hf ye27 ff7 fs4 fc2 sc0 ls0 ws0">informacje <span class="_ _14"> </span>dotyczące <span class="_ _14"> </span>rozliczenia <span class="_ _14"> </span>transakcji <span class="_ _14"> </span>nabycia <span class="_ _14"> </span>od  Orle<span class="_ _1"></span>n <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>akcji  s<span class="_ _1"></span>tanowiących <span class="_ _14"> </span>100% <span class="_ _14"> </span>w <span class="_ _14"> </span>kapitale <span class="_ _14"> </span>zakładowym <span class="_ _14"> </span>w <span class="_ _14"> </span>L<span class="_ _0"></span>otos <span class="_ _14"> </span>Termi<span class="_ _0"></span><span class="ff6">nale<span class="_ _0"></span> </span></div><div class="t m0 x1 hf ye28 ff6 fs4 fc2 sc0 ls0 ws0">(<span class="ff7">obecnie: <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>Terminale <span class="_ _1"></span>Sp. z <span class="_ _1"></span>o.o.). <span class="_ _1"></span>Rozliczenie <span class="_ _9"></span>tran<span class="_ _0"></span>sakcji zawiera <span class="_ _9"></span>element korekty <span class="_ _1"></span>ceny <span class="_ _1"></span>podstawowej, który <span class="_ _1"></span>został <span class="_ _1"></span>określon<span class="_ _0"></span><span class="ff6">y w <span class="_ _9"></span>umow<span class="_ _0"></span>ie </span></span></div><div class="t m0 x1 hf ye29 ff7 fs4 fc2 sc0 ls0 ws0">przedwstępnej <span class="_ _14"> </span>sprzedaży <span class="_ _14"> </span>z  12 <span class="_ _14"> </span>stycznia  2022 <span class="_ _14"> </span>r. <span class="_ _14"> </span>(„Umowa  przedwstęp<span class="_ _1"></span>na”). <span class="_ _14"> </span>Opis  działań <span class="_ _14"> </span>podejmowanych  przez <span class="_ _5"> </span>Grupę<span class="_ _0"></span> <span class="_ _14"> </span>UNIMOT  w <span class="_ _14"> </span>ce<span class="_ _3"></span><span class="ff6">lu </span></div><div class="t m0 x1 hf yac7 ff7 fs4 fc2 sc0 ls0 ws0">uzgodnienia kore<span class="_ _1"></span>kty ceny pods<span class="_ _1"></span>tawowej został zawarty w <span class="_ _1"></span>Skonsolidowanym <span class="_ _1"></span>Sprawozdaniu F<span class="_ _1"></span>inansowym, o którym <span class="_ _1"></span>mowa powyżej. <span class="_ _1"></span>Orlen<span class="_ _1"></span> S<span class="_ _0"></span><span class="ff6">.A. </span></div><div class="t m0 x1 hf ye2a ff7 fs4 fc2 sc0 ls0 ws0">nie zgadza się z przedstawioną przez Grupę UNIMOT kalkulacją, z której wynika zwrot kwoty 83 669 tys. złotych przez Orlen S.<span class="ff6 ls40">A.<span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x1 hf y877 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya44 ff7 fs4 fc2 sc0 ls0 ws0">Biorąc pod uwagę:<span class="ff6"> </span></div><div class="t m0 x47 hf y443 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">działania <span class="_ _14"> </span>podjęte <span class="_ _14"> </span>przez <span class="_ _14"> </span>Orlen <span class="_ _5"> </span>S.A. <span class="_ _14"> </span>polegające <span class="_ _14"> </span>na <span class="_ _14"> </span>wniesieniu <span class="_ _14"> </span>przez <span class="_ _14"> </span>Orlen <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>pozwu <span class="_ _14"> </span>o <span class="_ _14"> </span>zapłatę <span class="_ _14"> </span>kwoty <span class="_ _14"> </span>299 <span class="_ _14"> </span>tys. <span class="_ _14"> </span>zł <span class="_ _14"> </span>stanowiącej </span></span></div><div class="t m0 x17 hf y621 ff7 fs4 fc2 sc0 ls0 ws0">oszacowaną <span class="_ _4"></span>przez <span class="_ _5"></span>O<span class="ff6">rlen <span class="_ _4"></span></span>S.A. <span class="_ _5"></span>wartość <span class="_ _5"></span>korekty <span class="_ _4"></span>ceny <span class="_ _5"></span>podstawowej <span class="_ _4"></span>(kwota <span class="_ _5"></span>ta <span class="_ _4"></span>zo<span class="_ _0"></span>stała <span class="_ _4"></span>wskazana <span class="_ _5"></span>przez <span class="_ _4"></span>O<span class="_ _0"></span><span class="ff6">rlen <span class="_ _4"></span>S.A. <span class="_ _5"></span>w <span class="_ _4"></span>wezw<span class="_ _0"></span>aniu <span class="_ _4"></span>na </span></div><div class="t m0 x17 hf ye2b ff7 fs4 fc2 sc0 ls0 ws0">arbitraż przed Sądem Arbitrażowym), <span class="ff6"> </span></div><div class="t m0 x47 hf y766 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">brak osiągnięcia porozumienia w zakresie ustalenia korekty cen<span class="_ _1"></span>y podstawow<span class="_ _0"></span>ej,<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf ye2c ff7 fs4 fc2 sc0 ls0 ws0">16 lutego 2026 roku UNIMOT Terminale podjął przed Sądem Arbitrażowym działania obejmujące:<span class="ff6"> </span></div><div class="t m0 x47 hf ya6c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">domaganie się oddalenia powództwa O<span class="ff6">rlen </span>S.A. o zapłatę kwoty 299 tys. zł, o której mowa powyżej,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y828 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wniesienie <span class="_ _14"> </span>przez  UNIMOT  Terminale <span class="_ _14"> </span>pozwu  wzajemnego  dotyczącego <span class="_ _14"> </span>roszczenia  o  zapłatę <span class="_ _14"> </span>od  O<span class="_ _0"></span><span class="ff6">rlen  S.A<span class="_ _1"></span>.  na  rzecz <span class="_ _14"> </span>UNIMOT </span></span></span></div><div class="t m0 x17 hf yacf ff7 fs4 fc2 sc0 ls0 ws0">Terminale <span class="_ _14"> </span>kwoty <span class="_ _14"> </span>  83 <span class="_ _14"> </span>669 <span class="_ _14"> </span>tys.  zł <span class="_ _14"> </span>tytułem <span class="_ _14"> </span>rozliczenia <span class="_ _14"> </span>ostatecznej  ceny <span class="_ _5"> </span>s<span class="_ _0"></span>przedaży <span class="_ _14"> </span>akcji  L<span class="ff6">oto<span class="_ _0"></span>s <span class="_ _14"> </span>Terminale  S.A. <span class="_ _14"> </span>Alternatywnie, <span class="_ _14"> </span>w<span class="_ _0"></span> </span></div><div class="t m0 x17 hf ya6e ff7 fs4 fc2 sc0 ls0 ws0">przypadku  nieuwzględnienia  pow<span class="_ _0"></span>yższego  roszczenia, <span class="_ _18"> </span>UNIMOT  Terminale  żąda <span class="_ _18"> </span>o<span class="_ _0"></span>d  O<span class="_ _0"></span><span class="ff6">rl<span class="_ _0"></span>en  </span>S.A. <span class="_ _15"> </span>naprawienia  szkody  wynikłej  z<span class="_ _0"></span> </div><div class="t m0 x17 hf ye2d ff7 fs4 fc2 sc0 ls0 ws0">nienależytego  wykonania  –<span class="ff6">  </span>wynikającego  z  Umowy  przedwstępnej  –<span class="ff6">  </span>zobowiązania  do  współdziałania  w  zakresie  p<span class="_ _1"></span>rocedury </div><div class="t m0 x17 hf ye2e ff7 fs4 fc2 sc0 ls0 ws0">aktualizacji <span class="_ _0"></span>wstępnej <span class="_ _3"></span>ceny <span class="_ _0"></span>sprzedaży <span class="_ _3"></span>w <span class="_ _3"></span>wysokości <span class="_ _3"></span>71 <span class="_ _0"></span>931 <span class="_ _3"></span>tys. <span class="_ _0"></span>z<span class="_ _0"></span>ł. <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>nie <span class="_ _0"></span>dochodzi <span class="_ _3"></span>obu <span class="_ _0"></span>powyż<span class="_ _0"></span>szych <span class="_ _0"></span>ro<span class="_ _0"></span>szczeń <span class="_ _0"></span>jednocześnie <span class="_ _3"></span>–<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf ye2f ff7 fs4 fc2 sc0 ls0 ws0">drugie <span class="_ _3"></span>z <span class="_ _3"></span>roszczeń <span class="_ _4"></span>będzie <span class="_ _3"></span>rozpatrywane <span class="_ _4"></span>tylko <span class="_ _3"></span>w <span class="_ _3"></span>przypadku, <span class="_ _3"></span>ki<span class="_ _0"></span>edy <span class="_ _3"></span>pierwsze <span class="_ _3"></span>roszcz<span class="_ _0"></span>enie <span class="_ _3"></span>nie <span class="_ _3"></span>zostanie<span class="_ _0"></span> <span class="_ _3"></span>uwzględnione <span class="_ _4"></span>przez <span class="_ _3"></span>Trybunał </div><div class="t m0 x17 hf ye30 ff7 fs4 fc2 sc0 ls0 ws0">Arbitrażowy. <span class="_ _1"></span>Różnice w <span class="_ _9"></span>w<span class="_ _0"></span>ysokości <span class="_ _9"></span>obu roszczeń <span class="_ _1"></span>wynikają ze <span class="_ _9"></span>z<span class="_ _0"></span>miany <span class="_ _1"></span>metody <span class="_ _1"></span>obliczeń <span class="_ _1"></span>oraz odmie<span class="_ _1"></span>nnych p<span class="_ _1"></span>odstaw <span class="_ _1"></span>prawnych <span class="_ _1"></span>każdego </div><div class="t m0 x17 hf ye31 ff7 fs4 fc2 sc0 ls0 ws0">z roszczeń.<span class="ff6"> </span></div><div class="t m0 x1 hf ye32 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ye33 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc ye34 ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _1d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf65" class="pf w0 h0" ><div class="pc pc65 w0 h0"><img class="bi x5 y59 w91 h20" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">101<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h35 y1b9 ff5 fs2 fca sc0 lsf ws0">6.<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff5">SYTUACJA FINANSO<span class="_ _1"></span>WA GRUPY </span></span></div><div class="t m0 x47 hd y35b ff5 fs5 fc5 sc0 ls12 ws0">6.1.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">ZASADY <span class="ff8">SPORZĄDZANIA</span> SKONSOLIDOWANEGO SPR<span class="_ _1"></span>AWOZDANIA FINANSOWEGO<span class="ls15">  </span> </span></span></div><div class="t m0 x1 hf y35c ff7 fs4 fc2 sc0 ls0 ws0">Skonsolidowane <span class="_ _3"></span>sprawozdanie <span class="_ _4"></span>finansowe <span class="_ _3"></span>zo<span class="_ _0"></span>stało <span class="_ _4"></span>sporządzone <span class="_ _3"></span>zgodnie <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _4"></span>Międzynarodowymi <span class="_ _3"></span>Standardami <span class="_ _4"></span>Sprawozdawczości <span class="_ _4"></span>Finansowej </div><div class="t m0 x1 hf y35d ff7 fs4 fc2 sc0 ls0 ws0">(„MSSF”) zatwierd<span class="_ _1"></span>zonymi przez <span class="_ _1"></span>Unię Europejską („<span class="_ _1"></span>MSSF UE”). <span class="_ _1"></span>Na dzień zatwierdze<span class="_ _1"></span>nia sprawozdania do p<span class="_ _1"></span>ublikacji, biorąc <span class="_ _1"></span>pod uwagę tocz<span class="_ _0"></span>ący </div><div class="t m0 x1 hf y35e ff7 fs4 fc2 sc0 ls0 ws0">się w <span class="_ _0"></span>Unii <span class="_ _0"></span>Europejskiej <span class="_ _0"></span>proces <span class="_ _0"></span>wprowadzania <span class="_ _0"></span>MSSF, <span class="_ _0"></span>MSSF <span class="_ _0"></span>mające <span class="_ _0"></span>z<span class="_ _0"></span>astosowanie do <span class="_ _0"></span>tego <span class="_ _0"></span>sprawoz<span class="_ _0"></span>dania finansowego <span class="_ _0"></span>nie <span class="_ _0"></span>różnią <span class="_ _0"></span>się <span class="_ _0"></span>od<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span>MS<span class="_ _0"></span>SF </span></div><div class="t m0 x1 hf ye35 ff6 fs4 fc2 sc0 ls0 ws0">UE.  </div><div class="t m0 x1 hf y360 ff7 fs4 fc2 sc0 ls0 ws0">Skonsolidowane <span class="_ _27"> </span>sprawozdanie <span class="_ _16"> </span>finansowe <span class="_ _27"> </span>zostało<span class="_ _0"></span> <span class="_ _16"> </span>sporządzone <span class="_ _27"> </span>w <span class="_ _16"> </span>oparciu <span class="_ _27"> </span>o <span class="_ _16"> </span>zasadę <span class="_ _16"> </span>kosztu <span class="_ _27"> </span>historycznego, <span class="_ _16"> </span>z <span class="_ _27"> </span>w<span class="_ _0"></span>yjątkiem <span class="_ _27"> </span>pochodnych </div><div class="t m0 x1 hf y361 ff7 fs4 fc2 sc0 ls0 ws0">instrumentów <span class="_ _5"> </span>finansowych, <span class="_ _14"> </span>zapasu <span class="_ _5"> </span>oleju <span class="_ _14"> </span>napędowego <span class="_ _5"> </span>i <span class="_ _14"> </span>gazu <span class="_ _5"> </span>ziemnego, <span class="_ _14"> </span>zobowiązań <span class="_ _14"> </span>finansowych <span class="_ _5"></span>z <span class="_ _14"> </span>tytułu <span class="_ _5"></span>płatności <span class="_ _14"> </span>warunkowych <span class="_ _5"></span>oraz<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y362 ff7 fs4 fc2 sc0 ls0 ws0">zobowiązań do wykupu udziałów niedających kontroli wycenianych w wartości godziwej przez wynik finan<span class="_ _1"></span>sowy.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y363 ff7 fs4 fc2 sc0 ls0 ws0">Sprawozdanie <span class="_ _1"></span>finansowe <span class="_ _1"></span>na <span class="_ _1"></span>dzień <span class="_ _9"></span>i za <span class="_ _1"></span>okres <span class="_ _9"></span>12 miesięcy <span class="_ _1"></span>zakończonych<span class="_ _1"></span> 31 <span class="_ _9"></span>grudnia <span class="_ _1"></span>202<span class="ff6">5 </span>r. <span class="_ _1"></span>zostało <span class="_ _1"></span>sporządzone <span class="_ _9"></span>przy założeniu<span class="_ _1"></span> kontyn<span class="_ _1"></span>uowania </div><div class="t m0 x1 hf y364 ff7 fs4 fc2 sc0 ls0 ws0">działalności <span class="_ _9"></span>go<span class="_ _0"></span>spodarczej <span class="_ _9"></span>przez Gru<span class="_ _1"></span>pę <span class="_ _9"></span>U<span class="_ _0"></span>NIMOT <span class="_ _1"></span>w <span class="_ _1"></span>dającej <span class="_ _9"></span>się <span class="_ _1"></span>przewidzieć <span class="_ _9"></span>przyszłości. Na <span class="_ _9"></span>dzień <span class="_ _1"></span>sporządzenia <span class="_ _9"></span>skonsolidowanego <span class="_ _1"></span>sp<span class="ff6">rawo<span class="_ _0"></span>zdania </span></div><div class="t m0 x1 hf y365 ff7 fs4 fc2 sc0 ls0 ws0">finansowego nie stwierdza się istnienia okoliczności wskazujących na zagrożenia kontynuowania działalności przez Grupę.<span class="ff6"> </span></div><div class="t m0 x1 hf ye36 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd ye37 ff5 fs5 fc5 sc0 ls12 ws0">6.2.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">SKONSOLIDOWANE <span class="ff8">SPRAWOZDANIE Z CAŁKOWI<span class="_ _1"></span>TYCH DOCHODÓW <span class="ff5"> </span></span></span></span></div><div class="t m0 x1 h16 ye38 ff5 fs4 fc5 sc0 ls0 ws0">Roczne skonsolidowane <span class="ff8">sprawozdanie z całkowitych dochodów</span> </div><div class="t m0 x1 h16 ye39 ff5 fs4 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 y19c w92 hdc"><div class="t m0 xa h1a ye3a ff7 fs9 fc2 sc0 ls0 ws0">[w tys. zł]<span class="ff6"> </span></div></div><div class="c x61 y19c w93 hdc"><div class="t m0 x101 h14 ye3b ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x101 h14 y2f7 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x120 y19c w94 hdc"><div class="t m0 x101 h14 ye3b ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x101 h14 y2f7 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x121 ye3c w93 h8d"><div class="t m0 x101 h14 y2db ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div></div><div class="c x122 y19c w94 hdc"><div class="t m0 x101 h14 ye3b ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x101 h14 y2f7 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x92 y19c w94 hdc"><div class="t m0 x101 h14 ye3b ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x101 h14 y2f7 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x123 y19c w93 hdc"><div class="t m0 x101 h14 ye3b ff5 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x101 h14 y2f7 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x124 y19c w95 hdc"><div class="t m0 x4a h14 ye3b ff5 fs9 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 xa h14 y2f7 ff5 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x121 y19c w93 h90"><div class="t m0 x101 h14 y71b ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x1 ye3d w92 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x61 ye3d w93 h8d"><div class="t m0 x101 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">14 805 017 </div></div><div class="c x120 ye3d w94 h8d"><div class="t m0 x101 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">14 084 511 </div></div><div class="c x121 ye3d w93 h8d"><div class="t m0 x101 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">12 913 244 </div></div><div class="c x122 ye3d w94 h8d"><div class="t m0 x101 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">13 369 364 </div></div><div class="c x92 ye3d w94 h8d"><div class="t m0 x1c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 193 013 </div></div><div class="c x123 ye3d w93 h8d"><div class="t m0 x1c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">4 819 488 </div></div><div class="c x124 ye3d w95 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">5%<span class="ls0"> </span></div></div><div class="c x1 ye3e w92 hdd"><div class="t m0 xa h1a y88f ff6 fs9 fc2 sc0 ls0 ws0">Zyski/(strat<span class="_ _1"></span>y) z instrument<span class="_ _1"></span>ów </div><div class="t m0 xa h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">finansowyc<span class="_ _1"></span>h zabezpieczającyc<span class="_ _1"></span>h </div><div class="t m0 xa h1a y2e6 ff7 fs9 fc2 sc0 ls0 ws0">sprzedaż<span class="ff6"> </span></div></div><div class="c x61 ye3e w93 hdd"><div class="t m0 x5d h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">-1 111 </div></div><div class="c x120 ye3e w94 hdd"><div class="t m0 x25 h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">12 303 </div></div><div class="c x121 ye3e w93 hdd"><div class="t m0 x7b h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">-26 255 </div></div><div class="c x122 ye3e w94 hdd"><div class="t m0 x25 h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">15 518 </div></div><div class="c x92 ye3e w94 hdd"><div class="t m0 x25 h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">14 203 </div></div><div class="c x123 ye3e w93 hdd"><div class="t m0 x7b h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">-49 494 </div></div><div class="c x124 ye3e w95 hdd"><div class="t m0 xa3 h1a y2e5 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 ye3f w92 hde"><div class="t m0 xa h1a ye40 ff6 fs9 fc2 sc0 ls0 ws0">Koszty sprzedany<span class="_ _1"></span>ch produk<span class="_ _1"></span>tów, </div><div class="t m0 xa h1a ye41 ff7 fs9 fc2 sc0 ls0 ws0">towarów i mat<span class="_ _1"></span>eriałów <span class="ff6"> </span></div></div><div class="c x61 ye3f w93 hde"><div class="t m0 x3f h1a ye42 ff6 fs9 fc2 sc0 ls0 ws0">-13 956 592 </div></div><div class="c x120 ye3f w94 hde"><div class="t m0 x3f h1a ye42 ff6 fs9 fc2 sc0 ls0 ws0">-13 216 292 </div></div><div class="c x121 ye3f w93 hde"><div class="t m0 x3f h1a ye42 ff6 fs9 fc2 sc0 ls0 ws0">-12 163 386 </div></div><div class="c x122 ye3f w94 hde"><div class="t m0 x3f h1a ye42 ff6 fs9 fc2 sc0 ls0 ws0">-12 430 677 </div></div><div class="c x92 ye3f w94 hde"><div class="t m0 x56 h1a ye42 ff6 fs9 fc2 sc0 ls0 ws0">-7 840 977 </div></div><div class="c x123 ye3f w93 hde"><div class="t m0 x56 h1a ye42 ff6 fs9 fc2 sc0 ls0 ws0">-4 520 473 </div></div><div class="c x124 ye3f w95 hde"><div class="t m0 x5d h1a ye42 ff6 fs9 fc2 sc0 ls6 ws0">6%<span class="ls0"> </span></div></div><div class="c x1 ye43 w92 h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Zysk brutto ze spr<span class="_ _1"></span>zedaży <span class="ff5"> </span></div></div><div class="c x61 ye43 w93 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">847 314 </div></div><div class="c x120 ye43 w94 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">880 522 </div></div><div class="c x121 ye43 w93 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">723 603 </div></div><div class="c x122 ye43 w94 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">954 205 </div></div><div class="c x92 ye43 w94 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">366 239 </div></div><div class="c x123 ye43 w93 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">249 521 </div></div><div class="c x124 ye43 w95 h90"><div class="t m0 x9f h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">4%</span> </div></div><div class="c x1 ye44 w92 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe przycho<span class="_ _1"></span>dy operac<span class="_ _1"></span>yjne<span class="ff6"> </span></div></div><div class="c x61 ye44 w93 h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">30 218 </div></div><div class="c x120 ye44 w94 h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">14 871 </div></div><div class="c x121 ye44 w93 h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">27 138 </div></div><div class="c x122 ye44 w94 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">9 792 </div></div><div class="c x92 ye44 w94 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">2 262 </div></div><div class="c x123 ye44 w93 h8d"><div class="t m0 x58 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3 049 </div></div><div class="c x124 ye44 w95 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">103%<span class="ls0"> </span></div></div><div class="c x1 ye45 w92 h8e"><div class="t m0 xa h1a y70b ff7 fs9 fc2 sc0 ls0 ws0">Koszty sprzedaży<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x61 ye45 w93 h8e"><div class="t m0 x5c h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">-576 189 </div></div><div class="c x120 ye45 w94 h8e"><div class="t m0 x5c h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">-491 504 </div></div><div class="c x121 ye45 w93 h8e"><div class="t m0 x5c h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">-464 810 </div></div><div class="c x122 ye45 w94 h8e"><div class="t m0 x5c h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">-367 403 </div></div><div class="c x92 ye45 w94 h8e"><div class="t m0 x5c h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">-211 734 </div></div><div class="c x123 ye45 w93 h8e"><div class="t m0 x5c h1a y70b ff6 fs9 fc2 sc0 ls0 ws0">-162 899 </div></div><div class="c x124 ye45 w95 h8e"><div class="t m0 x7b h1a y70b ff6 fs9 fc2 sc0 ls6 ws0">17%<span class="ls0"> </span></div></div><div class="c x1 ye46 w92 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Koszty ogólnego zar<span class="_ _1"></span>ządu<span class="ff6"> </span></div></div><div class="c x61 ye46 w93 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-147 343 </div></div><div class="c x120 ye46 w94 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-149 576 </div></div><div class="c x121 ye46 w93 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-131 495 </div></div><div class="c x122 ye46 w94 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-97 368 </div></div><div class="c x92 ye46 w94 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-48 901 </div></div><div class="c x123 ye46 w93 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-30 678 </div></div><div class="c x124 ye46 w95 h8d"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">1%</span> </div></div><div class="c x1 y1a9 w92 h8d"><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe zyski/(s<span class="_ _1"></span>traty) n<span class="_ _1"></span>etto<span class="ff6"> </span></div></div><div class="c x61 y1a9 w93 h8d"><div class="t m0 xa3 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">205</span> </div></div><div class="c x120 y1a9 w94 h8d"><div class="t m0 xa4 h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">452<span class="ls0"> </span></div></div><div class="c x121 y1a9 w93 h8d"><div class="t m0 x3d h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">436 307 </div></div><div class="c x122 y1a9 w94 h8d"><div class="t m0 x5d h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-2 974 </div></div><div class="c x92 y1a9 w94 h8d"><div class="t m0 x4c h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">18<span class="ls0"> </span></div></div><div class="c x123 y1a9 w93 h8d"><div class="t m0 x4c h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">21<span class="ls0"> </span></div></div><div class="c x124 y1a9 w95 h8d"><div class="t m0 xa3 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y571 w92 hdf"><div class="t m0 xa h1a y2d3 ff7 fs9 fc2 sc0 ls0 ws0">w tym: Zysk z t<span class="_ _1"></span>ytułu okazyjne<span class="_ _1"></span>go </div><div class="t m0 xa h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">nabycia Lo<span class="_ _1"></span>tos Terminale </div></div><div class="c x61 y571 w93 hdf"><div class="t m0 xc h1a y19f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x120 y571 w94 hdf"><div class="t m0 xc h1a y19f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x121 y571 w93 hdf"><div class="t m0 x3d h1a y19f ff6 fs9 fc2 sc0 ls0 ws0">434 972 </div></div><div class="c x122 y571 w94 hdf"><div class="t m0 xc h1a y19f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x92 y571 w94 hdf"><div class="t m0 xc h1a y19f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x123 y571 w93 hdf"><div class="t m0 xc h1a y19f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x124 y571 w95 hdf"><div class="t m0 xa3 h1a y19f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y9ed w92 h90"><div class="t m0 xa h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0"> <span class="ff7">Pozostałe koszty<span class="_ _1"></span> operacy<span class="_ _1"></span>jne<span class="ff6"> </span></span></div></div><div class="c x61 y9ed w93 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-34 606 </div></div><div class="c x120 y9ed w94 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-21 262 </div></div><div class="c x121 y9ed w93 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-15 850 </div></div><div class="c x122 y9ed w94 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-10 878 </div></div><div class="c x92 y9ed w94 h90"><div class="t m0 x5d h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-3 474 </div></div><div class="c x123 y9ed w93 h90"><div class="t m0 x5d h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-9 759 </div></div><div class="c x124 y9ed w95 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">63%<span class="ls0"> </span></div></div><div class="c x1 y24 w92 h5a"><div class="t m0 xa h14 y2e5 ff8 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) na <span class="_ _1"></span>działalności </div><div class="t m0 xa h14 y2db ff5 fs9 fc2 sc0 ls0 ws0">operacyjnej </div></div><div class="c x61 y24 w93 h5a"><div class="t m0 x3d h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">119 189 </div></div><div class="c x120 y24 w94 h5a"><div class="t m0 x3d h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">233 503 </div></div><div class="c x121 y24 w93 h5a"><div class="t m0 x3d h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">574 893 </div></div><div class="c x122 y24 w94 h5a"><div class="t m0 x3d h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">485 374 </div></div><div class="c x92 y24 w94 h5a"><div class="t m0 x3d h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">104 410 </div></div><div class="c x123 y24 w93 h5a"><div class="t m0 x25 h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">49 255 </div></div><div class="c x124 y24 w95 h5a"><div class="t m0 x3d h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">49%</span> </div></div><div class="c x1 ye47 w92 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0"> Przychody f<span class="_ _1"></span>inansowe  </div></div><div class="c x61 ye47 w93 h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">11 137 </div></div><div class="c x120 ye47 w94 h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">55 343 </div></div><div class="c x121 ye47 w93 h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">16 144 </div></div><div class="c x122 ye47 w94 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">819<span class="ls0"> </span></div></div><div class="c x92 ye47 w94 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">695<span class="ls0"> </span></div></div><div class="c x123 ye47 w93 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">903<span class="ls0"> </span></div></div><div class="c x124 ye47 w95 h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">80%</span> </div></div><div class="c x1 y9f2 w92 h90"><div class="t m0 xa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0"> Koszty fina<span class="_ _1"></span>nsowe  </div></div><div class="c x61 y9f2 w93 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-111 764 </div></div><div class="c x120 y9f2 w94 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-101 632 </div></div><div class="c x121 y9f2 w93 h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-82 290 </div></div><div class="c x122 y9f2 w94 h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-21 969 </div></div><div class="c x92 y9f2 w94 h90"><div class="t m0 x5d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-8 752 </div></div><div class="c x123 y9f2 w93 h90"><div class="t m0 x5d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-6 426 </div></div><div class="c x124 y9f2 w95 h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">10%<span class="ls0"> </span></div></div><div class="c x1 ye48 w92 h90"><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">Przychody/(kos<span class="_ _1"></span>zty) finansowe n<span class="_ _1"></span>etto </div></div><div class="c x61 ye48 w93 h90"><div class="t m0 x5c h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-100 627 </div></div><div class="c x120 ye48 w94 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-46 289 </div></div><div class="c x121 ye48 w93 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-66 146 </div></div><div class="c x122 ye48 w94 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-21 150 </div></div><div class="c x92 ye48 w94 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-8 057 </div></div><div class="c x123 ye48 w93 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-5 523 </div></div><div class="c x124 ye48 w95 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">117%<span class="ls0"> </span></div></div><div class="c x1 ya99 w92 h5a"><div class="t m0 xa h14 y2e5 ff5 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) prz<span class="_ _1"></span>ed </div><div class="t m0 xa h14 y2e6 ff5 fs9 fc2 sc0 ls0 ws0">opodatkowaniem </div></div><div class="c x61 ya99 w93 h5a"><div class="t m0 x25 h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">18 562 </div></div><div class="c x120 ya99 w94 h5a"><div class="t m0 x3d h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">187 214 </div></div><div class="c x121 ya99 w93 h5a"><div class="t m0 x3d h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">508 747 </div></div><div class="c x122 ya99 w94 h5a"><div class="t m0 x3d h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">464 224 </div></div><div class="c x92 ya99 w94 h5a"><div class="t m0 x25 h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">96 353 </div></div><div class="c x123 ya99 w93 h5a"><div class="t m0 x25 h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">43 732 </div></div><div class="c x124 ya99 w95 h5a"><div class="t m0 x3d h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">90%</span> </div></div><div class="c x1 ybfc w92 h90"><div class="t m0 xa h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">Podatek do<span class="_ _1"></span>chodowy </div></div><div class="c x61 ybfc w93 h90"><div class="t m0 x5d h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-9 <span class="ls6">354</span> </div></div><div class="c x120 ybfc w94 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-47 873 </div></div><div class="c x121 ybfc w93 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-20 235 </div></div><div class="c x122 ybfc w94 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-90 327 </div></div><div class="c x92 ybfc w94 h90"><div class="t m0 x7b h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-20 392 </div></div><div class="c x123 ybfc w93 h90"><div class="t m0 x5d h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-8 997 </div></div><div class="c x124 ybfc w95 h90"><div class="t m0 x3d h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">80</span>% </div></div><div class="c x1 y6b0 w92 he0"><div class="t m0 xa h14 ye49 ff5 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) nett<span class="_ _1"></span>o za okres </div><div class="t m0 xa h14 y2db ff5 fs9 fc2 sc0 ls0 ws0">obrotowy  </div></div><div class="c x61 y6b0 w93 he0"><div class="t m0 x58 h14 ye4a ff5 fs9 fc2 sc0 ls0 ws0">9 208 </div></div><div class="c x120 y6b0 w94 he0"><div class="t m0 x3d h14 ye4a ff5 fs9 fc2 sc0 ls0 ws0">139 341 </div></div><div class="c x121 y6b0 w93 he0"><div class="t m0 x3d h14 ye4a ff5 fs9 fc2 sc0 ls0 ws0">488 512 </div></div><div class="c x122 y6b0 w94 he0"><div class="t m0 x3d h14 ye4a ff5 fs9 fc2 sc0 ls0 ws0">373 897 </div></div><div class="c x92 y6b0 w94 he0"><div class="t m0 x25 h14 ye4a ff5 fs9 fc2 sc0 ls0 ws0">75 961 </div></div><div class="c x123 y6b0 w93 he0"><div class="t m0 x25 h14 ye4a ff5 fs9 fc2 sc0 ls0 ws0">34 735 </div></div><div class="c x124 y6b0 w95 he0"><div class="t m0 x3d h1a ye4a ff6 fs9 fc2 sc0 ls0 ws0">-93% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 ye1f ff5 fs4 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y650 ff5 fs4 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y98c ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _9"></span>UNIMOT <span class="_ _1"></span><span class="ff7">osiąga <span class="_ _9"></span>przychody <span class="_ _1"></span>ze <span class="_ _9"></span>sprzedaży <span class="_ _9"></span>paliw<span class="_ _0"></span> <span class="_ _9"></span>ciekłych, <span class="_ _1"></span>LPG, <span class="_ _9"></span>gazu <span class="_ _1"></span>ziemnego, <span class="_ _a"></span>e<span class="_ _0"></span>nergii <span class="_ _9"></span>elektrycznej, <span class="_ _1"></span>odnawialnych <span class="_ _9"></span>źródeł <span class="_ _9"></span>energii, <span class="_ _1"></span>asfaltów<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf y3d6 ff6 fs4 fc2 sc0 ls0 ws0">i <span class="_ _0"></span>paliw <span class="_ _0"></span><span class="ff7">stał<span class="_ _0"></span>ych,</span> <span class="_ _0"></span><span class="ff7">a <span class="_ _3"></span>także <span class="_ _0"></span>w <span class="_ _0"></span>obszarze <span class="_ _3"></span>magazynowania <span class="_ _0"></span>paliw <span class="_ _0"></span>ciekłych. <span class="_ _3"></span>Szczegółowy <span class="_ _0"></span>podział <span class="_ _0"></span>źródeł <span class="_ _3"></span>przychodów <span class="_ _0"></span>został <span class="_ _0"></span>przedstawiony <span class="_ _0"></span>w <span class="_ _3"></span>pkt <span class="_ _3"></span></span>6.1<span class="_ _0"></span> </div><div class="t m0 x1 hf y3ff ff7 fs4 fc2 sc0 ls0 ws0">niniejszego Sprawozdania z działalności, oraz w pkt <span class="ff6">4.2 Skonsolidowanego Sprawozdania Finansowego za 2025 rok. </span></div><div class="t m0 x1 hf y4ce ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y151 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _3"></span><span class="ff7">osiągnęł</span>a <span class="_ _3"></span>przychody <span class="_ _3"></span>na <span class="_ _3"></span>poz<span class="_ _0"></span>iom<span class="ls17">ie</span> <span class="_ _3"></span>14 <span class="_ _3"></span>805 <span class="_ _3"></span>017<span class="ls43">  </span><span class="ff7">tys. <span class="_ _3"></span>zł</span><span class="lsb">. <span class="_ _3"></span></span>W <span class="_ _3"></span>porównaniu <span class="_ _3"></span>z <span class="_ _3"></span><span class="ls7">202</span>4 <span class="_ _3"></span>rokiem <span class="_ _3"></span><span class="ff7">był</span> <span class="_ _3"></span>to <span class="_ _4"></span>wzrost <span class="_ _3"></span>o <span class="_ _3"></span>5<span class="ls20">,1</span><span class="ff7">%, <span class="_ _3"></span>zauważalny</span> <span class="_ _3"></span><span class="ff7">wartościowy<span class="_ _0"></span></span> </div><div class="t m0 x1 hf y79d ff6 fs4 fc2 sc0 ls0 ws0">wzrost <span class="ff7">nastąpił</span> w segmentach energii elektryczne<span class="_ _1"></span>j, gazu ziemnego <span class="_ _0"></span>i stacji paliw. </div></div></div><div class="pi" ></div></div><div id="pf66" class="pf w0 h0" ><div class="pc pc66 w0 h0"><img class="bi x5 y59 w91 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">102<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">Dominującym <span class="_ _1"></span>źródłem <span class="_ _9"></span>przychodów Gru<span class="_ _1"></span>py<span class="ff6"> <span class="_ _1"></span><span class="ff7">był <span class="_ _9"></span>segment p<span class="_ _1"></span>aliw <span class="_ _1"></span>ciekłych, <span class="_ _9"></span>osiągając<span class="ff6"> 9 602 <span class="_ _9"></span>886 <span class="ff7">tys<span class="_ _1"></span>. <span class="_ _9"></span>zł<span class="_ _0"></span><span class="ff6">, <span class="_ _9"></span>c<span class="_ _0"></span>o <span class="_ _9"></span>stanowi 64,9<span class="ls1f">% <span class="_ _9"></span><span class="ff7 ls0">osiągniętych<span class="ff6"> <span class="_ _9"></span>przychodów<span class="_ _0"></span>. </span></span></span></span></span></span></span></span></div><div class="t m0 x1 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">Przychody z seg<span class="_ _1"></span>mentu <span class="_ _1"></span>LPG wyniosły <span class="ff6 ls7">870 825<span class="ls0"> <span class="_ _1"></span><span class="ff7">tys. zł<span class="ff6"> </span>i <span class="_ _1"></span>stanowiły 5,<span class="ff6">9</span>% <span class="_ _1"></span>udziału <span class="_ _1"></span>w sprzedaży.<span class="ff6"> </span>Przychody <span class="_ _1"></span>z segmen<span class="_ _1"></span>tu Bitumen wyni<span class="_ _1"></span>osły 1<span class="ff6"> 4<span class="ls7">58</span> <span class="ls7">627</span> </span></span></span></span></div><div class="t m0 x1 hf y399 ff7 fs4 fc2 sc0 ls0 ws0">tys. zł<span class="ff6"> </span>i stanowiły <span class="ff6">9,9</span>% udziału w sprzedaży.<span class="ff6"> </span></div><div class="t m0 x1 hf y39a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3da ff7 fs4 fc2 sc0 ls0 ws0">Koszt <span class="_ _14"> </span>sprzedanych <span class="_ _14"> </span>towarów  i<span class="_ _1"></span> <span class="_ _14"> </span>materiałów <span class="_ _14"> </span>stanowi <span class="_ _14"> </span>wartość <span class="_ _14"> </span>sprzedanych <span class="_ _14"> </span>towarów  i<span class="_ _1"></span> <span class="_ _14"> </span>materiałów <span class="_ _14"> </span>skorygowan<span class="_ _0"></span><span class="ff6">ych  </span>o: <span class="_ _5"> </span>w<span class="_ _0"></span>ycenę <span class="_ _14"> </span>zapasów <span class="_ _14"> </span>do </div><div class="t m0 x1 hf y583 ff7 fs4 fc2 sc0 ls0 ws0">wartości <span class="_ _17"> </span>godziwej, <span class="_ _17"> </span>efekt <span class="_ _17"> </span>wyceny <span class="_ _17"> </span>bilansowej <span class="_ _17"> </span>do <span class="_ _19"> </span>wartości <span class="_ _16"> </span>godziwej <span class="_ _17"> </span>o<span class="_ _0"></span>raz <span class="_ _17"> </span>realizacji <span class="_ _17"> </span>instrumentów <span class="_ _17"> </span>finansowych <span class="_ _17"> </span>dotycząc<span class="_ _0"></span>ych <span class="_ _17"> </span>zapasu </div><div class="t m0 x1 hf y408 ff7 fs4 fc2 sc0 ls0 ws0">obowiązkowego <span class="_ _14"> </span>paliw <span class="_ _14"> </span>ciekłych  i <span class="_ _14"> </span>gazowych <span class="_ _14"> </span>zabezpieczających  cen<span class="_ _1"></span>y <span class="_ _14"> </span>(zaliczanych  do <span class="_ _14"> </span>aktywów/zobowiązań <span class="_ _14"> </span>finansowych  <span class="ff6">wycenianych  do </span></div><div class="t m0 x1 hf y3ba ff7 fs4 fc2 sc0 ls0 ws0">wartości <span class="_ _15"> </span>godziwej <span class="_ _15"> </span>przez <span class="_ _18"> </span>w<span class="_ _0"></span>ynik <span class="_ _18"> </span>finansowy), <span class="_ _15"> </span>efekt <span class="_ _15"> </span>wyceny <span class="_ _15"> </span>bilansowej <span class="_ _15"> </span>do <span class="_ _15"> </span>warto<span class="_ _0"></span>ści <span class="_ _15"> </span>godziwej <span class="_ _18"> </span>o<span class="_ _0"></span>raz <span class="_ _18"> </span>realizacji <span class="_ _15"> </span>pozostałyc<span class="_ _0"></span>h <span class="_ _18"> </span>instrument<span class="_ _3"></span><span class="ff6">ów </span></div><div class="t m0 x1 hf y2e9 ff6 fs4 fc2 sc0 ls0 ws0">finansowych <span class="_ _3"></span><span class="ff7">dotyczących <span class="_ _3"></span>działalności <span class="_ _3"></span>podstawowej <span class="_ _3"></span>(głównie <span class="_ _3"></span>dotyczące <span class="_ _3"></span>segmentu <span class="_ _0"></span>bitumen), <span class="_ _3"></span>koszty <span class="_ _3"></span>odpisów <span class="_ _3"></span>na <span class="_ _3"></span>zapasy, <span class="_ _3"></span>zrealizowane <span class="_ _3"></span>oraz </span></div><div class="t m0 x1 hf y584 ff7 fs4 fc2 sc0 ls0 ws0">niezrealizowane <span class="_ _17"> </span>różnice <span class="_ _17"> </span>kurs<span class="_ _1"></span>owe <span class="_ _17"> </span>o<span class="_ _0"></span>d <span class="_ _17"> </span>zadłużenia <span class="_ _17"> </span>finansującego <span class="_ _17"> </span>zakup <span class="_ _17"> </span>zapasu, <span class="_ _16"> </span>z<span class="_ _0"></span>realizowane <span class="_ _17"> </span>i <span class="_ _17"> </span>niezre<span class="_ _1"></span>alizowane <span class="_ _17"> </span>różnice <span class="_ _17"> </span>kursowe <span class="_ _17"> </span>od </div><div class="t m0 x1 hf y585 ff6 fs4 fc2 sc0 ls0 ws0">rozrachunków handlowych. </div><div class="t m0 x1 hf y5ab ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5ac ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"> </span>202<span class="_ _0"></span>5 <span class="_ _14"> </span>roku <span class="_ _5"> </span>dynamika <span class="_ _5"> </span>wzrostu <span class="_ _14"> </span><span class="ff7">kosztów <span class="_ _14"> </span>sprzedan<span class="_ _1"></span>ych <span class="_ _5"> </span>produktów<span class="_ _0"></span>, <span class="_ _14"> </span>towarów <span class="_ _5"></span> <span class="_ _14"> </span>i <span class="_ _5"></span>materiałów<span class="ff6"> <span class="_ _14"> </span></span>wyniosłą <span class="_ _5"> </span>5,6% <span class="_ _14"> </span>i <span class="_ _14"> </span>była <span class="_ _5"></span>nieznacznie <span class="_ _5"></span>wyższa <span class="_ _14"> </span>niż </span></div><div class="t m0 x1 hf y5ad ff6 fs4 fc2 sc0 ls0 ws0">dynamika wzrostu przychodów<span class="lsb">. </span> <span class="_ _1"></span>W rezul<span class="_ _1"></span>tacie w 2025 roku <span class="_ _1"></span>zysk brutto <span class="ff7">ze sprzed<span class="_ _1"></span>aży spadł o <span class="ff6">3,8% do 847 <span class="_ _1"></span>314 <span class="ff7">tys. <span class="_ _1"></span>zł wobec 880 522 tys. <span class="_ _1"></span>zł<span class="ff6"> rok </span></span></span></span></div><div class="t m0 x1 hf y5ae ff7 fs4 fc2 sc0 ls0 ws0">wcześniej. <span class="ff6"> </span></div><div class="t m0 x1 hf y461 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5af ff7 fs4 fc2 sc0 ls0 ws0">Wynik <span class="_ _3"></span>na <span class="_ _4"></span>działalności <span class="_ _3"></span>operacyjnej<span class="_ _0"></span><span class="ff6"> <span class="_ _4"></span>w <span class="_ _3"></span>2025<span class="_ _0"></span> <span class="_ _4"></span>roku <span class="_ _3"></span></span>był <span class="_ _4"></span>niższy<span class="ff6"> <span class="_ _4"></span><span class="ls11">o <span class="_ _3"></span></span>4<span class="ls7">9%</span> <span class="_ _4"></span></span>i <span class="_ _3"></span>wyniósł <span class="_ _4"></span>119 <span class="_ _3"></span>189<span class="_ _0"></span>. <span class="_ _4"></span>Spadek <span class="_ _3"></span>wyniku <span class="_ _4"></span>operacyjnego <span class="_ _3"></span>w<span class="_ _0"></span>ynikał <span class="_ _3"></span>z<span class="_ _0"></span><span class="ff6"> <span class="_ _4"></span>m.in <span class="_ _4"></span>wzrostu </span></div><div class="t m0 x1 hf y5b0 ff7 fs4 fc2 sc0 ls0 ws0">kosztów <span class="_ _0"></span>sprzedaży<span class="ff6"> <span class="_ _3"></span><span class="ls11">o </span>17,2<span class="_ _0"></span>% <span class="_ _0"></span></span>i <span class="_ _3"></span>pozostałych <span class="_ _0"></span>kosztów <span class="_ _3"></span><span class="ff6">operacyjnych <span class="_ _0"></span>o <span class="_ _0"></span>62,8%,<span class="_ _0"></span> <span class="_ _0"></span>wzrost <span class="_ _3"></span>ten </span>w<span class="_ _0"></span>ynika <span class="_ _0"></span>z <span class="_ _0"></span>koni<span class="_ _0"></span>eczności <span class="_ _0"></span>dostosowania <span class="_ _0"></span>o<span class="_ _0"></span>bsługi <span class="_ _0"></span>i <span class="_ _3"></span>serwisu </div><div class="t m0 x1 hf y5b1 ff7 fs4 fc2 sc0 ls0 ws0">do wielkości Grupy<span class="ff6"> <span class="ls17">i </span></span>są dopasowane do osiągniętych<span class="ff6"> przychodów. </span></div><div class="t m0 x1 hf y5b2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5b3 ff7 fs4 fc2 sc0 ls0 ws0">W an<span class="_ _1"></span>alizowanym okres<span class="_ _1"></span>ie wzrosły <span class="_ _1"></span>koszty <span class="_ _1"></span>finansowe <span class="_ _1"></span>o 10,0% <span class="_ _9"></span>do 111<span class="ff6"> <span class="_ _0"></span></span>764 tys. <span class="_ _9"></span>zł<span class="_ _0"></span> i <span class="_ _1"></span>spadły <span class="_ _1"></span>przychody <span class="_ _1"></span>finansowe o <span class="_ _1"></span>79,9% <span class="_ _1"></span>do 11<span class="ff6"> </span>137 <span class="_ _1"></span>tys. zł. Wzrost<span class="_ _1"></span> </div><div class="t m0 x1 hf y5b4 ff7 fs4 fc2 sc0 ls0 ws0">kosztów <span class="_ _0"></span>finansowych <span class="_ _0"></span>wynikał przede wszystkim <span class="_ _0"></span>z <span class="_ _0"></span>wyższych <span class="_ _0"></span>kosztów <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>odsetek leasingowych, <span class="_ _0"></span>a <span class="_ _0"></span>spadek przy<span class="_ _0"></span>chodów <span class="_ _0"></span>ods<span class="_ _3"></span>etkowych był </div><div class="t m0 x1 hf y5b5 ff7 fs4 fc2 sc0 ls0 ws0">efektem braku w 2025 roku przychodów z wyceny zobowiązań finansowych z tytułu płatności warunkowych.<span class="ff6"> </span></div><div class="t m0 x1 hf y5d7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5d8 ff7 fs4 fc2 sc0 ls0 ws0">Zysk <span class="_ _3"></span>netto <span class="_ _4"></span>Grupy <span class="_ _3"></span>w <span class="_ _4"></span>2025 <span class="_ _3"></span>roku <span class="_ _4"></span>wyniósł <span class="_ _4"></span><span class="ff6">9 <span class="ls7">208 <span class="_ _4"></span></span></span>tys.<span class="_ _1"></span> <span class="_ _3"></span>z<span class="_ _0"></span>ł <span class="_ _3"></span>i <span class="_ _4"></span>w <span class="_ _3"></span>porównaniu <span class="_ _3"></span>z <span class="_ _4"></span>2024 <span class="_ _3"></span>ro<span class="_ _0"></span>kiem <span class="_ _3"></span>był <span class="_ _4"></span>znacznie <span class="_ _3"></span>niższy, <span class="_ _3"></span>co <span class="_ _4"></span>wynika <span class="_ _3"></span>z <span class="_ _4"></span>czynników <span class="_ _3"></span>opisanych </div><div class="t m0 x1 hf y5d9 ff7 fs4 fc2 sc0 ls0 ws0">powyżej.<span class="ff6"> </span></div><div class="t m0 x1 hf y860 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 ye4b ff8 fs4 fcb sc0 ls0 ws0">Koszty według rodzaju<span class="ff5"> </span></div><div class="t m0 x1 h10 ye4c ff5 fs3 fcb sc0 ls0 ws0"> </div></div><div class="c x1 ye4d w6f he1"><div class="t m0 x1e h13 ye4e ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x10c ye4d w96 he1"><div class="t m0 xff h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 xff h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x125 ye4d w97 he1"><div class="t m0 xff h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 xff h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x109 ye4d w5b he1"><div class="t m0 x101 h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x101 h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x126 ye4d w5d he1"><div class="t m0 x101 h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x101 h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xe0 ye4d w94 he1"><div class="t m0 x101 h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x101 h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xee ye4d w93 he1"><div class="t m0 x101 h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x101 h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x127 ye4d w98 he1"><div class="t m0 x1d h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 xff h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x128 ye4d w99 h90"><div class="t m0 xa h14 y0 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye50 w6f hdf"><div class="t m0 xa h1a ye3a ff7 fs9 fc2 sc0 ls0 ws0">Amortyzacja rzec<span class="_ _1"></span>zowych akt<span class="_ _1"></span>ywów trwałych i </div><div class="t m0 xa h1a y23 ff7 fs9 fc2 sc0 ls0 ws0">wartości<span class="_ _1"></span> niematerialny<span class="_ _1"></span>ch<span class="ff6"> </span></div></div><div class="c x10c ye50 w96 hdf"><div class="t m0 x5e h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">-91 076 </div></div><div class="c x125 ye50 w97 hdf"><div class="t m0 x5e h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">-89 706 </div></div><div class="c x109 ye50 w5b hdf"><div class="t m0 x7b h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">-67 653 </div></div><div class="c x126 ye50 w5d hdf"><div class="t m0 x5d h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">-5 370 </div></div><div class="c xe0 ye50 w94 hdf"><div class="t m0 x5d h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">-4 085 </div></div><div class="c xee ye50 w93 hdf"><div class="t m0 x5d h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">-3 082 </div></div><div class="c x127 ye50 w98 hdf"><div class="t m0 x9a h13 ya1b ffa fs9 fc2 sc0 ls6 ws0">2%<span class="ls0"> </span></div></div><div class="c x128 ye50 w99 hdf"><div class="t m0 xa he2 y64f ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye51 w6f h5a"><div class="t m0 xa h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">Amortyzacja akt<span class="_ _1"></span>ywa z tytułu pr<span class="_ _1"></span>awa do </div><div class="t m0 xa h1a y2e6 ff7 fs9 fc2 sc0 ls0 ws0">użytkowania <span class="_ _1"></span>aktywów<span class="ff6"> </span></div></div><div class="c x10c ye51 w96 h5a"><div class="t m0 x5e h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-63 178 </div></div><div class="c x125 ye51 w97 h5a"><div class="t m0 x5e h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-46 844 </div></div><div class="c x109 ye51 w5b h5a"><div class="t m0 x7b h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-26 419 </div></div><div class="c x126 ye51 w5d h5a"><div class="t m0 x7b h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-11 115 </div></div><div class="c xe0 ye51 w94 h5a"><div class="t m0 x5d h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-8 600 </div></div><div class="c xee ye51 w93 h5a"><div class="t m0 x5d h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-5 943 </div></div><div class="c x127 ye51 w98 h5a"><div class="t m0 x25 h13 y617 ffa fs9 fc2 sc0 ls6 ws0">35%<span class="ls0"> </span></div></div><div class="c x128 ye51 w99 h5a"><div class="t m0 xa he2 y615 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y69c w6f h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Zużycie mater<span class="_ _1"></span>iałów i ene<span class="_ _1"></span>rgii<span class="ff6"> </span></div></div><div class="c x10c y69c w96 h8d"><div class="t m0 x3f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-599 587 </div></div><div class="c x125 y69c w97 h8d"><div class="t m0 x101 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-522 660 </div></div><div class="c x109 y69c w5b h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-497 276 </div></div><div class="c x126 y69c w5d h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-13 479 </div></div><div class="c xe0 y69c w94 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-12 542 </div></div><div class="c xee y69c w93 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-6 203 </div></div><div class="c x127 y69c w98 h8d"><div class="t m0 x25 h13 y64a ffa fs9 fc2 sc0 ls6 ws0">15%<span class="ls0"> </span></div></div><div class="c x128 y69c w99 h8d"><div class="t m0 xa he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye52 w6f h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Usługi obce<span class="ff6"> </span></div></div><div class="c x10c ye52 w96 h8d"><div class="t m0 x3f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-655 357 </div></div><div class="c x125 ye52 w97 h8d"><div class="t m0 x101 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-560 547 </div></div><div class="c x109 ye52 w5b h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-517 185 </div></div><div class="c x126 ye52 w5d h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-317 052 </div></div><div class="c xe0 ye52 w94 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-192 412 </div></div><div class="c xee ye52 w93 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-142 514 </div></div><div class="c x127 ye52 w98 h8d"><div class="t m0 x25 h13 y64a ffa fs9 fc2 sc0 ls6 ws0">17%<span class="ls0"> </span></div></div><div class="c x128 ye52 w99 h8d"><div class="t m0 xa he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye53 w6f h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Podatki i<span class="_ _1"></span> opłaty<span class="ff6"> </span></div></div><div class="c x10c ye53 w96 h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-35 997 </div></div><div class="c x125 ye53 w97 h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-31 998 </div></div><div class="c x109 ye53 w5b h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-18 953 </div></div><div class="c x126 ye53 w5d h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-8 982 </div></div><div class="c xe0 ye53 w94 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-4 819 </div></div><div class="c xee ye53 w93 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-2 481 </div></div><div class="c x127 ye53 w98 h8d"><div class="t m0 x25 h13 y64a ffa fs9 fc2 sc0 ls6 ws0">12%<span class="ls0"> </span></div></div><div class="c x128 ye53 w99 h8d"><div class="t m0 xa he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye54 w6f h8d"><div class="t m0 xa h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">Wynagrodzenia </div></div><div class="c x10c ye54 w96 h8d"><div class="t m0 x3f h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-160 588 </div></div><div class="c x125 ye54 w97 h8d"><div class="t m0 x101 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-167 948 </div></div><div class="c x109 ye54 w5b h8d"><div class="t m0 x5c h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-143 237 </div></div><div class="c x126 ye54 w5d h8d"><div class="t m0 x7b h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-91 049 </div></div><div class="c xe0 ye54 w94 h8d"><div class="t m0 x7b h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-26 533 </div></div><div class="c xee ye54 w93 h8d"><div class="t m0 x7b h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-20 475 </div></div><div class="c x127 ye54 w98 h8d"><div class="t m0 x5d h13 y70e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">4%</span> </div></div><div class="c x128 ye54 w99 h8d"><div class="t m0 xa he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y101 w6f h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Ubezpieczenia sp<span class="_ _1"></span>ołeczne i inn<span class="_ _1"></span>e świadczenia<span class="ff6"> </span></div></div><div class="c x10c y101 w96 h8c"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-39 197 </div></div><div class="c x125 y101 w97 h8c"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-34 043 </div></div><div class="c x109 y101 w5b h8c"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-21 521 </div></div><div class="c x126 y101 w5d h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-5 368 </div></div><div class="c xe0 y101 w94 h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-3 564 </div></div><div class="c xee y101 w93 h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-2 772 </div></div><div class="c x127 y101 w98 h8c"><div class="t m0 x25 h13 y64a ffa fs9 fc2 sc0 ls6 ws0">15%<span class="ls0"> </span></div></div><div class="c x128 y101 w99 h8c"><div class="t m0 xa he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye55 w6f h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe koszty<span class="_ _1"></span> rodzajowe<span class="ff6"> </span></div></div><div class="c x10c ye55 w96 h90"><div class="t m0 x5e h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-48 874 </div></div><div class="c x125 ye55 w97 h90"><div class="t m0 x5e h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-40 879 </div></div><div class="c x109 ye55 w5b h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-31 824 </div></div><div class="c x126 ye55 w5d h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-22 456 </div></div><div class="c xe0 ye55 w94 h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-18 447 </div></div><div class="c xee ye55 w93 h90"><div class="t m0 x5d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-8 968 </div></div><div class="c x127 ye55 w98 h90"><div class="t m0 x25 h13 y613 ffa fs9 fc2 sc0 ls6 ws0">20%<span class="ls0"> </span></div></div><div class="c x128 ye55 w99 h90"><div class="t m0 xa he2 y71b ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y182 w6f h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Koszty według rod<span class="_ _1"></span>zaju razem<span class="ff5"> </span></div></div><div class="c x10c y182 w96 h90"><div class="t m0 x93 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-1 693 854 </div></div><div class="c x125 y182 w97 h90"><div class="t m0 x93 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-1 494 625 </div></div><div class="c x109 y182 w5b h90"><div class="t m0 x56 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-1 324 068 </div></div><div class="c x126 y182 w5d h90"><div class="t m0 x5c h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-474 871 </div></div><div class="c xe0 y182 w94 h90"><div class="t m0 x5c h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-271 002 </div></div><div class="c xee y182 w93 h90"><div class="t m0 x5c h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-192 438 </div></div><div class="c x127 y182 w98 h90"><div class="t m0 x9f hac y613 ff13 fs9 fc2 sc0 ls6 ws0">13%<span class="ls0"> </span></div></div><div class="c x128 y182 w99 h90"><div class="t m0 xa he2 ye56 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye57 w6f he0"><div class="t m0 xa h1a ye49 ff7 fs9 fc2 sc0 ls0 ws0">Koszt sprzedanyc<span class="_ _1"></span>h usług, towarów i<span class="_ _1"></span> </div><div class="t m0 xa h1a y2db ff7 fs9 fc2 sc0 ls0 ws0">materiałów<span class="ff6"> </span></div></div><div class="c x10c ye57 w96 he0"><div class="t m0 xa h1a ye4a ff6 fs9 fc2 sc0 ls0 ws0">-12 985 826 </div></div><div class="c x125 ye57 w97 he0"><div class="t m0 xa h1a ye4a ff6 fs9 fc2 sc0 ls0 ws0">-12 370 576 </div></div><div class="c x109 ye57 w5b he0"><div class="t m0 x3f h1a ye4a ff6 fs9 fc2 sc0 ls0 ws0">-11 421 823 </div></div><div class="c x126 ye57 w5d he0"><div class="t m0 x3f h1a ye4a ff6 fs9 fc2 sc0 ls0 ws0">-12 423 866 </div></div><div class="c xe0 ye57 w94 he0"><div class="t m0 x56 h1a ye4a ff6 fs9 fc2 sc0 ls0 ws0">-7 827 662 </div></div><div class="c xee ye57 w93 he0"><div class="t m0 x129 h1a ye4a ff6 fs9 fc2 sc0 ls0 ws0">-4 516 121 </div></div><div class="c x127 ye57 w98 he0"><div class="t m0 x9a h13 ye4a ffa fs9 fc2 sc0 ls6 ws0">5%<span class="ls0"> </span></div></div><div class="c x128 ye57 w99 he0"><div class="t m0 xa he2 ye58 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yc2a w6f h5a"><div class="t m0 xa h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">Zmiana stanu <span class="_ _1"></span>zapasów i rozlic<span class="_ _1"></span>zeń </div><div class="t m0 xa h1a y2db ff7 fs9 fc2 sc0 ls0 ws0">międzyokreso<span class="_ _1"></span>wych koszt<span class="_ _1"></span>ów<span class="ff6"> </span></div></div><div class="c x10c yc2a w96 h5a"><div class="t m0 x9f h1a y649 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">445</span> </div></div><div class="c x125 yc2a w97 h5a"><div class="t m0 x3d h1a y649 ff6 fs9 fc2 sc0 ls0 ws0">8 126 </div></div><div class="c x109 yc2a w5b h5a"><div class="t m0 x7b h1a y649 ff6 fs9 fc2 sc0 ls0 ws0">-11 941 </div></div><div class="c x126 yc2a w5d h5a"><div class="t m0 x58 h1a y649 ff6 fs9 fc2 sc0 ls0 ws0">5 186 </div></div><div class="c xe0 yc2a w94 h5a"><div class="t m0 x58 h1a y649 ff6 fs9 fc2 sc0 ls0 ws0">1 552 </div></div><div class="c xee yc2a w93 h5a"><div class="t m0 x58 h1a y649 ff6 fs9 fc2 sc0 ls0 ws0">1 353 </div></div><div class="c x127 yc2a w98 h5a"><div class="t m0 xa4 h13 y649 ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x128 yc2a w99 h5a"><div class="t m0 xa he2 ye59 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y5ea w6f h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe<span class="ff6"> </span></div></div><div class="c x10c y5ea w96 h8c"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x125 y5ea w97 h8c"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">297</span> </div></div><div class="c x109 y5ea w5b h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-1 859 </div></div><div class="c x126 y5ea w5d h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-1 898 </div></div><div class="c xe0 y5ea w94 h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-4 500 </div></div><div class="c xee y5ea w93 h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-6 844 </div></div><div class="c x127 y5ea w98 h8c"><div class="t m0 xa4 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x128 y5ea w99 h8c"><div class="t m0 xa he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye5a w6f he3"><div class="t m0 xa h14 y93f ff8 fs9 fc2 sc0 ls0 ws0">Koszty sprzedan<span class="_ _1"></span>ych usług, t<span class="_ _1"></span>owarów i </div><div class="t m0 xa h14 y2e5 ff8 fs9 fc2 sc0 ls0 ws0">materiałów, kos<span class="_ _1"></span>zty sprzedaży i ogól<span class="_ _1"></span>nego </div><div class="t m0 xa h14 y2db ff8 fs9 fc2 sc0 ls0 ws0">zarządu<span class="ff5"> </span></div></div><div class="c x10c ye5a w96 he3"><div class="t m0 xa h14 y2e5 ff5 fs9 fc2 sc0 ls0 ws0">-14 680 125 </div></div><div class="c x125 ye5a w97 he3"><div class="t m0 xa h14 y2e5 ff5 fs9 fc2 sc0 ls0 ws0">-13 857 372 </div></div><div class="c x109 ye5a w5b he3"><div class="t m0 x3f h14 y2e5 ff5 fs9 fc2 sc0 ls0 ws0">-12 759 691 </div></div><div class="c x126 ye5a w5d he3"><div class="t m0 x3f h14 y2e5 ff5 fs9 fc2 sc0 ls0 ws0">-12 895 449 </div></div><div class="c xe0 ye5a w94 he3"><div class="t m0 x56 h14 y2e5 ff5 fs9 fc2 sc0 ls0 ws0">-8 101 612 </div></div><div class="c xee ye5a w93 he3"><div class="t m0 x129 h14 y2e5 ff5 fs9 fc2 sc0 ls0 ws0">-4 714 050 </div></div><div class="c x127 ye5a w98 he3"><div class="t m0 x9a hac y2e5 ff13 fs9 fc2 sc0 ls6 ws0">6%<span class="ls0"> </span></div></div><div class="c x128 ye5a w99 he3"><div class="t m0 xa he2 y1a1 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 y9ad ff5 fs3 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 h10 yab8 ff5 fs3 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye5b ff6 fs4 fc2 sc0 ls0 ws0">W 2025 roku koszty <span class="ff7">wg układu rodzajowego</span> w odniesieniu do <span class="ls7">202</span>4 <span class="ff7">wzrosły<span class="_ _0"></span></span> <span class="ls11">o <span class="ls7">13</span></span> <span class="ff7">% tj. o kwotę </span>199 229 <span class="ff7">tys. zł</span>. </div></div></div><div class="pi" ></div></div><div id="pf67" class="pf w0 h0" ><div class="pc pc67 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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AAg/QEAAOkPAABIfwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAOkPAABIfwAAQPoDAAA/q6UNAACgsHwlv6s/AAAsob9/AgAAgMJc/QEAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQBA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwCA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACkvwkAAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwCA9DcBAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAED6AwAA0h8AAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AAID0BwAApD8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAADpDwAASH8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAADSHwAAkP4AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAACkPwAAIP0BAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAAOkPAABIfwAAQPoDAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAANIfAACQ/gAAgPQHAADpDwAASH8AAED6AwAA0h8AAJD+AACA9AcAAKQ/AAAg/QEAQPoDAADSHwAAkP4AAID0BwAApD8AACD9AQAA6Q8AAEh/AABA+gMAgPQHAACkPwAAIP0BAADpDwAA/IoeEbf7wxAAAFCbqz8AAEh/AACgiidKSagzwcoCTQAAAABJRU5ErkJggg=="/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">103<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff7 fs4 fc2 sc0 ls0 ws0">Nastąpił <span class="_ _0"></span>w<span class="ff6">zrost <span class="_ _3"></span>w <span class="_ _3"></span></span>większości <span class="_ _0"></span><span class="ff6">pozycj<span class="ls17">i <span class="_ _3"></span></span>kosztowych, <span class="_ _3"></span></span>największy <span class="_ _0"></span>w<span class="_ _0"></span>artościowy <span class="_ _0"></span>wzrost <span class="_ _3"></span>wystąpił <span class="_ _0"></span><span class="ff6 ls10">na<span class="ls0"> <span class="_ _3"></span></span></span>zużyci<span class="ff6">u <span class="_ _0"></span></span>materiałów<span class="_ _0"></span> <span class="_ _3"></span>i <span class="_ _0"></span><span class="ff6">energii <span class="_ _0"></span>(+76 </span>927<span class="_ _0"></span> <span class="_ _0"></span>tys. <span class="_ _3"></span>zł)<span class="ff6"> </span></div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _16"> </span>usług<span class="ff6">ach <span class="_ _27"> </span>obcych <span class="_ _16"> </span>(+94 </span>810 <span class="_ _16"> </span>tys. <span class="_ _16"> </span>zł)<span class="ff6">, <span class="_ _16"> </span></span>na <span class="_ _16"> </span>które <span class="_ _16"> </span>składają <span class="_ _27"> </span>się<span class="_ _0"></span> <span class="_ _27"> </span>ko<span class="_ _0"></span>szty <span class="_ _27"> </span>z<span class="_ _0"></span>wiązane <span class="_ _27"> </span>z<span class="_ _0"></span> <span class="_ _16"> </span>udostępniani<span class="ff6 ls14">em<span class="ls0"> <span class="_ _27"> </span></span></span>pojemności <span class="_ _16"> </span>magazynowych <span class="_ _16"> </span>oraz </div><div class="t m0 x1 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">przeładunk<span class="ff6 lse">ami<span class="ls0"> <span class="_ _3"></span>na <span class="_ _4"></span>terminalach <span class="_ _4"></span>paliw</span></span>, <span class="_ _4"></span>ko<span class="_ _0"></span>szty <span class="_ _3"></span>z<span class="_ _0"></span>wiązane <span class="_ _4"></span>z <span class="_ _4"></span>transporte<span class="_ _1"></span>m, <span class="_ _4"></span>magazynowaniem, <span class="_ _4"></span>obsługą <span class="_ _4"></span>logistyczną, <span class="_ _3"></span>o<span class="_ _0"></span>bsługą <span class="_ _4"></span>prawną, <span class="_ _3"></span>umo<span class="_ _0"></span>wami </div><div class="t m0 x1 hf y399 ff6 fs4 fc2 sc0 ls0 ws0">przedstawicielskimi <span class="_ _14"> </span>i  doradczymi.  <span class="ff7">Koszty <span class="_ _14"> </span>znajdują  się <span class="_ _14"> </span>na  poziomach,  kt<span class="_ _1"></span>óre <span class="_ _14"> </span>o<span class="_ _0"></span>dzwierciedlają <span class="_ _14"> </span>ska<span class="_ _0"></span>lę <span class="_ _14"> </span>prowadzo<span class="_ _0"></span>nego <span class="_ _14"> </span>biznesu  i <span class="_ _14"> </span>maj<span class="_ _0"></span>ą  swoje<span class="_ _1"></span> </span></div><div class="t m0 x1 hf y39a ff7 fs4 fc2 sc0 ls0 ws0">odzwierciedlenie w <span class="_ _0"></span>przychodach <span class="_ _0"></span>ze <span class="_ _0"></span>sprzedaży.<span class="ff6"> <span class="_ _0"></span>Przyro<span class="_ _0"></span>st ko<span class="_ _0"></span>sztów <span class="_ _0"></span>amortyzacji <span class="_ _0"></span>jest <span class="_ _0"></span>z <span class="_ _0"></span>kolei </span>ko<span class="_ _0"></span>nsekwencją w<span class="_ _0"></span>zrostu wartości <span class="_ _0"></span>majątku <span class="_ _0"></span>trwałego<span class="ff6"> <span class="_ _0"></span><span class="ls44">i </span></span></div><div class="t m0 x1 hf y3da ff7 fs4 fc2 sc0 ls0 ws0">prawa do użytkowania aktywów.<span class="ff6"> </span></div><div class="t m0 x1 hf y583 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd ye5c ff5 fs5 fc5 sc0 ls12 ws0">6.3.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">PODSTAWOWE WILELKOŚCI FINANSOWO<span class="ff5">-EKONOMICZNE GRUPY UNIMOT </span></span></span></div><div class="t m0 x1 h1c ye5d ffa fsa fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye5e w9a he4"><div class="t m0 xa h13 ye4e ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x11b ye5e w93 he4"><div class="t m0 x101 h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x101 h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x12a ye5e w94 he4"><div class="t m0 x101 h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x101 h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x12b ye5e w9b he4"><div class="t m0 x1d h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x1d h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x12c ye5e w9c he4"><div class="t m0 x3f h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x3f h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xc7 ye5e w9d he4"><div class="t m0 x3f h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x3f h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xbe ye5e w93 he4"><div class="t m0 x101 h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x101 h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x12d ye5e w9e he4"><div class="t m0 x2 hac ye4f ff13 fs9 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 x4a hac y2dd ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x12e ye5e w99 h90"><div class="t m0 xa hac y0 ff13 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye5f w9a h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">EBIT * </div></div><div class="c x11b ye5f w93 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">119 189 </div></div><div class="c x12a ye5f w94 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">233 503 </div></div><div class="c x12b ye5f w9b h8d"><div class="t m0 x5a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">574 893 </div></div><div class="c x12c ye5f w9c h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">485 978 </div></div><div class="c xc7 ye5f w9d h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">103 734 </div></div><div class="c xbe ye5f w93 h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">49 255 </div></div><div class="c x12d ye5f w9e h8d"><div class="t m0 x9f h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">49%</span> </div></div><div class="c x12e ye5f w99 h8d"><div class="t m0 xa he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye60 w9a h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">EBITDA ** </div></div><div class="c x11b ye60 w93 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">273 443 </div></div><div class="c x12a ye60 w94 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">370 053 </div></div><div class="c x12b ye60 w9b h8d"><div class="t m0 x5a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">668 965 </div></div><div class="c x12c ye60 w9c h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">501 859 </div></div><div class="c xc7 ye60 w9d h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">116 419 </div></div><div class="c xbe ye60 w93 h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">58 293 </div></div><div class="c x12d ye60 w9e h8d"><div class="t m0 x9f h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">26%</span> </div></div><div class="c x12e ye60 w99 h8d"><div class="t m0 xa he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye61 w9a h8e"><div class="t m0 xa h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">WYNIK BRUTTO </div></div><div class="c x11b ye61 w93 h8e"><div class="t m0 x25 h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">18 562 </div></div><div class="c x12a ye61 w94 h8e"><div class="t m0 x7b h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">187 214 </div></div><div class="c x12b ye61 w9b h8e"><div class="t m0 x5a h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">508 747 </div></div><div class="c x12c ye61 w9c h8e"><div class="t m0 x3d h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">464 224 </div></div><div class="c xc7 ye61 w9d h8e"><div class="t m0 x9f h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">96 353 </div></div><div class="c xbe ye61 w93 h8e"><div class="t m0 x25 h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">43 732 </div></div><div class="c x12d ye61 w9e h8e"><div class="t m0 x9f h13 y700 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">90%</span> </div></div><div class="c x12e ye61 w99 h8e"><div class="t m0 xa he2 ye62 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye63 w9a h90"><div class="t m0 xa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">WYNIK NETTO </div></div><div class="c x11b ye63 w93 h90"><div class="t m0 x58 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">9 208 </div></div><div class="c x12a ye63 w94 h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">139 341 </div></div><div class="c x12b ye63 w9b h90"><div class="t m0 x5a h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">488 512 </div></div><div class="c x12c ye63 w9c h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">373 897 </div></div><div class="c xc7 ye63 w9d h90"><div class="t m0 x9f h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">75 961 </div></div><div class="c xbe ye63 w93 h90"><div class="t m0 x25 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">34 735 </div></div><div class="c x12d ye63 w9e h90"><div class="t m0 x9f h13 y613 ffa fs9 fc2 sc0 ls0 ws0">-93% </div></div><div class="c x12e ye63 w99 h90"><div class="t m0 xa he2 ye56 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h14 ya62 ffa fsa fc2 sc0 ls0 ws0">*<span class="ff5 fs9 ls38">  <span class="ff8 ls0">wskaźnik EBIT </span><span class="ls45">--<span class="ls46">&gt; </span></span></span><span class="fs9">def<span class="_ _1"></span>iniowan<span class="_ _1"></span>y jako zysk przed od<span class="_ _1"></span>liczeniem od<span class="_ _1"></span>setek i p<span class="_ _1"></span>odatków (<span class="_ _1"></span>ang. Earnings B<span class="_ _1"></span>efore Interest an<span class="_ _1"></span>d Taxes) </span></div><div class="t m0 x1 h14 y112 ffa fsa fc2 sc0 ls47 ws0">**<span class="ff8 fs9 ls0">wskaźnik  EBITD<span class="_ _1"></span>A  <span class="ff5 ls48">--<span class="ls46">&gt;  </span></span><span class="ff9">definiowany  jako  zysk  p<span class="_ _1"></span>rzed  odliczeniem  o<span class="_ _1"></span>dsetek,  poda<span class="_ _1"></span>tków,  deprecjacją<span class="_ _1"></span>  i  amortyzacją  (an<span class="_ _1"></span>g.  Earnings <span class="_ _14"> </span>Before  Interest,  Taxes<span class="_ _1"></span>, </span></span></div><div class="t m0 x45 h13 y81c ffa fs9 fc2 sc0 ls0 ws0">Depreciati<span class="_ _1"></span>on and Amort<span class="_ _1"></span>ization) </div><div class="t m0 x1 hf y413 ff6 fs4 fc2 sc0 ls0 ws0">Wypracowana EBITDA w <span class="ls7">202</span>5 <span class="ff7">r. wyniosła</span> 27<span class="ls7">3 44</span>3 <span class="ff7">tys. zł</span><span class="ls20">, </span>co stanowi spadek o <span class="ls7">26</span><span class="ff7">% względem</span> roku 2024, kiedy <span class="ff7">wynosiła</span> <span class="ls7">370 053</span> <span class="ff7">tys. zł</span>. </div><div class="t m0 x1 hf y139 ff6 fs4 fc2 sc0 ls0 ws0">Wynik <span class="_ _0"></span>brutto <span class="_ _3"></span>w <span class="_ _3"></span>2025 <span class="_ _3"></span>r. <span class="_ _0"></span><span class="ff7">wyniósł <span class="_ _3"></span></span>1<span class="ls7">8 <span class="_ _3"></span>562</span> <span class="_ _3"></span><span class="ff7">tys. <span class="_ _0"></span>zł</span> <span class="_ _3"></span><span class="ff7">i <span class="_ _3"></span>był <span class="_ _3"></span>niższ</span>y <span class="_ _0"></span>o <span class="_ _3"></span><span class="ls7">168</span> <span class="ls7">652 <span class="_ _3"></span></span><span class="ff7">tys. <span class="_ _0"></span>zł<span class="_ _0"></span></span> <span class="_ _3"></span>co <span class="_ _0"></span>stanowi <span class="_ _3"></span>spadek <span class="_ _3"></span><span class="ls11">o <span class="_ _0"></span><span class="ls7">90<span class="_ _0"></span></span></span><span class="ff7">% <span class="_ _3"></span>względem <span class="_ _0"></span>wyniku <span class="_ _3"></span></span>wypracowanego <span class="_ _3"></span><span class="ls1f">w </span></div><div class="t m0 x1 hf ye64 ff6 fs4 fc2 sc0 ls7 ws0">202<span class="ls0">4 roku. </span></div><div class="t m0 x1 hf ye65 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yee ff6 fs4 fc2 sc0 ls0 ws0">Wynik netto w <span class="ls7">202</span>5 <span class="ff7">r. wyniósł </span>9 <span class="ls7">208 </span><span class="ff7">tys. zł</span> <span class="ff7">i był niższ</span>y <span class="ls11">o <span class="ls7">13</span></span>0 <span class="ls7">133</span> <span class="ff7">tys. zł</span> od wyniku <span class="ff7">osiągniętego </span>w 2024 roku. </div><div class="t m0 x1 hf ye66 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye67 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y7c7 ff5 fs4 fc5 sc0 ls0 ws0">Wyniki <span class="ff8">–</span> skorygowane  </div><div class="t m0 x1 hf y7c8 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye68 w58 he5"><div class="t m0 xa h13 y9b5 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa">  </span></div></div><div class="c xfd ye68 w5b he5"><div class="t m0 x101 h14 ye69 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x101 h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x12f ye68 w5d he5"><div class="t m0 x101 h14 ye69 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x101 h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x130 ye68 w5b he5"><div class="t m0 x101 h14 ye69 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x101 h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x4e ye68 w5d he5"><div class="t m0 x101 h14 ye69 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x101 h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x131 ye68 w94 he5"><div class="t m0 x101 h14 ye69 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x101 h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x59 ye68 w5b he5"><div class="t m0 x101 h14 ye69 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2020 </div><div class="t m0 x101 h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x12d ye68 w9f he5"><div class="t m0 x2 hac ye69 ff13 fs9 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 x4a hac y6a9 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y141 w58 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">EBITDA skorygowana<span class="_ _1"></span> </div></div><div class="c xfd y141 w5b h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">356 541 </div></div><div class="c x12f y141 w5d h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">307 693 </div></div><div class="c x130 y141 w5b h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">243 771 </div></div><div class="c x4e y141 w5d h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">513 663 </div></div><div class="c x131 y141 w94 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">70 596 </div></div><div class="c x59 y141 w5b h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">87 195 </div></div><div class="c x12d y141 w9f h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">16%<span class="ls0"> </span></div></div><div class="c x1 ya48 w58 h90"><div class="t m0 xa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">WYNIK NETTO sko<span class="_ _1"></span>rygowany </div></div><div class="c xfd ya48 w5b h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">1<span class="ls6">14</span> <span class="ls6">053</span> </div></div><div class="c x12f ya48 w5d h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">106 209 </div></div><div class="c x130 ya48 w5b h90"><div class="t m0 x25 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">63 319 </div></div><div class="c x4e ya48 w5d h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">385 098 </div></div><div class="c x131 ya48 w94 h90"><div class="t m0 x5d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">30 138 </div></div><div class="c x59 ya48 w5b h90"><div class="t m0 x25 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">63 637 </div></div><div class="c x12d ya48 w9f h90"><div class="t m0 x58 h13 y613 ffa fs9 fc2 sc0 ls0 ws0">7% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf ye6a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9ed ff6 fs4 fc2 sc0 ls0 ws0"> Wynik EBITDA w <span class="ls7">202</span>5 r. <span class="ff7">został</span>a skorygowana <span class="ff7">o kwotę </span>(+) 83 <span class="ls7">09</span>8 <span class="ff7">tys. zł</span> w wyniku:  </div><div class="t m0 x47 hf y7ba ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Korekty wyceny zapasów obowiązkowych<span class="ff6"> </span>oraz przesunięć w czasie kosztów logistyki <span class="ff6">na paliwach (+) <span class="ls7">71</span> <span class="ls7">689 </span></span>tys. zł<span class="ff6">; </span></span></span></div><div class="t m0 x47 hf ye6b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Korekty wyceny zapasów obowiązkowych<span class="ff6"> </span>i zabezpieczeń w gazie LPG <span class="ff6">(+) 1 </span>816 tys. zł<span class="ff6">; </span></span></span></div><div class="t m0 x47 hf y867 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Korekta wyceny instrumentów <span class="_ _0"></span>zabezpieczających oraz ko<span class="_ _0"></span>rekta management fee <span class="_ _0"></span>i <span class="_ _0"></span>opłata <span class="_ _0"></span>licencyjna w <span class="_ _0"></span>gazie ziemnym (<span class="_ _0"></span><span class="ff6">-) 5 255 <span class="_ _0"></span>tys. </span></span></span></div><div class="t m0 x17 hf y868 ff7 fs4 fc2 sc0 ls1f ws0">zł<span class="ff6 ls0">; </span></div><div class="t m0 x47 hf ya4f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Korekty konsolidacyjne oraz korekta management fee <span class="ff7">i opłata licencyjna w energii e<span class="_ _1"></span>lektrycznej <span class="ff6">(+) 1 </span>966 tys. zł<span class="_ _0"></span><span class="ff6">; </span></span></span></span></div><div class="t m0 x47 hf ye6c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Korekty konsolidacyjne oraz korekta management fee<span class="_ _1"></span> i opłata licencyjna w OZE (+) 1<span class="_ _0"></span><span class="ff6"> <span class="ls7">66</span>9 </span>tys. zł<span class="ff6">; </span></span></span></div><div class="t m0 x47 hf y6ae ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Korekty konsolidacyjne w stacjach paliw (-) <span class="ff7">22 tys. zł</span>; </span></span></div><div class="t m0 x47 hf y4ef ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Korekta <span class="_ _0"></span>wyceny <span class="_ _0"></span>instrumentów <span class="_ _3"></span>zabezpieczających <span class="_ _0"></span>oraz <span class="_ _3"></span>korekta <span class="_ _0"></span>management <span class="_ _0"></span>fee <span class="_ _3"></span>i <span class="_ _0"></span>opłata <span class="_ _0"></span>licencyjn<span class="_ _0"></span>a <span class="_ _0"></span>w <span class="_ _3"></span>bitumenach (+) <span class="_ _3"></span>27<span class="ff6"> 636 <span class="_ _3"></span>tys. </span></span></span></div><div class="t m0 x17 hf ye6d ff7 fs4 fc2 sc0 ls1f ws0">zł<span class="ff6 ls0">; </span></div><div class="t m0 x47 hf ye6e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Korekty konsolidacyjne oraz korekta management fee<span class="_ _1"></span> i opłata licencyjna w <span class="ff6">infrastrukturze i logistyce (+) 2<span class="_ _0"></span> </span>813 tys. zł<span class="ff6">; </span></span></span></div><div class="t m0 x47 hf ye6f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Korekty konsolidacyjne oraz korekta management fee<span class="_ _1"></span> i opłata licencyjna w Paliwach stałych (+) 3<span class="_ _0"></span><span class="ff6 ls7">19<span class="ls0"> </span></span>tys. zł<span class="ff6">; </span></span></span></div><div class="t m0 x47 hf ye70 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Korekta management fee i opłata licencyjna w Pozostałej działalności (<span class="ff6">-<span class="ls2f">) <span class="ls7">19</span></span> <span class="ls7">532 </span></span>tys. zł<span class="ff6">. </span></span></span></div><div class="t m0 x1 hf ye71 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye72 ff6 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _9"></span>wynik <span class="_ _1"></span>n<span class="ff7">etto <span class="_ _a"></span>skorygow<span class="_ _0"></span>any <span class="_ _9"></span>miały <span class="_ _1"></span>wpływ <span class="_ _1"></span><span class="ff6">kategorie <span class="_ _a"></span><span class="ff7">wspomniane <span class="_ _9"></span>w<span class="_ _0"></span>yżej <span class="_ _1"></span>a <span class="_ _9"></span>także<span class="ff6"> <span class="_ _1"></span>korekty <span class="_ _9"></span>wyceny <span class="_ _9"></span>Earn-o<span class="_ _0"></span>utu <span class="_ _9"></span>bitumenowego <span class="_ _1"></span>UNIMOT <span class="_ _9"></span>Terminale </span></span></span></span></div><div class="t m0 x1 hf ye73 ff6 fs4 fc2 sc0 ls0 ws0">(+ <span class="ls7">18 732</span> <span class="ff7">tys. zł</span>). </div><div class="t m0 x17 hf ye74 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf68" class="pf w0 h0" ><div class="pc pc68 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/4AAAXpCAIAAABA/VSDAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdebRlZ1kn/u/zPO+79z7n3KFupVJVSSpkDpmBMBMIplVEabVFHBagiKhti6sb1G60RX+9EPip3a3dIo3+FEFlNkEwoIwJmchQmYeqzFNVUuOtO51h7/2+z/P8/ji3KkHSv/UjP8IP19qfVbXq3rXOPcM++9T9vu9+3ucld0en0+l0Op3OYW5oGQQUChAyowUEKAxkmAT0DFBDyggJBRIoWoSGJtIaUAEzGQjdgex0vut0n8tOp9PpdDrfgL7xK4H3oARACSYFo2UUzGCGhBamoMgEhwMRiA5YdxQ7nS76dzqdTqfT+RfAIliBzCCAoIwMNzDATESOsgEgArDBBTCwCwEo1qO/P3kE0el0uujf6XQ6nU7nuxIpO5g4AQYQyCFMpGIGCqAyAwwnIhAMMIBhAgYEYBiCdRmj0+mif6fT6XQ6ne92Rs5ucAixAwyZpn8HGMwZEAAgB6a1PQocvp3AQD69QafT6aJ/p9PpdDqd72oKYyUQmAGbxnomQBkGhISlMKlApQuTqDB4PeozAIeDMnHsjmOn00X/TqfT6XQ63+2ckRSlNKktPWBcgwxkVUE5CBpaqBYxNIxKFKVsnJmACzCvV/ezAwp00b/T6aJ/p9PpdDqd73aEAqzO4ODYt3jZu36/PxqVmscRqxUWxjKSxa02kHGxdPrJL/kPP28bFzgU9KSVvV2Dn06ni/6dTqfT6XT+BcgAMSe4tOPVT1zCl/zD0auj+ZyMdLmgmUT7S5/R/pBnjz/tVOoPghyu9AEIRA7puvt0Ol3073Q6nU6n892PFCI01lHVNld97CObxyuDNJyzlGEjYTLZ3FSeRu2WDdt+8jVeUU0cACUwPLiTcuDuKHY6XfTvdDqdTqfz3R8OCDD0ibBn32TXHjDWZgK1yMSLM0WZeUPrGPTotGNw0ua1EAksjkwwGLxL/Z3Od6/u89npdDqdTucb1OTwVoCHr7zhmDHPtNKqTKzU1A/jQW+4Aa2uTuoNL3wOBpVBKgUayHqBv4G97g5ip/Ndidy9OwqdTqfT6TyjDgED5BIOCzBa74UvCaywCgokwIEAVBnuUB5FM+bZltYbagKoI7iGJHCBNiIEhBayBhi0AM1nAggCa2ETBAf6sFIVDoRYAw0wv2aoCE7Q9fb8mCRU3MRUIoKkJTjWSi9Q57sfuHfp3vtOzCIpDQuMo4hRoVb5pkd5su2l5x2/ZStYAEYCAORpp39DT1FH9AGevlLUBMpeOsGmTYAI6NoAPT1tA80IPQ2cqYlYY/SAQQbaBmUEe0MSMppghjSTDDmiCNOdmUekJdrgCuofiYCEaVunjBDMnAMZ4DgAL9xmwAJPgVtA4QHen94cAFmCRxDcWgoKL6ZbuzkmnhPzLKSGCrwAAAaoBmUgwCsonJVIQYVZy9wC5ElISmcHmvVz1KJ5IAFNW0fljKIBDUBwTNzBCKARdINTS9wileCoGLEA3k+tFxGAmquKMticAgmB4AKn6euffiACGniACwCzhkP2lEhmrWEOBFawgaY71+Hw0cvqbSBSNZHCs1EQdwKYpndu0xdu7kbMcDYH8TJhBhY8gwo4Goc6ClJhImQgKNjWnx4YDhAfebd8PcQ/cU5Mb+hQAgEwIyE6/NZ20b/T6XQ6ne9wWAOiGUGVQwvKAExnuE7eJBok5+hBGA5PsBIoDcm4ZpBTRTT9Zb+XsNG9cjVHoKCOVlzQBk/uoeEquJfJ4e6BGyE4Akzc3GAhOJxaDUyjQAkQUAYE3ncTpxooIJIAhwZwBgVkR2CYmTGMSQmFQ9RRZ1TcihcJIDHyUbAMMJC87pEEEBBGoAKoPCsZAM6UXDgWhTm7Gzlzt/XXtyxBBcbKACXmTAjulrQkgZqxTyL1E9URgFUgM81EpUUwjOFuAjUy9hLkhxdnT8ds5A4SMkJ2MCZEQTW4k4gzGiaFC7wAsRMAd3NyBuDsakYkTEhJYzQmNxXi7B7hPK0FIzaHkrNmCpHNTETNApCZs5u4F+aAwMkIxs7knA1GXohTYhCcJqBedrgoHMGF0ba5kJCEM7yCkkvjZEDPDXAImREyOYHdweQChjrRN0R/sgmhIIgpIE5s7iBnN4JDxEEGWh/ETAO0eWKCamZi5uhGxq07EYI7TYM4yJkUcHcDCCAzkEVygNzJIFldiQqmwA5yd7L12A+a/nU88UZN/8jhUcX0mTjMPcGVCUziLkz8zQU+Xa1/p9PpdDrPuMIBYxDIiQkMFM0wXX5lwS6RPYmEnguCWc8dMCSOXK16mn3Vy1fZe4gZUIDuf5weeDBGtuzBo4tGT8gKUKhm/YQt2LYVGhCoBCgrAjkHV+e1CY+H+ebbYVSW8AgxhOnUraIJcbh5YcMZz5ZQYGgynV+8/zG570GQ2YDVclAu3OEOs+WZavak4/m4zSgqZDDybG4n228Nw6H1IieNK+oDihQ4EdxCkWDA7NHxReceQLuRi4ys4LI7M751AuEsUFi0llIJBBPE4AbKxCIt6eDgvh4nbN0CxMYQYjR2grIDSRBjDfQPR8lpqnQ3IiGmBx/av+vxfVL22FtQZVqwRMLaC88/hSUDfngi2QDbef+epaUWHozqlCe9alaozDp5wfNP0TzpxcIgj+7as3/fRL1sUk3cGpoYinOefdaMQIhzzhSIPADk4Mf3jR5//FDrbpIJiU3II5E+/wUnK7IwE8E8br/p3iaLhUQagxfwVY6b+zMr5555orZeRCKS5LTz7l1rw8QMuJmyg8oqTiaj47dtedZxG2SazN2OTI0zh6Q0mWDH3Q85mVpDEthLzxRYN2+ZOfa4o0uZ7nI3HTSYkCTNzKU5twkxQFGCcN99e26/Y2cIIeccIp937lmnnLgZhJwhDLBND7wwgV3NV9eau+95mLmv2chbCuzM6web/nmzXJ8Gelc4TS9BEAzIM/1w9tmn5tTEEJjoKeb8u+jf6XQ6nc53gBOIAGJ2lI4SvvT1W7b/u3duXFpaqVi5ZAUTolmhWgd3iKBa3DTz/X/3vplzzoqgCfxE0INf+vKO9/53NGuDWBBC4zpjVmStyduqt/WX3nD2b/8nMGVGAOAZLhkcnEjD4pevvPK3/o+to2YSPLMHt0KNnBv33b3i9Lf93HNP2erlhmKOHGt0cOmqP/jd/MVrBvVkzFZQLDMrexs0qF9/wpm//Ifvkq1bGkYRQOMGt+346k+89ehR0wRnpaMn4VA1BsoqhcS23E/BLGw95sIvXTLYulGA2tUIh0uOOt8CnlZVRRh7H0buBlNEBktkOAaquPPOr3z049/3/v+RSy2ljzrXFQu8BIGRvykQOowYcGpb/78++OGPfeKSOpOAUvYoc3Vdb9wY7rzzMkEkytORAmCA/ubv/N7VV98aQwXOJJoah/HcbLzzjquq2EvmzPTpf/in//oHfwaZ4yCTdjWIudtPv/bH3/ue3+yVCKGYRuk2exD+7Ge/+K73/FFGMMlAZhCZBElfu/JTpz7rOAdM0WR9/c/8wrjhFg2siFYShq0Xz33e5ks//df9sucKgN35j//HBy674vqV1WUJIig9k2qKBV7zQ9/3p//z9/rToSfZkQ9oayoS/+nLV77jHb+7tLbamx00TROoEkhqVt7y8z/1rt97x+FitfU47k6EyEStgSPu2Pn4n//5x26++ZYHHny46g1G49rdJVAR+Pjjtrzywpf/4i+88eQTFpTaIIUAmmuCCce7737k9a9/23Aks3MLKY8mzcSJCU7rU/yHBwD+pEBPBmdyAZxhhPyiF5/3qY9/oFdUObsZheIpwn8X/TudTqfTecaRrf8OdriShdwsXn7VKXuWj06jcSu1jQpnANGsNGvZAS4s7BuND11x3fFnnu4a+lbksHry80/f1Swd3zbFyj4nBsVeZnZLpHXEoRuuwXiM/nwCggPkcGsBJsihtd2XXPrsQ4sbG3dShhaqPfeA4Ch2xt55r/geDeXYsyNkOF19LV2z/bR9+2fJs6HnkUGrwdYKj4qXP/vs8qwzG6HatSYeMPZ+/DPn7T1U6Uhiackq6i+kQ2KDyosJ2ahpetlWRjq54uvFj78aIhGi6Jr/P71xJMBoGeJGbk6sHEBcMwhtNaqHl2/f8+Y3H53Lu8e/cfKv/6Kff46UZeEgsBFUiB2V/fNKEHdLqZaiUsRxIyZ9hxjQaBWqfqNjDtP6EqH18hMHkLmnNGDqqTUEdQpEvrI2YkGyHKhQh7koKrUy1SCZz9YGwiWf/fKZZ577lje/hqDuwuwhiBrMC1DPURnUKRtALGYrmzdvMXeCs1BqicMgN54twCt4JCKXYChC7LV5+r078MiufatrKuUmJ7Qt9at+nowUdtkV19++Y9fzn3t8QU+EeAIHDpPGP/w3n1geJSo3DlsQ9dSDOEKBx/cfygbw4eobOJwJxIQ242tX3vxnf/nRG2+5fTyM7g6aH7ZiXBBzhqU2P7RreM9fXXzJp7/4khe/5Fff9iPPOefZBYswmEnV3KRNpfNgaQSSgkIBF4f7elGW0eHgD4CMASgruQBCDnhmSkS9GJANQQjkT1ycePLQsfsEdTqdTqfzjFMYAQQln1AL1MPtN/c9r0pKRbaiHYZ2tcRiDwcrDAtvGAYaND6+bidacS7RUgrzOOsMefELVrkSFIiRlBvEsVSZK0DGt+3EnkWoBYByBqm5GqMh4IEHdl1x+QyNGuZaqBZfKX1vRaugNYTq7LNwzjmivVnvqUbUg4c+esXCYzlK72ARV3szh0K5rygOluUw9JbjzPN/7c3YyC2HgUnPKBw4+MA/faEpJ49vah4vl9si7S6Hi4PhcjU6UI4PVeMcxsZjysNbPvQ3PG4aglGI3ZT/05IjVFAYxMg5ZIrBJRicrEfKBw4++Pbf3bY0Pm5tqBdfuv31v2o77pxQChnSikOMIBncPjEsPTyg8FgURiCuEqJ6v1VCrDK4TkoSzZ8oN8d6MQmDSuJqODH1qs3RrSiKGabojsgBnkFgEjVyL5j72XrOMynHemLvetfv7917yJSjgDBdTgI1zUruwVAqSkM0BPeQaiMIQEQQDllJlc2Do1APaqTKLAUBgQkAkbe1TYYJqNRjo9GlqpMaRaOwNkkf/PBHiOHrtfvTjMwG7H5s30033UHUc+plrbL1slfgvlrY/dg+1SNHbDpgoOkq+r/9yBd/7hd+/Zob7lwaZgrBhDKbUlJqE6VMnuEZFqreoeHwy1/7yhve+M7bb10mCilVQCESiaCeTFoL4yTDFkOjxqhRao1SZlVKSlkpO7JT41wnajO1mRpFo9QaanBLAicQt8Rr4PTN508X/TudTqfTeeZRbsnarIBHGJZW8s4HY24hgZIWyUvDgJhMk7jBlFLLWa1evucBmDcBCOhlpHLm3Nf8cIt+kcvQSmlRvFSUbEWR48xqjRtvgra2PjfoCAJAsj146aXbOEDrQhEdMFW2tcJXKl7phXDOqYgwFhgsoL94aO+12+ea1qzJZA5FjzXkIrczrW/YsBGnb2vLHjBNXpjctzssrhqlmpOwFTn3nEpFZe6eQIZJLeRCOrr7Pj6wlIGJKXk36/+0oj+Q3WHmZi3EweZoGBWMHnj06rf91mDXY0Q0RnN0DJseefyRv/rEjI4yZTgkoTQg528OgEwM2LT0hyAOAbu7golFDPoN08c+zZAEJwL3ih6BmQIRp5SZghAADdMLBE5CAU6qziSqXpY9M2YOV15xbQgEc4LlXJMbYFHWJ7j58BnCJILIxNMJd4eLCAAihhvBWSAUTP1wunXA3fLS0lKMhRuLRHMjQSyDupvjyquvGdcOsJrCyZ3MiBHuuuuunC3GUpViLJmFwACYaO/evSlh2iDnyDjIHH/yvk+9573/tU00nqgjtEkJgSmoKjMDnlISKZIiZbAUrWJlNf3cW9760MNZZNoviB0IQUDGoiE6vBHKTG6amJmIjNjX11aru5KbkBMrkxE7kxJPDyOE4W7gpw75XfTvdDqdTueZJ9bCJIqYlmm891OfOerASgRqCaYSVQbqM5NRPzUF2kLrArX2auIhPXD3+Jor2BtEYIJJyfPf/9LijBMngkCZ0WSpU0hOiaiZ0frGSz6FdpQAFTMhdS+BYml55ZqvLywuBoVL7Tbus1aeojXOvhp040vObUoQkOrswP7tNw7qUfBa2Gca7zc+accZzaxq4cEveCH6c0UOMyqZHZYPXHn9hqaNZptGWKi9MMw01murqvHKvKc+7zFAArDpwOromhuCtwUHaHdaPB0ROVCbRVOUaBwzajKCNtffcutPvHXrV2+cw2gx+qTCiqzOyyR88OI9v/u+PDqYC4cCjVqFFCfrVSsOgJ9cwwO4EzvYSI0MpKAEKJ5oZ3kkQwodXvTL60MBsE/rzsHrdeoAHOSAszvBerFsJm2vPzuZ6Cc++Q/jBmZw1RCYyIro8Jag7OsthwjKTuTM63cDhrEruTMcmD69FkaHH1qnS5DhaOvkWRnwnJlM0SZrwWxOy6vDO+68O5kReH0hDsGBm268q4hVPWkjCVRhRu6m6u6rK8N6ogS4O4HMSR2XfPYr7/3DPxlNOGmserPEgTHQJGRCagIrnObKGU9cygbCTEp9lgWlvP/QgZ/86Z9+ZNe+rJZV3XNKY7KMbGi1IhHNlDUieiLKMaLvWpBV7GVAIR7YjNXZnM3InRRuJAxymEZ4z+0pLqx1tf6dTqfT6TzjnLwAm0NywsHV2/72U+elesI8KdiNDC5kBXGtDVEIShR8TdNg0Jsbtzs++MnzX/byPFMGxxg6d9pxp73ldXfefdvmSRMKGke0rARjzkGbtdvvaG6+o7zwQg6cAScJCc3Ou+v7d85HWZOqjQFZFWoZhfdWqTywsOE5L37JKHMBjj2G49Grro1oJpIjuLLSOdZVC2mbFvuK8qhXXViHsho5IpoiBx0311xfWgJh0IoSH+hxMB72NgxWRhJD8hylmBBPAs3kyfL1Xz/up181LAqXrtj/6Y0iDWxLZBV6RQOID1BjeW3Hb73n+B0PxWa4GttDwvNOUWBoj5vwg+/9X2nj7FH/4U2xmi0ULXlDPA8D5HC1i6xXkxNACpjDBcpwgx1e1Ht4ucoT7SZpPY7DfJq2QSADjBzsgE8v7RDBCEZkBM9Zixgmk7bX33DDTXdd/JnLf/bHL+JQqo5YYNaCMtyIaFoFhGkj++npQgAUpKD1B54uaAEprffRNwDTnp1Zc5Nas5KZkVsu4GbmwhyYq8l47dbb7nzuuadJhAMpZZEiC667/lbz0Kv6TU4SWAgwhhoLTyZNkw2HO4Jm8wz88fs+ODO/5cDiatkbTOqGmaJk4+Q2+pEffMWJJ21LtX3sY5/mokg6buo29iojOAoH73ps8eJLvviffuNnze2000740/e9GxgoTILCrOBi0uJ9f/ahu+66Xz0yMQFCptrMz/V+5z+/Y7CB4cL+RIef2ZlgBjMrowBG1HX46XQ6nU7n/w81EAyuDmJ8/SZ+aHeAJfZeS6WROCYIgy3bwtpqbhqyFqaKSa1SoFjdfh/vH67MbFggG3hwFIOXXdDMbCjHjSGJUT9zmUlDKC1tWB0//tVrT3rphWCPRImIDYsP3Bd80hQ0thgnHKmXKQv1Cu/vKXo48xxsPq4MPXUERVxuenfdFbQRScgu4NYtQllzRZTIjznzrEVgy4CgJmixttLc+8C8qjGJcys8CdzLaLduCZNdlYAzOQdlTkiB09KDO49zN6AhVN2Z8bTGkQAHcHTAHVAsrz72xx+Qm29tm+XEzBKEUBkVdROqctFHz+Kjdnzgoye89vvHJx1nMhCQgQH75g5LNE35pASd1obQetA/kiIdTz1kc8CceP1aAsGJyMmB6TZuhwcP5qYKlL1+3dbg8n3/64P/+nsv3LABIVateaxKxzfsVjVdrep0eGHydLexw7tawXn6dNinnTDZyQjkwGjcmAFgTLv2OwMQsJkQs3C5c8fDVRksZyIjAjGWVvHIY/vr1voD1kaDmIFg5uYm5KBJ3cJLTK9AEK659rZdew4srwBemFEVizaNW90/Myjf9vZf/PdvfT0BDLzzP//ya17zM3fd88jc/OyoXQVHTzOkWS1uv2GHOdpsRx01+7ofuyg7yEEEdxPmDHz0k38bi4bBbbtWFIVZEwudm+M3/MwF60cd6z8CQMgZOaUGNF2UHb75Le4KfjqdTqfTecZlSFQuhDBpbvrA35wwsUmoJ9zM1TpIKMyHlWz80R847uUvSx4hpZv0Q9VYcq2PfXylveHWEZokOpuYtIdjj18467wil2xSZJpvuJcl5hgQiuXVR/7xq1ha85RhgZzg2my/aZ7zWh6V2iuy9p0MEI6x8XZu7rn/7o06iCH5BAZO+thjfNutg8lK5YmFayIn6k3SzLgBfOGMU4uTTykM5gDnKg+XvvIV7N9Tai4UIYeQQ5l50GDwyova2VlPVrSOzJJCzyWgXttxB267ezbButPi6SGCxRkL7EBF6f577/7lt+95359vGS2htHHUifNCck8KKUZtSv1yGIfH7Xr8ih9+0/IHPiKra5S5gAB2JEEf3tfLAGdkcgUpaSQLZAKTaUsZemIn2enP6OGWM3BMd6Eyo+n+V3AXQBRQsBM9qXBInaluM6SCDHY+uOdtb/+dUW3ZI3FomnZa2mM4/IDTbXzJFHAyp2kzU3KwQRzsLutfEylIiRTI4D0HFrMBzO4eIsMdLsKlW4CXoOqGG25tWwcLE4XIavnv/v6yxZXaKbatxiICysjMFoI4wEW1f3GJQHAHMGnS//kHfzSuM7jsz8xnddMcA3qVve61P/hv3/KT4rWnQ2zjftB3/e7bAyfTCbMlbZwSByEJN9x42779qzEKI2keReTCc8hNQS28galqQ+RwSIjMQc0AT9qmjNLrEk2JFEkDUkALq92SCLmTQ/BUy2m66N/pdDqdzjOf1iBogIy1XY/tu31nL+eVfh7OwoTGwVdK3T/v+NEXFv/qnJWySQNvZKztUtHLwsNtzcryNVcJlhY5g9QDRgtx4RXPW+W8VuqkyJlzIzYubDlaMVuM9x04+NADKANSZjAm7ei2O+faJCktaDHq12vFaLUcpaopKR9/5rajL3pOphb1RGkIX9r+mY/66oSypCxJeqvSG4W+Uy9TsbdXnPhT/2Z501FHj1EMEcyxuvaFv/6Ql96KGZETESQaB6fq1Rf51qNSYBZ2SDSpGu+7zS2trl78BVqaFN1p8TQxjClRJmTL177/L9e+cuXW8bAIqW7WihCaWCw07kyLkYYioliWtsbqC+9dXHrH+/ZcermEUCXyf3avvl7GA/h01p88kEfyQBD65iaR66X8R3rM+3pdP/mR1bmYFt0TOR1pS6khkrtRKCY5N0aQ3lcvv/aGG+/MhuwIZak+vQc+Ev2ns/mY1t3DfH0IMl1oIA4B5MiNDWREBjm0vJwBsJhbCNOhCzNHtgCLmvjxx/bdfPNddLhZp5m+/88/6FJSKFhi1qyaHRlwEU45O9G+A4sAqSqARx7dfcsdt2enqj8zbloiBtxNn3XsSe/+vd/oF8GTlbFH2QuRC158/nPPeYE2xDQQHjgf4nLc5KVkk7//h89PL6sUofAEQmCUriFQ6Sqz1UZNhVs/8MJ4TEEWNJfkfXIQAiEQIrswIlPBVAGlcB9WeF7fsq+L/p1Op9PpfKcVTggGWl2755Yty2ubW9kwLI4aBvM86iVAZ3sbceZ5+JEfagYzR62uljaepZn5pR7Z7KMD3vfoo8cM4xx6SnWDVUAGp754bzlTufS9WLWcKyrG1E9bjl3Wl+x/WO++tUVE2Wd1LD0e7r+3N5lJcsxycahqN7YkG9o8N/QHy8ExP/pjKBZqCuPZ/oZRD4+NHrv6y0HruihVBr0JBhgSHazaOrT9xQ3H9n7wohlq0cPSrI1I8aWbt911YLZu2XMdcSCYiNRId5yA8sSzywtfdqCAYeJlDaqDYTGWsGLnxZ+Drq3mBEMNh2fUNVLdwlqsl5bDgdydOE/FGG4oJ4tU683XHfvJj528sqjx6EXbIr2gfGhhxIuzciiOZnzxxGbpuMY3j4/a0zv25tmwUui9f/NXtLobYf+KB1JQrbDknscka4huNFMP+s2gFXhoTRrlZJxN1i8R+JPW+jpg3Dq5g+ElvCAXciafTtknkM8AhTeKSn2GrCQX5yK5RgznfdJzd++Npfri165X1QrgVgsP7pKZMq1vY0twchCYXdgjm7A5QwVKUCIlIour8CBAYRa9LsCaQESG5BxzDs7EgU0z0bClA96zkc5cceWdwVpgCOjDe5t9B3exR0ri1jC1RdF3VJkoOQeeZ+ODex9yhoZWoQ89tA/1loI2eh4VYSLSwpm4eN0PX9AXCBuF6Ogh9iFJyvbCVz63iAQ1ZC1s4KmSsCGjf/32HQYwKoKEGCDwOH0p1hNrmzUXyuyw1UFsYRNlAXswgAJIpk1WD/dcJWYGQAIunjrmd9G/0+l0Op1nXAIsOtwOXb19TmJj5syJ3cnKTNHD1hNPRW8O8wtzW48ziEmsyRNyYTrIeeWWO3Dv49EBEocH8MJ5p9OxWzRBNUu/TG0qQmw5ja0Wo0O33ylZ4UDbPvL5f7RJk5laTmzk3gSjgZdmlk/YNPjeCxCkNCR3Z1r+u3+odu5aL7FgGDu7MuAh5MBHP/tUbDsmkCAhgmU8uu1Tn51fbcgwCUJOlRInq1Ac19u86ditp1z0irpXBY/WZhfO8Blwv9XeodHihz65QWEOd3N3FDLt1xgc5FhvKNOVBD2VHAA4UrFlZXjDn/0FRk2kGdPk1IhybAMky6g6rj56jY654vgTb3rLj6z+4b9/yX9758vf/R9f9u7fOvu1P7Xnnn1uCyW5ORDYLRNB3ANsWsti9IwswJ5O/Nd1XRSR3CWQaRYhNXzu81/Yt/+AGtSm+wf4kwr6n+6HLqVpDp4OV9xJNTuSCJVFvyQ8b84AACAASURBVG0TYBdf/Pdrw2w5O2j7DbfkRs0sBJn25TSz6RUIIgJcVZeXV8xNIOr68CO7mHl6BcDMAHeYm1944YUi02J9wXQ5hruwnHvuOSGEI+nczEIImnX37t1N+6QD9Azron+n0+l0Os84Igw5oambK26aM2kIRlR7NvYyQVV6Z5ypG/q6aWM8+8xVKdeKYqWitgoaNNtoYW0Vf/GR2IAosAcB4ZQtWy66gEPfLaegwYMI19RI7Jn78s23h5w9JYxHd//9pZVRE52jBUc/ekhUaZmIw/mn4bTjkxQVKBJpU+/8+KVn76/JGYTEltmiKzsa5qZXzb70BSgZIARE12rXYyvX3Hhsghg3QeA+AIkZUfHs573CF4r4PS+YnHHCKBTZeaXwYUVmFlV7o+G9n/gMH1xlQSQxIoUpQZxZ4Y603qilO3GeQkjIUZaj8MrKoS9+ecYjnIuUUWT30GvLQE3fint61cKv/OKrP/3p03/qZ3bffOtX3v8/P/nf3/OZ//b7d/7xX+ZPXRHuXy3bmgUazMUBREcFyHTIR/S/P/ZPO56uj+R6vV5u0zlnnxWjFAWpTkR6e/cv/fbvvDcZspMzT9sEPekRv9UHJQDj8fjwp29ayxQAL0pXT+5ExM62d+/izrsf4TAYN+0N2+8yY3cQwzQRLDWtrFf227Rv0P79B5hE4UJh//6DIQRm9idugKpXPmvbtpQAN7f1LXjNzB3nnHP2oFeROeDTzQGYmYh37969sjJ64tg+w6d9F/07nU6n03nGxYwCGH/18t6Du5HThJkgTObBTOKhouyde86E+2soFk45XT2KRXMyoZZzW7Sch/d/7tL2nvvNiVCQW136yW9+46joB7ClJMR1rsG5jTwGivsfyjfcSPD2gQfKO+8RpxFSZY2baW6dvCE5xOHoV14wlqDEcCqQJnfcifsfXqhbMgGg7FkyuZdGrYTd4lte8cJxjG6cBLHNe666YX64wu04OIccCRwIDt3fK/DaH1JmzPXPuOiV5GGBBkFZGTk1XBBJtj2721tvh5paNpIWvN6TREHTPpFd48//HQclu2f71aNdj4qEFdI6MCIjqQmtia9EPvCiE8/75HsfP+/429/9/uUf/43jLv7KaXff/9J9a2ftWtzy6MP73v+nj/7o69buug85N2SZCQDbtGu+G3kmfNOGa9+W98MAtG0bQpibm331q75P05i9AYl7+bUrb7zsyu1lf1ZNnZSgPG0O+sRCgW8t+i8vr6qauxOR+zSH29atcyccfwypVLFK2maK112/Uz0W5eC6628jRIIQrCrllFNOqsqSSODrk/rMsu/AQXOQi8FWVlZyztM2o0TTaws+Nzd71FHzgUHE0wEUAcSAY24w6PV6IMCcwATOWQEaro33PL73m47wM/UB6KJ/p9PpdDrPfPR3VKP6rg99bGY0sgALIslLUPY8FByYKebOfrYAAb715NPVeG7CG4fcH3tUr5jL3BZrazs+/ik0ZhSNLBHhuWf3zz0HxFUGO6l4STaCNb1y06GVRz5+Cdp0YPv2E1YmTODAM20LZndDwKEYDs1vPPb5LyYoAZkkaD54xRVHuWUwO5FDXJVN2YpMYwidc1r1nDNBFQEjAhsml13V4zyiSaQwyNFAxp6B1W0b8a/OKxxO4dQLXlmEcs54vraZBjOZC9UKaVAP9193LUyJoSDiuJ41CXSkH6F0J85TWCkg+/YPf+33Zcdj5ennpKJY5tHBngUtI3hP38OrX3XmFZ+ce9X3P3/buenB/RiuFNLMuc4ObUbZQ9ram7T3XPXghz+OrA5PMLPD7SEJmd0Y4v9PqfpbHKswcLhnD9wMbr506MB/+S9v37jQi5LcQVy2Wv3NRy6dW9ikBNA094OOlLH/vxtXfMOBWh4BRCSHp9ijBJrbIGedeVJus7tLoDrZ9pvuyV4+8MhjDz+yl6mEWc4Ts/oF5z+nqZv1PcvIps/iwIFD5MQkADdNC6wfNvf1IqkYQwhEDLO8frWBQETEYF4v9WFm0PqyaHMLIaSUjozrnmld9O90Op1O55lHwL6lldt2CGkSV1WBRAkEtIHaqsxHzy+hqaHhWQtLs5yj9KQsKLJDxu2sBV0Z7b/mWqkbW//97YCHs89oFUXr7CRF5KTOkgS9rKt37sDeg5OHHp6x7G5CTFmTKyBuWvdivXUztp3YMy9hEyZko3vulXa8UjDA4ggGwIzATo3IUeefYxvm2EwIBsfacPzAI0XEWCx7LgxubuwswkfNtQuDsfg4Mk45ZnWmPwEZwOSBmVMeqM1oHj70MNaGjvVa6em+RGCA1ovOu+j/lDIMt91+9PY72117T33ZK7jlvroHVhIzNPOzc2960+PVrOocznn+89/9mw8d1x+SZw1DqdrYC0rLKweq+Srctwspm2dByLq+tfLhGXaL67Uq3965ZwNARESkbeqVOPvsZwM1AFXPyrfcvnNuwyYSfvLeYU8r3BKApl0P32bmsGlZTq/kZz1raxGDpqyeQyzve3C3E66+envbqoCZOQok2Cknn1hIIGeazvy7q2EybojQ5pbB0zuf3q2v9zeCmU2PJRMDaJoGIPf1i1iqun5Ld3efjgTKsizL8jt2/nTRv9PpdDqdbz/39XLe6ReTYKvX37R5aZyCTUgDETmYyM1V9exTTsOgms+jXruGbXOjE2eWYq7dRoyWY8EVMjiW5d33NrfdNe2+Xjq0VxUXPH/cmykRQV7ntkAUdU+JOA3v2KFfumq0/TZFCmbcKkkgCmYUgYMB573pjZifhWVYVgCHVvSG64pmMi4KBpFZqSbwlqEomo2bzv35n5mEorKg6rM6ntx6W/3wI0iNsxkjwwkgdSI77VknhYlKakLbYq7vZx37WJnGBSaCcRDj4JrZ077bbsXBQ6RZkeK0nw/BBIAXDgFSV/PzVObzZOfnPyOo9/7jF076gVeHl55fojp+WQv3vf2Z5/3Kr81/70UzqIyQF4K9+nmn/exPVCiNURcaUrtlkjdzmds2b78TB5ejA/AQSmO0UCeoqYjIeqUMuYOI1/PqEyc3ADK36TfTpa4hhGm6ZWZ3+Df8zJGviIjgXteTnPDmN72OMCE0wiTc239g+IlPfnp+w4JDCcb/3xb6jkeT9V3JaPqgpDkfc8yml77oXPY2CgicnXbvOXjnzr1f+PKVTtMmoe7UnH/+Wc86fhORuRo53M1gRVEuLi2bowiFus7NzZmpuwEoimK6Jngyrsfj2mz9iZdlOf2fwNwPHjy0vibYDQQWMlMmCiEsLGx4Yo7gGdbt5tvpdDqdzrc/99PhHinTANTSZOm66ze3vExaVBUvt8beqkWEOS7inoMH3vrbwyJkxSzpzOLKvHqpGAdqAocsDclyKdsm9d6rrznxohe04KDUsm++4Pl3zs1vGpl5HUS09R4keDNm3WS4/4/+rF15fBJ90CiDJiGSI3JMOc+cdvrWH//hSY975iDrAQe/dDl27eo71S6KHIgEyOZOshqLZ//rH8RZZyQqkQGhuDK89q/+akNdl8nKUCRTKyRSCEmzW7rxrvt+6Z226rHnAzTh4b2V5h7zmqOOLBbEaVJY2rd3/E9fKt76egcLRRimW8jG6cZNLF25/1NHt7q9a8cdx/dk82333vKBPz3rvW+79Y0PnvrA/rZs0gUvm3vzL4yqYs4ahKJlCHrbfuq1F3/oL06psbEZl8zqwawIuRgMR3j4IT5pQRAswwsYCHBzJSIYDMbkxDw9i9cn4f3wslkQUyDiEAJzzJZyzuyIMZqNQWBiU+fpDD7cCdNenUQMNbgK4Qd/4IILXvqcyy6/vyrnsgbm4nOf/2J/tqLD+/munwL0rY4AGMBwOHL3I2GaCRLkhG3HvuzFz7O8qlRyEHNbG9Uf/utLtt+407wgh1AWbt7w+n+zsKFYvwTiDiYiMqW20bbJse8A5jfMxRgTKKsyC4FEwtpwdGBxacNRxxjIsf7imcSAfQcPrA5HIAa5m4pQygrXozdv2bJ14YmrHPTkkdK3Xzfr3+l0Op3Otxk9qTfidMZxBvXKvfdR3QpL00wkwAhmEASM68mju5c+d9nM564pPvf1pX+8cv7QWtXUAS6OoBADgci5aEZy/wMYTxiAUySyozeVp58y7BXG3tY1cSHqhVoK6Avxo4/NjNvEDDIHZ4rkrNak2Dv2/POxeaEGOUdQkEl68CuXFU5FiDJpnMjdsyq7E8lyVWx51UUQ8elerp7xwCPLd+wo1V3B5iBrkFwzOxORPrzrwMc/N/in64pLrzn0yS/Jrn0bKEjblupsTM4ABcNc0oeuuY6bSe/wROSTO8fTd2IC9F8mtXpxtWdhPtdLl12576FdL37Xf7z7zKP2bO4vbZzDoK8EZU6WqQY5cPIJ6YXPbagqc0iBVopQUx82F0rWyYidBBz4yUnb1LMziYiqmpmIuPt48uTB7XTlK6ZT3dPxrZlNK1hUlenJH4Qn0uZ04GBmTJ5TFsJbf+UX5udL1QbmxEVSjEYTelLgn+7g+62Pv9G2mYim1y4AONyyHrWwcX6uPOGEY8qCU7JYRSP/6leunIwVMBFxS7Nz/Qtf+dIYo6vyelWPEsHMUtLJZOJwhw56hUOPVPs4AOfU5slksrbWEknW7NOXT5QzlpdXc87mMHPAU2oAsNCmTZvWjxN9J9rZdtG/0+l0Op1vPz9sGjvkjh3NXfcFILgQYKTCzkqkXAKVNvPUen2I80rprVDOgcfimb2XUahX2Y6aaPBm+frrsTwyNWWmlK1XPedX/+0DfXG2HqJT5XDm7OBmNN5g6ahao4ZJ0CRwq9hIQru4sPH4N77BelR4zogtgtz3QHP519XCmqdZtCowco0kxpzIzjgBLzs/cVmBUUK0XfmLD296bP9splbCCCBYacrujdCYrMqTM6GwAzI5sLFiSF7h8ThkZSuzFDmWSeYnvHWY9339hnT/w9ES4NP8T9MqfwYBsWvu+dRmtvWPDaTjYnzGwfHar//Jjnvvee773rn1V95UVj19/JFBrs1EmSOprbZNq6+86Ec3j+ZCW0xQsMYq9wwza57luM1GQCYYSCEgMixs2JBMs2DatpKIVFU1H9h/0Pzw8GDaNge+urqSc1bVabt6Iso5hxDMpmUtT675sSPfhBBUNQYC/KJXvOwdv/5LVWHM06sE0R3TrXqx3mfoW6/7cQCYTCZwPtLhxy1Flg1zG4rgb/jpH0FuA8ecEwd6fO+y5sgy3fxWf+zHXr1101yvV4rgycsdDJSSrQ3XGATg2GOPUVV3W+/v6WTmRPK1K67qD4qkyhJTdgPUnANfdvnXcjYiIgnEmP5rri960QvWtx944mVaN+vf6XQ6nc6/MNP5fjNLKbUf+Pj84kqEcIZEyWKueUAVuSi0RdOGRkt4X5xSGaSmNCo8iROsDdoEZShF9927xl++rAC306WMIcx+//fMvfDcjNTnkBLlgFpS4VKIIORZx0wjw0pr4SoX5OQykXPPxvPOaTkPrGaHAcvX3nDi4kqLOCxDDG1yzdA2wB2FyaZXvEjnCgIHRc2a1pYf+uznt621/YyViLW+iOWNTu6+xm6zpZbmsR6XYyo15SEFa0tPFWcGO2XmJghAM2obxvVjN91G/n+zd+9Bt2d3Xec/3+9av9/e+7mcS98vSXeS7ggJIReTdEICCUEEYkABZTAiMlLjOIMXRiidQWeswUJmSiywrLFEZcoaKWVIEEcGHC4iCQokgUyEoCSSdBJIOunk3M/zPHvv32+t73f+2M85abqDUulWm+H9qlR15Vz6nLN67+e819rrt5bSorskDZKZuillxm2+n9Jqce9rX30lL886Hge//RMX23d931v/8Leufvn67/lDbyzLUq6dDJc3y2uX9Z6H/fv+8c/8tW+756HnLWppipNxGnVUdWW9vDKdXeje27sVhanLpSqZ8pnPvLeMw2zRWtvVvJmZ+dve9rbeUzKlzC0iTk5OLl++XEq5+THXbqP/3XffffoW2J2O8xveFTc+LmhTKW6Wm+nov/4Tf/hFL/zMPk+ljBnKmxOMGxtg8rfUwfGYuN0d7nnF3d1duduDp4i4/ZbblO0Nb/iCO+64LbrSQhaZpdZVZmtt3t9fft3XfU3TdPbsnnJ3pueNDUdpUtls15Kqlec9//njOEoqpUTE7rkIt/KmN73p6tVNyrQ74dPk7pcuX/vJn/wXKaU8UxlRq0fEMAyvf/3r/ZObfP6jz3dJfwAA/iPKzHmeP/av3nXQiiRPn1vzam6yFpZeV4te0jKGzWRH670p69F64TUspEzLbdXJkNuam3mzcnvHW94qqWWXUmmq9hkPvaTUEq17qV7KnKHIcRzX87EpxvTZs7s8XLJUnn/uA7OpKRTpqSYdfeDhg20zr1ou1tORF5dZFpN0sDpY3HvXdiySiulI0yMf/nU/WR+GD9LWNA9uMp+3tQ5T0Tb7UTs59u1e9NXUa9usWuTxiUXfddxUfF1tUz1NY+rir75flhGRdrrJ55P3uHKb76dyPOqOV7247tVbY3g01heH6TOvxedf0JU3/9z3/ek//ePf/E3/4lu/7R1/+7vf8m3f/vDXfN17/tQ3jY9+UHf6tf15O8xz3fZhPQ3XNuPl25/1DC3HlDS33Sr7boX97NmztdZmWUpx996amW0227e//e2niR0paZ7no6OjS5cuzfO8q/ndPGEYhnPnzpmdHnHzG2fDuQvlzKy1RkRE2xuXxfSKhx5arVbTNK1W+8obP/HJZfB6fbKbge825NRatuvN+fO3mtv999/1whc8f3dfb0RfLvemqZmrlHJ4ePjAc+5wabVa9t49ZTLZY87w6afXjd12++3DUHbTjIgwO126/+AHP/iOd/5CLWW92borpR758AcevnDhwo05SqZ2U4V+eHDw3Ofeknrcy51VfwAAnrZCarvtz5mprRQpmy1Cc6a3+X3f++arH3qPx7WNT9vazszl8Fjd/ZHlZi7rc0fb81NaLKa63/cW21Fmy73N4mC76OGb8UCb5fltOYj1Zrk8WB/Vn3rr8Y/+5ColWVNeXdVbv/aPnNx6b6pEvdLn9UE7t5jHeXscY71SN2tdvfNkscjpaHnRSn9kfODcK15Qy3HTEPXA8uTg6GOXfu5nlTroW1vPU71dOj6/befW9dJy/+0H422vee1Wi7XCNd+2ub758Z88bP3iavrw3nQu7JYrc3NdHjTntDCNUx7GXun7mfvXFvVoHNcWe2WxaGXoNkRbts0ijsyOry7XZ69dveMn3qXL145LRldZS7PvjhWdbY7FzIvrieaMs5/3msPf/ZVX/dbzdn0vHr1SLh771fPTI696+Npn/PA7b/sHf//MX/2bt3/3//Gsf/NvHozJc6V+Vv38+XlxZmsZo8+37J0848Nv+FLFwWprbb+u9yLKrMjs5bWf8+Jn3rZf1XozyYq3iLX5+AM/9NPf8M1/9R2//L6126997Mo//qf/6o9+7Z/frN3dUpNM0xyy3uLKF33x57nJVBUxWaZpnPdqr2G9+dznwdrerJzLVLyMfVFj+tqvfv3hYrtQbq/L4kzLvdmjlY1kir3IZdPQJakru8dgisweuZDcNJWuptu7ama6XTNb99DFq23ri016pmq3aPNwZqyHy9Q8lu0bv/y1hzGP8xhuc7nay5G3Qb2/8uXPLTGtlAfDYanjVHztvh1b1OMis/WizbPHomq48+zw9V/3xaarkR7ab6n0jez6pt7xDd/0v/z0297jixqK1uORj01//a9/X9iZTW/pR7Vu1M9Hax7Xv/B1L6pSTbmqtPt8IUxe0pXWzdLkkSVzds1FYTZ2r33on+7rhxN+AAB4ckyqarIaslQpp9+48ThWu3V7/K//wZu/6LiWzOaZFnPVRrGwctvsVdbGYZrW53xexcXtbFHKtmg9juPWz6lcKdrsaaNso9+yroum4cLmF//hD77q879A41BCB6Xo9ruXL/vdly79S2sRbpHuoQxrnkelLRaH2+12VfdyztL1gWff9tJXfs7a9kJlkpbd9a/ff/09HwqZRwzbWNXxpNmmLoaoy2lx26tfWJ/7nH3ZkBaWnmXz0++q8pIa526WYdk99+rQj6eFbJPrg3Km97av9Ubzwpcby0t9sz8sSvdmZT1oruPsWqoPsb70vg/e/0v/7sznvbTVUaPkMtkg5z7f38y57nJ/3rd/4z//lZ950QeuHi7rhbGUjDObrZQZcWZue/3KhYVMVRru3DvX3/fweHLpjPuHN3M52Luw6Xlu//lf9AUaS7iF5PKeU/Uii/3V4r/82j/yP337d5Wyl2nm7q7WcrvVj/yzn/6hH/rRobhatLm5VfMzbtWLK/1guZq2V2677dxX/xd/KENh4epSyFr4lF6lLuvmXRnmFt4kl1vk9jkP3PkX/9Kf/e+/5a97XfYMWZd6KmWT1M0mtyZVWZN6mtJ6WkhzmitbWldszJtsliJ7l2uzPTLvJmW08K40C7v77nt7tKEMX/iFr7vllr93cvHYZJvN7BpMQynbVzz00uKeakMdzez0LoIou6d40+z68VFkFlkp+qZv+oY3/+CPf+TRzaKO8qrweYqpLZXDV331N37uq1/03Afuv37t5P/+p/+8xSrz/HLhU7ST45PD2lpbnz1Y/P4v+8Ibp57uHoXw0y8pu8cv5LIuC9tdc60m83Clz/nprt6T/gAAPClpOpJSOuOnH9q7pMhUhCZ/+Nfvee+jy76arXfrYysle+mlhIZh8cExLu4PmxjuqEOP9eSmHtv9oU/bz7zY72hlmduaqq2fKPemvVF+66T3/uw7dfGK7r19tN1x+HXzWZ+5+ZfvOLx+5NaLvKZZSJ69qFsbrC/m1vpm1DI++3m6685Ju6eNpW1e+RfvOHc0d801dUaKaVrWobkPU9ZxuP81r4rlOIZiUo5dV078331kbIshYj+KKWfF5NEnm+v+hcE2y7PXi8LromlWLMfFyebk4Ox+uXJ811Efoi96Lrq6Szkd2rDZzI/+85+586GXZmmt1N2eH08pnVN+PrWQFlWf/eDy5S8uHz7Zbq4enfF0mfo4tZL9oM+D8vrCPrG1UTo8e/uF971XtX1ofTnODjqK4e572qteeMuzniFPq55SKEYvuwD1oq/8A1/6XX/zu68eZe8RcgsvZS/V5jmiLzab7VAH1+hl7L1kqNYyz9s+z4vR/sAbvuS283vFUorTm+csbu5msZQUZha+217UzUo1m/r8lX/wS/7G3/q7D//aheVqf4rYXZOblp4hazeiOCWlhVna6Rb8TFOaZW9+Y0+O3DPVo9nulFDbnVllijx7sEj1iNjf97vvuuPRa7/WQmal2BCtDNYfePa9vc1ezcxq9emTnzx5miv86OTkdE9aj72Fv+bVD/3AP3mLlCfHJ8MwDHV/WJ25fu3Scq++/Rfe/dZ/9fY2teXq/PF6GsbRWrRoB6s9m04OlvXMwfIVL39pprz8xqWE05EKaTf3eOxeoNztA/y03xqkPwAAT7L9NVg2mULqkiskL9E1LbS98DPveNmldZdfG3NbNfaUlcl92RdXFvt3/oWvf/Gf+EOlrHKONhaTD9vYrqRHf/1tX/Ynxw9dsKhDzAeTa46L47RX93za3H7t4uV3vOXgK7682bAw5SLv+PzPeed3/Z07Yj6pk1VPO9023zxb9j33uR+31XBx7K/4r/5YrBY108w8Zr3/A+950z+5c15fXW3dYugebq0OJ9vN7eVgvuP8ua9+fYyuTcZozaZLP/zD9vFHNiVTNqTLolmZNcxl/LWDxed86zePr39drpYWpY21R3qqFPf1tZ/+K99x4U0/cc/x8RBtGRbya0Me7Sn6/G9/+Mfu/LLfO7/iBRuVhWwhebr66ccpeHz5F811cLff/Re+6eff89E73v/h1eYkvG0tYhmZ/bp0XI5r7F8c966eO/eS5z349u/5u7dtj/xwP7uunL31lq/7ivu/8evj3EHvaTI7vcgq0izNiuneO4c/+bVf9R3f/QNSLMa9eVZGSfOmlJWy2M/IXryn3MvuMoBFNYv2gs949jd/49cf7MlC7opIWVVWySzMrCpdWTJTUZQ1VSSLMJP29/TGN37pd3zn97S2Ni3SdjkcmeG7x1okZU1lpneVjEh5ylMlpLK7iDgH2UIqV672Nlv2jAg3l42mOH/mcCgqGhUK04tf/Lx3/tv3usvLGN0l21/Zi1/8WeZmKl6tVlfrnhZ5eihtmC5euWbFMtM9+9z/7J/6Yz/7s+/66CeuLsaFmWfmenM0LGvP6drJehgHL+O2x2J/ETG3Pi9G6+1o1PrzXv05//Nf/nNnDwdX1+5Jl8eu5KfLimTKYlmk4rE79shSmU/iHFD2+gMA8KRYz+WUB11qUshTYYoqUztUv/z2nz/QdtSV4tdUL0e92uvRNJ5sfHt5iMOXf/bRXc+4dvudcfdd0213xG235V13HN1yR3/OZ931kpde96FnbbZY+14bzl8bp2tDV67v9e2lt/3UUKa1xVzm7eDnXvz8259xz9g19FE5Zi4sFiUWw7zYj4NhHlsuLi1WFx685/7XPuTK/eh7asvt0ce///v9Qx+q2s6LmMach2iLnHyusmm04ZXP1X3nQqHSp9Ls+uV3f+8/Ws1H8+LiZnnx8t6lT+xfu7B/tF5s5jKdnFuMX/QqPXD3fOeduvOeuGO5vetcv/vWkzsOt/ff8hlf+rnhc9W2l7lZX9ecF8P17KlcfuQT7/+HP1hbK+plt8Lpp3MqPFErGr0MfbF68Yte+6Pf+/GHXnTg5+/crM6vy8E0DFpeXq2Oz+4/42h1cu7W9Rtfd+n4ytm3f+DQV9HOrP22W7/lz9z/bf+dzuyvzbMuUxqlUe6yni09rSi7/tyf/vovff3n3nvX4fbkYvW5WFdGm6ZSh96z7V7kmdt2VIZ5s77iOjmzZ9/5Hd9yy5mV9TS11pvMwGrmuwAAIABJREFUJFcOllWqlgvL0cM8isVCuUyNUlFfDWVRTF/1B7/8lrMH1d1i8L7yvrRYSMWieNRd+iuHzKJYWIwW1aIoh8zR0yyryyJWmeNHP3xtu+6m6lEUVTl62n333rX7oMA8M/Wyhx7MOK7eqina1jy/4su/+JZzq+pFUik6f/7Q1Vzhu0+ilFJcu77Z3T5hFuOYDzzn7re+5c1f+LqHhrJdn1w2zYthyCa3sfchctn6WIa91lXcipTTZmH9y97w2u/5O3/tOc++eygyhdkTn+s1qSqL5Wg5egy2G8bT/42f9puD2TQAAE+Oq5u6yweVPN2vkr0fyvXrly6+6723aq7WDrexN/eSIcUQ6opL1c/f/8wjZc/w1H6khyt01lWyP+flz//FH/uhs/Pa2+ReFzneszlQWxxomC8eHf3cu/Xxk8PbVuEZstw/98Abv+Lj3/6d56dMyTKLlN2axagc06YyXpjb3S95YYzm0VUys9nHLr7vR95ySy81hsOjWKQto0RGNyn90mpYvfYV01CVWo82a6tfevjWdz1y58aPo5dQKqdiKd+bPDJ05906fzipb4vXyGFaaChD0+DFzO986UNXxiJbW2kWLvODaTW0VUs/u9WHfuhfPvBnPjE+55mS5qJj07LeOKMRj0u3DNt2aZiHsd39zM/9nu/6yN9/0/aX3v3oL/zC4ZX1qtn5a/p4mz76/N91/3/zx297wXPf+i1/5VxdXHnwnr0vet0LP/8Llq95WS9FqzBVk2qadkdJFVO63KZ5sxiW1f1v/2//48+/413/5/f/s5/6qbdduHxlsGFc+DydDLXuzq0ax0Wpa8v1C1/4rNe9+pXf8CfeeM/dt9QqKVNWfRE3Gla5LV6kntHM3F29WS22O9CpFO8tVeyZ997yl//Sn/+Lf/l/3bTc3QJgGVJXttWo7EpTj5Tk2QfvmZNZiWxmsagl2rz7tZV69NGP92lbq8xDSo9iub33nlvddHpdccnnPf/B5TjPGdGnsdZxmP/4131V9owSkpWS991354c/+tGS1SKVLqWsnF7TZZ4557xdjHs9+vf8vW/7R9//I2968//z7ne/Zzruy8UwTdvVMJ7O1rbr4q55Gi1e9pLP/rI3fP4b//Dv2d9Tdim7WSj9dL77mFd8hmTqbS6KUFObh9Fab0MZM+ZP+61B+gMA8KQ0t7UsJDMtpMXuebxSdGl94af/3w8cX9vee+a4Hy5bL2ppfei5aD75ePyC5+mue03DwtQluUZXpMzkXsff/7oP/OPvffRDHzq/PLh2fX2wd6h1bbnYr3ZynJ+4cPk57/31evb2eTFKsjqc+ZLf85b/6wf2PnpBaR6lpHXT2qaF+XLSRjq+7dxLPu9VrYxj793KVr7+4Ef+zYXLt58/rDnutT42L1lKeNh69OX7D8qXfO6rpINsJQZfaO/Dv/jwh+vi+Ky18Zz39Iy5qJvGXnor977ghTpz21bjWnUY5LnYmqorpa2f3Tu0zUte/s53v/1E29ttb5qjyKfeh3GvbMqHji498N5fvf3+Z8qURU1qpgWr/p9yppmpUWk5Rhmb2rPvu+9b/1ut1/f9yq9+6EffevVXfu3+zfLZn/fC/MrX/uK73v1j3/G3nves+170Z79Wr/4c3XPfulRtVXpeKet92aCbB6mmpRe3kOpQpZDbSv01r3rJq1/5kktX2s/+7C/86I//5Ec+8pGPX7xw7dq1xWJx+213njlz5tWvfcnrv/hLnnn3rcthdwVbSl2n9/iaSVObx3Eu5Xrv68XCp7a2dAudPfvMK5cvnjtz3jRLi1IsLYrZV37l7/3Yxz76nd/5v2c2SfKtbK65ufiJj9//rDt6hFfP7RR5rRZF33gpEbMXnVz7xP7eLVOL5aA223Z7pfqx7KQUKWVWas5nDso89eVoppj65rkP3veqV372r7z3/Yu9g+Oj7f333fu8z3imFGZusqnlfc+44+3v2Jp12W5z/Szz9dHx7gmC3lXGIWNaLYau8jV/5Pf9sT/6hp//+ff94A/80/e9//2/+Eu/eDJt3Yee/eDMwXMfeNYbvuSLX/mKl774sx4YqpXd51oldr+cZKd7fm4ymcV2u12umvL64G219M32ePCibkM9m5/ujh+7eUwpAAD4NOxiZ/cs3iCVWcrYlLZU1yMX9KEPaGnSnZpCmjU2Rdcsqcxnl/ZZn7EN3zdFm3zsyqFbbdKY3ebN8S//8v6cmkLLA3WT1pKrhNRaV/1dL4mzqyiS5LM8t/OvvHtoXelqLplKaFGUqZMm1cjZf9ezplvuGNOulj6rnL9ypbz3EeWkYdYspcmqJPUT2TI062Uv8GFfTZtBLg3vf8Qe+bBWoThUl6KrhspuH0TVubN68N5r2ZdlGGdtR4W0auqm60VnJ9m/fVgnV7Wqmvd1Mmlvkl3IUu26NAztwWeUO+421a20lfZStUkDr68n6lvlVr5KH5qiKm0u2dRmqUlV11KrOi19ffn62ZPUvnSLS3vK/SaVUBTNmhcaHvP8bcglV5ek8NPbuKZUyaxpHqntrHHUNJ+uTFeX++nPttDgcknZb+xCd6lkqtt89frmIx85cl9Fzlaby0y1qD/4wJ0Z6+LN4kDeU61nylafuHT0iU+cKJdSymbZPPr8mQ/elwqpdUWP8sEPPjrNFjmYl57NSi5tWer6wftva7Gpvnf5an/koxdPd+qkFEO1XIz9Wc+6e46jwYtUMweZ5qY0laKUFimzTPXWQz48/PDH5ynThhuXC3tm3nF7ufXsmUXR7npfZe9mITeNXebSvI06eqQuXrl+crLZO9g/c2ZvcFlmNXO1zO62uPE14/R8n9Pl+Ly58N9b34RivR2vH6XZouVUalp4sdF9c3Covbok/QEA+M/U/qYsaSl1k+mkRFWvrbUyH1tPnd9LmelEWdVXiozYuKV0RkVTymfVWVnThq7a5aEwKVJld2JQl9vciklRlEM3iyHdomuQomhTtMlpYWWU1fAwzaatutQXaWPW2IYNpbss8rjaLJ1tfWzWxzzxWMhM1uQhDTnHPPdxqbT9jatoXVRDg3KqfW3NtRylmqe/RCj2ZEPvu+VShWkbbX9yVW+eXo7dpFw1n6rWyoMwm9XH7WSTKWrbDmWcbexaVVlNhalmeAsNbE94vFCflV1usjGt7Hq42tbz2HqR9nu2yKpqXqbSZk1N81L7tQ8uzS7PqIpyuvXjxg2yZjK7cW9umDJzkoqsZNbdgTm11shQpskzTVJ6KyoyU6RlWskbkwmXilLdjkxjjyp5SOZNCoUXFTeT1qm125nMtrs2a44sZSHV/OS7Kz0z++yuUJObVJS7e589TbE7CSe9WEsdFZlyzFymSRa7P5GpKC16lmqRUyrcXOHutc1pxXqXSi68R6bMTD6HLM1vXFQcdvMPFhanDzGYK3KWq2cqzc0ti8wjI1PuHqHMtCJLmfWM9N1lZ/bYy+t89y+70eaSIrObzaEmLbdzqdV3X1wUlr0W76VsTXukPwAA/znSX+qmprDTVrIM9YxSfVbfqo0axt2pHH5jpc9i8ubKaorobuPWxiatdmvo0rBtKnVTo6gPm42Kq+9niRhcUmnK7YmNC1lRKr0fld2PCHVTuMqutUJ96j1KXSlM61wfDia5yVKlp/fU4LOrSjbfaLaeOdjG0losm/fB5sylTHNqYdnTTldSdXr+pkW0yWtR8a6YFSZPjaYoiiKd3jycYbvNDRmKrl7Vl2FbX7oysluvY5Fskqqa93r6OQqe8IKLVCo8wlSyyGwtbaWFcm/b1X03bDl4Sw095X1y26iM0rIrW2/KYajyeEyqu91MQotU3643w7h0r5m7m2qjx1zMzFxZTlP19DWtNqdZlsH0yVdGUUq2lUpmneaIaItlhrZVK+WglNTlG+V+Zje3yObmPePGTcA3cjhdYdt5My6rlD2jaDSdnoiZtvvUbYiYZWtJilExluqy3SchrlxICmmaZh+suFyKHiUGFZvnVkcLzSVTXnuaWYnMYqdHkO5+K6GQInubtm2sizoMvcnr7gaKcEWfe7GiWjOVoXJ6TKd6l7ncpdQ85zBYnn42cnOa5Lp5XKeFFBmWSvNpO8dYDyRt5+ursUYvbqMyZSfyfdIfAID/HOmfml2h6JLJyhxjFpmiKnaX0/qJouxONjx9ns+Vrozu1VIRXa3UJu2HZGqmupaajvZyLDlOs7xps69VbKNFjstBZuuU9Wmo1WSbzRRlXA39xhE5VWlhEcpIhepgaZpMC00ZY5P6btOGFBlu4Va3kqSizMyidM+2rVbmvq3jaGmaUnWQpNjIdsliSle4ioVlmuWNTSBjKE3deqpVmaWkojC1WZo0mPqgtlBRL3NRSrUVL5KtpaI2tqJuWvD6erzd1NEjre8W3ruVjSRpf/cB1LzRaKFhLl6kupZyPlq1A3PNplLSi+3OTvWYFSGZ3OU1P7n9JK2ZqnYPm2p31Vrc2KNiil3935jK6vRFnSaz+OSkMF2ZuZs67A7n1GTWow9u9fQn5kZlmaGQ3GWnp/dPu3/sphcKlxWZWnTzdCsWdvNEnPRINdOYmbLJzSPcdxMPb7Ku3H0OkHZ63YAiwxUus90PU5dH5MY1yEpPc6uhiLYdSlWazNN6at5dtWsadlOXSMXuTNHMaulytYihm4rkJvWe2XsdPzlM+cnjqx4zRzqN8k+mv3K3jNB7V/ESIS8tc7ZcnJ4B6u10ex7pDwDAf1JdKTWXZ8+MMKuySG9m7qqh6Kplku0O8fC8GVCpKqlLuyMtXWHynnKFmc+StB4kaRUKNfPdv2z3kGG6ZimLRleoT7KhW5XJpZR2K/g1s8ia5SyTVKSxzyq+u4IgPVXccveRhYaU2+6EUrkssg1mFiFXj3D33VnjXarqITVZyovsZsvc+AzgsZ0TofDT/QyuGzeWpjJ61jlz1HFpRTlGCbnLSjOZsnYZ6f+bpL8pLFNRMpUu8zBZykLdc7IoyjHLxkzSskmuyds4hVq0ZQ2vY5NKpimUN7f7lMck4endzTf+o2amWSpDJsvTi9eUeuzm9Bt3Ud3sWvvkJhYpQ+bK7OaZYaaS/cZ7YvfHit2+od192I/dBG8KZTcrCqW5nU4Jbk5UPCNDWdyVCjPLUIb56RFR/XQSotPfcqRs92e4uePGUh6pXbJbpJtZKizjMc/eZu6O4ExJblYzzGx3Z9lpuFuEZFnmm392O90vFFJGZsrcSujGTOg3DNzN9E8pM07nW7vvzpR5Zm9mVbF7k4fKp3NGP+kPAMCTTbHu2kp7EYqQJPNNiUl1UF+lTRYDR+o9UXbLmGOyWndlVHzw0x3UuwdG89Nb1wTwm+EdBQDAk3W67O1u5kqp9Wq28NmuXldoHLpyZJSeMGqmOgxzyJsierW2HLrs9LIic1lnkICnFqv+AAA8OZFSzm79xjOPy1Cq25XLH/wbf+fKj/yExTqdv20fb+uL0OpgshL1YzWf/T/8yWd91e8Lq6VbFm1NUi651At4SrHqDwDAk+OZ6lXVpCaVVJom64ul6dLH7T2/cmaMxXFjnB6n9zkjbtN+1X5ZLOzRR8znkBeV05Pj6X6A9AcA4GmlSbttKvX0pHFJOrZY+HRs81TtRH0wDql8vHHZletp23s0W5xvy7ZWD/VBLlmRar959gkA0h8AgKeBklbCLaWiLsmUkVVSjPsnw/76YBHbEkdP29+/PWFt/T/RXuDeNu691pzsmvqhWVHWlGJ37MrN244AkP4AADxN0jlMzeRqFrPkFlWxlGn2qRxc8L0yrIaBvf5PmGDEfixXm669cvhR63t5ZmxLZVHsbkhoKl1aMVDAU/n1isd8AQB4UnaXfFqGdSmHkHWdlJDLPviRuHDp2kJntqy1PV5J27Zp8HFYR6+DnnN3vevWErLIGPuseaEuHTBQAOkPAMDTRqqZtsqFepXUTVPfruqx5pX6qLyqPugM4/Q4W6VkS+kgpZbrkt19kBZdKrv7WVn1B0h/AACeViLTc7Or1NTu3tDZ0jWXddPcFGuNe4zT49WiUjSFUnIP79NiJdmYciktpW7sTAae2rcdQwAAwJNi2dUlVysKZdVsapHL1n/1J99y5WfeuWpzVh5XfcKMyWJlJbfTXMv1ld//+tfd/dDLJxu6qqcprXnlXCSA9AcA4GkkzYu85lalZJUyR8tW3E9m/5EfPfzeN+/1tJwZqMcZum/GjJxumYbc21/fcY899OpR1SxlYenMloCnHG8rAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAPA7QSolyezGNxhjApD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAIP0BAAAA/P9OZQgAAHgyJumy4tDqvqLLvZsdWT3s2tusx3lvur7nJy2XDNTjeNb9vlSrQ5RxziG2sq1UFbZ1K5rretJqn4ECSH8AAJ4uFqE70j26UnVQN2lUs3TZsduw2jua55bnGajHG+Zt3db0OGnXD1alpmRNGnbfmyQKQPoDAPD04ymZqejEorgXU42ssTyYlsO0t2w5xIZRevygeR6tZ1kd6ipsGHLQbINJqXRt3epiYJQA0h8AgKcTU6vqslSeSEvTomhU1aw9399qGLUqfolxenz6Rz3MMzHUsOHk2nZ5Emq+ewgxpFmaXCPDBJD+AAA8jaQ8ZKZ0LaWaKVlzZeb4mpe1nq32pjXj9DgliqdP2VXG/cH3Xva8NlpRWtigSDVXk/YYKOApZJnJKAAA8OnrUpdM8sgihdmszWjXbT6fvW67xpAdMk5PEGFNkp2sbbW8bj6r7EnLSHkLTa4unWOYgKcQq/4AADw5LrnSZFJIRSnzIo0aupWyjDWPrH4qKW8aJS32xjgdOrmk7JK7XDJGCXhqseoPAMCTEtK0W/SXTFkirXkW9aIiKTWZFhkM1BPa32SWkqUkNZNMdTcJsJSnlLLCOAGkPwAAT5+ElXZ/l9pjvkUpt93EgOr/lFzdlbvp0qcYzB3KH3hK8QkkAABPRf3ftFv/z1Sm5C75bkkbn3LOFHY6Zbo5fdr9XyZMwH8ErPoDAPAkAzZTKbnl6Xb/ZqrZPSXzlFlIRsn+ZsN3M/ZT3sOyyVxW05SnZ30CeKqw6g8AwJNMf4V+w0OpIYXJLZuyyYaiQsM+wVbqUrkxboNS6rOiqS9ksiKVm3f7AnhKsOoPAAAA/I7AIgQAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAA6c8QAAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAAQPoDAAAAIP0BAAAAkP4AAAAASH8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAACkPwAAAADSHwAAAADpDwAAAID0BwAAAEh/AAAAAKQ/AAAAANIfA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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">104<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hd y25c ff5 fs5 fc5 sc0 ls12 ws0">6.4.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">SKONSOLIDOWANE SPRAWOZDANIE Z SY<span class="_ _1"></span>TUACJI FINANSOWEJ </span></span></div><div class="t m0 x1 hf y3b5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y3b6 ff5 fs4 fc5 sc0 ls0 ws0">Roczne skonsolidowane sprawozdanie z sytuacji finansowej </div><div class="t m0 x1 h10 ye75 ff5 fs3 fc5 sc0 ls0 ws0"> </div></div><div class="c x1 ye76 wa0 h8b"><div class="t m0 xa h13 y1e1 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xdb ye76 wa1 h8b"><div class="t m0 x5a h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x80 ye76 w5f h8b"><div class="t m0 x4a h14 y944 ff8 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x3d h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x93 h14 y158 ff5 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x132 ye76 wa2 h8b"><div class="t m0 x1c h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x133 ye76 w5f h8b"><div class="t m0 x93 h14 y944 ff8 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x3d h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x93 h14 y158 ff5 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x134 ye76 w5f h8b"><div class="t m0 x4a h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x135 ye76 wa3 h8b"><div class="t m0 x4a h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x77 ye76 w5f h8b"><div class="t m0 x5a hac y6f6 ff13 fs9 fc2 sc0 ls0 ws0">zmiany </div><div class="t m0 x93 hac y6f7 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y15b wa0 h8d"><div class="t m0 xa h14 y70e ff8 fs9 fc5 sc0 ls0 ws0">Aktywa trwałe<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c xdb y15b wa1 h8d"><div class="t m0 xc h14 y614 ff5 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c x80 y15b w5f h8d"><div class="t m0 xaa h14 y614 ff5 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c x132 y15b wa2 h8d"><div class="t m0 xa1 h14 y614 ff5 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c x133 y15b w5f h8d"><div class="t m0 xaa hb y614 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x134 y15b w5f h8d"><div class="t m0 xaa hb y614 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x135 y15b wa3 h8d"><div class="t m0 xaa he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x77 y15b w5f h8d"><div class="t m0 xaa hb y614 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye77 wa0 h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Rzeczowe akty<span class="_ _1"></span>wa trwałe<span class="ff6"> </span></div></div><div class="c xdb ye77 wa1 h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">778 479 </div></div><div class="c x80 ye77 w5f h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">21%<span class="ls0"> </span></div></div><div class="c x132 ye77 wa2 h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">802 451 </div></div><div class="c x133 ye77 w5f h8c"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">24%<span class="ls0"> </span></div></div><div class="c x134 ye77 w5f h8c"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">791 984 </div></div><div class="c x135 ye77 wa3 h8c"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">101 838 </div></div><div class="c x77 ye77 w5f h8c"><div class="t m0 x9a h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">3%</span> </div></div><div class="c x1 ye78 wa0 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Prawo do użytk<span class="_ _1"></span>owania akt<span class="_ _1"></span>ywów<span class="ff6"> </span></div></div><div class="c xdb ye78 wa1 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">401 800 </div></div><div class="c x80 ye78 w5f h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">11%<span class="ls0"> </span></div></div><div class="c x132 ye78 wa2 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">337 916 </div></div><div class="c x133 ye78 w5f h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">10%<span class="ls0"> </span></div></div><div class="c x134 ye78 w5f h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">233 725 </div></div><div class="c x135 ye78 wa3 h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">105 230 </div></div><div class="c x77 ye78 w5f h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">19%<span class="ls0"> </span></div></div><div class="c x1 ye79 wa0 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Wartości n<span class="_ _1"></span>iematerialne<span class="ff6"> </span></div></div><div class="c xdb ye79 wa1 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">256 200 </div></div><div class="c x80 ye79 w5f h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">7%<span class="ls0"> </span></div></div><div class="c x132 ye79 wa2 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">291 053 </div></div><div class="c x133 ye79 w5f h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">9%<span class="ls0"> </span></div></div><div class="c x134 ye79 w5f h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">324 673 </div></div><div class="c x135 ye79 wa3 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 427 </div></div><div class="c x77 ye79 w5f h8d"><div class="t m0 x9f h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">12%</span> </div></div><div class="c x1 ye7a wa0 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Wartość fi<span class="_ _1"></span>rmy<span class="ff6"> </span></div></div><div class="c xdb ye7a wa1 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">30 830 </div></div><div class="c x80 ye7a w5f h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x132 ye7a wa2 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">30 118 </div></div><div class="c x133 ye7a w5f h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x134 ye7a w5f h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">39 469 </div></div><div class="c x135 ye7a wa3 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">17 904 </div></div><div class="c x77 ye7a w5f h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">2%<span class="ls0"> </span></div></div><div class="c x1 ye7b wa0 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe akty<span class="_ _1"></span>wa finansowe<span class="ff6"> </span></div></div><div class="c xdb ye7b wa1 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">349<span class="ls0"> </span></div></div><div class="c x80 ye7b w5f h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x132 ye7b wa2 h8d"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">614<span class="ls0"> </span></div></div><div class="c x133 ye7b w5f h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 ye7b w5f h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">986<span class="ls0"> </span></div></div><div class="c x135 ye7b wa3 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">260<span class="ls0"> </span></div></div><div class="c x77 ye7b w5f h8d"><div class="t m0 x9f h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">43%</span> </div></div><div class="c x1 ye7c wa0 h8d"><div class="t m0 xa h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c xdb ye7c wa1 h8d"><div class="t m0 xa3 h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">235<span class="ls0"> </span></div></div><div class="c x80 ye7c w5f h8d"><div class="t m0 x5f h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x132 ye7c wa2 h8d"><div class="t m0 xa4 h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">8439<span class="ls0"> </span></div></div><div class="c x133 ye7c w5f h8d"><div class="t m0 x5f h13 y70e ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 ye7c w5f h8d"><div class="t m0 xa4 h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">703<span class="ls0"> </span></div></div><div class="c x135 ye7c wa3 h8d"><div class="t m0 x9f h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">6675<span class="ls0"> </span></div></div><div class="c x77 ye7c w5f h8d"><div class="t m0 x9f h13 y70e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">97%</span> </div></div><div class="c x1 ye7d wa0 h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Należności d<span class="_ _1"></span>ługoterminowe<span class="ff6"> </span></div></div><div class="c xdb ye7d wa1 h8c"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">25 156 </div></div><div class="c x80 ye7d w5f h8c"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x132 ye7d wa2 h8c"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">20 313 </div></div><div class="c x133 ye7d w5f h8c"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x134 ye7d w5f h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">11 783 </div></div><div class="c x135 ye7d wa3 h8c"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">7835<span class="ls0"> </span></div></div><div class="c x77 ye7d w5f h8c"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">24%<span class="ls0"> </span></div></div><div class="c x1 ye7e wa0 h8e"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Aktywa z tyt<span class="_ _1"></span>ułu umów z kli<span class="_ _1"></span>entami<span class="ff6"> </span></div></div><div class="c xdb ye7e wa1 h8e"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">7 571 </div></div><div class="c x80 ye7e w5f h8e"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x132 ye7e wa2 h8e"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 081 </div></div><div class="c x133 ye7e w5f h8e"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 ye7e w5f h8e"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">9 406 </div></div><div class="c x135 ye7e wa3 h8e"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 586 </div></div><div class="c x77 ye7e w5f h8e"><div class="t m0 x9a h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">6%</span> </div></div><div class="c x1 ye7f wa0 h5a"><div class="t m0 xa h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">Aktywa z tyt<span class="_ _1"></span>ułu odroczone<span class="_ _1"></span>go podatku </div><div class="t m0 xa h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0">dochodowego </div></div><div class="c xdb ye7f wa1 h5a"><div class="t m0 x7b h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">57 <span class="ls6">807</span> </div></div><div class="c x80 ye7f w5f h5a"><div class="t m0 x5f h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">2% </div></div><div class="c x132 ye7f wa2 h5a"><div class="t m0 x5f h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">32 650 </div></div><div class="c x133 ye7f w5f h5a"><div class="t m0 x5f h13 y617 ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x134 ye7f w5f h5a"><div class="t m0 x5d h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">43 898 </div></div><div class="c x135 ye7f wa3 h5a"><div class="t m0 x5c h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">19 319 </div></div><div class="c x77 ye7f w5f h5a"><div class="t m0 x5d h13 y617 ffa fs9 fc2 sc0 ls6 ws0">77<span class="ls0">% </span></div></div><div class="c x1 ye80 wa0 h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Aktywa trwałe ra<span class="_ _1"></span>zem<span class="ff5"> </span></div></div><div class="c xdb ye80 wa1 h90"><div class="t m0 x56 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 558 <span class="ls6">427</span> </div></div><div class="c x80 ye80 w5f h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">43% </div></div><div class="c x132 ye80 wa2 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 531 635 </div></div><div class="c x133 ye80 w5f h90"><div class="t m0 x5d hac y613 ff13 fs9 fc2 sc0 ls6 ws0">45%<span class="ls0"> </span></div></div><div class="c x134 ye80 w5f h90"><div class="t m0 x5a h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 456 627 </div></div><div class="c x135 ye80 wa3 h90"><div class="t m0 x5e h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">269 074 </div></div><div class="c x77 ye80 w5f h90"><div class="t m0 x5f hac y613 ff13 fs9 fc2 sc0 ls0 ws0">2% </div></div><div class="c x1 ye81 wa0 h8d"><div class="t m0 xa h14 y70e ff5 fs9 fc5 sc0 ls0 ws0">Aktywa obrotowe<span class="_ _1"></span> </div></div><div class="c xdb ye81 wa1 h8d"><div class="t m0 xc h1a y614 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x80 ye81 w5f h8d"><div class="t m0 xaa h14 y614 ff5 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c x132 ye81 wa2 h8d"><div class="t m0 xa1 hb y614 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x133 ye81 w5f h8d"><div class="t m0 xaa h13 y614 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x134 ye81 w5f h8d"><div class="t m0 xaa h13 y614 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x135 ye81 wa3 h8d"><div class="t m0 xaa he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x77 ye81 w5f h8d"><div class="t m0 xaa h13 y614 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye82 wa0 h8c"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Zapasy </div></div><div class="c xdb ye82 wa1 h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">675 440 </div></div><div class="c x80 ye82 w5f h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">19% </div></div><div class="c x132 ye82 wa2 h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">628 380 </div></div><div class="c x133 ye82 w5f h8c"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">18%<span class="ls0"> </span></div></div><div class="c x134 ye82 w5f h8c"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">382 618 </div></div><div class="c x135 ye82 wa3 h8c"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">257 175 </div></div><div class="c x77 ye82 w5f h8c"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">7%<span class="ls0"> </span></div></div><div class="c x1 y58f wa0 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Aktywa z tyt<span class="_ _1"></span>ułu umów z kli<span class="_ _1"></span>entami<span class="ff6"> </span></div></div><div class="c xdb y58f wa1 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">4 011 </div></div><div class="c x80 y58f w5f h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x132 y58f wa2 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3 828 </div></div><div class="c x133 y58f w5f h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y58f w5f h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3 790 </div></div><div class="c x135 y58f wa3 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3 094 </div></div><div class="c x77 y58f w5f h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">5%<span class="ls0"> </span></div></div><div class="c x1 y96 wa0 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Należności h<span class="_ _1"></span>andlowe o<span class="_ _1"></span>raz pozostałe należności<span class="ff6"> </span></div></div><div class="c xdb y96 wa1 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">935 355 </div></div><div class="c x80 y96 w5f h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">26% </div></div><div class="c x132 y96 wa2 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">778 097 </div></div><div class="c x133 y96 w5f h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">23%<span class="ls0"> </span></div></div><div class="c x134 y96 w5f h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">840 515 </div></div><div class="c x135 y96 wa3 h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">728 757 </div></div><div class="c x77 y96 w5f h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">20%<span class="ls0"> </span></div></div><div class="c x1 ye83 wa0 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe akty<span class="_ _1"></span>wa finansowe<span class="ff6"> </span></div></div><div class="c xdb ye83 wa1 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">108 556 </div></div><div class="c x80 ye83 w5f h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">3%<span class="ls0"> </span></div></div><div class="c x132 ye83 wa2 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">17 503 </div></div><div class="c x133 ye83 w5f h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x134 ye83 w5f h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">11 454 </div></div><div class="c x135 ye83 wa3 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">72 315 </div></div><div class="c x77 ye83 w5f h8d"><div class="t m0 x7b h13 y64a ffa fs9 fc2 sc0 ls6 ws0">520%<span class="ls0"> </span></div></div><div class="c x1 y6dd wa0 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c xdb y6dd wa1 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">17 646 </div></div><div class="c x80 y6dd w5f h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x132 y6dd wa2 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">19<span class="ls0"> </span>499<span class="ls0"> </span></div></div><div class="c x133 y6dd w5f h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x134 y6dd w5f h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">14<span class="ls0"> </span>697<span class="ls0"> </span></div></div><div class="c x135 y6dd wa3 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">7 820 </div></div><div class="c x77 y6dd w5f h8d"><div class="t m0 x9f h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">10%</span> </div></div><div class="c x1 ye84 wa0 h8d"><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">Należności z t<span class="_ _1"></span>ytułu podat<span class="_ _1"></span>ku dochodowego<span class="ff6"> </span></div></div><div class="c xdb ye84 wa1 h8d"><div class="t m0 xa3 h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">909<span class="ls0"> </span></div></div><div class="c x80 ye84 w5f h8d"><div class="t m0 x5f h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x132 ye84 wa2 h8d"><div class="t m0 xa4 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">3 <span class="ls6">917</span> </div></div><div class="c x133 ye84 w5f h8d"><div class="t m0 x5f h13 y70e ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 ye84 w5f h8d"><div class="t m0 x5f h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">7 <span class="ls6">335</span> </div></div><div class="c x135 ye84 wa3 h8d"><div class="t m0 x7b h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">5 951 </div></div><div class="c x77 ye84 w5f h8d"><div class="t m0 x9f h13 y70e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">77%</span> </div></div><div class="c x1 yb4 wa0 h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>eniężne i ich ek<span class="_ _1"></span>wiwalenty<span class="ff6"> </span></div></div><div class="c xdb yb4 wa1 h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">323 601 </div></div><div class="c x80 yb4 w5f h8c"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">9% </div></div><div class="c x132 yb4 wa2 h8c"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">401 971 </div></div><div class="c x133 yb4 w5f h8c"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">12%<span class="ls0"> </span></div></div><div class="c x134 yb4 w5f h8c"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">410 232 </div></div><div class="c x135 yb4 wa3 h8c"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">312 463 </div></div><div class="c x77 yb4 w5f h8c"><div class="t m0 x9f h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">19</span>% </div></div><div class="c x1 ydd wa0 h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe akty<span class="_ _1"></span>wa obroto<span class="_ _1"></span>we<span class="ff6"> </span></div></div><div class="c xdb ydd wa1 h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">19 919 </div></div><div class="c x80 ydd w5f h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x132 ydd wa2 h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">17 290 </div></div><div class="c x133 ydd w5f h90"><div class="t m0 x5f h13 y613 ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x134 ydd w5f h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">9 965 </div></div><div class="c x135 ydd wa3 h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">8 628 </div></div><div class="c x77 ydd w5f h90"><div class="t m0 x5d h13 y613 ffa fs9 fc2 sc0 ls6 ws0">15%<span class="ls0"> </span></div></div><div class="c x1 y32c wa0 h8f"><div class="t m0 xa h14 ye85 ff5 fs9 fc2 sc0 ls0 ws0">Aktywa obrotowe ra<span class="_ _1"></span>zem </div></div><div class="c xdb y32c wa1 h8f"><div class="t m0 x56 h14 ye85 ff5 fs9 fc2 sc0 ls0 ws0">2 085 437 </div></div><div class="c x80 y32c w5f h8f"><div class="t m0 x5d h14 ye85 ff5 fs9 fc2 sc0 ls0 ws0">57% </div></div><div class="c x132 y32c wa2 h8f"><div class="t m0 x3d h14 ye85 ff5 fs9 fc2 sc0 ls0 ws0">1 870 485 </div></div><div class="c x133 y32c w5f h8f"><div class="t m0 x5d hac ye85 ff13 fs9 fc2 sc0 ls6 ws0">55%<span class="ls0"> </span></div></div><div class="c x134 y32c w5f h8f"><div class="t m0 x5a h14 ye85 ff5 fs9 fc2 sc0 ls0 ws0">1 680 606 </div></div><div class="c x135 y32c wa3 h8f"><div class="t m0 x2 h14 ye85 ff5 fs9 fc2 sc0 ls0 ws0">1 396 203 </div></div><div class="c x77 y32c w5f h8f"><div class="t m0 x5d hac ye85 ff13 fs9 fc2 sc0 ls0 ws0">11% </div></div><div class="c x1 y791 wa0 h90"><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">AKTYWA RAZEM<span class="_ _1"></span> </div></div><div class="c xdb y791 wa1 h90"><div class="t m0 x56 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">3 643 864 </div></div><div class="c x80 y791 w5f h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x132 y791 wa2 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">3 402 120 </div></div><div class="c x133 y791 w5f h90"><div class="t m0 x7b hac y613 ff13 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x134 y791 w5f h90"><div class="t m0 x5a h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">3 137 233 </div></div><div class="c x135 y791 wa3 h90"><div class="t m0 x2 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 665 277 </div></div><div class="c x77 y791 w5f h90"><div class="t m0 x5f hac y613 ff13 fs9 fc2 sc0 ls0 ws0">7% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h10 ye86 ff5 fs3 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y679 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2025 <span class="_ _3"></span>roku <span class="_ _3"></span>Grupa <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>odnotowała <span class="_ _3"></span>dalszy <span class="_ _3"></span>wzrost <span class="_ _0"></span>skali <span class="_ _3"></span>działalności, <span class="_ _0"></span>co <span class="_ _3"></span>znalazło <span class="_ _3"></span>odzwierciedlen<span class="_ _1"></span>ie <span class="_ _0"></span>w <span class="_ _3"></span>zwiększeniu <span class="_ _3"></span>sumy <span class="_ _0"></span>bila<span class="_ _0"></span>nso<span class="_ _3"></span><span class="ff6">wej <span class="_ _3"></span>do </span></div><div class="t m0 x1 hf y67a ff6 fs4 fc2 sc0 ls0 ws0">poziomu <span class="_ _3"></span>3 <span class="ls7">643</span> <span class="ls7">864 <span class="_ _4"></span></span><span class="ff7">tys. <span class="_ _3"></span>zł, <span class="_ _3"></span>tj. <span class="_ _4"></span>o <span class="_ _4"></span></span>7<span class="ff7">% <span class="_ _3"></span>w <span class="_ _3"></span>porównaniu <span class="_ _3"></span>z <span class="_ _4"></span>końcem <span class="_ _3"></span>2024 <span class="_ _3"></span>roku. <span class="_ _3"></span>Struktura <span class="_ _3"></span>aktywó<span class="_ _0"></span>w <span class="_ _3"></span>pozostała <span class="_ _4"></span>względnie <span class="_ _3"></span>stabilna<span class="_ _0"></span></span> <span class="_ _3"></span><span class="ff7">–</span> <span class="_ _4"></span><span class="ff7">aktywa <span class="_ _3"></span>trwałe </span></div><div class="t m0 x1 hf y67b ff7 fs4 fc2 sc0 ls0 ws0">stanowiły 4<span class="ff6 ls7">3%<span class="ls0"> sumy bilansowej (wobec 45</span></span>% rok wcześniej), a aktywa obrotowe 5<span class="ff6">7% (wobec <span class="ls7">55</span>% w 2024 roku). </span></div><div class="t m0 x1 hf ye87 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye88 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>obszarze <span class="_ _3"></span>aktywó<span class="_ _0"></span>w <span class="_ _3"></span>trwałyc<span class="_ _0"></span>h <span class="_ _3"></span>odnotowano <span class="_ _3"></span>wzro<span class="_ _0"></span>st <span class="_ _3"></span>ich <span class="_ _3"></span>wartości <span class="_ _4"></span>o <span class="_ _4"></span><span class="ff6">2</span>% <span class="_ _3"></span>r/r, <span class="_ _4"></span>głównie <span class="_ _3"></span>za <span class="_ _3"></span>sprawą <span class="_ _3"></span>z<span class="_ _0"></span>większenia <span class="_ _3"></span>pozycji <span class="_ _3"></span>„prawo <span class="_ _4"></span>do <span class="_ _3"></span>użytkow<span class="_ _0"></span>ania </div><div class="t m0 x1 hf ye89 ff7 fs4 fc2 sc0 ls0 ws0">aktywów” <span class="_ _0"></span>–<span class="ff6"> </span>o <span class="_ _0"></span>19%, <span class="_ _0"></span>do <span class="_ _0"></span>poziomu 401 <span class="_ _0"></span>800 <span class="_ _0"></span>tys. <span class="_ _0"></span>zł. <span class="_ _0"></span>Wzrost ten <span class="_ _0"></span>wynika głó<span class="_ _0"></span>wnie zawarcia <span class="_ _0"></span>umów <span class="_ _0"></span>leasingowych <span class="_ _0"></span>dotyczących środków <span class="_ _0"></span>transportu. </div><div class="t m0 x1 hf ye8a ff6 fs4 fc2 sc0 ls0 ws0">Wzrost <span class="_ _3"></span>o <span class="_ _0"></span><span class="ls7">77</span>% <span class="_ _3"></span>do <span class="_ _0"></span>57 <span class="ls7">807</span> <span class="_ _3"></span><span class="ff7">tys. <span class="_ _0"></span>zł <span class="_ _0"></span>wykaz<span class="_ _0"></span>ały <span class="_ _0"></span>także <span class="_ _3"></span>aktywa <span class="_ _0"></span>z <span class="_ _3"></span>tytułu <span class="_ _0"></span>odroczonego <span class="_ _3"></span>podatku <span class="_ _0"></span>dochodowego. <span class="_ _0"></span>Z <span class="_ _3"></span>drugiej <span class="_ _0"></span>strony, <span class="_ _0"></span>największy <span class="_ _3"></span>spadek <span class="_ _0"></span>o </span></div><div class="t m0 x1 hf ye8b ff6 fs4 fc2 sc0 ls7 ws0">34<span class="ls0"> <span class="ff7">853 tys. zł zanotowały wartości n<span class="_ _1"></span>iematerialne (rozliczenie wartości nab<span class="_ _1"></span>ycia akcji Lotos Terminale) oraz rzeczowe aktywa trwałe (o 23<span class="ff6"> 972 </span></span></span></div><div class="t m0 x1 hf y1b2 ff7 fs4 fc2 sc0 ls0 ws0">tys. zł) co było efektem mniejszej wartości środków transportu i ś<span class="_ _1"></span>rodków trwałych w budowie).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ye55 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye8c ff7 fs4 fc2 sc0 ls0 ws0">Aktywa <span class="_ _5"></span>obrotowe <span class="_ _5"> </span>z<span class="_ _0"></span>większyły <span class="_ _5"></span>się <span class="_ _5"></span>w <span class="_ _5"> </span>ujęciu <span class="_ _5"> </span>roc<span class="_ _0"></span>znym <span class="_ _5"> </span>o <span class="_ _14"> </span>1<span class="ff6">1</span>%, <span class="_ _14"> </span>osiągając <span class="_ _5"></span>wartość <span class="_ _14"> </span><span class="ff6">2 <span class="_ _5"> </span>085 <span class="_ _5"> </span>437 <span class="_ _14"> </span></span>tys. <span class="_ _5"></span>zł. <span class="_ _5"> </span>Największy <span class="_ _5"> </span>wpływ <span class="_ _14"> </span>na <span class="_ _5"></span>ten <span class="_ _5"></span>wzrost <span class="_ _14"> </span>miało </div><div class="t m0 x1 hf ye8d ff7 fs4 fc2 sc0 ls0 ws0">zwiększenie <span class="_ _3"></span>pozycji <span class="_ _3"></span>„należności <span class="_ _3"></span>handlowe <span class="_ _3"></span>i <span class="_ _3"></span>pozostałe <span class="_ _4"></span>należności” <span class="_ _0"></span>(<span class="_ _0"></span>o <span class="_ _3"></span>157<span class="_ _0"></span><span class="ff6"> </span>258 <span class="_ _3"></span>tys. <span class="_ _4"></span>zł) <span class="_ _3"></span>co <span class="_ _3"></span>wynikało <span class="_ _3"></span>ze <span class="_ _3"></span>wzrostu <span class="_ _3"></span>należności <span class="_ _3"></span>od <span class="_ _3"></span>kontrahentów. </div><div class="t m0 x1 hf y4a6 ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _3"></span>pozostałych <span class="_ _3"></span>aktywów <span class="_ _0"></span>finansow<span class="_ _0"></span>ych <span class="_ _3"></span>(o <span class="_ _3"></span>91<span class="ff6"> </span>053 <span class="_ _3"></span>tys. <span class="_ _3"></span>zł) <span class="_ _3"></span>będące <span class="_ _0"></span>efektem <span class="_ _3"></span>wyższych <span class="_ _3"></span>środków <span class="_ _3"></span>przeznaczonych <span class="_ _3"></span>na <span class="_ _3"></span>zabezpieczenie<span class="_ _1"></span> <span class="_ _3"></span>transakcji </div><div class="t m0 x1 hf ye8e ff6 fs4 fc2 sc0 ls0 ws0">obrotu gazem ziemnym oraz innych transakcji hedgingowych. <span class="_ _13"> </span> </div></div></div><div class="pi" ></div></div><div id="pf69" class="pf w0 h0" ><div class="pc pc69 w0 h0"><img class="bi x5 y59 wa4 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">105<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y313 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye8f wa5 he6"><div class="t m0 xa h13 y1e1 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xb6 ye8f wa6 he6"><div class="t m0 x4a h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xe6 ye8f wa6 he6"><div class="t m0 x93 h14 y944 ff8 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x3d h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x93 h14 y18f ff5 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x136 ye8f w6d he6"><div class="t m0 x4a h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xe9 ye8f wa6 he6"><div class="t m0 x93 h14 y944 ff8 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x3d h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x93 h14 y18f ff5 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x3b ye8f wa6 he6"><div class="t m0 x4a h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x10e ye8f w6d he6"><div class="t m0 x93 h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x10f ye8f wa6 he6"><div class="t m0 x5a hac yc40 ff13 fs9 fc2 sc0 ls0 ws0">zmiany </div><div class="t m0 x93 hac y6f7 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 ye90 wa5 h8d"><div class="t m0 xa h14 y64a ff5 fs9 fc2 sc0 ls0 ws0">PASYWA   </div></div><div class="c xb6 ye90 wa6 h8d"><div class="t m0 xaa h14 y649 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xe6 ye90 wa6 h8d"><div class="t m0 xaa h14 y649 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x136 ye90 w6d h8d"><div class="t m0 xaa h14 y649 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 ye90 wa6 h8d"><div class="t m0 xaa hb y649 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x3b ye90 wa6 h8d"><div class="t m0 xaa hb y649 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10e ye90 w6d h8d"><div class="t m0 xaa he2 y0 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10f ye90 wa6 h8d"><div class="t m0 xaa hb y649 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye91 wa5 h8d"><div class="t m0 xa h14 y64a ff8 fs9 fc2 sc0 ls0 ws0">Kapitał własny<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c xb6 ye91 wa6 h8d"><div class="t m0 xaa h14 y649 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xe6 ye91 wa6 h8d"><div class="t m0 xaa h14 y649 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x136 ye91 w6d h8d"><div class="t m0 xaa h14 y649 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 ye91 wa6 h8d"><div class="t m0 xaa h13 y649 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x3b ye91 wa6 h8d"><div class="t m0 xaa h13 y649 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x10e ye91 w6d h8d"><div class="t m0 xaa he2 y0 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10f ye91 wa6 h8d"><div class="t m0 xaa h13 y649 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye92 wa5 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Kapitał zakładowy<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xb6 ye92 wa6 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c xe6 ye92 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x136 ye92 w6d h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c xe9 ye92 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x3b ye92 wa6 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c x10e ye92 w6d h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c x10f ye92 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x1 y994 wa5 h8d"><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe kapit<span class="_ _1"></span>ały<span class="ff6"> </span></div></div><div class="c xb6 y994 wa6 h8d"><div class="t m0 x5e h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">240 624 </div></div><div class="c xe6 y994 wa6 h8d"><div class="t m0 x5f h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">7% </div></div><div class="c x136 y994 w6d h8d"><div class="t m0 x5e h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">324 298 </div></div><div class="c xe9 y994 wa6 h8d"><div class="t m0 x5d h13 y70e ffa fs9 fc2 sc0 ls6 ws0">10%<span class="ls0"> </span></div></div><div class="c x3b y994 wa6 h8d"><div class="t m0 x5e h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">312 050 </div></div><div class="c x10e y994 w6d h8d"><div class="t m0 x5e h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">306 922 </div></div><div class="c x10f y994 wa6 h8d"><div class="t m0 x25 h13 y70e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">26%</span> </div></div><div class="c x1 ye93 wa5 h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Kapitał z wyceny i<span class="_ _1"></span>nstrument<span class="_ _1"></span>ów finansowych<span class="ff6"> </span></div></div><div class="c xb6 ye93 wa6 h8c"><div class="t m0 x5a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-74 248 </div></div><div class="c xe6 ye93 wa6 h8c"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">2%</span> </div></div><div class="c x136 ye93 w6d h8c"><div class="t m0 xaa h1a y649 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 ye93 wa6 h8c"><div class="t m0 xaa h13 y649 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x3b ye93 wa6 h8c"><div class="t m0 xaa h13 y649 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x10e ye93 w6d h8c"><div class="t m0 xaa he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10f ye93 wa6 h8c"><div class="t m0 xaa h13 y649 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye94 wa5 h5a"><div class="t m0 xa h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">Różnice k<span class="_ _1"></span>ursowe z przeli<span class="_ _1"></span>czenia jednoste<span class="_ _1"></span>k </div><div class="t m0 xa h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0">zagranicznych </div></div><div class="c xb6 ye94 wa6 h5a"><div class="t m0 x3d h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-2 581 </div></div><div class="c xe6 ye94 wa6 h5a"><div class="t m0 x5f h1a y617 ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x136 ye94 w6d h5a"><div class="t m0 x3d h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-1 493 </div></div><div class="c xe9 ye94 wa6 h5a"><div class="t m0 x5f h13 y617 ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x3b ye94 wa6 h5a"><div class="t m0 x3d h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-1 087 </div></div><div class="c x10e ye94 w6d h5a"><div class="t m0 x5f h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">56</span> </div></div><div class="c x10f ye94 wa6 h5a"><div class="t m0 x5d h13 y617 ffa fs9 fc2 sc0 ls6 ws0">73%<span class="ls0"> </span></div></div><div class="c x1 y5ab wa5 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Zyski/(strat<span class="_ _1"></span>y) aktuarialne </div></div><div class="c xb6 y5ab wa6 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">856</span> </div></div><div class="c xe6 y5ab wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x136 y5ab w6d h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">929</span> </div></div><div class="c xe9 y5ab wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x3b y5ab wa6 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">999</span> </div></div><div class="c x10e y5ab w6d h8d"><div class="t m0 xaa h1a y649 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x10f y5ab wa6 h8d"><div class="t m0 x9a h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">8%</span> </div></div><div class="c x1 y739 wa5 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Wynik z lat u<span class="_ _1"></span>biegłych i wyni<span class="_ _1"></span>k roku bi<span class="_ _1"></span>eżącego<span class="ff6"> </span></div></div><div class="c xb6 y739 wa6 h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">89<span class="ls0">7 </span>737<span class="ls0"> </span></div></div><div class="c xe6 y739 wa6 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">25% </div></div><div class="c x136 y739 w6d h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">853 638 </div></div><div class="c xe9 y739 wa6 h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">25%<span class="ls0"> </span></div></div><div class="c x3b y739 wa6 h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">758 786 </div></div><div class="c x10e y739 w6d h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">388 940 </div></div><div class="c x10f y739 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">5%<span class="ls0"> </span></div></div><div class="c x1 ye95 wa5 h5a"><div class="t m0 xa h14 y2e5 ff8 fs9 fc2 sc0 ls0 ws0">Kapitał własny akcj<span class="_ _1"></span>onariuszy J<span class="_ _1"></span>ednostki<span class="_ _1"></span> </div><div class="t m0 xa h14 y2db ff8 fs9 fc2 sc0 ls0 ws0">Dominującej<span class="ff5"> </span></div></div><div class="c xb6 ye95 wa6 h5a"><div class="t m0 x3f h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">1 <span class="ls6">06</span>8 874 </div></div><div class="c xe6 ye95 wa6 h5a"><div class="t m0 x5d h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">29% </div></div><div class="c x136 ye95 w6d h5a"><div class="t m0 x3f h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">1 183 712 </div></div><div class="c xe9 ye95 wa6 h5a"><div class="t m0 x5d h13 y617 ffa fs9 fc2 sc0 ls6 ws0">35%<span class="ls0"> </span></div></div><div class="c x3b ye95 wa6 h5a"><div class="t m0 x3f h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">1 076 948 </div></div><div class="c x10e ye95 w6d h5a"><div class="t m0 x5e h14 y617 ff5 fs9 fc2 sc0 ls0 ws0">704 074 </div></div><div class="c x10f ye95 wa6 h5a"><div class="t m0 x25 h13 y617 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">10%</span> </div></div><div class="c x1 ye96 wa5 h8f"><div class="t m0 xa h1a ye97 ff7 fs9 fc2 sc0 ls0 ws0">Udziały nieko<span class="_ _1"></span>ntrolując<span class="_ _1"></span>e<span class="ff6"> </span></div></div><div class="c xb6 ye96 wa6 h8f"><div class="t m0 x3d h1a ye97 ff6 fs9 fc2 sc0 ls0 ws0">-1 322 </div></div><div class="c xe6 ye96 wa6 h8f"><div class="t m0 x5f h1a ye97 ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x136 ye96 w6d h8f"><div class="t m0 x7b h1a ye97 ff6 fs9 fc2 sc0 ls0 ws0">1 225 </div></div><div class="c xe9 ye96 wa6 h8f"><div class="t m0 x5f h13 ye97 ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x3b ye96 wa6 h8f"><div class="t m0 x9a h1a ye97 ff6 fs9 fc2 sc0 ls6 ws0">924<span class="ls0"> </span></div></div><div class="c x10e ye96 w6d h8f"><div class="t m0 x5d h1a ye97 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">280</span> </div></div><div class="c x10f ye96 wa6 h8f"><div class="t m0 x3d h13 ye97 ffa fs9 fc2 sc0 ls0 ws0">-208% </div></div><div class="c x1 y462 wa5 h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Kapitał własny ogó<span class="_ _1"></span>łem<span class="ff5"> </span></div></div><div class="c xb6 y462 wa6 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 067 552 </div></div><div class="c xe6 y462 wa6 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">29% </div></div><div class="c x136 y462 w6d h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 184 937 </div></div><div class="c xe9 y462 wa6 h90"><div class="t m0 x5d h13 y613 ffa fs9 fc2 sc0 ls6 ws0">35%<span class="ls0"> </span></div></div><div class="c x3b y462 wa6 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 077 872 </div></div><div class="c x10e y462 w6d h90"><div class="t m0 x5e h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">703 794 </div></div><div class="c x10f y462 wa6 h90"><div class="t m0 x25 h13 y613 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">10%</span> </div></div><div class="c x1 ye98 wa5 h8d"><div class="t m0 xa h14 y64a ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania dług<span class="_ _1"></span>oterminowe<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c xb6 ye98 wa6 h8d"><div class="t m0 xaa h14 y649 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xe6 ye98 wa6 h8d"><div class="t m0 xaa h14 y649 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x136 ye98 w6d h8d"><div class="t m0 xaa hb y649 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 ye98 wa6 h8d"><div class="t m0 xaa hb y649 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x3b ye98 wa6 h8d"><div class="t m0 xaa hb y649 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10e ye98 w6d h8d"><div class="t m0 xaa he2 y0 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10f ye98 wa6 h8d"><div class="t m0 xaa h13 y649 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye99 wa5 hdf"><div class="t m0 xa h1a y2d3 ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu kre<span class="_ _1"></span>dytów, pożyczek<span class="_ _1"></span>, leasingu </div><div class="t m0 xa h1a y23 ff7 fs9 fc2 sc0 ls0 ws0">oraz innych <span class="_ _1"></span>instrumentów dłużnyc<span class="_ _1"></span>h<span class="ff6"> </span></div></div><div class="c xb6 ye99 wa6 hdf"><div class="t m0 x5e h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">457 235 </div></div><div class="c xe6 ye99 wa6 hdf"><div class="t m0 x5d h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">13% </div></div><div class="c x136 ye99 w6d hdf"><div class="t m0 x5e h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">596 850 </div></div><div class="c xe9 ye99 wa6 hdf"><div class="t m0 x5d h13 ya1b ffa fs9 fc2 sc0 ls6 ws0">18%<span class="ls0"> </span></div></div><div class="c x3b ye99 wa6 hdf"><div class="t m0 x5e h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">523 366 </div></div><div class="c x10e ye99 w6d hdf"><div class="t m0 x5c h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">96 332 </div></div><div class="c x10f ye99 wa6 hdf"><div class="t m0 x25 h13 ya1b ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">23%</span> </div></div><div class="c x1 y4b5 wa5 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c xb6 y4b5 wa6 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">53 930 </div></div><div class="c xe6 y4b5 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x136 y4b5 w6d h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">5 784 </div></div><div class="c xe9 y4b5 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x3b y4b5 wa6 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">17 318 </div></div><div class="c x10e y4b5 w6d h8d"><div class="t m0 xc h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x10f y4b5 wa6 h8d"><div class="t m0 x7b h13 y64a ffa fs9 fc2 sc0 ls6 ws0">832%<span class="ls0"> </span></div></div><div class="c x1 y569 wa5 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe zobowią<span class="_ _1"></span>zania finans<span class="_ _1"></span>owe<span class="ff6"> </span></div></div><div class="c xb6 y569 wa6 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">87 514 </div></div><div class="c xe6 y569 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">2%<span class="ls0"> </span></div></div><div class="c x136 y569 w6d h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">125 253 </div></div><div class="c xe9 y569 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">4%<span class="ls0"> </span></div></div><div class="c x3b y569 wa6 h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">169 050 </div></div><div class="c x10e y569 w6d h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">282<span class="ls0"> </span></div></div><div class="c x10f y569 wa6 h8d"><div class="t m0 x25 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">30%</span> </div></div><div class="c x1 ye9a wa5 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu świadczeń <span class="_ _1"></span>pracownic<span class="_ _1"></span>zych<span class="ff6"> </span></div></div><div class="c xb6 ye9a wa6 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">15 998 </div></div><div class="c xe6 ye9a wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x136 ye9a w6d h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">22 787 </div></div><div class="c xe9 ye9a wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x3b ye9a wa6 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">28 976 </div></div><div class="c x10e ye9a w6d h8d"><div class="t m0 xc h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x10f ye9a wa6 h8d"><div class="t m0 x25 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">30%</span> </div></div><div class="c x1 ye9b wa5 h8c"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Rezerwy </div></div><div class="c xb6 ye9b wa6 h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">31 986 </div></div><div class="c xe6 ye9b wa6 h8c"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x136 ye9b w6d h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">21 605 </div></div><div class="c xe9 ye9b wa6 h8c"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x3b ye9b wa6 h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">18 365 </div></div><div class="c x10e ye9b w6d h8c"><div class="t m0 xc h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x10f ye9b wa6 h8c"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">48%<span class="ls0"> </span></div></div><div class="c x1 ye66 wa5 h5a"><div class="t m0 xa h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">Rezerwy z tyt<span class="_ _1"></span>ułu odroczone<span class="_ _1"></span>go podatku </div><div class="t m0 xa h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0">dochodowego </div></div><div class="c xb6 ye66 wa6 h5a"><div class="t m0 x5c h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">50 951 </div></div><div class="c xe6 ye66 wa6 h5a"><div class="t m0 x5f h1a y617 ff6 fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x136 ye66 w6d h5a"><div class="t m0 x5c h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">72 791 </div></div><div class="c xe9 ye66 wa6 h5a"><div class="t m0 x5f h13 y617 ffa fs9 fc2 sc0 ls6 ws0">2%<span class="ls0"> </span></div></div><div class="c x3b ye66 wa6 h5a"><div class="t m0 x5c h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">82 245 </div></div><div class="c x10e ye66 w6d h5a"><div class="t m0 xc h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x10f ye66 wa6 h5a"><div class="t m0 x25 h13 y617 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">30%</span> </div></div><div class="c x1 y861 wa5 h90"><div class="t m0 xa h14 y6c9 ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania dług<span class="_ _1"></span>oterminowe ra<span class="_ _1"></span>zem<span class="ff5"> </span></div></div><div class="c xb6 y861 wa6 h90"><div class="t m0 x5e h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">697 614 </div></div><div class="c xe6 y861 wa6 h90"><div class="t m0 x5d h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">19%<span class="ls0"> </span></div></div><div class="c x136 y861 w6d h90"><div class="t m0 x5e h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">845 070 </div></div><div class="c xe9 y861 wa6 h90"><div class="t m0 x5d h13 y6c9 ffa fs9 fc2 sc0 ls6 ws0">25%<span class="ls0"> </span></div></div><div class="c x3b y861 wa6 h90"><div class="t m0 x5e h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">839 320 </div></div><div class="c x10e y861 w6d h90"><div class="t m0 x5c h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">96 614 </div></div><div class="c x10f y861 wa6 h90"><div class="t m0 x25 h13 y6c9 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">17%</span> </div></div><div class="c x1 ye9c wa5 h8d"><div class="t m0 xa h14 y64a ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania krót<span class="_ _1"></span>koterminowe<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c xb6 ye9c wa6 h8d"><div class="t m0 xaa h14 y614 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c xe6 ye9c wa6 h8d"><div class="t m0 xaa h14 y614 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x136 ye9c w6d h8d"><div class="t m0 xaa hb y614 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 ye9c wa6 h8d"><div class="t m0 xaa hb y614 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x3b ye9c wa6 h8d"><div class="t m0 xaa hb y614 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10e ye9c w6d h8d"><div class="t m0 xaa he2 y0 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10f ye9c wa6 h8d"><div class="t m0 xaa h13 y614 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y544 wa5 h8d"><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">Kredyty w r<span class="_ _1"></span>achunku bieżący<span class="_ _1"></span>m <span class="ff6"> </span></div></div><div class="c xb6 y544 wa6 h8d"><div class="t m0 x5e h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">494 483 </div></div><div class="c xe6 y544 wa6 h8d"><div class="t m0 x5d h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">14% </div></div><div class="c x136 y544 w6d h8d"><div class="t m0 x5e h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">371 915 </div></div><div class="c xe9 y544 wa6 h8d"><div class="t m0 x5d h13 y70e ffa fs9 fc2 sc0 ls6 ws0">11%<span class="ls0"> </span></div></div><div class="c x3b y544 wa6 h8d"><div class="t m0 x5e h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">298 513 </div></div><div class="c x10e y544 w6d h8d"><div class="t m0 x5e h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">206 754 </div></div><div class="c x10f y544 wa6 h8d"><div class="t m0 x5d h13 y70e ffa fs9 fc2 sc0 ls6 ws0">33%<span class="ls0"> </span></div></div><div class="c x1 y4bf wa5 he7"><div class="t m0 xa h1a ye9d ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu kre<span class="_ _1"></span>dytów, pożyczek<span class="_ _1"></span>, leasingu </div><div class="t m0 xa h1a y160 ff7 fs9 fc2 sc0 ls0 ws0">oraz innych <span class="_ _1"></span>instrumentów dłużnyc<span class="_ _1"></span>h<span class="ff6"> </span></div></div><div class="c xb6 y4bf wa6 he7"><div class="t m0 x5e h1a y19f ff6 fs9 fc2 sc0 ls0 ws0">251 487 </div></div><div class="c xe6 y4bf wa6 he7"><div class="t m0 x5f h1a y19f ff6 fs9 fc2 sc0 ls6 ws0">7%<span class="ls0"> </span></div></div><div class="c x136 y4bf w6d he7"><div class="t m0 x5e h1a y19f ff6 fs9 fc2 sc0 ls0 ws0">192 515 </div></div><div class="c xe9 y4bf wa6 he7"><div class="t m0 x5f h13 y19f ffa fs9 fc2 sc0 ls6 ws0">6%<span class="ls0"> </span></div></div><div class="c x3b y4bf wa6 he7"><div class="t m0 x5e h1a y19f ff6 fs9 fc2 sc0 ls0 ws0">195 848 </div></div><div class="c x10e y4bf w6d he7"><div class="t m0 x5c h1a y19f ff6 fs9 fc2 sc0 ls0 ws0">11 300 </div></div><div class="c x10f y4bf wa6 he7"><div class="t m0 x5d h13 y19f ffa fs9 fc2 sc0 ls6 ws0">31%<span class="ls0"> </span></div></div><div class="c x1 ye9e wa5 h8c"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c xb6 ye9e wa6 h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">46 045 </div></div><div class="c xe6 ye9e wa6 h8c"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x136 ye9e w6d h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">12 804 </div></div><div class="c xe9 ye9e wa6 h8c"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x3b ye9e wa6 h8c"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">9 914 </div></div><div class="c x10e ye9e w6d h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">16 356 </div></div><div class="c x10f ye9e wa6 h8c"><div class="t m0 x7b h13 y64a ffa fs9 fc2 sc0 ls6 ws0">260%<span class="ls0"> </span></div></div><div class="c x1 ya48 wa5 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu świadczeń <span class="_ _1"></span>pracownic<span class="_ _1"></span>zych<span class="ff6"> </span></div></div><div class="c xb6 ya48 wa6 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">6 538 </div></div><div class="c xe6 ya48 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x136 ya48 w6d h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">21 344 </div></div><div class="c xe9 ya48 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x3b ya48 wa6 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">6 884 </div></div><div class="c x10e ya48 w6d h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 290 </div></div><div class="c x10f ya48 wa6 h8d"><div class="t m0 x25 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">69%</span> </div></div><div class="c x1 y511 wa5 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Rezerwy </div></div><div class="c xb6 y511 wa6 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">22 731 </div></div><div class="c xe6 y511 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x136 y511 w6d h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">19 981 </div></div><div class="c xe9 y511 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x3b y511 wa6 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">18 254 </div></div><div class="c x10e y511 w6d h8d"><div class="t m0 xaa h1a y649 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x10f y511 wa6 h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">14%<span class="ls0"> </span></div></div><div class="c x1 ye9f wa5 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu podat<span class="_ _1"></span>ku dochodowego<span class="ff6"> </span></div></div><div class="c xb6 ye9f wa6 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">13 <span class="ls6">467</span> </div></div><div class="c xe6 ye9f wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x136 ye9f w6d h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">308<span class="ls0"> </span></div></div><div class="c xe9 ye9f wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x3b ye9f wa6 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">186<span class="ls0"> </span></div></div><div class="c x10e ye9f w6d h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">23 144 </div></div><div class="c x10f ye9f wa6 h8d"><div class="t m0 x5c h13 y64a ffa fs9 fc2 sc0 ls0 ws0">4<span class="ls6">272</span>% </div></div><div class="c x1 yea0 wa5 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu umów <span class="_ _1"></span>z klientami<span class="ff6"> </span></div></div><div class="c xb6 yea0 wa6 h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">101 590 </div></div><div class="c xe6 yea0 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">3%<span class="ls0"> </span></div></div><div class="c x136 yea0 w6d h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">54 901 </div></div><div class="c xe9 yea0 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">2%<span class="ls0"> </span></div></div><div class="c x3b yea0 wa6 h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">104 421 </div></div><div class="c x10e yea0 w6d h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">73 429 </div></div><div class="c x10f yea0 wa6 h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">85%<span class="ls0"> </span></div></div><div class="c x1 y29b wa5 h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu dostaw i<span class="_ _1"></span> usług oraz pozostałe<span class="ff6"> </span></div></div><div class="c xb6 y29b wa6 h90"><div class="t m0 x5e h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">942 357 </div></div><div class="c xe6 y29b wa6 h90"><div class="t m0 x5d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">26% </div></div><div class="c x136 y29b w6d h90"><div class="t m0 x5e h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">698 345 </div></div><div class="c xe9 y29b wa6 h90"><div class="t m0 x5d h13 y613 ffa fs9 fc2 sc0 ls6 ws0">21%<span class="ls0"> </span></div></div><div class="c x3b y29b wa6 h90"><div class="t m0 x5e h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">586 021 </div></div><div class="c x10e y29b w6d h90"><div class="t m0 x5e h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">532 596 </div></div><div class="c x10f y29b wa6 h90"><div class="t m0 x5d h13 y613 ffa fs9 fc2 sc0 ls6 ws0">35<span class="ls0">% </span></div></div><div class="c x1 yea1 wa5 h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania krót<span class="_ _1"></span>koterminowe ra<span class="_ _1"></span>zem<span class="ff5"> </span></div></div><div class="c xb6 yea1 wa6 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 878 698 </div></div><div class="c xe6 yea1 wa6 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">52% </div></div><div class="c x136 yea1 w6d h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 372 113 </div></div><div class="c xe9 yea1 wa6 h90"><div class="t m0 x5d h13 y613 ffa fs9 fc2 sc0 ls6 ws0">40%<span class="ls0"> </span></div></div><div class="c x3b yea1 wa6 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 220 041 </div></div><div class="c x10e yea1 w6d h90"><div class="t m0 x5e h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">864 869 </div></div><div class="c x10f yea1 wa6 h90"><div class="t m0 x5d h13 y613 ffa fs9 fc2 sc0 ls6 ws0">37<span class="ls0">% </span></div></div><div class="c x1 y424 wa5 h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania raze<span class="_ _1"></span>m<span class="ff5"> </span></div></div><div class="c xb6 y424 wa6 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">2 576 312 </div></div><div class="c xe6 y424 wa6 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">71% </div></div><div class="c x136 y424 w6d h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">2 217 183 </div></div><div class="c xe9 y424 wa6 h90"><div class="t m0 x5d h13 y613 ffa fs9 fc2 sc0 ls6 ws0">65%<span class="ls0"> </span></div></div><div class="c x3b y424 wa6 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">2 059 361 </div></div><div class="c x10e y424 w6d h90"><div class="t m0 x5e h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">961 483 </div></div><div class="c x10f y424 wa6 h90"><div class="t m0 x5d h13 y613 ffa fs9 fc2 sc0 ls6 ws0">16<span class="ls0">% </span></div></div><div class="c x1 yea2 wa5 h90"><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">PASYWA RAZEM </div></div><div class="c xb6 yea2 wa6 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">3 <span class="ls6">643</span> <span class="ls6">864</span> </div></div><div class="c xe6 yea2 wa6 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x136 yea2 w6d h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">3 402 120 </div></div><div class="c xe9 yea2 wa6 h90"><div class="t m0 x7b h13 y613 ffa fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x3b yea2 wa6 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">3 137 233 </div></div><div class="c x10e yea2 w6d h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 665 277 </div></div><div class="c x10f yea2 wa6 h90"><div class="t m0 x5f h13 y613 ffa fs9 fc2 sc0 ls0 ws0">7% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y149 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yea3 ff6 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _9"></span>ko<span class="_ _0"></span>niec <span class="_ _9"></span>2025 roku <span class="_ _9"></span>pasywa G<span class="_ _1"></span>rupy UN<span class="_ _1"></span>IMOT <span class="_ _1"></span><span class="ff7">osiągnęły <span class="_ _9"></span>warto<span class="_ _0"></span>ść <span class="_ _1"></span><span class="ff6">3 <span class="ls7">643</span> <span class="ls7">864</span> <span class="_ _9"></span><span class="ff7">tys. zł<span class="ff6">, <span class="_ _9"></span>co oznacza <span class="_ _9"></span>wzrost <span class="_ _1"></span>o <span class="_ _1"></span>7<span class="ff7">% <span class="_ _9"></span>w<span class="_ _0"></span>zględem <span class="_ _9"></span>końca roku <span class="_ _9"></span>poprzedniego. </span></span></span></span></span></div><div class="t m0 x1 hf yea4 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>s<span class="ff7">truktura <span class="_ _4"></span>źródeł <span class="_ _3"></span>finansowania <span class="_ _4"></span>działalności <span class="_ _4"></span>widoczne <span class="_ _4"></span>było <span class="_ _3"></span>obniżenie <span class="_ _3"></span>znaczenia <span class="_ _4"></span>kapitału <span class="_ _3"></span>własnego, <span class="_ _4"></span>który <span class="_ _3"></span>stanowił <span class="_ _5"> </span></span><span class="ls7">28</span>% <span class="_ _4"></span>sumy <span class="_ _3"></span>bilansowej </div><div class="t m0 x1 hf yd2a ff6 fs4 fc2 sc0 ls0 ws0">(wobec 35<span class="ff7">% rok wcześniej), natomiast udział zobowiązań wz<span class="_ _0"></span>rósł do 7</span>1% (wobec 65% w 2024 roku). </div><div class="t m0 x1 hf ya7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yea5 ff7 fs4 fc2 sc0 ls0 ws0">Kapitał własny Grupy obniżył się o 10%<span class="_ _1"></span>, do poziomu 1<span class="ff6"> <span class="ls7">06</span>7 552 </span>tys. zł. G<span class="_ _1"></span>łównym czynnikie<span class="_ _1"></span>m spadku było obniżenie pozycji pozostałe kap<span class="_ _1"></span>itały </div><div class="t m0 x1 hf ye34 ff6 fs4 fc2 sc0 ls0 ws0">(o 83 <span class="ff7">674 tys. zł) zawierające kapitał zapasowy, z którego w 2025 roku została wypłacona dywidenda w wysokości 49<span class="_ _0"></span></span> <span class="ff7">187 tys. zł.</span> </div><div class="t m0 x1 hf y8dd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5a7 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>związku <span class="_ _0"></span>z <span class="_ _0"></span>rozpoczęciem od <span class="_ _0"></span>1 <span class="_ _0"></span>stycznia 2025 <span class="_ _0"></span>r<span class="_ _0"></span><span class="ff6">oku <span class="_ _0"></span></span>stosowania <span class="_ _0"></span>rachunkowości <span class="_ _0"></span>zabezpieczeń <span class="_ _0"></span>przepływów <span class="_ _0"></span>pieniężnych zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>wymo<span class="_ _0"></span>gami </div><div class="t m0 x1 hf yea6 ff7 fs4 fc2 sc0 ls0 ws0">MSSF <span class="_ _3"></span>9 <span class="_ _3"></span>„Instrumenty <span class="_ _3"></span>finansowe” <span class="_ _4"></span>w <span class="_ _3"></span>zakresie <span class="_ _3"></span>realizacji <span class="_ _3"></span>strategii <span class="_ _3"></span>zarządzania <span class="_ _3"></span>ryzy<span class="_ _0"></span>kiem <span class="_ _3"></span>polegającej <span class="_ _3"></span>w <span class="_ _3"></span>szcz<span class="_ _0"></span>ególności <span class="_ _3"></span>na <span class="_ _3"></span>zarządzani<span class="_ _0"></span><span class="ff6">u <span class="_ _3"></span>ryzykiem </span></div><div class="t m0 x1 hc ya16 ff7 fs4 fc2 sc0 ls0 ws0">otwartej <span class="_ _9"></span>pozycji <span class="_ _1"></span>w <span class="_ _9"></span>kontraktach <span class="_ _1"></span>dotycząc<span class="_ _0"></span>ych <span class="_ _9"></span>zakupu <span class="_ _9"></span>i<span class="_ _0"></span> <span class="_ _9"></span>sprzedaży <span class="_ _1"></span>bitumenu, <span class="_ _9"></span>rozpocz<span class="_ _0"></span>ęto <span class="_ _9"></span>prezentowanie <span class="_ _1"></span>pozycji<span class="_ _0"></span><span class="ff6 fs6"> <span class="_ _9"></span><span class="ff7 fs4">„kapitał <span class="_ _1"></span>z <span class="_ _9"></span>wyceny <span class="_ _1"></span>instrumentów </span></span></div></div></div><div class="pi" ></div></div><div id="pf6a" class="pf w0 h0" ><div class="pc pc6a w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">106<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">finansowych” <span class="_ _0"></span>(o <span class="_ _3"></span>wartości <span class="_ _3"></span><span class="ff6">-<span class="ls7">74</span> </span>248 <span class="_ _3"></span>tys. <span class="_ _0"></span>zł). <span class="_ _3"></span> <span class="_ _3"></span>Pozytywnie <span class="_ _0"></span>na <span class="_ _3"></span>kapitały <span class="_ _3"></span>własne <span class="_ _0"></span>wpłynął <span class="_ _3"></span>wynik <span class="_ _0"></span>fina<span class="_ _0"></span>nsowy <span class="_ _3"></span>odzwierciedlony <span class="_ _0"></span>w <span class="_ _3"></span>pozycji <span class="_ _3"></span>„wynik <span class="_ _0"></span>z <span class="_ _3"></span>lat </div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">ubiegłych i wynik roku bieżącego”, która wzrosła o <span class="ff6 ls7">44<span class="ls0"> </span>099<span class="ls0"> </span></span>tys. zł.<span class="ff6"> </span></div><div class="t m0 x1 hf yea7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yea8 ff7 fs4 fc2 sc0 ls0 ws0">Zobowiązania <span class="_ _0"></span>długoterminowe ogółem <span class="_ _0"></span>obniżyły <span class="_ _0"></span>się <span class="_ _0"></span>o <span class="_ _0"></span>17% <span class="_ _0"></span>r/r, <span class="_ _0"></span>do poz<span class="_ _0"></span>iomu 697<span class="_ _3"></span><span class="ff6"> </span>614 <span class="_ _0"></span>tys. zł<span class="_ _0"></span>. <span class="_ _0"></span>Spadek <span class="_ _0"></span>wynikał <span class="_ _0"></span>głównie z<span class="_ _0"></span> <span class="_ _0"></span>niższych zo<span class="_ _0"></span>bowiązań z </div><div class="t m0 x1 hf yea9 ff7 fs4 fc2 sc0 ls0 ws0">tytułu kre<span class="_ _1"></span>dytów, pożyczek i <span class="_ _1"></span>leasingów, które <span class="_ _1"></span>obniżyły się <span class="_ _1"></span>o 23% <span class="_ _1"></span>za s<span class="_ _1"></span>prawą przed<span class="_ _1"></span>terminowej spłaty <span class="_ _1"></span>zobowiązania kredytowego zaciągniętego </div><div class="t m0 x1 hf y530 ff6 fs4 fc2 sc0 ls0 ws0">12 <span class="_ _9"></span>stycznia <span class="_ _1"></span>2022 <span class="_ _9"></span>roku <span class="_ _1"></span><span class="ff7">na <span class="_ _9"></span>okres <span class="_ _1"></span>6 <span class="_ _9"></span>lat <span class="_ _1"></span>na <span class="_ _9"></span>łączną <span class="_ _1"></span>kwotę <span class="_ _9"></span>360 <span class="_ _1"></span>mln <span class="_ _9"></span>zł, <span class="_ _1"></span>które <span class="_ _9"></span>było <span class="_ _9"></span>przeznaczone <span class="_ _1"></span>na <span class="_ _9"></span>sfinansowanie <span class="_ _1"></span>zakupu <span class="_ _9"></span>akcji <span class="_ _9"></span>s<span class="_ _0"></span>półki <span class="_ _9"></span>Lo<span class="_ _0"></span>tos <span class="_ _9"></span>Terminale<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y531 ff6 fs4 fc2 sc0 ls0 ws0">S.A. </div><div class="t m0 x1 hf yeaa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yeab ff7 fs4 fc2 sc0 ls0 ws0">Zobowiązania <span class="_ _3"></span>krótkoterminowe <span class="_ _3"></span>wzrosły <span class="_ _3"></span>w <span class="_ _3"></span>analizowanym <span class="_ _3"></span>okresie <span class="_ _3"></span>o <span class="_ _3"></span><span class="ff6">37%<span class="_ _0"></span>, <span class="_ _3"></span>do <span class="_ _3"></span>1 878 <span class="_ _3"></span>698 <span class="_ _3"></span></span>tys. <span class="_ _3"></span>zł. <span class="_ _3"></span>Największy <span class="_ _3"></span>wzrost <span class="_ _3"></span>odnotowano <span class="_ _3"></span>w <span class="_ _3"></span>kategorii </div><div class="t m0 x1 hf yeac ff7 fs4 fc2 sc0 ls0 ws0">„zobowiązania <span class="_ _9"></span>z tyt<span class="_ _1"></span>ułu <span class="_ _9"></span>dostaw <span class="_ _1"></span>i <span class="_ _9"></span>usług <span class="_ _9"></span>oraz p<span class="_ _1"></span>ozostałe” <span class="_ _9"></span>o <span class="ff6 ls7">35</span>%, <span class="_ _9"></span>co <span class="_ _1"></span>było <span class="_ _9"></span>efektem <span class="_ _9"></span>zw<span class="_ _0"></span>iększonej <span class="_ _9"></span>aktywności <span class="_ _1"></span>gospodarczej <span class="_ _9"></span>Grupy <span class="_ _9"></span>U<span class="_ _0"></span>NIMOT. <span class="_ _9"></span>Znacząco </div><div class="t m0 x1 hf yead ff7 fs4 fc2 sc0 ls0 ws0">wzrosły także <span class="_ _1"></span>kredyty <span class="_ _9"></span>w rachunku b<span class="_ _1"></span>ieżącym (o <span class="_ _9"></span>33%<span class="_ _0"></span>), zobowiązania <span class="_ _9"></span>z tytułu <span class="_ _1"></span>kredytów, pożyczek, <span class="_ _1"></span>leasin<span class="_ _1"></span>gu <span class="_ _1"></span>oraz innych <span class="_ _9"></span>instrumentó<span class="_ _3"></span>w dłużnych </div><div class="t m0 x1 hf y17 ff7 fs4 fc2 sc0 ls0 ws0">(o 31%) oraz zobowiązania z tytułu umów z <span class="ff6">klientami (o 85%).  </span></div><div class="t m0 x1 hf yde4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yeae ff5 fs5 fc5 sc0 ls12 ws0">6.5.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">ANALIZA WSKAŹNIKOWO<span class="ff5">-</span>PORÓWNAWCZA GRUPY KAPITAŁOWEJ<span class="ff5">  </span></span></span></div><div class="t m0 x1 hf ye9 ff7 fs4 fc2 sc0 ls0 ws0">Przedstawiona <span class="_ _0"></span>poniżej <span class="_ _3"></span>ocena <span class="_ _0"></span>wskaźnikowa <span class="_ _3"></span>Grupy <span class="_ _0"></span>została <span class="_ _0"></span>przeprowadzona <span class="_ _3"></span>na <span class="_ _3"></span>podstawie<span class="ff6"> <span class="_ _3"></span>rocznego <span class="_ _0"></span>sprawozdania <span class="_ _3"></span>finansowego <span class="_ _0"></span>za <span class="_ _3"></span>2025 <span class="_ _0"></span>r<span class="ls11">ok</span> </span></div><div class="t m0 x1 hf y68a ff6 fs4 fc2 sc0 ls0 ws0">oraz okresu porównawcz<span class="ls14">ego<span class="_ _0"></span><span class="lsb">. </span></span> </div><div class="t m0 x1 h16 y91 ff8 fs4 fc2 sc0 ls0 ws0">Płynność finansowa<span class="ff5"> </span></div><div class="t m0 x1 hf y6a2 ff7 fs4 fc2 sc0 ls0 ws0">Do oceny płynności finansowej wykorzystano następujące wskaźniki:<span class="ff6"> </span></div><div class="t m0 x1 h16 yeaf ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Wskaźnik <span class="_ _3"></span>bieżącej <span class="_ _4"></span>płynności <span class="_ _3"></span>–<span class="ff5"> <span class="_ _4"></span></span>stosunek <span class="_ _4"></span>majątku <span class="_ _3"></span>obrotowego <span class="_ _3"></span>do <span class="_ _4"></span>zobowiązań <span class="_ _3"></span>krótkoterminowych.<span class="_ _0"></span></span><span class="ff5"> <span class="_ _4"></span><span class="ff7">Wskaźnik <span class="_ _3"></span>wyznaczając<span class="_ _0"></span>y <span class="_ _3"></span>zdolność </span></span></span></div><div class="t m0 x60 hf y874 ff7 fs4 fc2 sc0 ls0 ws0">Grupy  do <span class="_ _15"> </span>spłaty  jej <span class="_ _15"> </span>bieżących  z<span class="_ _0"></span>obowiązań  krótkoterminowych <span class="_ _15"> </span>w <span class="_ _18"> </span>średnim <span class="_ _18"> </span>okresie, <span class="_ _18"> </span>to<span class="_ _0"></span> <span class="_ _18"> </span>jest <span class="_ _15"> </span>po <span class="_ _15"> </span>upłynnieniu  posiadanych  z<span class="_ _0"></span>apasów, </div><div class="t m0 x60 hf yeb0 ff6 fs4 fc2 sc0 ls0 ws0">krótkoterminowych aktywów finansowych, <span class="ff7">ściągnięciu należności krótkoterminowych i wykorzystani<span class="_ _1"></span>u gotówki.<span class="ff6"> </span></span></div><div class="t m0 x60 hf ya1e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yeb1 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Wskaźnik <span class="_ _0"></span>płynności <span class="_ _0"></span>szybki <span class="_ _0"></span>–<span class="ff5"> <span class="_ _3"></span></span>stosunek <span class="_ _0"></span>majątku <span class="_ _0"></span>obrotowego <span class="_ _0"></span>po<span class="_ _0"></span>mniejszonego <span class="_ _0"></span>o <span class="_ _0"></span>zapasy <span class="_ _0"></span>do <span class="_ _3"></span>zobowiązań kr<span class="_ _0"></span>ótkoterminowych.</span><span class="ff5"> <span class="_ _0"></span><span class="ff7">W<span class="_ _0"></span>skaźnik </span></span></span></div><div class="t m0 x60 hf y4e1 ff7 fs4 fc2 sc0 ls0 ws0">wyznaczający <span class="_ _18"> </span>zdolność <span class="_ _15"> </span>Grupy  do <span class="_ _15"> </span>spłaty <span class="_ _18"> </span>jej <span class="_ _15"> </span>bieżących  z<span class="_ _0"></span>obowiązań  krótkoterminowych <span class="_ _18"> </span>w <span class="_ _15"> </span>krótkim  o<span class="_ _0"></span>kresie,  to <span class="_ _15"> </span>jest  po <span class="_ _15"> </span>upłynnieniu </div><div class="t m0 x60 hf yeb2 ff7 fs4 fc2 sc0 ls0 ws0">krótkoterminowych aktywów finansowych, ściągnię<span class="_ _1"></span>ciu należności krótkoterminowych i wykorzystaniu gotówki na kontach b<span class="_ _1"></span>ankowych<span class="_ _3"></span><span class="ff6">. </span></div><div class="t m0 x60 hf yeb3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yeb4 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Wskaźnik <span class="_ _14"> </span>płynności <span class="_ _5"></span>gotówką <span class="_ _14"> </span>–<span class="ff5">  </span>stosun<span class="_ _1"></span>ek <span class="_ _14"> </span>stanu <span class="_ _14"> </span>środków <span class="_ _5"> </span>pieniężnych <span class="_ _14"> </span>do <span class="_ _14"> </span>zobowiązań <span class="_ _14"> </span>krótkoterminowych<span class="ff5 fc2 ls7">. <span class="_ _14"> </span><span class="ff7 ls0">Wskaźnik <span class="_ _14"> </span>wyznaczając<span class="_ _0"></span>y </span></span></span></span></div><div class="t m0 x60 hf ydd ff7 fs4 fc2 sc0 ls0 ws0">zdolność  Grupy  do  natychmiastowej  spłaty  jej  bieżących  zobowiązań  krótkoterminowych  w  krótkim  okresie,  to  jest  jedynie  przy </div><div class="t m0 x60 hf yeb5 ff7 fs4 fc2 sc0 ls0 ws0">wykorzystaniu posiadanych środków pieniężnych n<span class="_ _1"></span>a kontach bankowych.<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x1 yeb6 wa7 h72"><div class="t m0 xa h14 y15e ff8 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI PŁYN<span class="_ _1"></span>NOSCI FINAN<span class="_ _1"></span>SOWEJ<span class="ff5"> </span></div></div><div class="c xb6 yeb6 wa8 h72"><div class="t m0 x9a h14 y15e ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x100 yeb6 wa9 h72"><div class="t m0 x9a h14 y15e ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x137 yeb6 waa h72"><div class="t m0 x2 h14 y15e ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x138 yeb6 wab h72"><div class="t m0 x129 h14 y15e ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x139 yeb6 wac h72"><div class="t m0 x93 h14 y15e ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x95 yeb6 wad h72"><div class="t m0 x93 hac y60c ff13 fs9 fc2 sc0 ls0 ws0">Zmiana pp<span class="_ _1"></span>. </div><div class="t m0 x1d hac y2 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y7b8 wa7 h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnik płynnośc<span class="_ _1"></span>i bieżącej<span class="ff6"> </span></div></div><div class="c xb6 y7b8 wa8 h90"><div class="t m0 xc h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">1,1 </div></div><div class="c x100 y7b8 wa9 h90"><div class="t m0 xc h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">1,4 </div></div><div class="c x137 y7b8 waa h90"><div class="t m0 xa3 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">1,4 </div></div><div class="c x138 y7b8 wab h90"><div class="t m0 x4c h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">1,6 </div></div><div class="c x139 y7b8 wac h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">1,3 </div></div><div class="c x95 y7b8 wad h90"><div class="t m0 x5d h13 y613 ffa fs9 fc2 sc0 ls0 ws0">(0,3) </div></div><div class="c x1 y827 wa7 h73"><div class="t m0 xa h1a y60e ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnik płynnośc<span class="_ _1"></span>i szybkie<span class="_ _1"></span>j<span class="ff6"> </span></div></div><div class="c xb6 y827 wa8 h73"><div class="t m0 xc h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">0,8 </div></div><div class="c x100 y827 wa9 h73"><div class="t m0 xc h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">0,9 </div></div><div class="c x137 y827 waa h73"><div class="t m0 xa3 h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">1,1 </div></div><div class="c x138 y827 wab h73"><div class="t m0 x4c h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">1,3 </div></div><div class="c x139 y827 wac h73"><div class="t m0 x5f h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">0,9 </div></div><div class="c x95 y827 wad h73"><div class="t m0 x5d h13 y60e ffa fs9 fc2 sc0 ls0 ws0">(0,1) </div></div><div class="c x1 yeb7 wa7 h73"><div class="t m0 xa h1a y60e ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnik płynnośc<span class="_ _1"></span>i natyc<span class="_ _1"></span>hmiastowej<span class="ff6"> </span></div></div><div class="c xb6 yeb7 wa8 h73"><div class="t m0 xc h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">0,2 </div></div><div class="c x100 yeb7 wa9 h73"><div class="t m0 xc h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">0,3 </div></div><div class="c x137 yeb7 waa h73"><div class="t m0 xa3 h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">0,3 </div></div><div class="c x138 yeb7 wab h73"><div class="t m0 x4c h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">0,4 </div></div><div class="c x139 yeb7 wac h73"><div class="t m0 x5f h1a y60e ff6 fs9 fc2 sc0 ls0 ws0">0,1 </div></div><div class="c x95 yeb7 wad h73"><div class="t m0 x5d h1a y60e ffa fs9 fc2 sc0 ls0 ws0">(0,1)<span class="ff6"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yeb8 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hf y17d ff6 fs4 fc2 sc0 ls0 ws0">Wypracowane <span class="_ _1"></span>w <span class="_ _9"></span>202<span class="_ _0"></span>5 <span class="_ _1"></span><span class="ff7">roku <span class="_ _9"></span>wskaźniki s<span class="_ _1"></span>ą <span class="_ _1"></span>nieznacznie <span class="_ _1"></span>niższe <span class="_ _9"></span><span class="ff6 ls11">od<span class="ls0"> <span class="_ _1"></span><span class="ff7">wskaźników p<span class="_ _1"></span>łynności <span class="_ _9"></span>finansowej  <span class="_ _9"></span>prezentowanych <span class="ff6">w <span class="_ _1"></span><span class="ls7">202<span class="ls0">4 <span class="_ _9"></span>ro<span class="_ _0"></span>ku<span class="ls20">, <span class="_ _9"></span><span class="ff7 ls0">ale pozostają </span></span></span></span></span></span></span></span></span></div><div class="t m0 x1 hf y4c5 ff6 fs4 fc2 sc0 ls0 ws0">na bezpiecznym poziomie <span class="ff7">świadczącym o </span>stabilnej sytuacji finansowej G<span class="ff7">rupy w zakresie zdolności do regulowania bieżących zobowiązań.</span> </div><div class="t m0 x1 hf yeb9 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _4"></span>płynności <span class="_ _3"></span>bieżącej <span class="_ _4"></span>o<span class="_ _0"></span>bniżył <span class="_ _4"></span>się <span class="_ _4"></span>do <span class="_ _4"></span><span class="ff6 ls7">1,<span class="ls0">1, <span class="_ _4"></span></span></span>co <span class="_ _4"></span>oznacza <span class="_ _4"></span>stabilną <span class="_ _3"></span>sytuację <span class="_ _4"></span>w <span class="_ _4"></span>zakresie <span class="_ _4"></span>zdolności <span class="_ _4"></span>do <span class="_ _4"></span>regulowania <span class="_ _3"></span>zo<span class="_ _0"></span>bowiązań <span class="_ _4"></span>bieżących. </div><div class="t m0 x1 hf yf7 ff7 fs4 fc2 sc0 ls0 ws0">Jednak wartość ta <span class="_ _0"></span>znajduje się poniżej dolnej granicy <span class="_ _0"></span>poziomu pożądanego, który <span class="_ _0"></span>według literatur powinien znajdować się na <span class="_ _0"></span>po<span class="_ _3"></span><span class="ff6">ziomie 1,5-</span></div><div class="t m0 x1 hf yeba ff6 fs4 fc2 sc0 ls0 ws0">2,0. </div><div class="t m0 x1 hf yc7f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3d3 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _5"> </span>płynności <span class="_ _14"> </span>szybkiej <span class="_ _14"> </span><span class="ff6">- <span class="_ _5"> </span></span>sp<span class="_ _0"></span>adek <span class="_ _5"> </span>wskaźnika <span class="_ _14"> </span>do <span class="_ _14"> </span>poziomu <span class="_ _5"> </span>0,<span class="_ _0"></span><span class="ff6">8 <span class="_ _14"> </span></span>oznacza <span class="_ _14"> </span>nieznaczne <span class="_ _5"> </span>pogorszenie <span class="_ _14"> </span>płynności <span class="_ _5"></span>szybkiej, <span class="_ _14"> </span>czyli <span class="_ _5"> </span>z<span class="_ _0"></span>dolności <span class="_ _14"> </span>do </div><div class="t m0 x1 hf yebb ff7 fs4 fc2 sc0 ls0 ws0">pokrycia zobowiązań bez konieczności sprzed<span class="_ _1"></span>aży zapasów. Jest to wartość poniżej poziomu uznawanego za bezpieczny (≥1,0).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yebc ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik płynności natychmiastowej obniżył się do poziomu <span class="_ _0"></span><span class="ff6 ls7">0,<span class="ls0">2</span></span>, co mieści się w bezpiecznym zakresie<span class="ff6"> (0,2-0,5)<span class="_ _0"></span></span>. Otrzymany wynik świadczy </div><div class="t m0 x1 hf yebd ff7 fs4 fc2 sc0 ls0 ws0">o umiarkowanej gotowości do natychmiastowej spłaty zobowiązań przy użyciu ś<span class="_ _1"></span>rodków pieniężnych i ich ekwiwalentów. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yebe ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yebf ff8 fs4 fc2 sc0 ls0 ws0">Rentowność<span class="ff5"> </span></div><div class="t m0 x1 hf ye72 ff7 fs4 fc2 sc0 ls0 ws0">Analiza re<span class="_ _1"></span>ntowności przedstawiona <span class="_ _1"></span>została w oparciu<span class="_ _1"></span> o <span class="_ _1"></span>grupę<span class="_ _1"></span> wskaźników pozwalającą <span class="_ _1"></span>ocenić efek<span class="_ _1"></span>tywność działalności <span class="_ _1"></span>sprzedażow<span class="_ _0"></span><span class="ff6">ej Grup<span class="_ _1"></span>y </span></div><div class="t m0 x1 hf ye73 ff7 fs4 fc2 sc0 ls0 ws0">i wpływ poszczególnych grup kosztów na jej wynik finansowy:<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf6b" class="pf w0 h0" ><div class="pc pc6b w0 h0"><img class="bi x5 y59 wae h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">107<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y5e ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Stopa <span class="_ _5"></span>zysku <span class="_ _14"> </span>ze <span class="_ _14"> </span>sprzedaży</span><span class="ff5"> <span class="_ _14"> </span>- <span class="_ _14"> </span><span class="ff7">rentowność <span class="_ _5"> </span>sprzedaży <span class="_ _5"> </span>w<span class="_ _0"></span>yznacza <span class="_ _14"> </span>efektywność <span class="_ _5"></span>prowadzonych <span class="_ _14"> </span>działań <span class="_ _5"> </span>sprzedażowych, <span class="_ _14"> </span>czyli <span class="_ _5"> </span>poz<span class="_ _0"></span>wala <span class="_ _5"> </span>ona </span></span></span></div><div class="t m0 x60 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">określić <span class="_ _3"></span>część <span class="_ _4"></span>przychodów <span class="_ _4"></span>pozostającą <span class="_ _3"></span>w <span class="_ _4"></span>spółce <span class="_ _4"></span>na <span class="_ _3"></span>pokrycie <span class="_ _4"></span>kosztów <span class="_ _3"></span>jej <span class="_ _4"></span>funkcjonowania <span class="_ _5"></span>–<span class="ff6"> <span class="_ _3"></span></span>po <span class="_ _4"></span>uwzględnieniu <span class="_ _3"></span>kosztó<span class="_ _0"></span>w <span class="_ _4"></span>bezpośrednich </div><div class="t m0 x60 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">sprzedaży. Analogicznie wskaźnik ten pozwala określić wpływ na wynik Grupy kosztów bezpośrednich sprzedaży przez nią reali<span class="_ _1"></span>zowanej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x60 hf y399 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y39a ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Rentowność brutto</span><span class="ff5"> <span class="_ _0"></span>- <span class="_ _0"></span><span class="ff7">wyznacz<span class="_ _0"></span>a <span class="_ _0"></span>efektywność prowadzonej <span class="_ _0"></span>przez Grupę <span class="_ _0"></span>działalności, cz<span class="_ _0"></span>yli pozw<span class="_ _0"></span>ala <span class="_ _0"></span>ocenić część <span class="_ _0"></span>przychodów <span class="_ _0"></span>pozostającą </span></span></span></div><div class="t m0 x60 hf y3da ff7 fs4 fc2 sc0 ls0 ws0">w Grupie na <span class="_ _0"></span>pokrycie podatku, po<span class="_ _0"></span> uwzględnieniu kosztów dział<span class="_ _0"></span>alności finansowej i zdarzeń na<span class="_ _0"></span>dzwyczajnych. Analogicznie wskaźni<span class="_ _3"></span><span class="ff6">k ten,<span class="_ _0"></span> </span></div><div class="t m0 x60 hf y583 ff6 fs4 fc2 sc0 ls0 ws0">interpretowany <span class="ff7">łącznie z <span class="_ _0"></span>powyższymi wskaźnikami rentowności, poz<span class="_ _0"></span>wala ocenić jaka <span class="_ _0"></span>część wyniku zbudowana jest nie <span class="_ _0"></span>przez działalność </span></div><div class="t m0 x60 hf y408 ff7 fs4 fc2 sc0 ls0 ws0">operacyjną, ale wynika z jej działalności finansowej lub wpływu zdarzeń<span class="_ _1"></span> nadzwyczajnych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf yec0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yec1 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Rentowność  netto</span><span class="ff5"> <span class="_ _15"> </span>-  <span class="ff7">w<span class="_ _0"></span>yznacza <span class="_ _15"> </span>procent  przychodów <span class="_ _15"> </span>Grupy  stanowiący <span class="_ _15"> </span>jej <span class="_ _15"> </span>wynik  netto, <span class="_ _15"> </span>czyli  po <span class="_ _15"> </span>pokryciu  wszystkich <span class="_ _15"> </span>kosztów  jej </span></span></span></div><div class="t m0 x60 hf y2ea ff7 fs4 fc2 sc0 ls0 ws0">działalności: sprzedaży, operacyjnych, finansowych oraz opłaceniu podatków.<span class="ff6"> </span></div><div class="t m0 x17 hf yec2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yde4 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff5 fc5">ROE <span class="_ _0"></span></span><span class="ff7">–<span class="ff6"> <span class="_ _0"></span></span>rentowność <span class="_ _0"></span>kapitału <span class="_ _0"></span>własnego: <span class="_ _0"></span>stosunek <span class="_ _0"></span>zysku <span class="_ _0"></span>netto <span class="_ _0"></span>do <span class="_ _0"></span>st<span class="_ _0"></span>anu ka<span class="_ _0"></span>pitałów <span class="_ _0"></span>własnych <span class="_ _0"></span>w <span class="_ _0"></span>ciągu <span class="_ _0"></span>roku <span class="_ _0"></span>obrotowego. <span class="_ _0"></span>Wskaźnik <span class="_ _0"></span>poz<span class="_ _0"></span>wala </span></span></div><div class="t m0 x60 hf yde5 ff7 fs4 fc2 sc0 ls0 ws0">ocenić inwestorom efektywność w<span class="_ _0"></span>ykorzystania kapitału powierzonego Grupie. Oznacza <span class="_ _0"></span>on procentowy <span class="_ _0"></span>udział środków wypracowanych </div><div class="t m0 x60 hf y995 ff6 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _16"> </span>Gr<span class="ff7">upę <span class="_ _27"> </span>(<span class="_ _0"></span>wyniku <span class="_ _16"> </span>netto), <span class="_ _16"> </span>które <span class="_ _16"> </span>mogą <span class="_ _16"> </span>zostać <span class="_ _16"> </span>wypłacone <span class="_ _16"> </span>w <span class="_ _16"> </span>postaci <span class="_ _16"> </span>dywidendy, <span class="_ _16"> </span>do <span class="_ _16"> </span>wniesionego <span class="_ _16"> </span>przez <span class="_ _16"> </span>inwestorów <span class="_ _16"> </span>kapitału </span></div><div class="t m0 x60 hf yec3 ff7 fs4 fc2 sc0 ls0 ws0">powiększonego o część wypracowanych przez Grupę środków w poprzedn<span class="_ _1"></span>ich latach (kapitał własny).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf yde8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y9cc ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff5 fc5">ROA <span class="_ _5"></span></span><span class="ff6">- <span class="_ _5"> </span><span class="ff7">rentowność <span class="_ _14"> </span>aktywów <span class="_ _5"></span>ogółem: <span class="_ _5"> </span>stosunek <span class="_ _5"></span>zysku <span class="_ _5"> </span>netto <span class="_ _14"> </span>do <span class="_ _5"></span>stanu <span class="_ _4"></span>aktyw<span class="_ _0"></span>ów <span class="_ _5"> </span>w <span class="_ _14"> </span>ciągu <span class="_ _5"></span>roku <span class="_ _5"></span>obrotowego. <span class="_ _14"> </span>Wskaźnik <span class="_ _4"></span>pozwala <span class="_ _14"> </span>ocenić </span></span></span></div><div class="t m0 x60 hf yec4 ff7 fs4 fc2 sc0 ls0 ws0">inwestorom efektywność wykorzystania całego posi<span class="_ _1"></span>adanego przez Grupę majątku.<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x1 y36c waf h6"><div class="t m0 xa h14 y6f6 ff8 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI RENTO<span class="_ _1"></span>WNOŚCI<span class="ff5"> </span></div></div><div class="c x52 y36c wb0 h6"><div class="t m0 x5e h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x5e h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x13a y36c wb0 h6"><div class="t m0 x5e h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x5e h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x2e y36c wb1 h6"><div class="t m0 x5e h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x5e h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd2 y36c wb0 h6"><div class="t m0 x5e h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x5e h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x13b y36c wb1 h6"><div class="t m0 x5e h14 ye4f ff5 fs9 fc2 sc0 ls0 ws0">01.01.2021 </div><div class="t m0 x5e h14 y2dd ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x95 y36c wb2 h6"><div class="t m0 x5e hac ye4f ff13 fs9 fc2 sc0 ls0 ws0">Zmiana pp<span class="_ _1"></span>. </div><div class="t m0 x1c hac y2dd ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x13c y36c wb3 h90"><div class="t m0 xa hac y0 ff13 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y509 waf h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls49 ws0">ROA<span class="ls0"> </span></div></div><div class="c x52 y509 wb0 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0,<span class="ls0">3% </span></div></div><div class="c x13a y509 wb0 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">4,1% </div></div><div class="c x2e y509 wb1 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">15,6% </div></div><div class="c xd2 y509 wb0 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">22,0% </div></div><div class="c x13b y509 wb1 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">6,0% </div></div><div class="c x95 y509 wb2 h8d"><div class="t m0 xc h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-4 </div></div><div class="c x13c y509 wb3 h8d"><div class="t m0 xa he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y7af waf h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls49 ws0">ROE<span class="ls0"> </span></div></div><div class="c x52 y7af wb0 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0,<span class="ls0">9% </span></div></div><div class="c x13a y7af wb0 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">11,8% </div></div><div class="c x2e y7af wb1 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">45,3% </div></div><div class="c xd2 y7af wb0 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">53,0% </div></div><div class="c x13b y7af wb1 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">23,0% </div></div><div class="c x95 y7af wb2 h8d"><div class="t m0 xa4 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-11,5 </div></div><div class="c x13c y7af wb3 h8d"><div class="t m0 xa he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yec5 waf h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">STOPA ZYSKU ZE S<span class="_ _1"></span>PRZEDAŻY<span class="ff6"> </span></div></div><div class="c x52 yec5 wb0 h8c"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">5,7% </div></div><div class="c x13a yec5 wb0 h8c"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">6,2% </div></div><div class="c x2e yec5 wb1 h8c"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">5,6% </div></div><div class="c xd2 yec5 wb0 h8c"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">7,1% </div></div><div class="c x13b yec5 wb1 h8c"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">4,5% </div></div><div class="c x95 yec5 wb2 h8c"><div class="t m0 x4c h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-0,5 </div></div><div class="c x13c yec5 wb3 h8c"><div class="t m0 xa he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yec6 waf h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ EBI<span class="_ _1"></span>T<span class="ff6"> </span></div></div><div class="c x52 yec6 wb0 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">0,8% </div></div><div class="c x13a yec6 wb0 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1,7% </div></div><div class="c x2e yec6 wb1 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">4,5% </div></div><div class="c xd2 yec6 wb0 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3,6% </div></div><div class="c x13b yec6 wb1 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1,3% </div></div><div class="c x95 yec6 wb2 h8d"><div class="t m0 x4c h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-0,9 </div></div><div class="c x13c yec6 wb3 h8d"><div class="t m0 xa he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yec7 waf h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ EBI<span class="_ _1"></span>TDA<span class="ff6"> </span></div></div><div class="c x52 yec7 wb0 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1,9% </div></div><div class="c x13a yec7 wb0 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">2,6% </div></div><div class="c x2e yec7 wb1 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">5,2% </div></div><div class="c xd2 yec7 wb0 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3,8% </div></div><div class="c x13b yec7 wb1 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1,0% </div></div><div class="c x95 yec7 wb2 h8d"><div class="t m0 x4c h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-0,7 </div></div><div class="c x13c yec7 wb3 h8d"><div class="t m0 xa he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y764 waf h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ NE<span class="_ _1"></span>TTO<span class="ff6"> </span></div></div><div class="c x52 y764 wb0 h90"><div class="t m0 xa4 h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">0,<span class="ls0">1% </span></div></div><div class="c x13a y764 wb0 h90"><div class="t m0 xa4 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">1,0% </div></div><div class="c x2e y764 wb1 h90"><div class="t m0 xa4 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">3,8% </div></div><div class="c xd2 y764 wb0 h90"><div class="t m0 xa4 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">2,8% </div></div><div class="c x13b y764 wb1 h90"><div class="t m0 xa4 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">0,9% </div></div><div class="c x95 y764 wb2 h90"><div class="t m0 xc h13 y613 ffa fs9 fc2 sc0 ls0 ws0">-1 </div></div><div class="c x13c y764 wb3 h90"><div class="t m0 xa he2 y71b ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yec8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yec9 ff7 fs4 fc2 sc0 ls0 ws0">Uzyskany <span class="_ _9"></span>w<span class="_ _0"></span>skaźnik <span class="_ _1"></span>rentowności <span class="_ _9"></span>a<span class="_ _0"></span>ktywów w <span class="_ _9"></span>wysokości <span class="ff6">0,3% <span class="_ _9"></span>na koni<span class="_ _1"></span>ec <span class="_ _1"></span>2025 <span class="_ _9"></span><span class="ff7">roku<span class="_ _0"></span> <span class="_ _1"></span>jest <span class="_ _1"></span>niższy <span class="_ _9"></span>o <span class="ff6">3,8 <span class="_ _9"></span><span class="ls2b">pp<span class="ls0">. <span class="ff7">względe<span class="_ _1"></span>m <span class="_ _1"></span>wyniku <span class="_ _1"></span>uzyskanego <span class="_ _9"></span>w okresie </span></span></span></span></span></span></div><div class="t m0 x1 hf yb7 ff6 fs4 fc2 sc0 ls0 ws0">analogicznym.  </div><div class="t m0 x1 hf yeca ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yecb ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik rentowności <span class="_ _0"></span>kapitału w<span class="_ _0"></span>łasnego na <span class="_ _0"></span>koniec <span class="_ _0"></span>202<span class="ff6">5 <span class="_ _0"></span></span>ro<span class="_ _0"></span>ku jest <span class="_ _0"></span>niższy <span class="_ _0"></span>o <span class="_ _0"></span><span class="ff6">10,9 <span class="_ _0"></span><span class="ls10">pp</span>.  <span class="_ _0"></span></span>względem wyniku <span class="_ _0"></span>na <span class="_ _0"></span>koniec 202<span class="_ _0"></span><span class="ff6">4 <span class="_ _0"></span>roku. Stopa zysku <span class="_ _0"></span>ze </span></div><div class="t m0 x1 hf y1 ff7 fs4 fc2 sc0 ls0 ws0">sprzedaży <span class="_ _9"></span>na koniec <span class="_ _9"></span>202<span class="ff6">5 roku <span class="_ _9"></span><span class="ff7">jest <span class="_ _1"></span>niższa <span class="_ _1"></span>o <span class="_ _9"></span>0,5<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span><span class="ls10">pp<span class="ls0">. <span class="_ _1"></span><span class="ff7">względem <span class="_ _9"></span>końca 202<span class="ff6">4 <span class="_ _9"></span><span class="ff7">roku i <span class="_ _9"></span>osiągnęła <span class="_ _9"></span>poz<span class="_ _0"></span>iom <span class="ff6">5,7%. <span class="_ _9"></span><span class="ff7">Pozostałe wskaźni<span class="_ _1"></span>ki <span class="_ _9"></span>są również <span class="_ _9"></span>niższe </span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x1 hf y4c4 ff7 fs4 fc2 sc0 ls0 ws0">od osiągniętych w 202<span class="ff6">4 roku.  </span></div><div class="t m0 x1 h16 yecc ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yecd ff8 fs4 fc2 sc0 ls0 ws0">Sprawność działania<span class="ff5"> </span></div><div class="t m0 x1 hf yece ff7 fs4 fc2 sc0 ls0 ws0">Do oceny sprawności działania wykorzystano następujące wskaźniki:<span class="ff6"> </span></div><div class="t m0 x1 h16 yecf ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Rotacja <span class="_ _1"></span>należności <span class="_ _1"></span>(w <span class="_ _1"></span>dniach):<span class="ff5 fc2"> <span class="_ _1"></span><span class="ff7">relacja s<span class="_ _1"></span>tanu <span class="_ _1"></span>należności <span class="_ _1"></span>handlowych <span class="_ _1"></span>na <span class="_ _1"></span>koniec <span class="_ _1"></span>roku <span class="_ _1"></span>obrotowego <span class="_ _1"></span>do <span class="_ _1"></span>przychodów <span class="_ _1"></span>ze <span class="_ _1"></span>sprzedaży <span class="_ _1"></span>netto <span class="_ _1"></span>x <span class="ff6 ls7">36<span class="ls0">0 </span></span></span></span></span></span></div><div class="t m0 x60 hf y9d7 ff7 fs4 fc2 sc0 ls0 ws0">dni. Wskaźn<span class="_ _1"></span>ik wyznacza śred<span class="_ _1"></span>ni okres <span class="_ _1"></span>określany w d<span class="_ _1"></span>niach, po <span class="_ _1"></span>jakim nas<span class="_ _1"></span>tępuje spływ nale<span class="_ _1"></span>żności z tyt<span class="_ _1"></span>ułu wystawionych <span class="_ _1"></span>przez Gru<span class="_ _1"></span>pę<span class="_ _0"></span><span class="ff6"> faktur. </span></div><div class="t m0 x60 hf y9d8 ff7 fs4 fc2 sc0 ls0 ws0">W ogólnym przypadku należy dążyć do minimalizacji tego wskaźnika.<span class="ff6"> </span></div><div class="t m0 x60 hf yde1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 ye32 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Rotacja <span class="_ _0"></span>zob<span class="_ _0"></span>owiązań <span class="_ _3"></span>krótkoterminowych <span class="_ _0"></span>(w <span class="_ _3"></span>dniach):<span class="_ _0"></span></span><span class="ff5"> <span class="_ _3"></span><span class="ff7">relacja <span class="_ _3"></span>stanu <span class="_ _3"></span>zobowiązań <span class="_ _3"></span>krótkoterminowych <span class="_ _3"></span>wobec <span class="_ _3"></span>dostawców <span class="_ _3"></span>na <span class="_ _3"></span>koniec <span class="_ _3"></span>roku </span></span></span></div><div class="t m0 x60 hf yfb ff7 fs4 fc2 sc0 ls0 ws0">obrotowego do <span class="_ _9"></span>przychodów ze <span class="_ _1"></span>sprzedaży <span class="_ _1"></span>netto <span class="_ _9"></span>x<span class="_ _0"></span> <span class="ff6 ls7">36</span>0 <span class="_ _1"></span>dni. <span class="_ _1"></span>Wskaźnik <span class="_ _1"></span>wyznacza ś<span class="_ _1"></span>redni <span class="_ _9"></span>o<span class="_ _0"></span>kres<span class="ff6"> </span>określan<span class="_ _1"></span>y w <span class="_ _1"></span>dniach, <span class="_ _9"></span>po jakim n<span class="_ _1"></span>astępuje <span class="_ _1"></span>spłata </div><div class="t m0 x60 hf yed0 ff7 fs4 fc2 sc0 ls0 ws0">zobowiązań Grupy. Należy dążyć do maksymalizacji tego wskaźnika.<span class="ff6"> </span></div><div class="t m0 x60 hf ya54 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 ya55 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff5 fc5">Rotacja zapasów (w dniach):<span class="fc2"> <span class="ff7">relacja średniego stanu zapasów na k<span class="_ _0"></span>oniec roku obrotowego do przychodów ze sprzedaży netto x <span class="_ _0"></span><span class="ff6 ls7">36<span class="ls0">0 <span class="_ _0"></span>dni. </span></span></span></span></span></span></div><div class="t m0 x60 hf yc31 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>wyznacz<span class="_ _0"></span>a <span class="_ _14"> </span>średni <span class="_ _14"> </span>okre<span class="_ _0"></span>s <span class="_ _14"> </span>o<span class="_ _0"></span>kreślany <span class="_ _14"> </span>w  dniach, <span class="_ _14"> </span>przez  kt<span class="_ _1"></span>óry <span class="_ _14"> </span>Grupa  przet<span class="_ _1"></span>rzymuje <span class="_ _14"> </span>zapasy  przed <span class="_ _14"> </span>ich  sprzed<span class="_ _1"></span>ażą.  Ze <span class="_ _14"> </span>względu  n<span class="_ _1"></span>a </div><div class="t m0 x60 hf yea6 ff7 fs4 fc2 sc0 ls0 ws0">efektywność należy dążyć do minimalizacji tego wskaźnika.<span class="ff6"> <span class="_ _13"> </span> </span></div></div></div><div class="pi" ></div></div><div id="pf6c" class="pf w0 h0" ><div class="pc pc6c w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">108<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yed1 wb4 he8"><div class="t m0 xa h14 yed2 ff8 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI SPRA<span class="_ _1"></span>WNOŚCI DZIAŁ<span class="_ _1"></span>ANIA<span class="ff5"> </span></div></div><div class="c x100 yed3 wb5 he9"><div class="t m0 x3f h14 y2ef ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div></div><div class="c xfa yed3 wb6 he9"><div class="t m0 x3f h14 y2ef ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div></div><div class="c x92 yed3 wb7 he9"><div class="t m0 x3f h14 y2ef ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div></div><div class="c x13d yed3 wb5 he9"><div class="t m0 x3f h14 y2ef ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div></div><div class="c x13e yed1 wb6 he8"><div class="t m0 x3d hac yed4 ff13 fs9 fc2 sc0 ls0 ws0">Zmiana </div><div class="t m0 x3f hac yed2 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div><div class="t m0 x5f hac y1a2 ff13 fs9 fc2 sc0 ls0 ws0">(dni) </div></div><div class="c x100 yed1 wb5 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xfa yed1 wb6 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x92 yed1 wb7 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x13d yed1 wb5 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x1 yed5 wb4 h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Rotacji n<span class="_ _1"></span>ależności handl<span class="_ _1"></span>owych (w dniach)<span class="ff6"> </span></div></div><div class="c x100 yed5 wb5 h8c"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">23<span class="ls0"> </span></div></div><div class="c xfa yed5 wb6 h8c"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">20<span class="ls0"> </span></div></div><div class="c x92 yed5 wb7 h8c"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">23<span class="ls0"> </span></div></div><div class="c x13d yed5 wb5 h8c"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">20<span class="ls0"> </span></div></div><div class="c x13e yed5 wb6 h8c"><div class="t m0 xaa h13 y64a ffa fs9 fc2 sc0 ls0 ws0">3 </div></div><div class="c x1 yed6 wb4 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Rotacji zobo<span class="_ _1"></span>wiązań handlowy<span class="_ _1"></span>ch (w dniach)<span class="ff6"> </span></div></div><div class="c x100 yed6 wb5 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">23 </div></div><div class="c xfa yed6 wb6 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">18 </div></div><div class="c x92 yed6 wb7 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">16<span class="ls0"> </span></div></div><div class="c x13d yed6 wb5 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">14<span class="ls0"> </span></div></div><div class="c x13e yed6 wb6 h8d"><div class="t m0 xaa h13 y64a ffa fs9 fc2 sc0 ls0 ws0">6 </div></div><div class="c x1 yed7 wb4 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Rotacji zapas<span class="_ _1"></span>ów (w dniach) </div></div><div class="c x100 yed7 wb5 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">16<span class="ls0"> </span></div></div><div class="c xfa yed7 wb6 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">16<span class="ls0"> </span></div></div><div class="c x92 yed7 wb7 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">11<span class="ls0"> </span></div></div><div class="c x13d yed7 wb5 h8d"><div class="t m0 xaa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c x13e yed7 wb6 h8d"><div class="t m0 xaa h13 y64a ffa fs9 fc2 sc0 ls0 ws0">0 </div></div><div class="c x1 yed8 wb4 h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Rotacji zapas<span class="_ _1"></span>ów (w dniach)<span class="_ _1"></span> skorygowany o zapas<span class="_ _1"></span> obowiązkowy<span class="ff6"> </span></div></div><div class="c x100 yed8 wb5 h90"><div class="t m0 xaa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c xfa yed8 wb6 h90"><div class="t m0 xaa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c x92 yed8 wb7 h90"><div class="t m0 xaa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c x13d yed8 wb5 h90"><div class="t m0 xaa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c x13e yed8 wb6 h90"><div class="t m0 xaa h13 y613 ffa fs9 fc2 sc0 ls0 ws0">1 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yed9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3df ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _0"></span>rotacji <span class="_ _0"></span>należności <span class="_ _0"></span>handlowych <span class="_ _3"></span>w 202<span class="_ _0"></span><span class="ff6">5 <span class="_ _0"></span></span>ro<span class="_ _0"></span>ku wyniósł <span class="_ _3"></span>2<span class="ff6">3 <span class="_ _0"></span></span>dni, <span class="_ _0"></span>co <span class="_ _0"></span>oznacza, <span class="_ _0"></span>ż<span class="_ _0"></span>e <span class="_ _0"></span>średni cz<span class="_ _0"></span>as <span class="_ _0"></span>oczekiwania <span class="_ _0"></span>na <span class="_ _0"></span>należności <span class="_ _3"></span>wydłużył <span class="_ _0"></span>się <span class="_ _0"></span><span class="ff6">o <span class="_ _3"></span>3 </span></div><div class="t m0 x1 hf yeda ff7 fs4 fc2 sc0 ls0 ws0">dni <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _3"></span>porównaniu <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _3"></span>końcem <span class="_ _3"></span>roku<span class="_ _1"></span> <span class="_ _3"></span>202<span class="ff6">4</span>. <span class="_ _3"></span>Wydłużeniu <span class="_ _3"></span>o <span class="_ _3"></span><span class="ff6">5 </span>dni <span class="_ _3"></span>uległ <span class="_ _0"></span>czas <span class="_ _3"></span>spłaty <span class="_ _3"></span>zobowiązań <span class="_ _3"></span>w <span class="_ _3"></span>porównaniu<span class="_ _1"></span> <span class="_ _3"></span>z <span class="_ _3"></span>wynikiem <span class="_ _0"></span>na <span class="_ _3"></span>koniec <span class="_ _3"></span>roku <span class="_ _3"></span>202<span class="ff6">4<span class="ls23">. </span></span></div><div class="t m0 x1 hf y8d ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _0"></span>rotacji <span class="_ _0"></span>zapasów <span class="_ _3"></span>w <span class="_ _0"></span>202<span class="ff6">5 <span class="_ _0"></span>roku <span class="_ _3"></span></span>wyniósł <span class="_ _0"></span>16 <span class="_ _0"></span>dni <span class="_ _0"></span>i <span class="_ _3"></span>pozostał <span class="_ _0"></span>na <span class="_ _0"></span>niezmienionym <span class="_ _0"></span>poziomie<span class="_ _0"></span>. <span class="_ _0"></span>Cyk<span class="_ _0"></span>l <span class="_ _0"></span>rotacji <span class="_ _3"></span>zapasów <span class="_ _0"></span>skorygowany <span class="_ _0"></span>o <span class="_ _0"></span>w<span class="_ _0"></span>artość </div><div class="t m0 x1 hf y9c9 ff7 fs4 fc2 sc0 ls0 ws0">zapasu obowiązkowego pozostał niezmieniony i wyniósł <span class="ff6">7 dni.  </span></div><div class="t m0 x1 hf yedb ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yedc wb8 hea"><div class="t m0 x68 h14 y612 ff5 fs9 fc2 sc0 ls0 ws0">CASH TO CASH </div></div><div class="c x119 yedc wb9 hea"><div class="t m0 x9a h14 yedd ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x9a h14 y279 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x13f yedc wba hea"><div class="t m0 x3d h14 yedd ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024  </div><div class="t m0 x3d h14 y279 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xc7 yedc wba hea"><div class="t m0 x56 h14 yedd ff5 fs9 fc2 sc0 ls0 ws0">30.01.2023 </div><div class="t m0 x56 h14 y279 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x140 yedc wbb hea"><div class="t m0 x1d h14 yedd ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x1d h14 y279 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x95 yedc wbc hea"><div class="t m0 x5a hac yede ff13 fs9 fc2 sc0 ls0 ws0">Zmiana </div><div class="t m0 x1d hac y612 ff13 fs9 fc2 sc0 ls6 ws0">202<span class="ls0">5/2024 </span></div><div class="t m0 x5d hac y613 ff13 fs9 fc2 sc0 ls0 ws0">(dni) </div></div><div class="c x1 y494 wb8 h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">cykl zapasów +<span class="_ _1"></span> cykl nale<span class="_ _1"></span>żności –<span class="ff6"> </span>cykl zobowiązań<span class="ff6"> </span></div></div><div class="c x119 y494 wb9 h90"><div class="t m0 x65 h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">14<span class="ls0"> </span></div></div><div class="c x13f y494 wba h90"><div class="t m0 xaa h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">17<span class="ls0"> </span></div></div><div class="c xc7 y494 wba h90"><div class="t m0 xaa h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">18<span class="ls0"> </span></div></div><div class="c x140 y494 wbb h90"><div class="t m0 xa3 h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">13<span class="ls0"> </span></div></div><div class="c x95 y494 wbc h90"><div class="t m0 xa4 h13 y613 ffa fs9 fc2 sc0 ls0 ws0">-3 </div></div><div class="c x1 yedf wb8 h7a"><div class="t m0 xa h1a y9de ff7 fs9 fc2 sc0 ls0 ws0">Skorygowany o<span class="_ _1"></span> wartość zapas<span class="_ _1"></span>u obowiązkowego c<span class="_ _1"></span>ykl śr<span class="_ _1"></span>odków </div><div class="t m0 xa h1a y35 ff7 fs9 fc2 sc0 ls0 ws0">pieniężnyc<span class="_ _1"></span>h<span class="ff6"> </span></div></div><div class="c x119 yedf wb9 h7a"><div class="t m0 x33 h1a y156 ff6 fs9 fc2 sc0 ls0 ws0">4 </div></div><div class="c x13f yedf wba h7a"><div class="t m0 xc h1a y156 ff6 fs9 fc2 sc0 ls0 ws0">8 </div></div><div class="c xc7 yedf wba h7a"><div class="t m0 xaa h1a y156 ff6 fs9 fc2 sc0 ls6 ws0">14<span class="ls0"> </span></div></div><div class="c x140 yedf wbb h7a"><div class="t m0 xa3 h1a y156 ff6 fs9 fc2 sc0 ls6 ws0">13<span class="ls0"> </span></div></div><div class="c x95 yedf wbc h7a"><div class="t m0 xa4 h1a y156 ff6 fs9 fc2 sc0 ls0 ws0">-2 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yee0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yee1 ff7 fs4 fc2 sc0 ls0 ws0">Cykl środków pieniężnych na koniec 202<span class="ff6">5 </span>roku wyniósł 1<span class="ff6">4 </span>dni i był krótszy o <span class="ff6">3 dni od prezentowanego na koniec 2024 roku.  </span></div><div class="t m0 x1 hf yee2 ff7 fs4 fc2 sc0 ls0 ws0">Cykl <span class="_ _3"></span>środków <span class="_ _4"></span>pieniężnych <span class="_ _3"></span>skorygowany <span class="_ _4"></span>o <span class="_ _3"></span>w<span class="_ _0"></span>artość <span class="_ _3"></span>zapasu <span class="_ _4"></span>obowiązkowego <span class="_ _3"></span>na <span class="_ _4"></span>koniec <span class="_ _3"></span>202<span class="_ _0"></span><span class="ff6">5 <span class="_ _4"></span></span>roku <span class="_ _4"></span>uległ <span class="_ _3"></span>skróceniu <span class="_ _3"></span>o <span class="_ _4"></span><span class="ff6">4 <span class="_ _4"></span>dni <span class="_ _3"></span>w <span class="_ _4"></span>odniesieniu <span class="_ _3"></span>do<span class="_ _0"></span> </span></div><div class="t m0 x1 hf yee3 ff7 fs4 fc2 sc0 ls0 ws0">końca 202<span class="ff6">4 </span>roku, wówczas cykl ten wynosił <span class="ff6">8 dni.  </span></div><div class="t m0 x1 h16 yee4 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y6f1 ff8 fs4 fc2 sc0 ls0 ws0">Ocena zadłużenia<span class="ff5"> </span></div><div class="t m0 x1 hf y78e ff7 fs4 fc2 sc0 ls0 ws0">Ocenę stopnia zadłużenia Grupy dokonano w oparciu o następujące wskaźniki:<span class="ff6"> </span></div><div class="t m0 x1 h16 yee5 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Wskaźnik <span class="_ _0"></span>pokrycia <span class="_ _0"></span>aktywów:</span><span class="ff5"> <span class="_ _3"></span><span class="ff7">relacja <span class="_ _3"></span>sumy wartości <span class="_ _3"></span>kapitałów <span class="_ _0"></span>własnych <span class="_ _0"></span>do <span class="_ _0"></span>s<span class="_ _0"></span>umy <span class="_ _0"></span>aktywów <span class="_ _3"></span>ogółem. W<span class="_ _0"></span>skaźnik <span class="_ _0"></span>określa <span class="_ _0"></span>stopień <span class="_ _0"></span>pok<span class="_ _0"></span>rycia </span></span></span></div><div class="t m0 x60 hf y99d ff7 fs4 fc2 sc0 ls0 ws0">majątku Grupy posiadanymi przez nią kapitałami własnymi.<span class="ff6"> </span></div><div class="t m0 x60 hf yee6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y6e0 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Wskaźnik <span class="_ _20"> </span>ogólnego <span class="_ _42"> </span>zadłużenia:<span class="_ _0"></span></span><span class="ff5"> <span class="_ _42"> </span><span class="ff7">relacja <span class="_ _42"> </span>wielkości <span class="_ _42"> </span>zobowiązań <span class="_ _20"> </span>o<span class="_ _0"></span>gółem <span class="_ _42"> </span>do <span class="_ _20"> </span>warto<span class="_ _0"></span>ści <span class="_ _42"> </span>majątku <span class="_ _20"> </span>ogółem. <span class="_ _42"> </span>Wskaźnik <span class="_ _42"> </span>określa <span class="_ _0"></span><span class="ff6"> </span></span></span></span></div><div class="t m0 x60 hf yee7 ff7 fs4 fc2 sc0 ls0 ws0">w jakiej części majątek Grupy został sfinansowany jej długiem.<span class="ff6"> </span></div><div class="t m0 x17 hf ydde ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yee8 wbd haa"><div class="t m0 xa h14 y9b5 ff8 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI ZADŁ<span class="_ _1"></span>UŻENIA<span class="ff5"> </span></div></div><div class="c x141 yee8 wb6 haa"><div class="t m0 x2 h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0"> 31.12.2025 </div></div><div class="c x7e yee8 wb5 haa"><div class="t m0 x2 h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0"> 31.12.2024 </div></div><div class="c x13f yee8 wb7 haa"><div class="t m0 x3f h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x106 yee8 wb6 haa"><div class="t m0 x3f h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x142 yee8 wb5 haa"><div class="t m0 x3f h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x124 yee8 wb7 haa"><div class="t m0 x3d hac y9b2 ff13 fs9 fc2 sc0 ls0 ws0">Zmiana </div><div class="t m0 x3f hac y2f2 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 yee9 wbd h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _1"></span>a ogółem<span class="ff6"> </span></div></div><div class="c x141 yee9 wb6 h8c"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">71% </div></div><div class="c x7e yee9 wb5 h8c"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">65%<span class="ls0"> </span></div></div><div class="c x13f yee9 wb7 h8c"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">66%<span class="ls0"> </span></div></div><div class="c x106 yee9 wb6 h8c"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">58%<span class="ls0"> </span></div></div><div class="c x142 yee9 wb5 h8c"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">74%<span class="ls0"> </span></div></div><div class="c x124 yee9 wb7 h8c"><div class="t m0 xaa h13 y64a ffa fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c x1 yeea wbd h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnik pok<span class="_ _1"></span>rycia akty<span class="_ _1"></span>wów<span class="ff6"> </span></div></div><div class="c x141 yeea wb6 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">29% </div></div><div class="c x7e yeea wb5 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">35%<span class="ls0"> </span></div></div><div class="c x13f yeea wb7 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">34%<span class="ls0"> </span></div></div><div class="c x106 yeea wb6 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">42%<span class="ls0"> </span></div></div><div class="c x142 yeea wb5 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">27%<span class="ls0"> </span></div></div><div class="c x124 yeea wb7 h8d"><div class="t m0 x4c h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-7 </div></div><div class="c x1 y62a wbd h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnik pok<span class="_ _1"></span>rycia majątk<span class="_ _1"></span>u trwałego kap<span class="_ _1"></span>itałem własny<span class="_ _1"></span>m<span class="ff6"> </span></div></div><div class="c x141 y62a wb6 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">69% </div></div><div class="c x7e y62a wb5 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">77%<span class="ls0"> </span></div></div><div class="c x13f y62a wb7 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">74%<span class="ls0"> </span></div></div><div class="c x106 y62a wb6 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">262%<span class="ls0"> </span></div></div><div class="c x142 y62a wb5 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">174%<span class="ls0"> </span></div></div><div class="c x124 y62a wb7 h8d"><div class="t m0 x4c h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-9 </div></div><div class="c x1 ybfa wbd h5a"><div class="t m0 xa h1a y2e5 ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _1"></span>a ogółem sko<span class="_ _1"></span>rygowany o k<span class="_ _1"></span>redyt n<span class="_ _1"></span>a </div><div class="t m0 xa h1a y2e6 ff7 fs9 fc2 sc0 ls0 ws0">zapas obowiązkowy<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x141 ybfa wb6 h5a"><div class="t m0 x35 h1a y617 ff6 fs9 fc2 sc0 ls6 ws0">71%<span class="ls0"> </span></div></div><div class="c x7e ybfa wb5 h5a"><div class="t m0 x35 h1a y617 ff6 fs9 fc2 sc0 ls6 ws0">65%<span class="ls0"> </span></div></div><div class="c x13f ybfa wb7 h5a"><div class="t m0 x35 h1a y617 ff6 fs9 fc2 sc0 ls6 ws0">66%<span class="ls0"> </span></div></div><div class="c x106 ybfa wb6 h5a"><div class="t m0 x35 h1a y617 ff6 fs9 fc2 sc0 ls6 ws0">58%<span class="ls0"> </span></div></div><div class="c x142 ybfa wb5 h5a"><div class="t m0 x35 h1a y617 ff6 fs9 fc2 sc0 ls6 ws0">66%<span class="ls0"> </span></div></div><div class="c x124 ybfa wb7 h5a"><div class="t m0 xaa h1a y617 ff6 fs9 fc2 sc0 ls0 ws0">7 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y4ed ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yeeb ff7 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _4"></span>dzień <span class="_ _5"></span>31 <span class="_ _5"> </span>grudnia <span class="_ _5"></span>202<span class="ff6">5 <span class="_ _5"></span></span>roku <span class="_ _5"> </span>wskaźniki <span class="_ _5"></span>zadłużenia <span class="_ _4"></span>Gr<span class="_ _0"></span>upy <span class="_ _4"></span>Kapi<span class="_ _0"></span>tałowej <span class="_ _5"> </span>wskazują <span class="_ _5"> </span>na <span class="_ _5"></span>stabilną <span class="_ _4"></span>strukturę <span class="_ _5"></span>finansową.<span class="_ _0"></span><span class="ff6"> <span class="_ _5"> </span></span>Wskaźnik <span class="_ _5"> </span>zadłużenia </div><div class="t m0 x1 hf yeec ff7 fs4 fc2 sc0 ls0 ws0">ogółem <span class="_ _3"></span>wyniósł <span class="_ _4"></span><span class="ff6">71% <span class="_ _3"></span>na <span class="_ _3"></span>koniec <span class="_ _3"></span>2025 <span class="_ _3"></span>ro<span class="_ _0"></span>ku, <span class="_ _3"></span>co <span class="_ _4"></span>stanowi <span class="_ _3"></span>wzrost <span class="_ _3"></span><span class="ls11">o <span class="_ _3"></span></span>6 <span class="_ _3"></span><span class="ls10">pp</span>. <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _3"></span>porównaniu <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _3"></span>65% <span class="_ _4"></span>na <span class="_ _3"></span>koniec <span class="_ _3"></span>2024 <span class="_ _3"></span>roku. <span class="_ _3"></span>W<span class="_ _0"></span>zrost <span class="_ _3"></span>ten <span class="_ _3"></span>wskazuje <span class="_ _3"></span>na<span class="_ _0"></span> </span></div><div class="t m0 x1 hf yc8c ff6 fs4 fc2 sc0 ls0 ws0">nieznaczne pogorszenie struktury finansowania Grupy, z lekkim z<span class="ff7">większeniem udziału zadłużenia w ogólnych aktywach.</span> </div><div class="t m0 x1 hf yda0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y799 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik pokrycia aktywów <span class="_ _0"></span>o<span class="_ _0"></span>bniżył się <span class="ff6">do <span class="_ _0"></span>29% w <span class="_ _0"></span>2025 ro<span class="_ _0"></span>ku z poz<span class="_ _0"></span>iomu 35% w<span class="_ _0"></span> 2024 <span class="_ _0"></span>roku, co stanowi <span class="_ _0"></span>spadek <span class="ls11">o </span>6 <span class="_ _0"></span><span class="ls2b">pp</span>. Zmiana ta w<span class="_ _0"></span>skazuje na </span></div><div class="t m0 x1 hf yda2 ff6 fs4 fc2 sc0 ls0 ws0">pogorszenie w <span class="ff7">zakresie udziału kapitałów własnych w pokrywaniu aktywów Grupy.</span> </div><div class="t m0 x1 hf y82 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y937 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _0"></span>pokrycia <span class="_ _3"></span>majątku <span class="_ _3"></span>trwałego <span class="_ _0"></span>kapitałem <span class="_ _3"></span>własnym <span class="_ _3"></span>obniżył <span class="_ _3"></span>się <span class="_ _0"></span><span class="ff6 ls11">o <span class="_ _3"></span><span class="ls0">8 <span class="_ _3"></span><span class="ls2b">pp</span>.</span></span>, <span class="_ _0"></span>osiągając <span class="_ _3"></span>wartość<span class="ff6"> <span class="_ _3"></span>69% <span class="_ _0"></span>w <span class="_ _3"></span>2025 <span class="_ _3"></span>roku, <span class="_ _0"></span>w <span class="_ _3"></span>porównaniu <span class="_ _3"></span>z <span class="_ _3"></span>77% <span class="_ _3"></span>na </span></div><div class="t m0 x1 hf yc8 ff6 fs4 fc2 sc0 ls0 ws0">koniec 2024 roku. </div></div></div><div class="pi" ></div></div><div id="pf6d" class="pf w0 h0" ><div class="pc pc6d w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">109<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _5"></span>zadłużenia <span class="_ _5"></span>ogółem <span class="_ _5"> </span>skorygowany <span class="_ _14"> </span>o <span class="_ _5"></span>kredyt <span class="_ _4"></span>na <span class="_ _14"> </span>zapas <span class="_ _5"></span>obowiązkowy <span class="_ _5"> </span>pozostał <span class="_ _5"> </span>na <span class="_ _14"> </span>niezmienionym <span class="_ _4"></span>poziomie  <span class="ff6 ls7">71<span class="ls0">% <span class="_ _5"></span>w <span class="_ _5"> </span>2025 <span class="_ _5"></span>roku, <span class="_ _5"> </span>co </span></span></div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">oznacza, że <span class="_ _0"></span>korekta zapasu o<span class="_ _0"></span>bowiązkowego nie miał<span class="_ _0"></span>a wpływu <span class="_ _0"></span>na o<span class="_ _0"></span>gólną ocenę struktury z<span class="_ _0"></span>adłużenia. Wskaźnik ten <span class="_ _0"></span>potwierdza stabi<span class="_ _4"></span>lność w </div><div class="t m0 x1 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">zarządzaniu dźwignią finansową, mimo zmian w poziomie zapasów.<span class="ff6"> </span></div><div class="t m0 x1 hf yeed ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yeee ff5 fs5 fc5 sc0 ls12 ws0">6.6.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">ZARZĄDZANIE ZASOBA<span class="_ _1"></span>MI FINANSOWYMI GRUPY<span class="ff5"> UNIMOT     </span></span></span></div><div class="t m0 x1 hf yeef ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="ff7">zarządza zasobami finansowymi zarówno na poziomie poszczególnych spółek, jak i n<span class="_ _1"></span>a poziomie skonsolidowanym.<span class="_ _0"></span><span class="ff6">  </span></span></div><div class="t m0 x1 hf ya7d ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _15"> </span>podejmuje <span class="_ _27"> </span>działania <span class="_ _27"> </span>maj<span class="_ _0"></span>ące <span class="_ _15"> </span>na <span class="_ _27"> </span>celu <span class="_ _27"> </span>zapewnienie <span class="_ _27"> </span>stabil<span class="_ _0"></span>nego <span class="_ _15"> </span>i <span class="_ _27"> </span>efektywnego <span class="_ _27"> </span>finansowa<span class="_ _0"></span>nia <span class="_ _15"> </span>działalności. <span class="_ _27"> </span>Zarządzanie <span class="_ _27"> </span>zasobami<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yef0 ff7 fs4 fc2 sc0 ls0 ws0">finansowymi <span class="_ _4"></span>Grupy <span class="_ _3"></span>polega <span class="_ _4"></span>przede <span class="_ _4"></span>wszystkim <span class="_ _4"></span>na <span class="_ _4"></span>planowaniu <span class="_ _3"></span>i <span class="_ _4"></span>monitorowaniu <span class="_ _4"></span>przepływów <span class="_ _4"></span>pieniężnych <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>krótkim <span class="_ _3"></span>i <span class="_ _4"></span>długim <span class="_ _4"></span>horyzoncie <span class="_ _5"> </span><span class="ff6 ls1f">w </span></div><div class="t m0 x1 hf yef1 ff6 fs4 fc2 sc0 ls0 ws0">zak<span class="ff7">resie <span class="_ _3"></span>prowadzo<span class="_ _0"></span>nej <span class="_ _3"></span>działalnośc<span class="_ _0"></span>i <span class="_ _3"></span>o<span class="_ _0"></span>peracyjnej, <span class="_ _3"></span>inwestycyjnej <span class="_ _4"></span>i <span class="_ _3"></span>fi<span class="_ _0"></span>nansowej <span class="_ _4"></span>oraz <span class="_ _3"></span>na <span class="_ _4"></span>podejmowaniu <span class="_ _4"></span>działań <span class="_ _3"></span>mającyc<span class="_ _0"></span>h <span class="_ _3"></span>na<span class="_ _0"></span> <span class="_ _3"></span>c<span class="_ _0"></span>elu <span class="_ _3"></span>poz<span class="_ _0"></span>yskiw<span class="_ _3"></span></span>anie </div><div class="t m0 x1 hf yef2 ff7 fs4 fc2 sc0 ls0 ws0">środków na finansowanie działalności Grupy przy jednoczesnym mini<span class="_ _1"></span>malizowaniu kosztów tych działań.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y364 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _1"></span>celu <span class="_ _9"></span>realizacji <span class="_ _1"></span>procesu <span class="_ _9"></span>zarządzania <span class="_ _1"></span>płynnością <span class="_ _9"></span>Grupa korzysta <span class="_ _9"></span>z n<span class="_ _9"></span>arz<span class="_ _0"></span>ędzi <span class="_ _9"></span>w<span class="_ _0"></span>spierających <span class="_ _9"></span>efektywność <span class="_ _1"></span>tego <span class="_ _9"></span>procesu. Je<span class="_ _1"></span>dnym <span class="_ _9"></span>z nich <span class="_ _1"></span>są <span class="_ _1"></span>kredyty </div><div class="t m0 x1 hf y194 ff7 fs4 fc2 sc0 ls0 ws0">parasolowe <span class="_ _3"></span>obejmujące <span class="_ _4"></span>kilka <span class="_ _4"></span>spółek <span class="_ _4"></span>w <span class="_ _3"></span>Grupie, <span class="_ _4"></span>linie <span class="_ _3"></span>faktori<span class="_ _0"></span>ngowe, <span class="_ _4"></span>a <span class="_ _3"></span>także <span class="_ _4"></span>linie <span class="_ _4"></span>pożyczkowe <span class="_ _4"></span>pomięd<span class="_ _1"></span>zy <span class="_ _4"></span>spółkami <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>Grupie<span class="_ _0"></span><span class="ff6">. <span class="_ _4"></span>Pozwala <span class="_ _4"></span>to <span class="_ _4"></span>na </span></div><div class="t m0 x1 hf yef3 ff7 fs4 fc2 sc0 ls0 ws0">optymalizację  zarządzania  posiadanymi  środkami  pie<span class="_ _1"></span>niężnymi,  ograniczenie  kosztów  odsetkowych,  efektywne  fin<span class="_ _1"></span>ansowanie  bieżącyc<span class="_ _3"></span><span class="ff6 ls4a">h </span></div><div class="t m0 x1 hf yef4 ff7 fs4 fc2 sc0 ls0 ws0">potrzeb w zakresie finansowania kapitału obrotowego oraz wspieranie kr<span class="_ _1"></span>ótkoterminowej płynności finansowej w Grupi<span class="_ _0"></span>e Kapitałowej.<span class="ff6">  </span></div><div class="t m0 x1 hf ya85 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yef5 ff8 fs4 fcb sc0 ls0 ws0">CHARAKTERYSTYKA STRUKTURY AKTYWÓW I PASYWÓW Z PUNKTU WIDZENIA PŁYNNOŚCI<span class="ff5"> <span class="ff6">  </span></span></div><div class="t m0 x1 h16 yac3 ff8 fs4 fcb sc0 ls0 ws0">W zarządzaniu płynnością Grupa kieruje się następując<span class="_ _1"></span>ymi zasadami:<span class="ff6"> <span class="_ _0"></span> </span></div><div class="t m0 x47 hf yef6 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _4c"> </span><span class="ff7 fs4">zapewnienie <span class="_ _15"> </span>sta<span class="_ _0"></span>bilnego <span class="_ _15"> </span>i <span class="_ _27"> </span>zdywersyfikowanego <span class="_ _27"> </span>finansowania <span class="_ _27"> </span>od <span class="_ _27"> </span>instytucji <span class="_ _15"> </span>zewnętrznych <span class="_ _27"> </span>w <span class="_ _27"> </span>formie <span class="_ _27"> </span>kredytów <span class="_ _27"> </span>odnawialnych, </span></span></div><div class="t m0 x21 hf yef7 ff7 fs4 fc2 sc0 ls0 ws0">kredytów w rachunku bieżącym, kredytów inwestycyjn<span class="_ _1"></span>ych, leasingów,<span class="_ _0"></span><span class="ff6 ls9">  <span class="ls0"> </span></span></div><div class="t m0 x47 hf y16d ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _4c"> </span><span class="ff7 fs4">bieżące monitorowanie wskaźników zadłużenia i kowenantów bankowych<span class="ff6">  </span></span></span></div><div class="t m0 x47 hf y2fa ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _4c"> </span><span class="ff7 fs4">przeznaczanie <span class="_ _1"></span>nadwyżek <span class="_ _9"></span>finansowych n<span class="_ _1"></span>a <span class="_ _1"></span>spłatę <span class="_ _9"></span>zadłużenia <span class="_ _1"></span>odsetkowego <span class="_ _1"></span>bądź <span class="_ _9"></span>efektywne <span class="_ _1"></span>lokowanie <span class="_ _9"></span>ich w <span class="_ _9"></span>bezpieczne <span class="_ _9"></span>in<span class="_ _0"></span>strumenty,<span class="_ _0"></span><span class="ff6">  </span></span></span></div><div class="t m0 x47 hf yef8 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _4c"> </span><span class="ff7 fs4">pozyskiwanie limitów kredytowych u wiodących partnerów handlowych,<span class="_ _0"></span><span class="ff6">  </span></span></span></div><div class="t m0 x47 hf y7c6 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _4c"> </span><span class="ff7 fs4">ściągalność <span class="_ _f"> </span>należności <span class="_ _f"> </span>zgo<span class="_ _0"></span>dnie <span class="_ _f"> </span>z <span class="_ _3e"> </span>ich <span class="_ _f"> </span>terminami <span class="_ _f"> </span>płatności, <span class="_ _f"> </span>ewentualnie <span class="_ _f"> </span>wystawianie <span class="_ _f"> </span>not<span class="_ _0"></span> <span class="_ _f"> </span>o<span class="_ _0"></span>dsetkowych <span class="_ _f"> </span>w <span class="_ _f"> </span>przypadku </span></span></div><div class="t m0 x21 hf yef9 ff7 fs4 fc2 sc0 ls0 ws0">przeterminowań,<span class="ff6">  </span></div><div class="t m0 x47 hf y7e9 ff12 fs3 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _4c"> </span><span class="ff7 fs4">efektywne zarządzanie pozostałymi elementami kapitału obrotowego.<span class="ff6">  </span></span></span></div><div class="t m0 x1 hf yefa ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y645 wbe h90"><div class="t m0 xa h13 y613 ffa fs9 fc2 sc0 ls0 ws0">Wyszczególn<span class="_ _1"></span>ienie </div></div><div class="c x143 y645 wbf h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x122 y645 wb7 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x144 y645 wb7 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x145 y645 wbf h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x146 y645 wb7 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x1 yefb wbe h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Przepływy pieni<span class="_ _1"></span>ężne netto<span class="_ _1"></span> z działalnośc<span class="_ _1"></span>i operacyjne<span class="_ _1"></span>j<span class="ff6"> </span></div></div><div class="c x143 yefb wbf h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">288 903 </div></div><div class="c x122 yefb wb7 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">170 027 </div></div><div class="c x144 yefb wb7 h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-29 919 </div></div><div class="c x145 yefb wbf h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">502 260 </div></div><div class="c x146 yefb wb7 h8d"><div class="t m0 x5a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-139 954 </div></div><div class="c x1 y843 wbe h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Przepływy pieni<span class="_ _1"></span>ężne netto<span class="_ _1"></span> z działalnośc<span class="_ _1"></span>i inwest<span class="_ _1"></span>ycyjnej<span class="ff6"> </span></div></div><div class="c x143 y843 wbf h8d"><div class="t m0 x5a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-134 302 </div></div><div class="c x122 y843 wb7 h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-49 350 </div></div><div class="c x144 y843 wb7 h8d"><div class="t m0 x5a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-155 116 </div></div><div class="c x145 y843 wbf h8d"><div class="t m0 x5a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-105 675 </div></div><div class="c x146 y843 wb7 h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-18 992 </div></div><div class="c x1 y179 wbe h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Przepływy pieni<span class="_ _1"></span>ężne netto<span class="_ _1"></span> z działalnośc<span class="_ _1"></span>i finansowej<span class="ff6"> </span></div></div><div class="c x143 y179 wbf h90"><div class="t m0 x5a h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-356 108 </div></div><div class="c x122 y179 wb7 h90"><div class="t m0 x5a h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-206 023 </div></div><div class="c x144 y179 wb7 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">187 524 </div></div><div class="c x145 y179 wbf h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-38 251 </div></div><div class="c x146 y179 wb7 h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-36 113 </div></div><div class="c x1 ydb4 wbe h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Zmiana netto stanu <span class="_ _1"></span>środków pi<span class="_ _1"></span>eniężnych i i<span class="_ _1"></span>ch ekwiwalentó<span class="_ _1"></span>w<span class="ff5"> </span></div></div><div class="c x143 ydb4 wbf h90"><div class="t m0 x5a h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-200 938 </div></div><div class="c x122 ydb4 wb7 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-85 346 </div></div><div class="c x144 ydb4 wb7 h90"><div class="t m0 x9a h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">2 489 </div></div><div class="c x145 ydb4 wbf h90"><div class="t m0 x5c h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">358 334 </div></div><div class="c x146 ydb4 wb7 h90"><div class="t m0 x5a h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-195 059 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 yefc ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yefd ff8 fs4 fcb sc0 ls0 ws0">Środki pieniężne z działalności operacyjnej<span class="ff6">  </span></div><div class="t m0 x1 hf y748 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _1"></span>2025 <span class="_ _9"></span>roku przep<span class="_ _1"></span>ływy <span class="_ _1"></span>pieniężne <span class="_ _9"></span>netto z <span class="_ _9"></span>działalności <span class="_ _1"></span>operacyjnej <span class="_ _1"></span>wyniosły <span class="ff6">288 <span class="_ _9"></span>903 <span class="_ _1"></span><span class="ff7">tys. <span class="_ _9"></span>zł<span class="_ _0"></span>. <span class="_ _1"></span>Głównym <span class="_ _9"></span>czynnikiem <span class="_ _1"></span>wpływającym <span class="_ _1"></span>na <span class="_ _9"></span>ten p<span class="_ _1"></span>oziom </span></span></div><div class="t m0 x1 hf yefe ff7 fs4 fc2 sc0 ls0 ws0">był znaczący wzrost stan<span class="_ _1"></span>u zobowiązań z <span class="_ _1"></span>tytułu dostaw i u<span class="_ _1"></span>sług oraz pozostałych o<span class="ff6"> <span class="ls7">214</span> <span class="ls7">048 </span></span>tys. zł. Wzrost <span class="_ _1"></span>ten został częściowo zrówno<span class="_ _1"></span>ważony </div><div class="t m0 x1 hf yeff ff7 fs4 fc2 sc0 ls0 ws0">przez zmniejszenie stanu należności i pozostałych aktywów obrotowych o 165<span class="ff6"> </span>181 tys. zł, oraz zapasów o 45<span class="_ _0"></span><span class="ff6"> </span>205 tys. zł. <span class="ff6"> </span></div><div class="t m0 x1 hf yf00 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yad3 ff7 fs4 fc2 sc0 ls0 ws0">Na wysokość <span class="_ _0"></span>przepływów operacyjnych wpływ<span class="_ _0"></span> miały <span class="_ _0"></span>również wysokie koszty <span class="_ _0"></span>amortyzacji, <span class="_ _0"></span>które w <span class="_ _0"></span>analizowanym okresie osiągnęły <span class="_ _0"></span>1<span class="_ _3"></span><span class="ff6">54 254<span class="_ _0"></span> </span></div><div class="t m0 x1 hf ydf6 ff7 fs4 fc2 sc0 ls0 ws0">tys. zł. Zysk przed opodatkowaniem wyniósł <span class="ff6 ls7">18<span class="ls0"> </span>562 </span>tys. zł<span class="ff6"> </span>i był z<span class="_ _0"></span>nacząco niższy w porównaniu <span class="ff6">z <span class="ls7">202</span>4 rokiem kiedy wyni</span>ósł <span class="ff6 ls7">187<span class="ls0"> </span></span>214 tys. zł. <span class="ff6"> </span></div><div class="t m0 x1 hf ydc5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf01 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y42b ff5 fs4 fcb sc0 ls0 ws0"> <span class="ff8">Środki pieniężne z działalności<span class="_ _1"></span> inwestycyjnej  <span class="_ _0"></span><span class="ff5"> </span></span></div><div class="t m0 x1 hf y8db ff7 fs4 fc2 sc0 ls0 ws0">W 2025 <span class="_ _9"></span>roku przepływy p<span class="_ _1"></span>ieniężne <span class="_ _1"></span>netto z <span class="_ _9"></span>dział<span class="_ _0"></span>alności <span class="_ _1"></span>inwestycyjnej wyniosły <span class="ff6">-<span class="ls7">134</span> </span>302 <span class="_ _9"></span>tys.<span class="_ _0"></span> zł <span class="_ _1"></span>i <span class="_ _1"></span>były wyższe <span class="_ _1"></span>niż <span class="_ _1"></span>w <span class="_ _1"></span>roku <span class="_ _1"></span>2024, <span class="_ _1"></span>kiedy to wyniosły </div><div class="t m0 x1 hf ybc1 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">49</span> <span class="ff7">350  tys. <span class="_ _15"> </span>zł. <span class="_ _15"> </span>Zmiana  ta <span class="_ _15"> </span>jest <span class="_ _15"> </span>konsekwencją <span class="_ _18"> </span>wyż<span class="_ _0"></span>szych  w<span class="_ _0"></span>ydatków <span class="_ _18"> </span>na <span class="_ _15"> </span>aktywa <span class="_ _18"> </span>finansowe <span class="_ _15"> </span>(93<span class="_ _0"></span></span> <span class="ff7">027 <span class="_ _15"> </span>tys.  z<span class="_ _0"></span>ł) <span class="_ _18"> </span>c<span class="_ _0"></span>o <span class="_ _18"> </span>w<span class="_ _0"></span>ynikało  z <span class="_ _15"> </span>ko<span class="_ _0"></span>nieczności </span></div><div class="t m0 x1 hf yde3 ff7 fs4 fc2 sc0 ls0 ws0">utrzymywania <span class="_ _4"></span>wyższych <span class="_ _4"></span>wartości <span class="_ _4"></span>środków <span class="_ _4"></span>pieniężnych <span class="_ _4"></span>zabezpieczających <span class="_ _4"></span>transakcji. <span class="_ _4"></span>Dodatkowo <span class="_ _4"></span>odnotowano <span class="_ _4"></span>w<span class="_ _0"></span>pływy <span class="_ _4"></span>z <span class="_ _4"></span>tytułu <span class="_ _3"></span>sp<span class="_ _0"></span>rzeda<span class="_ _3"></span>ży </div><div class="t m0 x1 hf yf02 ff7 fs4 fc2 sc0 ls0 ws0">aktywów trwałych i niematerialnych w wysokości 2<span class="ff6"> </span>751 tys. zł oraz otrzymane odsetki w kwocie 5<span class="ff6"> </span>359 tys. zł. <span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf6e" class="pf w0 h0" ><div class="pc pc6e w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">110<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y313 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y398 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="ff8 fcb">Środki pieniężne z działalności<span class="_ _1"></span> finansowej<span class="_ _0"></span><span class="ff6 ls9">  <span class="fc2 ls0"> </span></span></span></div><div class="t m0 x1 hf y52f ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2025 <span class="_ _0"></span>roku Grupa <span class="_ _0"></span>UNIMOT <span class="_ _0"></span><span class="ff7">z<span class="_ _0"></span>nacząco <span class="_ _0"></span>zwiększyła <span class="_ _0"></span>skalę <span class="_ _0"></span>spłaty <span class="_ _0"></span>zadłużenia, <span class="_ _0"></span>zaciągając <span class="_ _0"></span>również <span class="_ _0"></span>więcej <span class="_ _0"></span>kredytów <span class="_ _0"></span>i poż<span class="_ _0"></span>yczek niż <span class="_ _0"></span>rok <span class="_ _0"></span>wc<span class="_ _0"></span>ześniej.</span> </div><div class="t m0 x1 hf y559 ff7 fs4 fc2 sc0 ls0 ws0">Przepływy pieniężne nett<span class="_ _1"></span>o z działalności finansowej wyniosły <span class="_ _0"></span><span class="ff6">-<span class="ls7">356</span> <span class="ls7">108 </span></span>tys. zł<span class="ff6">, podczas gdy w 2024 roku </span>wyniosły one <span class="ff6">-<span class="ls7">206</span> </span>023 tys. zł<span class="ff6 ls2d">. <span class="ls0"> </span></span></div><div class="t m0 x1 hf y159 ff7 fs4 fc2 sc0 ls0 ws0">W an<span class="_ _1"></span>alizowanym okres<span class="_ _1"></span>ie <span class="_ _1"></span>spółka <span class="_ _1"></span>zaciągnęła <span class="_ _1"></span>nowe kr<span class="_ _1"></span>edyty, pożyczki <span class="_ _9"></span>oraz inne <span class="_ _9"></span>in<span class="_ _0"></span>strumenty dłu<span class="_ _1"></span>żne <span class="_ _1"></span>w wysokości <span class="ff6 ls7">493<span class="ls0"> </span>014 <span class="_ _1"></span><span class="ff7 ls0">tys. <span class="_ _1"></span>zł, jednak <span class="_ _9"></span>wartość<span class="_ _0"></span> </span></span></div><div class="t m0 x1 hf y55a ff7 fs4 fc2 sc0 ls0 ws0">ich <span class="_ _14"> </span>spłat <span class="_ _14"> </span>była<span class="ff6">  </span>znacząco <span class="_ _14"> </span>wyższa <span class="_ _14"> </span>i <span class="_ _14"> </span>wyniosła <span class="_ _14"> </span>łącznie <span class="_ _14"> </span><span class="ff6">-<span class="ls7">644</span> <span class="ls7">041  </span></span>tys. <span class="_ _5"> </span>zł<span class="ff6 lsb">.  </span>Istotne <span class="_ _5"> </span>wartości  wpłaty<span class="_ _1"></span> <span class="_ _14"> </span>kredytów <span class="_ _14"> </span>i <span class="_ _14"> </span>zaciągnięcia <span class="_ _14"> </span>nowych <span class="_ _14"> </span>wynikały  z<span class="_ _1"></span> </div><div class="t m0 x1 hf y10a ff6 fs4 fc2 sc0 ls0 ws0">refinansowania <span class="ff7">z<span class="_ _0"></span>adłużenia związanego <span class="_ _0"></span>z <span class="_ _0"></span>nabyciem <span class="_ _0"></span>spółki L<span class="_ _0"></span>otos <span class="_ _0"></span>Terminale S.A. <span class="_ _3"></span>Podjęte <span class="_ _0"></span>decyzje w<span class="_ _0"></span>ynikał</span>y z<span class="_ _0"></span><span class="ls14">e <span class="_ _0"></span></span>zmiany <span class="_ _0"></span>struktury finans<span class="_ _0"></span>owania <span class="_ _0"></span>i </div><div class="t m0 x1 hf y55b ff7 fs4 fc2 sc0 ls0 ws0">miała na celu poprawę efektywności finansowania Gr<span class="_ _1"></span>upy<span class="ff6 lsb">. <span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x1 hf y55c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y55d ff7 fs4 fc2 sc0 ls0 ws0">Dodatkowo zrealizowano płatności z tytułu leasi<span class="_ _1"></span>ngu finansowego na poziomie <span class="_ _0"></span><span class="ff6">-6<span class="ls7">6 729</span> </span>tys. zł<span class="ff6 lsb">. <span class="ls0"> </span></span></div><div class="t m0 x1 hf y55e ff7 fs4 fc2 sc0 ls0 ws0">W analizowanym <span class="_ _0"></span>okresie obniżone zostały koszty <span class="_ _0"></span>finansowania,<span class="_ _0"></span> pozyska „odsetki oraz <span class="_ _0"></span>koszty transakcyjne zapłac<span class="_ _0"></span>one” wyniosła <span class="_ _0"></span><span class="ff6">-<span class="ls7">89</span> 714 <span class="_ _0"></span>tys. </span></div><div class="t m0 x1 hf y560 ff7 fs4 fc2 sc0 ls1f ws0">zł <span class="_ _1"></span><span class="ls0">podczas <span class="_ _1"></span>gdy <span class="_ _1"></span>rok <span class="_ _1"></span>wcześniej <span class="_ _9"></span>było<span class="_ _0"></span> <span class="_ _1"></span>to <span class="ff6">-<span class="ls7">96</span> </span>201 <span class="_ _9"></span>tys. zł. <span class="_ _1"></span>Spółka <span class="_ _1"></span>wypłaciła <span class="_ _1"></span>również <span class="_ _1"></span>dywiden<span class="_ _1"></span>dy <span class="_ _1"></span>na <span class="_ _1"></span>rzecz akcjonarius<span class="_ _1"></span>zy <span class="ff6">UNIMOT </span>w <span class="_ _9"></span>wysokości <span class="ff6">-<span class="ls7">49</span> <span class="ls7">187 </span></span></span></div><div class="t m0 x1 hf y561 ff7 fs4 fc2 sc0 ls0 ws0">tys. zł<span class="ff6 ls20">, <span class="ls0">wobec 32 </span></span>791 tys. zł w 2024 roku.<span class="ff6"> </span></div><div class="t m0 x1 hf y562 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hf y563 ff7 fs4 fc2 sc0 ls0 ws0">Dla  pełnego <span class="_ _15"> </span>obrazu <span class="_ _18"> </span>prze<span class="_ _0"></span>pływów <span class="_ _15"> </span>pieniężnych  w <span class="_ _15"> </span>Grupie  w<span class="_ _0"></span> <span class="_ _18"> </span>20<span class="_ _0"></span>2<span class="_ _0"></span><span class="ff6">5 <span class="_ _15"> </span></span>roku  nal<span class="_ _0"></span>eży  przeanalizo<span class="_ _0"></span>wać  ró<span class="_ _0"></span>wnież  zmianę <span class="_ _15"> </span>środków <span class="_ _18"> </span>pienię<span class="_ _0"></span>żnych <span class="_ _18"> </span>z </div><div class="t m0 x1 hf y564 ff7 fs4 fc2 sc0 ls0 ws0">uwzględnieniem <span class="_ _1"></span>kredytów <span class="_ _1"></span>w rachu<span class="_ _1"></span>nku b<span class="_ _1"></span>ieżącym. S<span class="_ _1"></span>aldo <span class="_ _1"></span>środków p<span class="_ _1"></span>ieniężnych <span class="_ _1"></span>oraz kr<span class="_ _1"></span>edytów w <span class="_ _1"></span>rachunku <span class="_ _9"></span>bieżącym w tym <span class="_ _9"></span>o<span class="_ _0"></span>kresie <span class="_ _9"></span>z<span class="_ _0"></span>mniej<span class="_ _0"></span>szyło </div><div class="t m0 x1 hf y565 ff7 fs4 fc2 sc0 lsc ws0">się <span class="ff6 ls0">do -<span class="ls7">75</span> <span class="ff7">231 tys. zł wobec nadwyżki 30 056 tys. zł<span class="_ _0"></span></span> na koniec 2024 roku.<span class="ls9">   </span> </span></div><div class="t m0 x1 hf y566 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5d0 ff7 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT analizuje<span class="_ _1"></span> wielkość posiadanych środków finansowych w kontekś<span class="_ _1"></span>cie oceny możliwości realizacji zamierzeń in<span class="_ _1"></span>westycyj<span class="_ _0"></span><span class="ff6">nych, w </span></div><div class="t m0 x1 hf y34c ff7 fs4 fc2 sc0 ls0 ws0">tym i<span class="_ _1"></span>nwestycji <span class="_ _1"></span>kapitałowych, <span class="_ _1"></span>porównując <span class="_ _1"></span>je <span class="_ _1"></span>do <span class="_ _9"></span>planowanych potrzeb<span class="_ _1"></span> <span class="_ _1"></span>inwestycyjnych. <span class="_ _1"></span>Jednocześnie <span class="_ _1"></span>uwzględnia <span class="_ _1"></span>możliwe <span class="_ _1"></span>zmiany <span class="_ _9"></span>w<span class="_ _0"></span> <span class="ff6">strukturze </span></div><div class="t m0 x1 hf y5d1 ff7 fs4 fc2 sc0 ls0 ws0">finansowania <span class="_ _3"></span>działalności, <span class="_ _3"></span>które <span class="_ _4"></span>mogą <span class="_ _3"></span>wpływać <span class="_ _4"></span>na <span class="_ _3"></span>zdolność <span class="_ _3"></span>do <span class="_ _3"></span>realizacji <span class="_ _3"></span>przyjętych <span class="_ _3"></span>zał<span class="_ _0"></span>ożeń <span class="_ _3"></span>inwestycyjnych. <span class="_ _3"></span>Po<span class="_ _0"></span> <span class="_ _3"></span>przeprowadzonej<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span>analizie </span></div><div class="t m0 x1 hf y5d2 ff7 fs4 fc2 sc0 ls0 ws0">Spółka ocenia, że posiada potencjał do realizacji zamierzeń inwes<span class="_ _1"></span>tycyjnych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5d3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y116 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yf03 ff5 fs5 fc5 sc0 ls12 ws0">6.7.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">ZOBOWIĄZANIA Z TYTUŁ<span class="_ _1"></span>U KREDYTÓW POŻYCZEK I LEASINGU ORAZ KREDYTÓW W </span></span></div><div class="t m0 x49 hd y442 ff8 fs5 fc5 sc0 ls0 ws0">RACHUNKU BIEŻĄCYM<span class="ff5"> </span></div><div class="t m0 x1 h16 yf04 ff8 fs4 fcb sc0 ls0 ws0">Zawarte umowy dotyczące kredytów i pożyczek w 2025 roku<span class="ff5"> </span></div></div><div class="c x1 y9ed wc0 heb"><div class="t m0 xaa h16 yf05 ff5 fs4 fc2 sc0 ls0 ws0">Rodzaj </div><div class="t m0 x5e h16 yf06 ff8 fs4 fc2 sc0 ls0 ws0">zobowiązania<span class="ff5"> </span></div></div><div class="c x22 y9ed wab heb"><div class="t m0 x4c h16 y7d8 ff5 fs4 fc2 sc0 ls4b ws0">Cel<span class="ls0"> </span></div></div><div class="c xf6 y9ed wc1 heb"><div class="t m0 x147 h16 yf05 ff5 fs4 fc2 sc0 ls0 ws0">Kwota </div><div class="t m0 xa h16 yf06 ff8 fs4 fc2 sc0 ls0 ws0">kredytu/pożyczki<span class="ff5"> </span></div></div><div class="c x125 y9ed wb0 heb"><div class="t m0 x9f h16 y7d8 ff5 fs4 fc2 sc0 ls0 ws0">Waluta </div></div><div class="c x111 y9ed wc2 heb"><div class="t m0 xa h16 y7d8 ff5 fs4 fc2 sc0 ls0 ws0">Oprocentowanie </div></div><div class="c x148 y9ed wba heb"><div class="t m0 x35 h16 yf05 ff5 fs4 fc2 sc0 ls0 ws0">Data </div><div class="t m0 x101 h16 yf06 ff5 fs4 fc2 sc0 ls0 ws0">udzielenia </div></div><div class="c x149 y9ed w7e heb"><div class="t m0 xff h16 y7d8 ff8 fs4 fc2 sc0 ls0 ws0">Termin spłaty<span class="ff5"> </span></div></div><div class="c x14a y9ed wc3 heb"><div class="t m0 x25 h16 yf07 ff8 fs4 fc2 sc0 ls0 ws0">Wartość </div><div class="t m0 x1d h16 y7d8 ff5 fs4 fc2 sc0 ls0 ws0">bilansowa na </div><div class="t m0 x1d h16 yf08 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2025 r.<span class="ls0"> </span></div></div><div class="c x1 yf09 wc0 hec"><div class="t m0 x1d hf yf0a ff6 fs4 fc2 sc0 ls0 ws0">Limit kredytowy </div><div class="t m0 xff hf y2d3 ff6 fs4 fc2 sc0 ls0 ws0">wieloproduktowy </div></div><div class="c x22 yf09 wab hec"><div class="t m0 xff hf yf0b ff6 fs4 fc2 sc0 ls0 ws0">finansowanie </div><div class="t m0 x3d hf yf0c ff7 fs4 fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 x2 hf yf0d ff7 fs4 fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c xf6 yf09 wc1 hec"><div class="t m0 x4c hf yf0c ff6 fs4 fc2 sc0 ls7 ws0">30 000<span class="ls0"> </span></div></div><div class="c x125 yf09 wb0 hec"><div class="t m0 xaf hf yf0c ff6 fs4 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x111 yf09 wc2 hec"><div class="t m0 x129 hf yf0a ff6 fs4 fc2 sc0 ls0 ws0">WIBOR 1M  +   </div><div class="t m0 x4c hf y2d3 ff7 fs4 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x148 yf09 wba hec"><div class="t m0 x3f hf yf0c ff6 fs4 fc2 sc0 ls0 ws0">28.07.2025 </div></div><div class="c x149 yf09 w7e hec"><div class="t m0 x56 hf yf0c ff6 fs4 fc2 sc0 ls0 ws0">22.09.2028 </div></div><div class="c x14a yf09 wc3 hec"><div class="t m0 x5f h16 yf0c ff5 fs4 fc2 sc0 ls7 ws0">22 215<span class="ff6 ls0"> </span></div></div><div class="c x1 ya99 wc0 hec"><div class="t m0 x1d hf yf0a ff6 fs4 fc2 sc0 ls0 ws0">Limit kredytowy </div><div class="t m0 xff hf y2d3 ff6 fs4 fc2 sc0 ls0 ws0">wieloproduktowy </div></div><div class="c x22 ya99 wab hec"><div class="t m0 xff hf yf0e ff6 fs4 fc2 sc0 ls0 ws0">finansowanie </div><div class="t m0 x3d hf yf0c ff7 fs4 fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 x2 hf yf0d ff7 fs4 fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c xf6 ya99 wc1 hec"><div class="t m0 x4c hf yf0c ff6 fs4 fc2 sc0 ls7 ws0">30 000<span class="ls0"> </span></div></div><div class="c x125 ya99 wb0 hec"><div class="t m0 xaf hf yf0c ff6 fs4 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x111 ya99 wc2 hec"><div class="t m0 x129 hf yf0a ff6 fs4 fc2 sc0 ls0 ws0">WIBOR 1M  +   </div><div class="t m0 x4c hf y2d3 ff7 fs4 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x148 ya99 wba hec"><div class="t m0 x3f hf yf0c ff6 fs4 fc2 sc0 ls0 ws0">15.03.2025 </div></div><div class="c x149 ya99 w7e hec"><div class="t m0 x56 hf yf0c ff6 fs4 fc2 sc0 ls0 ws0">31.07.2027 </div></div><div class="c x14a ya99 wc3 hec"><div class="t m0 x5f h16 yf0c ff5 fs4 fc2 sc0 ls7 ws0">15 814<span class="ls0"> </span></div></div><div class="c x1 y3d4 wc0 hed"><div class="t m0 xaa hf yede ff6 fs4 fc2 sc0 ls0 ws0">Kredyt </div><div class="t m0 x9f hf yf0f ff6 fs4 fc2 sc0 ls0 ws0">parasolowy </div></div><div class="c x22 y3d4 wab hed"><div class="t m0 xff hf ycb9 ff6 fs4 fc2 sc0 ls0 ws0">finansowanie </div><div class="t m0 x3d hf ycba ff7 fs4 fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 x2 hf yc52 ff7 fs4 fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c xf6 y3d4 wc1 hed"><div class="t m0 x4c hf yede ff6 fs4 fc2 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div><div class="t m0 x36 hf yf0f ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x125 y3d4 wb0 hed"><div class="t m0 xaf hf ycba ff6 fs4 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x111 y3d4 wc2 hed"><div class="t m0 x1c hf yede ff6 fs4 fc2 sc0 ls0 ws0">WIBOR 1M + </div><div class="t m0 x4c hf yf0f ff7 fs4 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x148 y3d4 wba hed"><div class="t m0 x3f hf ycba ff6 fs4 fc2 sc0 ls0 ws0">03.04.2025 </div></div><div class="c x149 y3d4 w7e hed"><div class="t m0 x56 hf ycba ff6 fs4 fc2 sc0 ls0 ws0">15.07.2026 </div></div><div class="c x14a y3d4 wc3 hed"><div class="t m0 x33 h16 ycba ff5 fs4 fc2 sc0 ls0 ws0">-<span class="ff6"> </span></div></div><div class="c x1 y14e wc0 he4"><div class="t m0 x93 hf y6c5 ff6 fs4 fc2 sc0 ls0 ws0">Umowa o kredyt </div><div class="t m0 x7b hf yf10 ff6 fs4 fc2 sc0 ls0 ws0">w rachunku </div><div class="t m0 x58 hf yc0d ff7 fs4 fc2 sc0 ls0 ws0">bieżącym.<span class="ff6"> </span></div></div><div class="c x22 y14e wab he4"><div class="t m0 xff hf y6c5 ff6 fs4 fc2 sc0 ls0 ws0">finansowanie </div><div class="t m0 x3d hf yf10 ff7 fs4 fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 x2 hf yc0d ff7 fs4 fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c xf6 y14e wc1 he4"><div class="t m0 x4c hf y346 ff6 fs4 fc2 sc0 ls7 ws0">50<span class="ls0"> </span>000<span class="ls0"> </span></div><div class="t m0 x36 hf yf11 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x125 y14e wb0 he4"><div class="t m0 xa hf yf10 ff6 fs4 fc2 sc0 ls0 ws0">PLN/EUR/USD </div></div><div class="c x111 y14e wc2 he4"><div class="t m0 x5a hf y346 ff6 fs4 fc2 sc0 ls0 ws0">WIBOR ON + </div><div class="t m0 x4c hf yf11 ff7 fs4 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x148 y14e wba he4"><div class="t m0 x3f hf yf10 ff6 fs4 fc2 sc0 ls0 ws0">19.02.2025 </div></div><div class="c x149 y14e w7e he4"><div class="t m0 x56 hf yf10 ff6 fs4 fc2 sc0 ls0 ws0">29.07.2026 </div></div><div class="c x14a y14e wc3 he4"><div class="t m0 x33 h16 yf10 ff5 fs4 fc2 sc0 ls0 ws0">-<span class="ff6"> </span></div></div><div class="c x1 yf12 wc0 hee"><div class="t m0 x1d hf yf13 ff6 fs4 fc2 sc0 ls0 ws0">Limit kredytowy </div><div class="t m0 x3d hf yf14 ff6 fs4 fc2 sc0 ls0 ws0">wielocelowy </div></div><div class="c x22 yf12 wab hee"><div class="t m0 xff hf yf15 ff6 fs4 fc2 sc0 ls0 ws0">finansowanie </div><div class="t m0 x3d hf y1e4 ff7 fs4 fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 x2 hf yf16 ff7 fs4 fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c xf6 yf12 wc1 hee"><div class="t m0 xa4 hf y1e4 ff6 fs4 fc2 sc0 ls7 ws0">150 000<span class="ls0"> </span></div></div><div class="c x125 yf12 wb0 hee"><div class="t m0 xaf hf y1e4 ff6 fs4 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x111 yf12 wc2 hee"><div class="t m0 x1c hf yf13 ff6 fs4 fc2 sc0 ls0 ws0">WIBOR 1M + </div><div class="t m0 x4c hf yf14 ff7 fs4 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x148 yf12 wba hee"><div class="t m0 x3f hf y1e4 ff6 fs4 fc2 sc0 ls0 ws0">04.04.2025 </div></div><div class="c x149 yf12 w7e hee"><div class="t m0 x56 hf y1e4 ff6 fs4 fc2 sc0 ls0 ws0">31.12.2027 </div></div><div class="c x14a yf12 wc3 hee"><div class="t m0 x5d h16 y1e4 ff5 fs4 fc2 sc0 ls7 ws0">148 533<span class="ff6 ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf6f" class="pf w0 h0" ><div class="pc pc6f w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">111<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 yf17 ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yf18 ff8 fs4 fcb sc0 ls0 ws0">Zobowiązania z tytułu kredytów, pożyczek, leasingu,<span class="_ _1"></span> innych instrumentów dłużnych oraz kredytów w rachunkach bieżących<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x1 y857 wc4 h29"><div class="t m0 xa hf y156 ff6 fs4 fcb sc0 ls0 ws0"> <span class="ffa fc2">Wyszczególnienie<span class="ff6"> </span></span> </div></div><div class="c xd3 y857 wc5 h29"><div class="t m0 x101 h16 y156 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2025<span class="ls0"> </span></div></div><div class="c x136 y857 w62 h29"><div class="t m0 x101 h16 y156 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x73 y857 wc5 h29"><div class="t m0 x101 h16 y156 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x14b y857 w43 h29"><div class="t m0 x101 h16 y156 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x14c y857 wc6 h29"><div class="t m0 x25 h16 y157 ff5 fs4 fc2 sc0 ls0 ws0">zmiana </div><div class="t m0 x101 h16 y158 ff5 fs4 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y858 wc4 h8c"><div class="t m0 xa hf y35 ff9 fs4 fc2 sc0 ls0 ws0">w tysiącach PLN<span class="ff6"> <span class="ffa"> </span></span></div></div><div class="c xd3 y858 wc5 h8c"><div class="t m0 x91 hf y35 ff7 fs4 fc2 sc0 ls0 ws0"> <span class="ff6"> </span></div></div><div class="c x136 y858 w62 h8c"><div class="t m0 x91 hf y35 ff7 fs4 fc2 sc0 ls0 ws0"> <span class="ff6"> </span></div></div><div class="c x73 y858 wc5 h8c"><div class="t m0 x91 hf y35 ff7 fs4 fc2 sc0 ls0 ws0"> <span class="ff6"> </span></div></div><div class="c x14b y858 w43 h8c"><div class="t m0 x91 hf y35 ff7 fs4 fc2 sc0 ls0 ws0"> <span class="ff6"> </span></div></div><div class="c x14c y858 wc6 h8c"><div class="t m0 x91 hf y35 ff7 fs4 fc2 sc0 ls0 ws0"> <span class="ff6"> </span></div></div><div class="c x1 yf19 wc4 h8c"><div class="t m0 xa hf y35 ff6 fs4 fc2 sc0 ls0 ws0">Kredyty bankowe  </div></div><div class="c xd3 yf19 wc5 h8c"><div class="t m0 x7b hf y35 ff6 fs4 fc2 sc0 ls7 ws0">124 754<span class="ls0"> </span></div></div><div class="c x136 yf19 w62 h8c"><div class="t m0 x7b hf y35 ff6 fs4 fc2 sc0 ls7 ws0">213 735<span class="ls0"> </span></div></div><div class="c x73 yf19 wc5 h8c"><div class="t m0 x7b hf y35 ff6 fs4 fc2 sc0 ls7 ws0">225 645<span class="ls0"> </span></div></div><div class="c x14b yf19 w43 h8c"><div class="t m0 x11 hf y35 ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x14c yf19 wc6 h8c"><div class="t m0 xa3 hf y35 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">42%</span> </div></div><div class="c x1 yf1a wc4 h8d"><div class="t m0 xa hf y35 ff7 fs4 fc2 sc0 ls0 ws0">Pożyczki<span class="ff6">  </span></div></div><div class="c xd3 yf1a wc5 h8d"><div class="t m0 x5d hf y35 ff6 fs4 fc2 sc0 ls7 ws0">16 901<span class="ls0"> </span></div></div><div class="c x136 yf1a w62 h8d"><div class="t m0 x11 hf y35 ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x73 yf1a wc5 h8d"><div class="t m0 x5d hf y35 ff6 fs4 fc2 sc0 ls7 ws0">30 434<span class="ls0"> </span></div></div><div class="c x14b yf1a w43 h8d"><div class="t m0 xaf hf y35 ff6 fs4 fc2 sc0 ls7 ws0">348<span class="ls0"> </span></div></div><div class="c x14c yf1a wc6 h8d"><div class="t m0 x65 hf y35 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y39c wc4 hef"><div class="t m0 xa hf y2 ff7 fs4 fc2 sc0 ls0 ws0">Zobowiązania finansowe z tytułu leasingu zwrotneg<span class="_ _1"></span>o<span class="ff6"> <span class="_ _0"></span> </span></div></div><div class="c xd3 y39c wc5 hef"><div class="t m0 x7b hf y2 ff6 fs4 fc2 sc0 ls7 ws0">109 060<span class="ls0"> </span></div></div><div class="c x136 y39c w62 hef"><div class="t m0 x7b hf y2 ff6 fs4 fc2 sc0 ls7 ws0">122 775<span class="ls0"> </span></div></div><div class="c x73 y39c wc5 hef"><div class="t m0 x7b hf y2 ff6 fs4 fc2 sc0 ls7 ws0">129 296<span class="ls0"> </span></div></div><div class="c x14b y39c w43 hef"><div class="t m0 x11 hf y2 ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x14c y39c wc6 hef"><div class="t m0 xa3 hf y2 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">11%</span> </div></div><div class="c x1 yf1b wc4 h8d"><div class="t m0 xa hf ya5c ff7 fs4 fc2 sc0 ls0 ws0">Zobowiązania z tytułu leasingu<span class="ff6">  </span></div></div><div class="c xd3 yf1b wc5 h8d"><div class="t m0 x7b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">403 739<span class="ls0"> </span></div></div><div class="c x136 yf1b w62 h8d"><div class="t m0 x7b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">339 564<span class="ls0"> </span></div></div><div class="c x73 yf1b wc5 h8d"><div class="t m0 x7b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">236 589<span class="ls0"> </span></div></div><div class="c x14b yf1b w43 h8d"><div class="t m0 x7b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">107 284<span class="ls0"> </span></div></div><div class="c x14c yf1b wc6 h8d"><div class="t m0 xa4 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">19%<span class="ls0"> </span></div></div><div class="c x1 y46a wc4 h8d"><div class="t m0 xa hf ya5c ff7 fs4 fc2 sc0 ls0 ws0">Zobowiązania z tytułu faktoringu odwrotnego<span class="ff6">  </span></div></div><div class="c xd3 y46a wc5 h8d"><div class="t m0 x5d hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">54 268<span class="ls0"> </span></div></div><div class="c x136 y46a w62 h8d"><div class="t m0 x7b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">113 291<span class="ls0"> </span></div></div><div class="c x73 y46a wc5 h8d"><div class="t m0 x5d hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">97 250<span class="ls0"> </span></div></div><div class="c x14b y46a w43 h8d"><div class="t m0 x11 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x14c y46a wc6 h8d"><div class="t m0 xa3 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">52%</span> </div></div><div class="c x1 yf1c wc4 h8c"><div class="t m0 xa hf y35 ff7 fs4 fc2 sc0 ls0 ws0">Kredyty w rachunku bieżącym<span class="ff6">  </span></div></div><div class="c xd3 yf1c wc5 h8c"><div class="t m0 x7b hf y35 ff6 fs4 fc2 sc0 ls7 ws0">494 483<span class="ls0"> </span></div></div><div class="c x136 yf1c w62 h8c"><div class="t m0 x7b hf y35 ff6 fs4 fc2 sc0 ls7 ws0">371 915<span class="ls0"> </span></div></div><div class="c x73 yf1c wc5 h8c"><div class="t m0 x7b hf y35 ff6 fs4 fc2 sc0 ls7 ws0">298 513<span class="ls0"> </span></div></div><div class="c x14b yf1c w43 h8c"><div class="t m0 x7b hf y35 ff6 fs4 fc2 sc0 ls7 ws0">206 754<span class="ls0"> </span></div></div><div class="c x14c yf1c wc6 h8c"><div class="t m0 xa4 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">33%<span class="ls0"> </span></div></div><div class="c x1 y6f3 wc4 h8c"><div class="t m0 xa h16 y35 ff5 fs4 fc2 sc0 ls0 ws0">Razem<span class="ff6"> </span> </div></div><div class="c xd3 y6f3 wc5 h8c"><div class="t m0 x1c h16 y35 ff5 fs4 fc2 sc0 ls7 ws0">1 203 205<span class="ls0"> </span></div></div><div class="c x136 y6f3 w62 h8c"><div class="t m0 x1c h16 y35 ff5 fs4 fc2 sc0 ls7 ws0">1 161 280<span class="ls0"> </span></div></div><div class="c x73 y6f3 wc5 h8c"><div class="t m0 x1c h16 y35 ff5 fs4 fc2 sc0 ls7 ws0">1 017 727<span class="ls0"> </span></div></div><div class="c x14b y6f3 w43 h8c"><div class="t m0 x7b h16 y35 ff5 fs4 fc2 sc0 ls7 ws0">314 386<span class="ls0"> </span></div></div><div class="c x14c y6f3 wc6 h8c"><div class="t m0 x147 h16 y35 ff5 fs4 fc2 sc0 ls7 ws0">4%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 yf1d ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf1e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf1f ff7 fs4 fc2 sc0 ls0 ws0">Grupa Kapitałow<span class="_ _0"></span>a <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span>31 <span class="_ _3"></span>grudni<span class="_ _1"></span>a <span class="_ _0"></span>202<span class="ff6">5 <span class="_ _3"></span></span>roku <span class="_ _0"></span>wykazała <span class="_ _0"></span>zobowiązania <span class="_ _0"></span>z <span class="_ _3"></span>tytułu kredytów, <span class="_ _3"></span>pożycze<span class="_ _1"></span>k <span class="_ _0"></span>oraz <span class="_ _3"></span>leasing<span class="_ _1"></span>u <span class="_ _0"></span>w <span class="_ _0"></span>wysoko<span class="_ _0"></span>ści <span class="_ _0"></span>1<span class="_ _0"></span><span class="ff6"> 203 <span class="_ _0"></span>205 </span></div><div class="t m0 x1 hf yf20 ff7 fs4 fc2 sc0 ls0 ws0">tys. <span class="_ _3"></span>zł<span class="ff6">, <span class="_ _4"></span>co <span class="_ _3"></span>stanowi <span class="_ _3"></span>wzrost <span class="_ _4"></span>o <span class="_ _3"></span>4% <span class="_ _3"></span>w <span class="_ _3"></span>porównaniu <span class="_ _4"></span>z <span class="_ _3"></span></span>końc<span class="ff6 ls14">em<span class="_ _0"></span><span class="ls0"> <span class="_ _3"></span><span class="ls7">202</span>4 <span class="_ _4"></span></span></span>roku. <span class="_ _3"></span>Wzrost <span class="_ _3"></span>zobowiązań <span class="_ _4"></span>jest <span class="_ _3"></span>wynikiem <span class="_ _3"></span>rozwoju <span class="_ _3"></span>Grupy <span class="_ _3"></span>oraz <span class="_ _4"></span>dostosowania </div><div class="t m0 x1 hf yf21 ff7 fs4 fc2 sc0 ls0 ws0">poziomu zadłużenia do aktualnych przychodów.<span class="ff6"> </span></div><div class="t m0 x1 hf yf22 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 ye89 wc7 hf0"><div class="t m0 xa h1c yf23 ff9 fsa fc2 sc0 ls0 ws0">w tysiącach złotych<span class="_ _0"></span><span class="ffa"> </span></div></div><div class="c x14d ye89 wc8 hf0"><div class="t m0 x101 hf1 yf24 ff5 fsa fc2 sc0 ls0 ws0">Stan na </div><div class="t m0 xa hf1 yf25 ff5 fsa fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x14e ye89 wc9 hf0"><div class="t m0 x1d hf1 yf26 ff5 fsa fc2 sc0 ls0 ws0">Zmiany w </div><div class="t m0 x93 hf1 yf24 ff5 fsa fc2 sc0 ls0 ws0">strukturze </div><div class="t m0 x5a hf1 yf25 ff5 fsa fc2 sc0 ls0 ws0">Grupy </div><div class="t m0 xa hf1 y19e ff8 fsa fc2 sc0 ls0 ws0">Kapitałowej<span class="ff5"> </span></div></div><div class="c x8f ye89 wca hf0"><div class="t m0 xa hf1 yf24 ff8 fsa fc2 sc0 ls0 ws0">Zaciągnięcie </div><div class="t m0 x93 hf1 yf25 ff8 fsa fc2 sc0 ls0 ws0">zadłużenia<span class="ff5"> </span></div></div><div class="c x14f ye89 wcb hf0"><div class="t m0 x3f hf1 yf24 ff8 fsa fc2 sc0 ls0 ws0">Spłaty </div><div class="t m0 x4a hf1 yf25 ff8 fsa fc2 sc0 ls0 ws0">kapitału<span class="ff5"> </span></div></div><div class="c x150 ye89 wcc hf0"><div class="t m0 xff hf1 yd0b ff5 fsa fc2 sc0 ls0 ws0">Odsetki i </div><div class="t m0 xff hf1 yf23 ff5 fsa fc2 sc0 ls0 ws0">prowizje </div><div class="t m0 xa hf1 y278 ff5 fsa fc2 sc0 ls0 ws0">naliczone </div></div><div class="c xd6 ye89 wcd hf0"><div class="t m0 x4a hf1 yd0b ff5 fsa fc2 sc0 ls0 ws0">Odsetki i </div><div class="t m0 x93 hf1 yf23 ff5 fsa fc2 sc0 ls0 ws0">prowizje </div><div class="t m0 xa hf1 y278 ff8 fsa fc2 sc0 ls0 ws0">zapłacone<span class="ff5"> </span></div></div><div class="c x151 ye89 wce hf0"><div class="t m0 xa hf1 yd0b ff5 fsa fc2 sc0 ls0 ws0">Zrealizowane </div><div class="t m0 x5a hf1 yf23 ff8 fsa fc2 sc0 ls0 ws0">różnice </div><div class="t m0 x129 hf1 y278 ff5 fsa fc2 sc0 ls0 ws0">kursowe </div></div><div class="c x118 ye89 w79 hf0"><div class="t m0 xa hf1 yf24 ff5 fsa fc2 sc0 ls0 ws0">Niezrealizowane </div><div class="t m0 xa hf1 yf25 ff8 fsa fc2 sc0 ls0 ws0">różnice kursowe<span class="ff5"> </span></div></div><div class="c x152 ye89 wcf hf0"><div class="t m0 x101 hf1 yf26 ff8 fsa fc2 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x5c hf1 yf24 ff5 fsa fc2 sc0 ls0 ws0">zmiany </div><div class="t m0 xa hf1 yf25 ff8 fsa fc2 sc0 ls0 ws0">niepieniężne, </div><div class="t m0 xff hf1 y19e ff5 fsa fc2 sc0 ls0 ws0">kompensaty </div></div><div class="c x153 ye89 wc8 hf0"><div class="t m0 x101 hf1 yf24 ff5 fsa fc2 sc0 ls0 ws0">Stan na </div><div class="t m0 xa hf1 yf25 ff5 fsa fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x1 y524 wc7 h8d"><div class="t m0 xa h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">Kredyty bankowe<span class="_ _0"></span> </div></div><div class="c x14d y524 wc8 h8d"><div class="t m0 x3f hf1 y6c9 ff5 fsa fc2 sc0 ls0 ws0">213 735 </div></div><div class="c x14e y524 wc9 h8d"><div class="t m0 x9f h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">176 </div></div><div class="c x8f y524 wca h8d"><div class="t m0 x56 h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">132 071 </div></div><div class="c x14f y524 wcb h8d"><div class="t m0 xff h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">-226 802 </div></div><div class="c x150 y524 wcc h8d"><div class="t m0 x2 h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">13 538 </div></div><div class="c xd6 y524 wcd h8d"><div class="t m0 x101 h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">-7 964 </div></div><div class="c x151 y524 wce h8d"><div class="t m0 xa4 h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x118 y524 w79 h8d"><div class="t m0 xc h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x152 y524 wcf h8d"><div class="t m0 xaf h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x153 y524 wc8 h8d"><div class="t m0 x3f hf1 y6c9 ff5 fsa fc2 sc0 ls0 ws0">124 754 </div></div><div class="c x1 yf27 wc7 h8d"><div class="t m0 xa h95 y6c9 ff7 fsa fc2 sc0 ls0 ws0">Pożyczki <span class="ff6"> </span></div></div><div class="c x14d yf27 wc8 h8d"><div class="t m0 x58 hf1 y6c9 ff5 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x14e yf27 wc9 h8d"><div class="t m0 x5c h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">1 000 </div></div><div class="c x8f yf27 wca h8d"><div class="t m0 x1c h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">23 833 </div></div><div class="c x14f yf27 wcb h8d"><div class="t m0 x3f h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">-8 363 </div></div><div class="c x150 yf27 wcc h8d"><div class="t m0 x56 h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">1 479 </div></div><div class="c xd6 yf27 wcd h8d"><div class="t m0 x101 h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">-1 076 </div></div><div class="c x151 yf27 wce h8d"><div class="t m0 x35 h95 y6c9 ff6 fsa fc2 sc0 ls4c ws0">28<span class="ls0"> </span></div></div><div class="c x118 yf27 w79 h8d"><div class="t m0 xc h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x152 yf27 wcf h8d"><div class="t m0 xaf h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x153 yf27 wc8 h8d"><div class="t m0 x56 hf1 y6c9 ff5 fsa fc2 sc0 ls0 ws0">16 901 </div></div><div class="c x1 y9f4 wc7 hf2"><div class="t m0 xa h95 ye42 ff7 fsa fc2 sc0 ls0 ws0">Zobowiązania fin<span class="_ _0"></span>ansowe z </div><div class="t m0 xa h95 y23 ff7 fsa fc2 sc0 ls0 ws0">tytułu leasingu zwrotnego<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x14d y9f4 wc8 hf2"><div class="t m0 x3f hf1 y649 ff5 fsa fc2 sc0 ls0 ws0">122 775 </div></div><div class="c x14e y9f4 wc9 hf2"><div class="t m0 x35 hf1 y649 ff5 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x8f y9f4 wca hf2"><div class="t m0 xa3 h95 y649 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x14f y9f4 wcb hf2"><div class="t m0 x1d h95 y649 ff6 fsa fc2 sc0 ls0 ws0">-12 624 </div></div><div class="c x150 y9f4 wcc hf2"><div class="t m0 x56 h95 y649 ff6 fsa fc2 sc0 ls0 ws0">4 875 </div></div><div class="c xd6 y9f4 wcd hf2"><div class="t m0 x101 h95 y649 ff6 fsa fc2 sc0 ls0 ws0">-4 875 </div></div><div class="c x151 y9f4 wce hf2"><div class="t m0 x3d h95 y649 ff6 fsa fc2 sc0 ls0 ws0">-1 038 </div></div><div class="c x118 y9f4 w79 hf2"><div class="t m0 x4c h95 y649 ff6 fsa fc2 sc0 ls0 ws0">-<span class="ls4c">53</span> </div></div><div class="c x152 y9f4 wcf hf2"><div class="t m0 xaf h95 y649 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x153 y9f4 wc8 hf2"><div class="t m0 x3f hf1 y649 ff5 fsa fc2 sc0 ls0 ws0">109 060 </div></div><div class="c x1 y847 wc7 h8d"><div class="t m0 xa h95 y6c9 ff7 fsa fc2 sc0 ls0 ws0">Zobowiązania z tytu<span class="_ _0"></span>łu leasingu<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x14d y847 wc8 h8d"><div class="t m0 x3f hf1 y6c9 ff5 fsa fc2 sc0 ls0 ws0">339 564 </div></div><div class="c x14e y847 wc9 h8d"><div class="t m0 x35 hf1 y6c9 ff5 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x8f y847 wca h8d"><div class="t m0 x56 h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">131 271 </div></div><div class="c x14f y847 wcb h8d"><div class="t m0 x1d h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">-62 639 </div></div><div class="c x150 y847 wcc h8d"><div class="t m0 x2 h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">25 914 </div></div><div class="c xd6 y847 wcd h8d"><div class="t m0 x2 h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">-25 559 </div></div><div class="c x151 y847 wce h8d"><div class="t m0 x5d h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">-252 </div></div><div class="c x118 y847 w79 h8d"><div class="t m0 xa4 h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">-213 </div></div><div class="c x152 y847 wcf h8d"><div class="t m0 x3d h95 y6c9 ff6 fsa fc2 sc0 ls0 ws0">-4 347 </div></div><div class="c x153 y847 wc8 h8d"><div class="t m0 x3f hf1 y6c9 ff5 fsa fc2 sc0 ls0 ws0">403 739 </div></div><div class="c x1 y7d2 wc7 hf2"><div class="t m0 xa h95 ye42 ff7 fsa fc2 sc0 ls0 ws0">Zobowiązania z tytu<span class="_ _0"></span>łu </div><div class="t m0 xa h95 y23 ff6 fsa fc2 sc0 ls0 ws0">faktoringu odwrotnego<span class="_ _0"></span> </div></div><div class="c x14d y7d2 wc8 hf2"><div class="t m0 x3f hf1 y649 ff5 fsa fc2 sc0 ls0 ws0">113 291 </div></div><div class="c x14e y7d2 wc9 hf2"><div class="t m0 x35 hf1 y649 ff5 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x8f y7d2 wca hf2"><div class="t m0 x56 h95 y649 ff6 fsa fc2 sc0 ls0 ws0">337 110 </div></div><div class="c x14f y7d2 wcb hf2"><div class="t m0 xff h95 y649 ff6 fsa fc2 sc0 ls0 ws0">-396 252 </div></div><div class="c x150 y7d2 wcc hf2"><div class="t m0 x56 h95 y649 ff6 fsa fc2 sc0 ls0 ws0">4 612 </div></div><div class="c xd6 y7d2 wcd hf2"><div class="t m0 x101 h95 y649 ff6 fsa fc2 sc0 ls0 ws0">-4 612 </div></div><div class="c x151 y7d2 wce hf2"><div class="t m0 x9a h95 y649 ff6 fsa fc2 sc0 ls0 ws0">285 </div></div><div class="c x118 y7d2 w79 hf2"><div class="t m0 xa4 h95 y649 ff6 fsa fc2 sc0 ls0 ws0">-166 </div></div><div class="c x152 y7d2 wcf hf2"><div class="t m0 xaf h95 y649 ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x153 y7d2 wc8 hf2"><div class="t m0 x56 hf1 y649 ff5 fsa fc2 sc0 ls0 ws0">54 268 </div></div><div class="c x1 y4f1 wc7 h8f"><div class="t m0 xa h95 y60e ff7 fsa fc2 sc0 ls0 ws0">Kredyty w rachun<span class="_ _0"></span>ku bieżącym<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x14d y4f1 wc8 h8f"><div class="t m0 x3f hf1 y60e ff5 fsa fc2 sc0 ls0 ws0">371 915 </div></div><div class="c x14e y4f1 wc9 h8f"><div class="t m0 x35 hf1 y60e ff5 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x8f y4f1 wca h8f"><div class="t m0 x56 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">965 007 </div></div><div class="c x14f y4f1 wcb h8f"><div class="t m0 xff h95 y60e ff6 fsa fc2 sc0 ls0 ws0">-828 459 </div></div><div class="c x150 y4f1 wcc h8f"><div class="t m0 x2 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">23 374 </div></div><div class="c xd6 y4f1 wcd h8f"><div class="t m0 x2 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">-23 374 </div></div><div class="c x151 y4f1 wce h8f"><div class="t m0 x5a h95 y60e ff6 fsa fc2 sc0 ls0 ws0">-13 351 </div></div><div class="c x118 y4f1 w79 h8f"><div class="t m0 xa4 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">-629 </div></div><div class="c x152 y4f1 wcf h8f"><div class="t m0 xaf h95 y60e ff6 fsa fc2 sc0 ls0 ws0">- </div></div><div class="c x153 y4f1 wc8 h8f"><div class="t m0 x3f hf1 y60e ff5 fsa fc2 sc0 ls0 ws0">494 483 </div></div><div class="c x1 y34 wc7 hf3"><div class="t m0 xa hf1 y9e4 ff5 fsa fc2 sc0 ls0 ws0">Razem </div></div><div class="c x14d y34 wc8 hf3"><div class="t m0 x4a hf1 y9e4 ff5 fsa fc2 sc0 ls0 ws0">1 161 280 </div></div><div class="c x14e y34 wc9 hf3"><div class="t m0 x5c hf1 y9e4 ff5 fsa fc2 sc0 ls0 ws0">1 176 </div></div><div class="c x8f y34 wca hf3"><div class="t m0 x2 hf1 y9e4 ff5 fsa fc2 sc0 ls0 ws0">1 589 292 </div></div><div class="c x14f y34 wcb hf3"><div class="t m0 x3f hf1 y647 ff5 fsa fc2 sc0 ls0 ws0">-1 535 </div><div class="t m0 x5a hf1 yf28 ff5 fsa fc2 sc0 ls0 ws0">139 </div></div><div class="c x150 y34 wcc hf3"><div class="t m0 x2 hf1 y9e4 ff5 fsa fc2 sc0 ls0 ws0">73 792 </div></div><div class="c xd6 y34 wcd hf3"><div class="t m0 x2 hf1 y9e4 ff5 fsa fc2 sc0 ls0 ws0">-67 460 </div></div><div class="c x151 y34 wce hf3"><div class="t m0 x5a hf1 y9e4 ff5 fsa fc2 sc0 ls0 ws0">-14 328 </div></div><div class="c x118 y34 w79 hf3"><div class="t m0 x58 hf1 y9e4 ff5 fsa fc2 sc0 ls0 ws0">-1 061 </div></div><div class="c x152 y34 wcf hf3"><div class="t m0 x3d hf1 y9e4 ff5 fsa fc2 sc0 ls0 ws0">-4 347 </div></div><div class="c x153 y34 wc8 hf3"><div class="t m0 x4a hf1 y9e4 ff5 fsa fc2 sc0 ls0 ws0">1 203 205 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y774 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye71 ff7 fs4 fc2 sc0 ls0 ws0">Całkowite <span class="_ _3"></span>zobowiązania <span class="_ _0"></span>leasingowe <span class="_ _3"></span>na <span class="_ _0"></span>dzień <span class="_ _3"></span>31.12.202<span class="ff6">5 <span class="_ _3"></span></span>wynoszą <span class="_ _3"></span><span class="ff6 ls7">512<span class="ls0"> </span>799 <span class="_ _3"></span></span>tys. <span class="_ _0"></span>zł,<span class="_ _0"></span> <span class="_ _0"></span>c<span class="_ _0"></span>o <span class="_ _3"></span>stanowi <span class="_ _0"></span>wzrost <span class="_ _3"></span><span class="ff6 ls11">o <span class="_ _3"></span><span class="ls0">11% <span class="_ _0"></span>w <span class="_ _3"></span>porównaniu <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _3"></span></span></span>końcem <span class="_ _3"></span>2024 </div><div class="t m0 x1 hf yf29 ff6 fs4 fc2 sc0 ls0 ws0">roku<span class="lsb">. </span><span class="ff7">W <span class="_ _9"></span>ciągu roku <span class="_ _9"></span>z<span class="_ _0"></span>aciągnięto <span class="_ _1"></span>zobowiązania <span class="_ _1"></span>leasingowe <span class="_ _9"></span>w wysokości <span class="_ _1"></span>1<span class="ff6 ls7">31<span class="ls0"> </span>271 </span>tys. <span class="_ _9"></span>z<span class="_ _0"></span>ł,<span class="ff6"> </span>a <span class="_ _9"></span>spłacono zobowiązania <span class="_ _9"></span>tego typu <span class="_ _1"></span>w <span class="_ _1"></span>wysokości <span class="ff6 ls7">75<span class="ls0"> </span>263 </span></span></div><div class="t m0 x1 hf y881 ff7 fs4 fc2 sc0 ls0 ws0">tys. zł<span class="ff6">. </span></div><div class="t m0 x1 hf yf2a ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yf2b wc0 hf4"><div class="t m0 xaf hf yf2c ff6 fs4 fc2 sc0 ls0 ws0">Umowa </div><div class="t m0 x5d hf yf2d ff6 fs4 fc2 sc0 ls0 ws0">kredytowa </div><div class="t m0 xff hf y649 ff6 fs4 fc2 sc0 ls0 ws0">wieloproduktowa </div></div><div class="c x22 yf2b wab hf4"><div class="t m0 xff hf yf2c ff6 fs4 fc2 sc0 ls0 ws0">finansowanie </div><div class="t m0 x3d hf yf2d ff7 fs4 fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 x2 hf y649 ff7 fs4 fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c xf6 yf2b wc1 hf4"><div class="t m0 xa4 hf yf2d ff6 fs4 fc2 sc0 ls7 ws0">220 000<span class="ls0"> </span></div></div><div class="c x125 yf2b wb0 hf4"><div class="t m0 xaf hf yf2d ff6 fs4 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x111 yf2b wc2 hf4"><div class="t m0 x1c hf yf2e ff6 fs4 fc2 sc0 ls0 ws0">WIBOR 1M + </div><div class="t m0 x4c hf y60c ff7 fs4 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x148 yf2b wba hf4"><div class="t m0 x3f hf yf2d ff6 fs4 fc2 sc0 ls0 ws0">04.07.2025 </div></div><div class="c x149 yf2b w7e hf4"><div class="t m0 x56 hf yf2d ff6 fs4 fc2 sc0 ls0 ws0">03.07.2027 </div></div><div class="c x14a yf2b wc3 hf4"><div class="t m0 x5f h16 yf2d ff5 fs4 fc2 sc0 ls7 ws0">61 645<span class="ff6 ls0"> </span></div></div><div class="c x1 yf2f wc0 hf5"><div class="t m0 xaf hf yf30 ff6 fs4 fc2 sc0 ls0 ws0">Umowa </div><div class="t m0 x5d hf yf31 ff6 fs4 fc2 sc0 ls0 ws0">kredytowa </div><div class="t m0 xff hf yd66 ff6 fs4 fc2 sc0 ls0 ws0">wieloproduktowa </div></div><div class="c x22 yf2f wab hf5"><div class="t m0 xff hf yf30 ff6 fs4 fc2 sc0 ls0 ws0">finansowanie </div><div class="t m0 x3d hf yf31 ff7 fs4 fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 x2 hf yd66 ff7 fs4 fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c xf6 yf2f wc1 hf5"><div class="t m0 x4c hf yf31 ff6 fs4 fc2 sc0 ls7 ws0">40 000<span class="ls0"> </span></div></div><div class="c x125 yf2f wb0 hf5"><div class="t m0 xaf hf yf31 ff6 fs4 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x111 yf2f wc2 hf5"><div class="t m0 x1c hf y89c ff6 fs4 fc2 sc0 ls0 ws0">WIBOR 1M + </div><div class="t m0 x4c hf yed2 ff7 fs4 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x148 yf2f wba hf5"><div class="t m0 x3f hf yf31 ff6 fs4 fc2 sc0 ls0 ws0">04.07.2025 </div></div><div class="c x149 yf2f w7e hf5"><div class="t m0 x56 hf yf31 ff6 fs4 fc2 sc0 ls0 ws0">03.07.2027 </div></div><div class="c x14a yf2f wc3 hf5"><div class="t m0 x5f h16 yf31 ff5 fs4 fc2 sc0 ls7 ws0">39 876<span class="ff6 ls0"> </span></div></div><div class="c x1 yf32 wc0 hf6"><div class="t m0 x147 hf y8ed ff6 fs4 fc2 sc0 ls0 ws0">Facility </div><div class="t m0 x25 hf ye3b ff6 fs4 fc2 sc0 ls0 ws0">Agreement </div></div><div class="c x22 yf32 wab hf6"><div class="t m0 xff hf yf33 ff6 fs4 fc2 sc0 ls0 ws0">finansowanie </div><div class="t m0 x3d hf yf34 ff7 fs4 fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 x2 hf y2b2 ff7 fs4 fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c xf6 yf32 wc1 hf6"><div class="t m0 xa4 hf yf34 ff6 fs4 fc2 sc0 ls7 ws0">180 080<span class="ls0"> </span></div></div><div class="c x125 yf32 wb0 hf6"><div class="t m0 xa4 hf yf34 ff6 fs4 fc2 sc0 ls0 ws0">USD </div></div><div class="c x111 yf32 wc2 hf6"><div class="t m0 x3f hf yf35 ff6 fs4 fc2 sc0 ls0 ws0">kwota bazowa </div><div class="t m0 x35 hf yf36 ff6 fs4 fc2 sc0 ls0 ws0">ustalona </div><div class="t m0 x4a hf yf37 ff6 fs4 fc2 sc0 ls0 ws0">arbitralnie przez </div><div class="t m0 x129 hf yf38 ff7 fs4 fc2 sc0 ls0 ws0">Bank + marża<span class="ff6"> </span></div></div><div class="c x148 yf32 wba hf6"><div class="t m0 x3f hf yf34 ff6 fs4 fc2 sc0 ls0 ws0">17.02.2025 </div></div><div class="c x149 yf32 w7e hf6"><div class="t m0 xa hf yf34 ff6 fs4 fc2 sc0 ls0 ws0">bezterminowo </div></div><div class="c x14a yf32 wc3 hf6"><div class="t m0 x33 h16 yf34 ff5 fs4 fc2 sc0 ls0 ws0">-<span class="ff6"> </span></div></div><div class="c x1 y562 wc0 hf7"><div class="t m0 x129 hf yf39 ff7 fs4 fc2 sc0 ls0 ws0">Umowa o linię </div><div class="t m0 x9a hf yf3a ff6 fs4 fc2 sc0 ls0 ws0">faktoringu </div><div class="t m0 x4a hf ye4e ff7 fs4 fc2 sc0 ls0 ws0">należnościowego </div><div class="t m0 x5d hf y613 ff6 fs4 fc2 sc0 ls0 ws0">z regresem </div></div><div class="c x22 y562 wab hf7"><div class="t m0 xff hf yf3b ff6 fs4 fc2 sc0 ls0 ws0">finansowanie </div><div class="t m0 x3d hf yf3c ff7 fs4 fc2 sc0 ls0 ws0">bieżącej </div><div class="t m0 x2 hf ye42 ff7 fs4 fc2 sc0 ls0 ws0">działalności<span class="ff6"> </span></div></div><div class="c xf6 y562 wc1 hf7"><div class="t m0 x4c hf yf3c ff6 fs4 fc2 sc0 ls7 ws0">70 000<span class="ls0"> </span></div></div><div class="c x125 y562 wb0 hf7"><div class="t m0 xaf hf yf3c ff6 fs4 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x111 y562 wc2 hf7"><div class="t m0 x1c hf yf3a ff6 fs4 fc2 sc0 ls0 ws0">WIBOR 1M + </div><div class="t m0 x4c hf ye4e ff7 fs4 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x148 y562 wba hf7"><div class="t m0 x129 hf yf3c ff6 fs4 fc2 sc0 ls0 ws0">5.06.2025 </div></div><div class="c x149 y562 w7e hf7"><div class="t m0 x56 hf yf3c ff6 fs4 fc2 sc0 ls0 ws0">22.05.2027 </div></div><div class="c x14a y562 wc3 hf7"><div class="t m0 x5f h16 yf3c ff5 fs4 fc2 sc0 ls7 ws0">28 331<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf70" class="pf w0 h0" ><div class="pc pc70 w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">112<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Przedmiotem <span class="_ _3"></span>zawartych <span class="_ _3"></span>umów <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _3"></span>ramach <span class="_ _3"></span>leasingów <span class="_ _3"></span>zw<span class="_ _0"></span>rotnych <span class="_ _3"></span>były <span class="_ _3"></span>samoc<span class="_ _0"></span>hody <span class="_ _3"></span>osobowe, <span class="_ _3"></span>ciągniki <span class="_ _3"></span>siodłowe, <span class="_ _4"></span>naczepy, <span class="_ _3"></span>cysterny <span class="_ _3"></span>kolejowe<span class="_ _0"></span><span class="ff6 ls25">, </span></div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">naczepy do przewozu paliw lotniczych oraz urządzenia do obsługi paliw stałych<span class="ff6">.  </span></div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">Pozostałe <span class="_ _3"></span>z<span class="_ _0"></span>obowiązania <span class="_ _3"></span>z <span class="_ _4"></span>tytułu <span class="_ _3"></span>leasingów <span class="_ _4"></span>stanowią <span class="_ _3"></span>umow<span class="_ _0"></span>y <span class="_ _4"></span><span class="ff6">w <span class="_ _4"></span>rozumieniu <span class="_ _3"></span>MSSF <span class="_ _3"></span>16 <span class="_ _4"></span></span>dotyczące <span class="_ _4"></span>prawa <span class="_ _4"></span>do <span class="_ _3"></span>użytkowania <span class="_ _4"></span>aktywów <span class="_ _3"></span>na <span class="_ _4"></span>nowo </div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">przyjęte stacje paliw.<span class="ff6"> </span></div><div class="t m0 x1 hf yf3d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yf3e ff5 fs5 fc5 sc0 ls12 ws0">6.8.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">UDZIELONE POŻYCZKI<span class="ff5"> </span></span></span></div><div class="t m0 x1 h16 yf3f ff8 fs4 fc5 sc0 ls0 ws0">Udzielone przez Grupę pożyczki w<span class="ff5"> <span class="ls7">202</span>5 roku: </span></div><div class="t m0 x1 hf yf40 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf41 ff7 fs4 fc2 sc0 ls0 ws0">Emitent  udzielił  ALC  Co<span class="_ _0"></span>nsalting<span class="ff6">  </span>pożyczki  terminowej <span class="_ _18"> </span>na <span class="_ _18"> </span>kwotę  549 <span class="_ _15"> </span>tys.  zł.  Pożyczka  została  udzielona  z  z<span class="_ _0"></span>astosowaniem  standardów </div><div class="t m0 x1 hf yf42 ff6 fs4 fc2 sc0 ls0 ws0">rynkowych.   </div><div class="t m0 x1 h16 yf43 ff5 fs4 fc5 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yf44 ff5 fs5 fc5 sc0 ls12 ws0">6.9.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">UDZIELONE PORĘCZENIA<span class="ff5"> I GWARANCJE </span></span></span></div><div class="t m0 x1 hf yf45 ff7 fs4 fc2 sc0 ls0 ws0">Opis poszczególnych poręczeń i gwarancji udzielonych oraz otrzymanych przez Grupę UNIMOT w 2025 r<span class="ff6">oku. </span></div><div class="t m0 x1 h16 yf46 ff8 fs4 fc0 sc0 ls0 ws0">Udzielone poręczenia i gwarancje<span class="ff5"> </span></div></div><div class="c x1 y39e wd0 h28"><div class="t m0 xa h2f y23 ff9 fs4 fc2 sc0 ls0 ws0">w tysiącach PLN/EUR/USD<span class="ffa"> </span></div></div><div class="c x53 y39e wd1 h28"><div class="t m0 x48 h16 y23 ff5 fs4 fc2 sc0 ls0 ws0">Stan na 31.12.2025 </div></div><div class="c x148 y39e wd2 h28"><div class="t m0 x48 h16 y23 ff5 fs4 fc2 sc0 ls0 ws0">Stan na 31.12.2024 </div></div><div class="c x1 yf47 wd0 h28"><div class="t m0 xa h2f y23 ffa fs4 fc2 sc0 ls0 ws0">  </div></div><div class="c x53 yf47 w62 h28"><div class="t m0 xaf h16 y23 ff5 fs4 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x154 yf47 wc5 h28"><div class="t m0 xa4 h16 y23 ff5 fs4 fc2 sc0 ls0 ws0">EUR </div></div><div class="c x155 yf47 w43 h28"><div class="t m0 xa4 h16 y23 ff5 fs4 fc2 sc0 ls0 ws0">USD </div></div><div class="c x148 yf47 wc6 h28"><div class="t m0 xaf h16 y23 ff5 fs4 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x156 yf47 w43 h28"><div class="t m0 xa4 h16 y23 ff5 fs4 fc2 sc0 ls0 ws0">EUR </div></div><div class="c x157 yf47 wc5 h28"><div class="t m0 xa4 h16 y23 ff5 fs4 fc2 sc0 ls0 ws0">USD </div></div><div class="c x1 ye19 wd0 hf8"><div class="t m0 xa hf y356 ff7 fs4 fc2 sc0 ls0 ws0">Gwarancje ubezpieczeniowe złożone </div><div class="t m0 xa hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">jako zabezpieczenie akcyzowe </div></div><div class="c x53 ye19 w62 hf8"><div class="t m0 x5d hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">47 000<span class="ls0"> </span></div></div><div class="c x154 ye19 wc5 hf8"><div class="t m0 x35 hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">6 000<span class="ls0"> </span></div></div><div class="c x155 ye19 w43 hf8"><div class="t m0 x65 hf yf48 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x148 ye19 wc6 hf8"><div class="t m0 x5d hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">63 100<span class="ls0"> </span></div></div><div class="c x156 ye19 w43 hf8"><div class="t m0 x65 hf yf48 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x157 ye19 wc5 hf8"><div class="t m0 x65 hf yf48 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yf49 wd0 h2a"><div class="t m0 xa hf yf4a ff7 fs4 fc2 sc0 ls0 ws0">Gwarancje ubezpieczeniowe złożone </div><div class="t m0 xa hf yf4b ff6 fs4 fc2 sc0 ls0 ws0">jako zabezpieczenia koncesyjne </div></div><div class="c x53 yf49 w62 h2a"><div class="t m0 x5d hf y175 ff6 fs4 fc2 sc0 ls7 ws0">40 000<span class="ls0"> </span></div></div><div class="c x154 yf49 wc5 h2a"><div class="t m0 x65 hf y175 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x155 yf49 w43 h2a"><div class="t m0 x65 hf y175 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x148 yf49 wc6 h2a"><div class="t m0 x5d hf y175 ff6 fs4 fc2 sc0 ls7 ws0">40 000<span class="ls0"> </span></div></div><div class="c x156 yf49 w43 h2a"><div class="t m0 x65 hf y175 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x157 yf49 wc5 h2a"><div class="t m0 x65 hf y175 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y5df wd0 hf9"><div class="t m0 xa hf y356 ff7 fs4 fc2 sc0 ls0 ws0">Gwarancje dotyczące należytego </div><div class="t m0 xa hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">wykonania umów i limitów kupieckich </div></div><div class="c x53 y5df w62 hf9"><div class="t m0 x7b hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">151 949<span class="ls0"> </span></div></div><div class="c x154 y5df wc5 hf9"><div class="t m0 x35 hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">1 000<span class="ls0"> </span></div></div><div class="c x155 y5df w43 hf9"><div class="t m0 x65 hf yf48 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x148 y5df wc6 hf9"><div class="t m0 x5d hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">68 562<span class="ls0"> </span></div></div><div class="c x156 y5df w43 hf9"><div class="t m0 x65 hf yf48 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x157 y5df wc5 hf9"><div class="t m0 x65 hf yf48 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y302 wd0 hf9"><div class="t m0 xa hf y356 ff7 fs4 fc2 sc0 ls0 ws0">Gwarancje dotyczące produktów </div><div class="t m0 xa hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">finansowych </div></div><div class="c x53 y302 w62 hf9"><div class="t m0 x7b hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">120 000<span class="ls0"> </span></div></div><div class="c x154 y302 wc5 hf9"><div class="t m0 x65 hf yf48 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x155 y302 w43 hf9"><div class="t m0 x65 hf yf48 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x148 y302 wc6 hf9"><div class="t m0 x7b hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">133 500<span class="ls0"> </span></div></div><div class="c x156 y302 w43 hf9"><div class="t m0 x65 hf yf48 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x157 y302 wc5 hf9"><div class="t m0 x65 hf yf48 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yf4c wd0 hf9"><div class="t m0 xa hf y356 ff7 fs4 fc2 sc0 ls0 ws0">Poręczenia dotyczące należytego </div><div class="t m0 xa hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">wykonania umów i limitów kupieckich </div></div><div class="c x53 yf4c w62 hf9"><div class="t m0 x7b hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">107 980<span class="ls0"> </span></div></div><div class="c x154 yf4c wc5 hf9"><div class="t m0 x5d hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">21 951<span class="ls0"> </span></div></div><div class="c x155 yf4c w43 hf9"><div class="t m0 x5d hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">21 090<span class="ls0"> </span></div></div><div class="c x148 yf4c wc6 hf9"><div class="t m0 x7b hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">201 100<span class="ls0"> </span></div></div><div class="c x156 yf4c w43 hf9"><div class="t m0 x5d hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">30 000<span class="ls0"> </span></div></div><div class="c x157 yf4c wc5 hf9"><div class="t m0 x5d hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">11 000<span class="ls0"> </span></div></div><div class="c x1 y9f1 wd0 hf9"><div class="t m0 xa hf y356 ff7 fs4 fc2 sc0 ls0 ws0">Poręczenia dotyczące produktów </div><div class="t m0 xa hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">finansowych </div></div><div class="c x53 y9f1 w62 hf9"><div class="t m0 x7b hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">429 327<span class="ls0"> </span></div></div><div class="c x154 y9f1 wc5 hf9"><div class="t m0 x5d hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">27 031<span class="ls0"> </span></div></div><div class="c x155 y9f1 w43 hf9"><div class="t m0 x35 hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">2 505<span class="ls0"> </span></div></div><div class="c x148 y9f1 wc6 hf9"><div class="t m0 x5d hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">97 092<span class="ls0"> </span></div></div><div class="c x156 y9f1 w43 hf9"><div class="t m0 x5d hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">32 203<span class="ls0"> </span></div></div><div class="c x157 y9f1 wc5 hf9"><div class="t m0 x5d hf yf48 ff6 fs4 fc2 sc0 ls7 ws0">45 102<span class="ls0"> </span></div></div><div class="c x1 ye8a wd0 h28"><div class="t m0 xa h16 y23 ff5 fs4 fc2 sc0 ls0 ws0">Suma </div></div><div class="c x53 ye8a w62 h28"><div class="t m0 x7b h16 y23 ff5 fs4 fc2 sc0 ls7 ws0">896 255<span class="ls0"> </span></div></div><div class="c x154 ye8a wc5 h28"><div class="t m0 x5d h16 y23 ff5 fs4 fc2 sc0 ls7 ws0">55 983<span class="ls0"> </span></div></div><div class="c x155 ye8a w43 h28"><div class="t m0 x5d h16 y23 ff5 fs4 fc2 sc0 ls7 ws0">23 596<span class="ls0"> </span></div></div><div class="c x148 ye8a wc6 h28"><div class="t m0 x7b h16 y23 ff5 fs4 fc2 sc0 ls7 ws0">603 354<span class="ls0"> </span></div></div><div class="c x156 ye8a w43 h28"><div class="t m0 x5d h16 y23 ff5 fs4 fc2 sc0 ls7 ws0">62 203<span class="ls0"> </span></div></div><div class="c x157 ye8a wc5 h28"><div class="t m0 x5d h16 y23 ff5 fs4 fc2 sc0 ls7 ws0">56 102<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5a0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yecf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf4d ff7 fs4 fc2 sc0 ls0 ws0">Wzrost <span class="_ _4"></span>wystawionych <span class="_ _3"></span>poręczeń <span class="_ _3"></span>i <span class="_ _4"></span>gwarancji <span class="_ _3"></span>ogółem <span class="_ _4"></span>w <span class="_ _3"></span>stosunku <span class="_ _3"></span>d<span class="_ _0"></span>o <span class="_ _4"></span>roku <span class="_ _3"></span>poprzedniego <span class="_ _3"></span>dotyczy <span class="_ _4"></span>głównie <span class="_ _3"></span>gwarancji <span class="_ _4"></span>i <span class="_ _3"></span>poręczeń <span class="_ _4"></span>dotycząc<span class="_ _0"></span><span class="ff6">ych </span></div><div class="t m0 x1 hf yf4e ff7 fs4 fc2 sc0 ls0 ws0">produktów finansowych i wynika głównie z następu<span class="_ _1"></span>jących zdarzeń:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yf4f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5c7 ff7 fs4 fc2 sc0 ls0 ws0">W dniu 5 marca <span class="_ _0"></span>2025 r. <span class="_ _0"></span>UNIMOT Paliwa Sp. z<span class="_ _0"></span> o.o. z<span class="_ _0"></span>awarła Umowę o gwarancję ubezpieczeniową z UNIQA <span class="_ _0"></span>Towarzystwo Ubezpieczeń S.A<span class="_ _3"></span><span class="ff6">. w </span></div><div class="t m0 x1 hf yf50 ff7 fs4 fc2 sc0 ls0 ws0">celu <span class="_ _14"> </span>zabezpieczenia  zapłaty  p<span class="_ _1"></span>odatku  akcyzowego <span class="_ _14"> </span>i  opłat <span class="_ _14"> </span>paliwow<span class="_ _0"></span>ych.  Kwota <span class="_ _14"> </span>gwarancji  wynosi <span class="_ _14"> </span>30  mln <span class="_ _14"> </span>złotych,  a  je<span class="_ _1"></span>j  termin <span class="_ _14"> </span>w<span class="_ _0"></span>ażnoś<span class="_ _3"></span><span class="ff6 ls2f">ci<span class="ls0"> </span></span></div><div class="t m0 x1 hf y80 ff7 fs4 fc2 sc0 ls0 ws0">obowiązuje od 11 kwietnia 2025 r. do 10 kwietnia 2026 r. Be<span class="_ _1"></span>neficjentem gwarancji jest Naczelnik Urzędu Skarbowego w Pruszkowi<span class="_ _0"></span><span class="ff6 ls14">e.<span class="ls0">  </span></span></div><div class="t m0 x1 hf yf51 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf52 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Paliwa Sp. z o.o. zawarła Umowę o gwarancję ub<span class="_ _1"></span>ezpieczeniową wystawioną przez UNIQA Towarzystwo Ubezpieczeń S.A., skład<span class="_ _0"></span>aną </div><div class="t m0 x1 hf yf53 ff7 fs4 fc2 sc0 ls0 ws0">jako zabezpieczenie akcyzowe. K<span class="_ _1"></span>wota gwarancji wynosi 7,2 mln<span class="_ _1"></span> złotych, a jej termin ważności ob<span class="_ _1"></span>owiązuje od 4 styczn<span class="_ _1"></span>ia 2025 r. <span class="_ _0"></span><span class="ff6 ls10">do<span class="ls0"> 3 stycznia </span></span></div><div class="t m0 x1 hf yf54 ff7 fs4 fc2 sc0 ls0 ws0">2026 r. Beneficjentem gwarancji jest Naczelnik Drugieg<span class="_ _1"></span>o Urzędu Skarbowego w O<span class="_ _0"></span>polu.<span class="ff6">  </span></div><div class="t m0 x1 hf y706 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yf55 w31 hfa"><div class="t m0 xa h16 y89c ff5 fs4 fc2 sc0 ls0 ws0">Rodzaj udzielonej </div><div class="t m0 xa h16 y9de ff8 fs4 fc2 sc0 ls0 ws0">pożyczki<span class="ff5"> </span></div></div><div class="c xa5 yf55 wd3 hfa"><div class="t m0 x4 h16 yf56 ff8 fs4 fc2 sc0 ls0 ws0">Pożyczka<span class="ff5"> </span></div></div><div class="c x141 yf55 wd4 hfa"><div class="t m0 x4c h16 yf56 ff5 fs4 fc2 sc0 ls0 ws0">Waluta </div></div><div class="c x10a yf55 w4f hfa"><div class="t m0 x3d h16 yf56 ff5 fs4 fc2 sc0 ls0 ws0">Oprocentowanie </div></div><div class="c xdf yf55 wd5 hfa"><div class="t m0 x129 h16 yf56 ff5 fs4 fc2 sc0 ls0 ws0">Data udzielenia </div></div><div class="c x10 yf55 wd6 hfa"><div class="t m0 x3d hf yf56 ff7 fs4 fc2 sc0 ls0 ws0">Termin spłaty<span class="ff6"> </span></div></div><div class="c x1 yd6 w31 hfb"><div class="t m0 xa hf yf57 ff7 fs4 fc2 sc0 ls0 ws0">Umowa Pożyczki<span class="ff6"> </span></div></div><div class="c xa5 yd6 wd3 hfb"><div class="t m0 x43 hf yf57 ff6 fs4 fc2 sc0 ls7 ws0">549<span class="ls0"> </span></div></div><div class="c x141 yd6 wd4 hfb"><div class="t m0 x4 hf yf57 ff6 fs4 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x10a yd6 w4f hfb"><div class="t m0 x56 hf yf57 ff7 fs4 fc2 sc0 ls0 ws0">WIBOR 3M + marża<span class="ff6"> </span></div></div><div class="c xdf yd6 wd5 hfb"><div class="t m0 x58 hf yf57 ff6 fs4 fc2 sc0 ls0 ws0">02.01.2025 </div></div><div class="c x10 yd6 wd6 hfb"><div class="t m0 x58 hf yf57 ff6 fs4 fc2 sc0 ls0 ws0">31.12.2027 </div></div></div><div class="pi" ></div></div><div id="pf71" class="pf w0 h0" ><div class="pc pc71 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">113<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Paliwa Sp. z o.o. zawarła Umowę o gwarancję ub<span class="_ _1"></span>ezpieczeniową wystawioną przez UNIQA Towarzystwo Ubezpieczeń S.A., skład<span class="_ _0"></span>aną </div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _1"></span>zabezpieczenie<span class="_ _1"></span> <span class="_ _1"></span>akcyzowe. <span class="_ _1"></span>Kwota <span class="_ _1"></span>gwarancji <span class="_ _9"></span>wynosi 1 <span class="_ _9"></span>mln <span class="_ _1"></span>złotych, <span class="_ _9"></span>a jej <span class="_ _9"></span>termin <span class="_ _1"></span>ważności <span class="_ _9"></span>o<span class="_ _0"></span>bowiązuje <span class="_ _1"></span>od <span class="_ _9"></span>11 kwietn<span class="_ _1"></span>ia <span class="_ _9"></span>2025 r. <span class="_ _1"></span>d<span class="ff6 ls11">o <span class="ls0">10 <span class="_ _9"></span>kwietnia </span></span></div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">2026 r. Beneficjentem gwarancji jest Naczelnik Drugieg<span class="_ _1"></span>o Urzędu Skarbowego w O<span class="_ _0"></span>polu.<span class="ff6">  </span></div><div class="t m0 x1 hf y79e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y79f ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Aviation Sp. <span class="_ _0"></span>z o.o<span class="_ _0"></span>. jest zleceniodawcą <span class="_ _0"></span>wystawienia przez Sopockie <span class="_ _0"></span>Towarzystwo Ubezpieczeń ERGO <span class="_ _0"></span>Hestia S.A. gwarancji, <span class="_ _4"></span>złożonej </div><div class="t m0 x1 hf y7a0 ff7 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _3"></span>zabezpieczenie <span class="_ _3"></span>akcyzo<span class="_ _0"></span>we. <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _4"></span>jest <span class="_ _3"></span>poręczycielem <span class="_ _4"></span>weksla <span class="_ _3"></span>złożonego <span class="_ _3"></span>jako<span class="_ _0"></span> <span class="_ _3"></span>zabezpieczenie <span class="_ _3"></span>umowy <span class="_ _4"></span>o <span class="_ _3"></span>wystawienie <span class="_ _3"></span>gwar<span class="_ _3"></span><span class="ff6">ancji <span class="_ _3"></span>z<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">Ubezpieczycielem. <span class="_ _14"> </span>Kwota  gwarancji  wynosi  2 <span class="_ _14"> </span>mln  złotych,  a  jej<span class="_ _1"></span>  termin<span class="_ _1"></span>  ważności  obowiązuje <span class="_ _14"> </span>od  10  maja  2025 <span class="_ _14"> </span>r.  do  9  maja <span class="_ _14"> </span>2026  r.<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7a2 ff7 fs4 fc2 sc0 ls0 ws0">Beneficjentem gwarancji jest Naczelnik Urzędu Skarbowego Warszawa<span class="ff6">-Ursynów.  </span></div><div class="t m0 x1 hf y7a3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a4 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _27"> </span>Pa<span class="_ _0"></span>liwa <span class="_ _27"> </span>Sp. <span class="_ _16"> </span>z <span class="_ _16"> </span>o.o. <span class="_ _16"> </span>jest <span class="_ _27"> </span>zleceniodawcą <span class="_ _16"> </span>wystawienia <span class="_ _27"> </span>pr<span class="_ _0"></span>zez <span class="_ _16"> </span>Sopockie <span class="_ _27"> </span>Towarzystwo <span class="_ _16"> </span>Ubezpieczeń <span class="_ _27"> </span>ER<span class="_ _0"></span>GO <span class="_ _16"> </span>Hestia <span class="_ _27"> </span>S.A. <span class="_ _16"> </span>gwarancji </div><div class="t m0 x1 hf y640 ff7 fs4 fc2 sc0 ls0 ws0">ubezpieczeniowej <span class="_ _5"> </span>zabezpieczającej <span class="_ _14"> </span>zobowiązania <span class="_ _14"> </span>jakie <span class="_ _5"></span>mogą <span class="_ _14"> </span>wynikać <span class="_ _5"> </span>w <span class="_ _14"> </span>związku <span class="_ _14"> </span>z <span class="_ _14"> </span>wykonywaniem <span class="_ _5"> </span>działalności <span class="_ _14"> </span>gospodarczej <span class="_ _5"> </span>w <span class="_ _14"> </span>zakres<span class="_ _3"></span><span class="ff6">ie </span></div><div class="t m0 x1 hf y7a5 ff6 fs4 fc2 sc0 ls0 ws0">obrotu <span class="ff7">paliwami ci<span class="_ _0"></span>ekłymi z <span class="_ _0"></span>zagranicą przez U<span class="_ _0"></span>NIMOT Paliwa <span class="_ _0"></span>Sp. z o<span class="_ _0"></span>.o. <span class="_ _0"></span>w o<span class="_ _0"></span>kresie od 22 <span class="_ _0"></span>czerwca 2025 <span class="_ _0"></span>do 21 <span class="_ _0"></span>czerwca <span class="_ _0"></span>2027 r. Kw<span class="_ _0"></span>ota gw<span class="_ _0"></span>aranc<span class="_ _3"></span></span>ji </div><div class="t m0 x1 hf y7a6 ff7 fs4 fc2 sc0 ls0 ws0">wynosi 10 mln złotych. Beneficjentem gwarancji je<span class="_ _1"></span>st Naczelnik Opolskiego Urzędu Skarbowego w Opolu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y611 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a7 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Ene<span class="_ _1"></span>rgia <span class="_ _1"></span>i G<span class="_ _1"></span>az Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o jes<span class="_ _1"></span>t zle<span class="_ _1"></span>ceniodawcą wystawieni<span class="_ _1"></span>a g<span class="_ _1"></span>warancji ubezpieczeniowej <span class="_ _1"></span>wystawionej <span class="_ _1"></span>przez <span class="_ _1"></span>TU <span class="_ _1"></span>Euler He<span class="_ _1"></span>rmes S.<span class="_ _0"></span><span class="ff6">A. (Allianz </span></div><div class="t m0 x1 hf y7a8 ff7 fs4 fc2 sc0 ls0 ws0">Trade) zabezpie<span class="_ _1"></span>czającej zobowiązania <span class="_ _1"></span>jakie mogą <span class="_ _1"></span>wynikać w <span class="_ _1"></span>związku z <span class="_ _1"></span>wykonywaniem działalności <span class="_ _1"></span>gospodarczej w <span class="_ _1"></span>zakresie <span class="_ _1"></span>o<span class="_ _0"></span><span class="ff6">brotu paliwami </span></div><div class="t m0 x1 hf y7a9 ff7 fs4 fc2 sc0 ls0 ws0">ciekłymi <span class="_ _0"></span>z <span class="_ _3"></span>zagranicą <span class="_ _3"></span>przez <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>E<span class="_ _0"></span>nergia <span class="_ _0"></span>i <span class="_ _3"></span>Gaz <span class="_ _0"></span>Sp. <span class="_ _3"></span>z <span class="_ _0"></span>o.o. <span class="_ _3"></span>w <span class="_ _0"></span>okresie <span class="_ _0"></span>od <span class="_ _3"></span>20 <span class="_ _3"></span>października <span class="_ _0"></span>2025 <span class="_ _3"></span>do <span class="_ _0"></span>19 <span class="_ _3"></span>października <span class="_ _0"></span>2027 <span class="_ _3"></span>r. <span class="_ _0"></span>Kwota<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span>gwarancji </span></div><div class="t m0 x1 hf y7aa ff7 fs4 fc2 sc0 ls0 ws0">wynosi 10 mln złotych. Beneficjentem gwarancji je<span class="_ _1"></span>st Naczelnik Drugiego Mazowieckiego Urzędu Skarbowego w <span class="_ _0"></span><span class="ff6">Warszawie.  </span></div><div class="t m0 x1 hf y7ab ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7ac ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>dniu <span class="_ _4"></span>8 <span class="_ _4"></span>stycznia <span class="_ _3"></span>2025 <span class="_ _4"></span>r. <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>S.A. <span class="_ _3"></span>udzieliła <span class="_ _3"></span>gwarancji <span class="_ _4"></span>/ <span class="_ _4"></span>poręczenia <span class="_ _3"></span>na <span class="_ _4"></span>rzecz <span class="_ _4"></span>ENI <span class="_ _3"></span>TRADE <span class="_ _4"></span>&amp; <span class="_ _4"></span>BIOFUELS <span class="_ _3"></span>S.P.A. <span class="_ _4"></span>za <span class="_ _4"></span>przyszłe <span class="_ _3"></span>zo<span class="_ _0"></span>bow<span class="_ _0"></span>iąz<span class="_ _0"></span>ania </div><div class="t m0 x1 hf y7fb ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Paliwa S<span class="_ _1"></span>p. z o.o., które <span class="_ _1"></span>mogą wynikać z <span class="_ _1"></span>transakcji handlowych zawartych z <span class="_ _1"></span>Beneficjentem. Maksymalna kwota <span class="_ _1"></span>poręczenia<span class="_ _0"></span><span class="ff6"> wynosi 8 </span></div><div class="t m0 x1 hf y789 ff6 fs4 fc2 sc0 ls0 ws0">mln USD.  </div><div class="t m0 x1 hf y2be ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y324 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>dniu <span class="_ _4"></span>31 <span class="_ _4"></span>stycznia <span class="_ _3"></span>2025 <span class="_ _4"></span>r. <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>S.A. <span class="_ _3"></span>zawarła <span class="_ _4"></span>z <span class="_ _3"></span>O<span class="_ _0"></span>RLEN <span class="_ _3"></span>S.A. <span class="_ _4"></span>Umowę <span class="_ _3"></span>poręczenia <span class="_ _4"></span>stanowiąca <span class="_ _4"></span>zabezpieczenie <span class="_ _3"></span>wierzytelności <span class="_ _3"></span>O<span class="_ _0"></span>RLEN <span class="_ _4"></span>S<span class="_ _0"></span><span class="ff6">.A.<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y34d ff7 fs4 fc2 sc0 ls0 ws0">wobec  UNIMOT  Bitumen  Sp.  z <span class="_ _18"> </span>o<span class="_ _0"></span>.o.  wynikających  z <span class="_ _18"> </span>Umow<span class="_ _0"></span>y  Ramowej  o  Świadczenie  Usług  Spedycyjnych  z <span class="_ _15"> </span>dnia  12  stycznia  2022 <span class="_ _18"> </span>r. </div><div class="t m0 x1 hf yadc ff6 fs4 fc2 sc0 ls0 ws0">(<span class="ff7">„Zabezpieczona <span class="_ _9"></span>Umow<span class="_ _0"></span>a&quot;). <span class="_ _1"></span>Maksymalna <span class="_ _9"></span>w<span class="_ _0"></span>artość <span class="_ _1"></span>zabezpieczenia <span class="_ _9"></span>wynosi 4,9 <span class="_ _9"></span>mln <span class="_ _1"></span>złotych, <span class="_ _1"></span>a <span class="_ _1"></span>maksymalny <span class="_ _9"></span>o<span class="_ _0"></span>kres <span class="_ _9"></span>zab<span class="_ _0"></span>ezpieczenia <span class="_ _1"></span>upływa <span class="_ _9"></span>z d<span class="ff6">niem </span></span></div><div class="t m0 x1 hf y56a ff6 fs4 fc2 sc0 ls0 ws0">31 grudnia 2026 r.  </div><div class="t m0 x1 hf yadd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y2c3 ff7 fs4 fc2 sc0 ls0 ws0">W d<span class="_ _1"></span>niu <span class="_ _1"></span>19 <span class="_ _1"></span>lutego <span class="_ _1"></span>2025 <span class="_ _1"></span>r. <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _1"></span>zawarła <span class="_ _1"></span>z <span class="_ _1"></span>ORLEN <span class="_ _1"></span>S.A. <span class="_ _1"></span>Umowę <span class="_ _9"></span>poręczenia stan<span class="_ _1"></span>owiąca zabezpie<span class="_ _1"></span>czenie <span class="_ _1"></span>wierzytelności <span class="_ _1"></span>ORLEN S.A<span class="ff6">. wobec </span></div><div class="t m0 x1 hf yade ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Bitumen <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _0"></span>wynikających <span class="_ _0"></span>z <span class="_ _0"></span>Warunkowej <span class="_ _0"></span>Ramowej <span class="_ _0"></span>Umowy <span class="_ _0"></span>Sprzedaży <span class="_ _0"></span>z <span class="_ _3"></span>dnia 12 <span class="_ _0"></span>stycznia <span class="_ _0"></span>2022 <span class="_ _0"></span>r. <span class="_ _0"></span>(<span class="_ _3"></span>„<span class="ff6">Zabezpieczona <span class="_ _0"></span>Umowa&quot;). </span></div><div class="t m0 x1 hf y172 ff7 fs4 fc2 sc0 ls0 ws0">Maksymalna wartość zabezpieczenia wynosi 110 mln<span class="_ _1"></span> złotych, a maksymalny okres zabezpieczenia upływa z dniem 31 grudnia 2025 r.<span class="ff6">  </span></div><div class="t m0 x1 hf y7ea ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yadf ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _14"> </span>dniu <span class="_ _14"> </span>6 <span class="_ _14"> </span>marca <span class="_ _14"> </span>2025 <span class="_ _14"> </span>r. <span class="_ _14"> </span>UNIMO<span class="_ _0"></span>T <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>udzieliła <span class="_ _14"> </span>gwarancji <span class="_ _14"> </span>/ <span class="_ _14"> </span>poręczenia, <span class="_ _14"> </span>którego <span class="_ _14"> </span>beneficjentem <span class="_ _14"> </span>jest<span class="_ _0"></span> <span class="_ _14"> </span>A/S <span class="_ _14"> </span>Global <span class="_ _14"> </span>Risk <span class="_ _14"> </span>Management <span class="_ _14"> </span>Lt<span class="_ _3"></span><span class="ff6">d. </span></div><div class="t m0 x1 hf yae0 ff7 fs4 fc2 sc0 ls0 ws0">Poręczenie <span class="_ _9"></span>zabezpiecza zobowiązania <span class="_ _9"></span>UNIMOT <span class="_ _1"></span>Bitumen <span class="_ _9"></span>S<span class="_ _0"></span>p. <span class="_ _1"></span>z <span class="_ _9"></span>o<span class="_ _0"></span>.o., <span class="_ _1"></span>UNIMOT <span class="_ _9"></span>Co<span class="_ _0"></span>mmodities <span class="_ _9"></span>Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o. <span class="_ _1"></span>oraz <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>Paliwa <span class="_ _9"></span>Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o., j<span class="ff6">aki</span>e <span class="_ _9"></span>mo<span class="_ _0"></span>gą </div><div class="t m0 x1 hf yae1 ff7 fs4 fc2 sc0 ls0 ws0">powstać w związku <span class="_ _1"></span>z podpisan<span class="_ _1"></span>ą z bene<span class="_ _1"></span>ficjentem umową (Master Agreement <span class="_ _1"></span>z 22 <span class="_ _1"></span>maja 2023 r.) Maksymalna <span class="_ _1"></span>kwota poręczenia wynosi <span class="_ _1"></span>7<span class="_ _0"></span><span class="ff6"> mln </span></div><div class="t m0 x1 hf y625 ff6 fs4 fc2 sc0 ls0 ws0">USD. <span class="ff7">Gwarancja / poręczenie zastępuje<span class="_ _1"></span> poprzedni dokument poręczenia. <span class="ff6"> </span></span></div><div class="t m0 x1 hf y604 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5c0 ff7 fs4 fc2 sc0 ls0 ws0">W dniu <span class="_ _1"></span>7 marca 2025 r. <span class="_ _1"></span>UNIMOT S.A. udzieliła poręczen<span class="_ _1"></span>ia (First Demand <span class="_ _1"></span>Liability Corporate Guarantee) <span class="_ _1"></span>na rzecz Banque <span class="_ _1"></span>de Comme<span class="_ _0"></span><span class="ff6">rce et de </span></div><div class="t m0 x1 hf y69c ff7 fs4 fc2 sc0 ls0 ws0">Placements <span class="_ _3"></span>S<span class="_ _0"></span>A, <span class="_ _4"></span>Geneva <span class="_ _4"></span>za <span class="_ _4"></span>zobowiązania <span class="_ _4"></span>spółki <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>S.A. <span class="_ _3"></span>z <span class="_ _4"></span>siedzibą <span class="_ _4"></span>w <span class="_ _4"></span>Genewie, <span class="_ _4"></span>które <span class="_ _4"></span>mogą <span class="_ _4"></span>wynikać <span class="_ _4"></span>z <span class="_ _4"></span>udzielonej <span class="_ _3"></span>przez <span class="_ _4"></span>Bank<span class="_ _3"></span><span class="ff6"> <span class="_ _5"></span>linii <span class="_ _3"></span>n<span class="_ _0"></span>a </span></div><div class="t m0 x1 hf y3f5 ff7 fs4 fc2 sc0 ls0 ws0">finansowanie (Credit Facility). Maksymalna kwota poręczenia to 50 mln USD, porę<span class="_ _1"></span>czenie jest ważne do 7 marca 2026 r.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yf58 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf59 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 25 <span class="_ _0"></span>marca <span class="_ _0"></span>2025 <span class="_ _0"></span>r. <span class="_ _0"></span>UNIMOT<span class="_ _0"></span> S.A. <span class="_ _0"></span>udzieliła <span class="_ _0"></span>poręczenia <span class="_ _0"></span>na <span class="_ _0"></span>rzecz <span class="_ _0"></span>Macquarie <span class="_ _0"></span>Commodities Trad<span class="_ _0"></span>ing <span class="_ _0"></span>SA z<span class="_ _0"></span>a <span class="_ _0"></span>przyszłe z<span class="_ _0"></span>obowiązania <span class="_ _0"></span>U<span class="_ _3"></span><span class="ff6">NIMOT </span></div><div class="t m0 x1 hf yf5a ff7 fs4 fc2 sc0 ls0 ws0">Paliwa <span class="_ _4"></span>Sp. <span class="_ _4"></span>z <span class="_ _5"></span>o.o., <span class="_ _4"></span>jakie <span class="_ _4"></span>mogą <span class="_ _5"></span>powstać <span class="_ _4"></span>w <span class="_ _5"></span>trakcie <span class="_ _4"></span>zawieranych <span class="_ _4"></span>transakcji <span class="_ _4"></span>z <span class="_ _4"></span>Beneficjentem. <span class="_ _4"></span>Maksymalna <span class="_ _5"></span>kwota <span class="_ _4"></span>poręczenia <span class="_ _4"></span>to <span class="_ _5"></span>30 <span class="_ _4"></span>mln<span class="_ _0"></span><span class="ff6"> <span class="_ _5"></span>USD, </span></div><div class="t m0 x1 hf yd32 ff7 fs4 fc2 sc0 ls0 ws0">poręczenie jest ważne do 23 marca 2028 r. <span class="ff6"> </span></div><div class="t m0 x1 hf yf5b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf5c ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>dniu <span class="_ _0"></span>28 <span class="_ _3"></span>marca <span class="_ _3"></span>2025 <span class="_ _3"></span>r. <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _3"></span>udzieliła <span class="_ _3"></span>nowego <span class="_ _0"></span>poręczenia <span class="_ _3"></span>dla <span class="_ _3"></span>zobowiązań <span class="_ _3"></span>jakie <span class="_ _3"></span>mogą <span class="_ _0"></span>pojawić <span class="_ _3"></span>się <span class="_ _3"></span>w <span class="_ _3"></span>związku <span class="_ _3"></span>z <span class="_ _3"></span>realizacją <span class="_ _4"></span><span class="ff6">umowy </span></div><div class="t m0 x1 hf yf5d ff7 fs4 fc2 sc0 ls0 ws0">ramowej <span class="_ _14"> </span>zawartej  pomięd<span class="_ _1"></span>zy <span class="_ _14"> </span>UNIMOT<span class="_ _0"></span> <span class="_ _14"> </span>Paliwa  S<span class="_ _1"></span>p. <span class="_ _14"> </span>z  o.o. <span class="_ _14"> </span>a <span class="_ _14"> </span>mBank  S<span class="_ _1"></span>.A. <span class="_ _14"> </span>dotycząc<span class="_ _0"></span>ej <span class="_ _14"> </span>zasad <span class="_ _14"> </span>zw<span class="_ _0"></span>ierania <span class="_ _14"> </span>umów  wykonawczych <span class="_ _14"> </span>obejmujących </div><div class="t m0 x1 hf y7f ff6 fs4 fc2 sc0 ls0 ws0">ter<span class="ff7">minowe operacje finansowe. Maksymalna kwota poręczen<span class="_ _1"></span>ia to 180 mln złotych a termin ważności upływa 30 grudnia 2030 r. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf yf5e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya2f ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _9"></span>dniu <span class="_ _9"></span>31 <span class="_ _1"></span>marca <span class="_ _9"></span>2025 <span class="_ _1"></span>r. <span class="_ _9"></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _9"></span>udzieliła <span class="_ _9"></span>now<span class="_ _0"></span>ego <span class="_ _9"></span>poręczenia <span class="_ _1"></span>/ <span class="_ _9"></span>gwarancji <span class="_ _9"></span>(<span class="_ _0"></span>PARENT <span class="_ _9"></span>GUARANTEE <span class="_ _9"></span>AND <span class="_ _9"></span>INDEM<span class="_ _0"></span>NITY) <span class="_ _1"></span>na <span class="_ _9"></span>rzecz <span class="_ _1"></span>TotalEn<span class="ff6">ergies </span></div><div class="t m0 x1 hf y20c ff7 fs4 fc2 sc0 ls0 ws0">Marketing <span class="_ _0"></span>Deutschland <span class="_ _0"></span>Gm<span class="_ _0"></span>bH <span class="_ _0"></span>i/lub <span class="_ _0"></span>i<span class="_ _0"></span>nnych <span class="_ _0"></span>spółek <span class="_ _3"></span>z <span class="_ _0"></span>grupy <span class="_ _0"></span>TotalEn<span class="_ _0"></span>ergies <span class="_ _0"></span>wskazanych <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>dokumencie <span class="_ _3"></span>za <span class="_ _0"></span>zobowiązania <span class="_ _3"></span>UNIMOT <span class="_ _0"></span>Paliwa <span class="_ _0"></span>S<span class="_ _3"></span><span class="ff6">p. <span class="_ _0"></span>z<span class="_ _0"></span> </span></div><div class="t m0 x1 hf ybb5 ff7 fs4 fc2 sc0 ls0 ws0">o.o. <span class="_ _4"></span>jakie <span class="_ _3"></span>mogą <span class="_ _4"></span>wynikać <span class="_ _3"></span>z <span class="_ _4"></span>zawartych <span class="_ _3"></span>kontraktów. <span class="_ _4"></span>Maksymalna <span class="_ _3"></span>kwota <span class="_ _4"></span>zabezpieczenia <span class="_ _3"></span>wynosi <span class="_ _4"></span>20,0 <span class="_ _4"></span>mln <span class="_ _3"></span>EUR, <span class="_ _4"></span>poręczenie <span class="_ _3"></span>jest <span class="_ _4"></span>ważne <span class="_ _3"></span>do<span class="_ _3"></span><span class="ff6"> <span class="_ _4"></span>31 </span></div><div class="t m0 x1 hf ye72 ff6 fs4 fc2 sc0 ls0 ws0">marca 2027 r. </div><div class="t m0 x1 hf ya78 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf72" class="pf w0 h0" ><div class="pc pc72 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">114<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">W dniu 3 kwietnia 2025 <span class="_ _0"></span>r. UNIMOT <span class="_ _0"></span>S.A. udzieliła poręczenia na rzecz <span class="_ _0"></span>PKO BP S.A. za <span class="_ _0"></span>spłatę wierzytelności pieniężnych Banku pr<span class="_ _0"></span><span class="ff6">z<span class="_ _0"></span>ez UNIMOT </span></div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">Terminale sp. <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>o.o., <span class="_ _3"></span>UNIMOT Bitumen <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _3"></span>o.o., <span class="_ _0"></span>RCEkoenergia Sp. <span class="_ _3"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>(Kredytobiorcy), <span class="_ _0"></span>które <span class="_ _0"></span>mogą <span class="_ _3"></span>wynikać <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>za<span class="_ _0"></span><span class="ff6">w<span class="_ _0"></span>artej <span class="_ _0"></span>z <span class="_ _0"></span>Bankiem </span></div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">Umowy <span class="_ _15"> </span>limitu <span class="_ _15"> </span>kredytowego <span class="_ _15"> </span>w<span class="_ _0"></span>ielocelowego. <span class="_ _15"> </span>Maksymalna <span class="_ _15"> </span>kwo<span class="_ _0"></span>ta <span class="_ _15"> </span>poręczenia <span class="_ _15"> </span>wynosi <span class="_ _27"> </span>150 <span class="_ _15"> </span>mln <span class="_ _27"> </span>złotych, <span class="_ _27"> </span>data <span class="_ _15"> </span>końcowa <span class="_ _15"> </span>o<span class="_ _0"></span>bowiązywania </div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">poręczenia <span class="_ _9"></span>to 30 <span class="_ _1"></span>września <span class="_ _9"></span>2030 r. <span class="_ _9"></span>Zabezpieczeniem kredytu <span class="_ _9"></span>jest również <span class="_ _9"></span>hipoteka <span class="_ _1"></span>ustanowiona <span class="_ _1"></span>na <span class="_ _1"></span>nieruchomościach <span class="_ _9"></span>należąc<span class="_ _0"></span>y<span class="_ _0"></span><span class="ff6">ch d<span class="_ _1"></span>o <span class="_ _1"></span>UNIMOT </span></div><div class="t m0 x1 hf y79f ff6 fs4 fc2 sc0 ls0 ws0">Terminale Sp. z o.o. oraz UNIMOT Bitumen Sp. z o.o.  </div><div class="t m0 x1 hf y7a0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">W dniu 4 kwietnia 2025 <span class="_ _0"></span>r. UNIMOT<span class="_ _0"></span> S.A. udzieliła poręczenia na rzecz<span class="_ _0"></span> mBank <span class="_ _0"></span>S.A. z tytułu z<span class="_ _0"></span>abezpieczenia spłaty wierzytelności <span class="_ _0"></span><span class="ff6">Bank<span class="_ _0"></span>u wo<span class="_ _0"></span>bec </span></div><div class="t m0 x1 hf y7a2 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _9"></span>Terminale <span class="_ _9"></span>Sp. <span class="_ _1"></span>z <span class="_ _9"></span>o.o<span class="_ _0"></span>. <span class="_ _9"></span>o<span class="_ _0"></span>raz <span class="_ _a"></span>UNIMOT <span class="_ _1"></span>Bitumen <span class="_ _9"></span>Sp. <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _9"></span>o.o<span class="_ _0"></span>. <span class="_ _9"></span>(Kredytobiorcy), <span class="_ _1"></span>które <span class="_ _9"></span>mogą <span class="_ _1"></span>pojawić <span class="_ _9"></span>się <span class="_ _9"></span>w <span class="_ _1"></span>związku <span class="_ _9"></span>z <span class="_ _1"></span>podpis<span class="_ _1"></span>an<span class="_ _0"></span>ą <span class="_ _1"></span>Umową <span class="_ _9"></span>ramow<span class="_ _0"></span>ą </div><div class="t m0 x1 hf y7a3 ff7 fs4 fc2 sc0 ls0 ws0">wieloproduktową. <span class="_ _14"> </span>Maksymalna <span class="_ _14"> </span>kwota <span class="_ _14"> </span>poręczenia <span class="_ _14"> </span>wynosi <span class="_ _5"> </span>75 <span class="_ _14"> </span>mln <span class="_ _14"> </span>zło<span class="_ _0"></span>tych, <span class="_ _14"> </span>maksymalny <span class="_ _14"> </span>okres <span class="_ _5"> </span>ważności <span class="_ _14"> </span>upływa <span class="_ _14"> </span>15 <span class="_ _14"> </span>października <span class="_ _14"> </span>2027 <span class="_ _14"> </span>r. </div><div class="t m0 x1 hf y7a4 ff7 fs4 fc2 sc0 ls0 ws0">Zabezpieczeniem kredytu jest również hipoteka ustanowiona na nieruch<span class="_ _1"></span>omościach należących do UNIMOT Terminale Sp. z o<span class="_ _0"></span><span class="ff6">.o<span class="_ _0"></span>. </span></div><div class="t m0 x1 hf y640 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a5 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 17 <span class="_ _0"></span>kwietnia <span class="_ _0"></span>2025 r. <span class="_ _0"></span>UNI<span class="_ _0"></span>MOT <span class="_ _0"></span>S.A. udzieliła <span class="_ _0"></span>poręczenia (F<span class="_ _0"></span>irst <span class="_ _0"></span>Demand Guara<span class="_ _0"></span>ntee) na <span class="_ _0"></span>rzecz <span class="_ _0"></span>ING <span class="_ _0"></span>Bank <span class="_ _0"></span>N.V. <span class="_ _0"></span>Amsterdam, <span class="_ _0"></span>Lancy/<span class="_ _3"></span><span class="ff6">Geneva </span></div><div class="t m0 x1 hf y7a6 ff7 fs4 fc2 sc0 ls0 ws0">branch <span class="_ _1"></span>za <span class="_ _1"></span>zobowiązania <span class="_ _1"></span>spółki <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _1"></span>z s<span class="_ _1"></span>iedzibą <span class="_ _1"></span>w <span class="_ _1"></span>Genewie, <span class="_ _1"></span>które <span class="_ _1"></span>mogą <span class="_ _9"></span>w<span class="_ _0"></span>ynikać <span class="_ _1"></span>z u<span class="_ _1"></span>dzielonej <span class="_ _1"></span>przez <span class="_ _1"></span>Bank <span class="_ _1"></span>linii<span class="_ _1"></span> n<span class="_ _1"></span>a fin<span class="_ _1"></span>ansow<span class="_ _0"></span><span class="ff6">anie (Banking </span></div><div class="t m0 x1 hf y611 ff7 fs4 fc2 sc0 ls0 ws0">Faclities). Maksymalna kwota poręczenia to 70 mln US<span class="_ _1"></span>D. Na dzień bilansowy wykorzystanie linii finansowej wynosiło 0 USD. <span class="ff6"> </span></div><div class="t m0 x1 hf y7a7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a8 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _3"></span>Bitumen <span class="_ _0"></span>Sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>zawarła <span class="_ _3"></span>Umowę <span class="_ _0"></span>o <span class="_ _3"></span>gwarancję <span class="_ _3"></span>ubezpieczeniową <span class="_ _3"></span>terminowych <span class="_ _3"></span>płatności <span class="_ _0"></span>wystawio<span class="_ _0"></span>ną <span class="_ _3"></span>przez <span class="_ _0"></span>STU <span class="_ _3"></span>Ergo <span class="_ _3"></span>Hestia <span class="_ _0"></span>S.<span class="_ _3"></span><span class="ff6">A. </span></div><div class="t m0 x1 hf y7a9 ff7 fs4 fc2 sc0 ls0 ws0">Kwota gwarancji wynosi 70 <span class="_ _0"></span>mln złotych a jej beneficjentem jest Orlen S.A. T<span class="_ _0"></span>ermin ważności gwarancji <span class="_ _0"></span>obowiązuje od 29 <span class="_ _0"></span>kwietni<span class="_ _1"></span>a<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span><span class="ls7">20</span>25 r. <span class="_ _0"></span>do </span></div><div class="t m0 x1 hf y7aa ff7 fs4 fc2 sc0 ls0 ws0">28 kwi<span class="_ _1"></span>etnia <span class="_ _1"></span>2026 <span class="_ _1"></span>r. <span class="_ _1"></span>UNIMOT S.A. <span class="_ _9"></span>j<span class="_ _0"></span>est <span class="_ _1"></span>poręczycielem <span class="_ _1"></span>weksla <span class="_ _1"></span>złożonego <span class="_ _1"></span>jako zabezpi<span class="_ _1"></span>eczenie <span class="_ _1"></span>roszczeń Ub<span class="_ _1"></span>ezpieczyciela <span class="_ _1"></span>w <span class="_ _1"></span>związku <span class="_ _1"></span>z w<span class="_ _0"></span>ystawioną </div><div class="t m0 x1 hf y7ab ff7 fs4 fc2 sc0 ls0 ws0">gwarancją. <span class="ff6"> </span></div><div class="t m0 x1 hf y7ac ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7fb ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _5"></span>Paliwa <span class="_ _5"> </span>Sp. <span class="_ _5"> </span>z <span class="_ _14"> </span>o.o. <span class="_ _4"></span>o <span class="_ _14"> </span>jest <span class="_ _4"></span>zleceniodawcą <span class="_ _5"> </span>wystawienia <span class="_ _5"> </span>w <span class="_ _5"></span>dniu <span class="_ _5"></span>5 <span class="_ _5"> </span>maja <span class="_ _5"> </span>2025 <span class="_ _14"> </span>r. <span class="_ _5"></span>bankowej <span class="_ _5"> </span>gwarancji <span class="_ _5"></span>należytego <span class="_ _5"></span>wykonania <span class="_ _5"></span>umowy<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y789 ff7 fs4 fc2 sc0 ls0 ws0">wystawionej <span class="_ _1"></span>przez <span class="_ _1"></span>mBank S.A <span class="_ _1"></span>na rzecz <span class="_ _9"></span>O<span class="_ _0"></span>rlen <span class="_ _1"></span>Paliwa <span class="_ _1"></span>Sp. <span class="_ _1"></span>z o.o. <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _1"></span>jest <span class="_ _1"></span>poręczycielem e<span class="_ _1"></span>wentualnych zobowiązań <span class="_ _1"></span>wobec <span class="_ _1"></span>Ban<span class="_ _0"></span><span class="ff6">ku, jakie </span></div><div class="t m0 x1 hf y2be ff7 fs4 fc2 sc0 ls0 ws0">mogą p<span class="_ _1"></span>ojawić się <span class="_ _9"></span>w związku z <span class="_ _9"></span>wys<span class="_ _0"></span>tawieniem gwarancji. <span class="_ _9"></span>Kwo<span class="_ _0"></span>ta g<span class="_ _1"></span>warancji wyn<span class="_ _1"></span>osi 15,5 <span class="_ _9"></span>ml<span class="_ _0"></span>n <span class="_ _1"></span>złotych. Gwarancja je<span class="_ _1"></span>st <span class="_ _1"></span>ważna d<span class="_ _1"></span>o 30 <span class="_ _1"></span>kwie<span class="_ _0"></span><span class="ff6">tnia 2026 </span></div><div class="t m0 x1 hf y324 ff6 fs4 fc2 sc0 ls21 ws0">r.<span class="ls0"> </span></div><div class="t m0 x1 hf y34d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yadc ff7 fs4 fc2 sc0 ls0 ws0">W dniu 4 czerwca 2025 UNIMOT S.A<span class="_ _1"></span>. udzieliła poręczenia (Guarantee of Payment and Pe<span class="_ _1"></span>rformance) na rzecz Marex Financial, stanowiącego </div><div class="t m0 x1 hf y56a ff7 fs4 fc2 sc0 ls0 ws0">zabezpieczenie umowy <span class="_ _0"></span>o <span class="_ _0"></span>świadczenie <span class="_ _0"></span>usług finansowych <span class="_ _0"></span>zaw<span class="_ _0"></span>artej między <span class="_ _0"></span>Marex <span class="_ _0"></span>a <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>SA z <span class="_ _0"></span>siedzibą <span class="_ _0"></span>w <span class="_ _0"></span>Genewie. <span class="_ _0"></span>Z uwagi <span class="_ _0"></span>na <span class="_ _0"></span>cha<span class="_ _3"></span><span class="ff6">rakter </span></div><div class="t m0 x1 hf yadd ff7 fs4 fc2 sc0 ls0 ws0">transakcji <span class="_ _3"></span>jaki<span class="_ _0"></span>e <span class="_ _4"></span>mogą <span class="_ _4"></span>być <span class="_ _4"></span>zawierane <span class="_ _4"></span>na <span class="_ _4"></span>podstawie <span class="_ _4"></span>ww. <span class="_ _4"></span>umow<span class="_ _0"></span>y <span class="_ _4"></span>w <span class="_ _4"></span>treści <span class="_ _4"></span>poręczenia <span class="_ _4"></span>nie <span class="_ _4"></span>została <span class="_ _4"></span>określona <span class="_ _4"></span>maksymalna <span class="_ _4"></span>kwota <span class="_ _4"></span>an<span class="_ _0"></span>i <span class="_ _4"></span>ter<span class="_ _0"></span><span class="ff6">mi<span class="_ _0"></span>n </span></div><div class="t m0 x1 hf y2c3 ff7 fs4 fc2 sc0 ls0 ws0">obowiązywania poręczenia. <span class="ff6"> </span></div><div class="t m0 x1 hf yade ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y172 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _3"></span>Paliwa <span class="_ _3"></span>Sp. <span class="_ _4"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>o <span class="_ _4"></span>jest <span class="_ _3"></span>zleceniodawcą <span class="_ _3"></span>wystawienia <span class="_ _3"></span>w <span class="_ _3"></span>dniu <span class="_ _3"></span>27 <span class="_ _4"></span>czerwca <span class="_ _3"></span>2025 <span class="_ _3"></span>r. <span class="_ _4"></span>bankowej <span class="_ _3"></span>gwarancji <span class="_ _3"></span>płatności, <span class="_ _3"></span>wystawio<span class="_ _0"></span>nej<span class="_ _0"></span><span class="ff6"> <span class="_ _4"></span>przez </span></div><div class="t m0 x1 hf y7ea ff7 fs4 fc2 sc0 ls0 ws0">mBank <span class="_ _9"></span>S.A <span class="_ _9"></span>na rzecz <span class="_ _9"></span>BP <span class="_ _9"></span>E<span class="_ _0"></span>uropa <span class="_ _9"></span>SE. <span class="_ _1"></span> <span class="_ _9"></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _a"></span>jest p<span class="_ _1"></span>oręczycielem <span class="_ _9"></span>ewentualnych <span class="_ _1"></span>zobowiązań <span class="_ _9"></span>wobec <span class="_ _9"></span>Banku, <span class="_ _1"></span>jakie <span class="_ _9"></span>mogą <span class="_ _9"></span>pojaw<span class="_ _0"></span>ić <span class="_ _9"></span>się<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span><span class="ff7">w <span class="_ _9"></span>zw<span class="_ _0"></span>iązku </span></span></div><div class="t m0 x1 hf yadf ff7 fs4 fc2 sc0 ls0 ws0">z wystawieniem gwarancji. Kwota gwarancji wynosi 1,5 mln złotych. Gwarancja jest ważna do 31 maja 2026 r.<span class="ff6"> </span></div><div class="t m0 x1 hf yae0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yae1 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _9"></span>dniu <span class="_ _9"></span>16 <span class="_ _1"></span>lipca <span class="_ _9"></span>2025 <span class="_ _1"></span>r. <span class="_ _9"></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _9"></span>udzieliła <span class="_ _9"></span>poręczenia <span class="_ _1"></span>(Deed <span class="_ _9"></span>of <span class="_ _1"></span>Guarantee <span class="_ _a"></span>an<span class="_ _0"></span>d <span class="_ _9"></span>Indemnity) <span class="_ _1"></span>na <span class="_ _9"></span>rzecz <span class="_ _1"></span>Macquarie <span class="_ _9"></span>Bank <span class="_ _9"></span>Europe <span class="_ _9"></span>D<span class="_ _0"></span>AC<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span><span class="ff7">za <span class="_ _9"></span>przyszłe </span></span></div><div class="t m0 x1 hf y625 ff7 fs4 fc2 sc0 ls0 ws0">zobowiązania  UNIMOT  Paliwa  Sp.  z  o.o.,  jakie  mogą  powstać  w  trakcie  zawieranych  transakcji  z  Beneficjentem.  Maksymalna<span class="_ _3"></span><span class="ff6">  kwota </span></div><div class="t m0 x1 hf y604 ff7 fs4 fc2 sc0 ls0 ws0">poręczenia to 20 mln USD. <span class="ff6"> </span></div><div class="t m0 x1 hf y5c0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y69c ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Pa<span class="_ _0"></span>liwa Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>jest zlec<span class="_ _0"></span>eniodawcą w<span class="_ _0"></span>ystawienia przez <span class="_ _0"></span>mBank <span class="_ _0"></span>S.A. <span class="_ _0"></span>w <span class="_ _0"></span>dniu <span class="_ _0"></span>17 <span class="_ _0"></span>lipca <span class="_ _0"></span>2025 <span class="_ _0"></span>r. <span class="_ _0"></span>bankowej <span class="_ _0"></span>gwarancji <span class="_ _0"></span>na rzecz<span class="_ _0"></span> <span class="_ _3"></span><span class="ff6">PE<span class="_ _0"></span>RN S.A.<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y3f5 ff7 fs4 fc2 sc0 ls0 ws0">Kwota <span class="_ _14"> </span>gwarancji <span class="_ _5"> </span>wynosi <span class="_ _14"> </span>3,3 <span class="_ _5"> </span>mln <span class="_ _14"> </span>złotych. <span class="_ _14"> </span>Gwarancja <span class="_ _5"> </span>jest <span class="_ _14"> </span>ważna <span class="_ _5"> </span>do <span class="_ _14"> </span>30 <span class="_ _5"> </span>cz<span class="_ _0"></span>erwca <span class="_ _5"> </span>2026 <span class="_ _14"> </span>r. <span class="_ _5"> </span>UNIMOT <span class="_ _14"> </span>S.A. <span class="_ _5"> </span>jest <span class="_ _14"> </span>poręczycielem <span class="_ _5"></span>ewentua<span class="_ _0"></span><span class="ff6">lnych </span></div><div class="t m0 x1 hf yf58 ff7 fs4 fc2 sc0 ls0 ws0">zobowiązań wobec Banku, jakie mogą pojawić się w związku z wystawie<span class="_ _1"></span>niem gwarancji.<span class="ff6"> </span></div><div class="t m0 x1 hf yf59 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hf yf5a ff7 fs4 fc2 sc0 ls0 ws0">W dniu 30 lipca 2025 r. UNIMOT S.A. udzieliła poręczen<span class="_ _1"></span>ia na rzecz Banku Pekao S.A. za zobowiązania UNIMOT Terminale Sp. z o.o<span class="_ _0"></span><span class="ff6">., UNIMOT </span></div><div class="t m0 x1 hf yd32 ff7 fs4 fc2 sc0 ls0 ws0">Bitumen <span class="_ _1"></span>Sp. z <span class="_ _9"></span>o<span class="_ _0"></span>.o. oraz <span class="_ _1"></span>RCEkonenergia <span class="_ _1"></span>Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o. (Kredytobi<span class="_ _1"></span>orcy), które <span class="_ _1"></span>mogą wyn<span class="_ _1"></span>ikać z <span class="_ _9"></span>z<span class="_ _0"></span>awartej <span class="_ _1"></span>z Bankie<span class="_ _1"></span>m umowy <span class="_ _1"></span>kredytowe<span class="_ _0"></span><span class="ff6">j. Maks<span class="_ _1"></span>ymalna </span></div><div class="t m0 x1 hf yf5b ff7 fs4 fc2 sc0 ls0 ws0">kwota poręczenia wynosi 330 mln złotych, data końcowa obowiązywania poręczeni<span class="_ _1"></span>a to 04 października 2031 r.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yf5c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf5d ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _3"></span>13 <span class="_ _0"></span>sierpnia <span class="_ _3"></span>2025 <span class="_ _0"></span>r. <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _0"></span>udzieliła <span class="_ _0"></span>nowego <span class="_ _3"></span>poręczenia <span class="_ _0"></span>za <span class="_ _3"></span>zobowiązania <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>Paliwa <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _3"></span>o.o. <span class="_ _0"></span>w<span class="_ _0"></span>obec <span class="_ _0"></span>Shell <span class="_ _0"></span>Deuts<span class="_ _3"></span><span class="ff6">c<span class="_ _0"></span>hland </span></div><div class="t m0 x1 hf y7f ff7 fs4 fc2 sc0 ls0 ws0">GmbH <span class="_ _3"></span>oraz/lub <span class="_ _3"></span>innych <span class="_ _3"></span>spółek <span class="_ _4"></span>z <span class="_ _3"></span>Grupy <span class="_ _3"></span>Royal <span class="_ _4"></span>Dutch <span class="_ _3"></span>Shell <span class="_ _3"></span>PLC,<span class="_ _0"></span> <span class="_ _3"></span>jakie <span class="_ _3"></span>mogą <span class="_ _4"></span>powstać <span class="_ _3"></span>w <span class="_ _3"></span>ramac<span class="_ _0"></span>h <span class="_ _3"></span>współpracy <span class="_ _3"></span>handlowej. <span class="_ _3"></span>Do<span class="_ _0"></span>kument <span class="_ _3"></span>zastęp<span class="_ _3"></span><span class="ff6">uje </span></div><div class="t m0 x1 hf yf5e ff7 fs4 fc2 sc0 ls0 ws0">dotychczas obowiązujący. Maksymalna kwota zobowiązania wynosi 15 mln EUR a poręczeni<span class="_ _1"></span>e jest ważne minimum dwa lata. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ya2f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y20c ff7 fs4 fc2 sc0 ls0 ws0">W dniu<span class="_ _1"></span> 28 sierpnia <span class="_ _1"></span>2025 r. UN<span class="_ _1"></span>IMOT Terminale S<span class="_ _1"></span>p. z o.o. zawarła <span class="_ _1"></span>z <span class="_ _1"></span>mBank S.A. <span class="_ _1"></span>umowę ustanawiającą h<span class="_ _1"></span>ipotekę, kt<span class="_ _1"></span>óra stanowi zabez<span class="ff6">pi<span class="_ _0"></span>eczenie </span></div><div class="t m0 x1 hf ybb5 ff7 fs4 fc2 sc0 ls0 ws0">umowy o kredyt w rachunku bieżącym zawartą pomiędzy Bankiem a UNIMOT S.A. Łączna kwota hipoteki wynosi 75,0 mln<span class="_ _1"></span> złotych. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ye72 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya78 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _4"></span>S.A. <span class="_ _4"></span>jest <span class="_ _4"></span>poręczycielem <span class="_ _4"></span>w<span class="_ _0"></span>ekslowym <span class="_ _4"></span>umowy <span class="_ _4"></span>leasingu <span class="_ _4"></span>zawartej <span class="_ _4"></span>pomiędzy <span class="_ _5"></span>UNIMOT <span class="_ _4"></span>Aviation <span class="_ _4"></span>Sp. <span class="_ _4"></span>z <span class="_ _4"></span>o.o. <span class="_ _4"></span>a <span class="_ _5"></span>Pekao <span class="_ _4"></span>Leasing <span class="_ _4"></span>Sp. <span class="_ _4"></span>z <span class="_ _4"></span>o<span class="_ _0"></span>.<span class="_ _3"></span><span class="ff6">o. </span></div><div class="t m0 x1 hf yf5f ff7 fs4 fc2 sc0 ls0 ws0">Umowa obowiązuje od 24 września 2025 do 30 września 2030 r. Saldo zobowiązania na dzień bilansowy wynosiło 1,1 mln USD. <span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf73" class="pf w0 h0" ><div class="pc pc73 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">115<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _9"></span>S.A. <span class="_ _1"></span>jest <span class="_ _9"></span>zleceniodawcą <span class="_ _1"></span>wystawienia <span class="_ _a"></span>przez <span class="_ _1"></span>mBank <span class="_ _1"></span>S.A. <span class="_ _a"></span>w<span class="_ _0"></span> <span class="_ _1"></span>dniu <span class="_ _9"></span>13 <span class="_ _9"></span>października <span class="_ _1"></span>2025 <span class="_ _9"></span>r. <span class="_ _1"></span>bankowej <span class="_ _1"></span>gwarancji <span class="_ _9"></span>na <span class="_ _9"></span>rzecz MET <span class="_ _a"></span>In<span class="_ _3"></span><span class="ff6">ternational </span></div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">AG <span class="_ _9"></span>zabezpieczając<span class="_ _0"></span>ej <span class="_ _1"></span>ewentualne <span class="_ _9"></span>roszcz<span class="_ _0"></span>enia <span class="_ _9"></span>jakie mogą <span class="_ _9"></span>wynikać <span class="_ _1"></span>z <span class="_ _1"></span>zawartej <span class="_ _9"></span>umow<span class="_ _0"></span>y <span class="_ _1"></span>handlowej. <span class="_ _9"></span>Kwota gwarancji <span class="_ _9"></span>wynosi <span class="_ _1"></span>1 <span class="_ _1"></span>mln <span class="_ _9"></span>E<span class="_ _3"></span><span class="ff6">UR. <span class="_ _1"></span>Gwarancja </span></div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">jest ważna do 28 lutego 2026 r. <span class="ff6"> </span></div><div class="t m0 x1 hf y79f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a0 ff7 fs4 fc2 sc0 ls0 ws0">W dniu<span class="_ _1"></span> 31 października <span class="_ _1"></span>2025 r. <span class="_ _1"></span>został podpisany kole<span class="_ _1"></span>jny aneks do <span class="_ _1"></span>Umowy Poręczenia <span class="_ _1"></span>pomiędzy UNIMOT S<span class="_ _1"></span>.A. a <span class="_ _1"></span>PKO BP S.A. <span class="_ _1"></span>zabezpie<span class="_ _0"></span>czającej </div><div class="t m0 x1 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">wierzytelności, <span class="_ _0"></span>jakie <span class="_ _3"></span>mogą <span class="_ _3"></span>powstać <span class="_ _3"></span>w <span class="_ _0"></span>zw<span class="_ _0"></span>iązku <span class="_ _0"></span>z <span class="_ _3"></span>podpisaną <span class="_ _3"></span>pomiędzy <span class="_ _0"></span>PKO <span class="_ _3"></span>BP <span class="_ _3"></span>S.A. <span class="_ _0"></span>a <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>Energia <span class="_ _0"></span>i <span class="_ _3"></span>Gaz <span class="_ _3"></span>Sp.<span class="_ _0"></span><span class="ff6">  <span class="_ _3"></span></span>o.o. <span class="_ _3"></span>Umową <span class="_ _3"></span>Limit<span class="ff6">u. <span class="_ _3"></span>Kwota </span></div><div class="t m0 x1 hf y7a2 ff7 fs4 fc2 sc0 ls0 ws0">poręczenia wynosi 30 mln złotych i obowiązuje do 31 lipca 2035 r. <span class="ff6"> </span></div><div class="t m0 x1 hf y7a3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a4 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Terminale<span class="_ _1"></span> Sp. <span class="_ _1"></span>z o.o. o <span class="_ _1"></span>jest <span class="_ _1"></span>zleceniodawcą <span class="_ _1"></span>wystawienia g<span class="_ _1"></span>warancji ubezp<span class="_ _1"></span>ieczeniowej wystawionej p<span class="_ _1"></span>rzez TU Eule<span class="_ _1"></span>r Hermes<span class="_ _1"></span> S.A<span class="ff6">. (<span class="_ _0"></span>Allianz </span></div><div class="t m0 x1 hf y640 ff7 fs4 fc2 sc0 ls0 ws0">Trade) <span class="_ _3"></span>zabezpieczającej <span class="_ _4"></span>zobowiązania <span class="_ _3"></span>jakie <span class="_ _4"></span>mogą <span class="_ _4"></span>wynikać <span class="_ _3"></span>w <span class="_ _4"></span>związku <span class="_ _4"></span>z <span class="_ _4"></span>wykonywaniem <span class="_ _3"></span>działalności <span class="_ _4"></span>gospodarczej <span class="_ _3"></span>w <span class="_ _4"></span>zakresie <span class="_ _3"></span>wy<span class="_ _3"></span><span class="ff6">tw<span class="_ _0"></span>arzania </span></div><div class="t m0 x1 hf y7a5 ff7 fs4 fc2 sc0 ls0 ws0">paliw ciekłych <span class="_ _0"></span>przez <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>Terminale Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>Kwota gwarancji <span class="_ _0"></span>wynosi <span class="_ _0"></span>10 mln <span class="_ _0"></span>zło<span class="_ _0"></span>tych i <span class="_ _0"></span>obowiązuje od <span class="_ _0"></span>1 <span class="_ _0"></span>grudnia 2025 <span class="_ _0"></span>r <span class="_ _0"></span>do <span class="_ _0"></span>30<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span>listopada </span></div><div class="t m0 x1 hf y7a6 ff7 fs4 fc2 sc0 ls0 ws0">2027 r. Beneficjentem gwarancji jest Naczelnik Drugieg<span class="_ _1"></span>o Urzędu Skarbowego w Bielsku<span class="_ _0"></span><span class="ff6">-</span>Białej.<span class="ff6"> </span></div><div class="t m0 x1 hf y611 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a7 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"> </span>dniu <span class="_ _14"> </span>2 <span class="_ _14"> </span>grudnia <span class="_ _5"> </span>2025<span class="_ _0"></span> <span class="_ _14"> </span>r. <span class="_ _5"> </span>UNI<span class="_ _0"></span>MOT <span class="_ _14"> </span>S.A. <span class="_ _5"> </span>udzieliła <span class="_ _14"> </span>poręczenia <span class="_ _14"> </span>na <span class="_ _5"> </span>rzecz<span class="_ _0"></span> <span class="_ _5"> </span>ING <span class="_ _14"> </span>Bank <span class="_ _14"> </span>Śląski <span class="_ _14"> </span>S.A. <span class="_ _5"> </span>jako<span class="_ _0"></span> <span class="_ _5"> </span>z<span class="_ _0"></span>abezpieczenie <span class="_ _5"> </span>ewentualnych <span class="_ _14"> </span>rosz<span class="_ _3"></span>czeń </div><div class="t m0 x1 hf y7a8 ff7 fs4 fc2 sc0 ls0 ws0">Beneficjenta <span class="_ _0"></span>mogących <span class="_ _3"></span>powstać <span class="_ _3"></span>z <span class="_ _0"></span>tytułu <span class="_ _3"></span>podpisanej <span class="_ _0"></span>z <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>Paliwa <span class="_ _0"></span>Sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>Umowy <span class="_ _0"></span>kredytowej <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _3"></span>20 <span class="_ _0"></span>maja <span class="_ _3"></span>2024 <span class="_ _0"></span>r. <span class="_ _3"></span>Maksymalna <span class="_ _3"></span>kw<span class="_ _3"></span><span class="ff6">ota </span></div><div class="t m0 x1 hf y7a9 ff7 fs4 fc2 sc0 ls0 ws0">poręczenia wynosi 180 mln złotych a maksymalna data obowiązywania to 9 maja 2029 r. <span class="ff6"> </span></div><div class="t m0 x1 hf y7aa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7ab ff7 fs4 fc2 sc0 ls0 ws0">11 grudnia <span class="_ _1"></span>2025 r. UNIMOT S<span class="_ _1"></span>.A. udzieliła poręczeni<span class="_ _1"></span>a na rzecz Vitol <span class="_ _1"></span>Gas and <span class="_ _1"></span>Power B.V. stanowiącego zabezpi<span class="_ _1"></span>eczenie ewentualn<span class="_ _1"></span>yc<span class="_ _0"></span>h<span class="_ _0"></span> roszczeń </div><div class="t m0 x1 hf y7ac ff7 fs4 fc2 sc0 ls0 ws0">Beneficjenta <span class="_ _1"></span>mogących p<span class="_ _1"></span>owstać w <span class="_ _1"></span>przyszłości <span class="_ _1"></span>z <span class="_ _1"></span>tytułu <span class="_ _1"></span>zawieranych <span class="_ _1"></span>z <span class="_ _1"></span>UNIMOT Ene<span class="_ _1"></span>rgia i <span class="_ _1"></span>Gaz <span class="_ _1"></span>Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o. umów h<span class="_ _1"></span>andlowych. <span class="_ _1"></span>Maks<span class="_ _0"></span><span class="ff6">ymalna kwota </span></div><div class="t m0 x1 hf y7fb ff7 fs4 fc2 sc0 ls0 ws0">poręczenia wynosi 5 mln EUR. <span class="ff6"> </span></div><div class="t m0 x1 hf y789 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y2be ff5 fs4 fcb sc0 ls0 ws0">Po dniu bilansowym: </div><div class="t m0 x1 hf y324 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y34d ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _3"></span>Paliwa <span class="_ _3"></span>Sp. <span class="_ _4"></span>z <span class="_ _3"></span>o.o. <span class="_ _4"></span>zawarła <span class="_ _3"></span>Umowę <span class="_ _3"></span>o <span class="_ _4"></span>nową <span class="_ _3"></span>gwarancję <span class="_ _3"></span>ubezpieczeniową <span class="_ _3"></span>wystawioną <span class="_ _3"></span>przez <span class="_ _4"></span>UNIQA <span class="_ _3"></span>Towarzystwo <span class="_ _3"></span>Ubezpieczeń <span class="_ _3"></span>S.A., </div><div class="t m0 x1 hf yadc ff7 fs4 fc2 sc0 ls0 ws0">składaną jako <span class="_ _1"></span>zabezpieczenie akcyzowe. Kwota <span class="_ _1"></span>gwarancji wynosi <span class="_ _1"></span>7,2 mln <span class="_ _1"></span>złotych, a jej <span class="_ _1"></span>termin <span class="_ _1"></span>ważności obowiązuje od <span class="_ _1"></span>04 styczni<span class="ff6">a 2026 r. do </span></div><div class="t m0 x1 hf y56a ff7 fs4 fc2 sc0 ls0 ws0">3 stycznia 2027 r. Beneficjentem gwarancji jest Naczelnik Drugiego Urzędu<span class="_ _1"></span> Skarbowego w Opolu.<span class="_ _0"></span><span class="ff6">  </span></div><div class="t m0 x1 hf yadd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y2c3 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>dniu <span class="_ _0"></span>9 <span class="_ _3"></span>lutego <span class="_ _3"></span>2026 <span class="_ _3"></span>r. <span class="_ _3"></span>na <span class="_ _3"></span>zlecen<span class="_ _1"></span>ie <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>Paliwa <span class="_ _3"></span>Sp. <span class="_ _0"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>została <span class="_ _3"></span>wystawiona <span class="_ _3"></span>nowa <span class="_ _0"></span>gwarancja <span class="_ _3"></span>(Bűrgschaftsurkunde) <span class="_ _3"></span>na <span class="_ _0"></span>rzecz<span class="_ _0"></span> <span class="_ _4"></span>Urzędu </div><div class="t m0 x1 hf yade ff7 fs4 fc2 sc0 ls0 ws0">Celnego  (Hauptzollamt  Sicherheit)  w  Niemczech,  stanowiącej  zabezpi<span class="_ _1"></span>eczenie  akcyzowe  dla  transportów  paliw  realizowanych  poprz<span class="_ _0"></span><span class="ff6">ez </span></div><div class="t m0 x1 hf y172 ff6 fs4 fc2 sc0 ls0 ws0">terminal HES Wilhelmshaven. Kwota zabezpieczenia wynosi 7,7 mln EUR.  </div><div class="t m0 x1 hf y7ea ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yadf ff7 fs4 fc2 sc0 ls0 ws0">9 lutego 2026 została zwiększona z 17,2 na 20 mln złotych kwota g<span class="_ _1"></span>warancji należytego wykonania umowy wystawionej na zleceni<span class="_ _1"></span>e <span class="_ _0"></span><span class="ff6">UNIMOT </span></div><div class="t m0 x1 hf yae0 ff7 fs4 fc2 sc0 ls0 ws0">Energia i Gaz Sp. z o.o. TU<span class="_ _1"></span> Euler Herme<span class="_ _1"></span>s S.A. (Allianz Trade) na rzecz Polskiej Sp<span class="_ _1"></span>ółki Gazownictwa Sp. z o.o. Kwota gwarancj<span class="ff6">i wynosi 17,2 mln </span></div><div class="t m0 x1 hf yae1 ff7 fs4 fc2 sc0 ls0 ws0">złotych. Gwarancja jest ważna do 2 listopada 2026 r.<span class="ff6"> </span></div><div class="t m0 x1 hf y625 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y604 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _3"></span>11 <span class="_ _3"></span>lutego <span class="_ _0"></span>2026 <span class="_ _3"></span>r. <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _0"></span>udzieliła <span class="_ _3"></span>z <span class="_ _0"></span>O<span class="_ _0"></span>RLEN <span class="_ _3"></span>S.A. <span class="_ _0"></span>nowego <span class="_ _3"></span>poręczenia <span class="_ _0"></span>sta<span class="_ _0"></span>nowiącego <span class="_ _3"></span>zabezpieczenie <span class="_ _0"></span>wierzytelności <span class="_ _0"></span>OR<span class="_ _0"></span>LE<span class="_ _3"></span><span class="ff6">N <span class="_ _3"></span>S.A. </span></div><div class="t m0 x1 hf y5c0 ff7 fs4 fc2 sc0 ls0 ws0">wobec <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>Bitumen <span class="_ _4"></span>Sp. <span class="_ _4"></span>z <span class="_ _4"></span>o.o<span class="_ _0"></span>. <span class="_ _4"></span>wynikających <span class="_ _4"></span>z <span class="_ _4"></span>Warunkowej <span class="_ _4"></span>Ramo<span class="_ _0"></span>wej <span class="_ _4"></span>Umowy <span class="_ _4"></span>Sprzedaży <span class="_ _4"></span>z <span class="_ _4"></span>dnia <span class="_ _4"></span>12 <span class="_ _4"></span>stycznia <span class="_ _4"></span>2022 <span class="_ _4"></span>r. <span class="_ _4"></span>(<span class="_ _0"></span>&quot;Zabezpieczona<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y69c ff7 fs4 fc2 sc0 ls0 ws0">Umowa&quot;). <span class="_ _0"></span>Maksymalna <span class="_ _0"></span>w<span class="_ _0"></span>artość zabezpieczenia <span class="_ _0"></span>wynosi <span class="_ _0"></span>ponownie <span class="_ _3"></span>110 <span class="_ _0"></span>mln <span class="_ _0"></span>złotych, <span class="_ _0"></span>a <span class="_ _0"></span>maksymalny <span class="_ _0"></span>o<span class="_ _0"></span>kres <span class="_ _0"></span>zabezpieczenia u<span class="_ _0"></span>pływa <span class="_ _0"></span>z <span class="_ _3"></span>dn<span class="_ _1"></span>iem <span class="_ _3"></span><span class="ff6 ls7">31 </span></div><div class="t m0 x1 hf y3f5 ff6 fs4 fc2 sc0 ls0 ws0">grudnia 2026 r. </div><div class="t m0 x1 hf yf60 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y5e5 ff5 fs5 fc5 sc0 ls0 ws0">6.10.<span class="ff3"> <span class="_ _44"> </span></span>AKT<span class="_ _0"></span>UALNA I PRZEWIDYWANA SYTUACJA FINAN<span class="_ _1"></span>SOWA <span class="_ _0"></span>GK UNIMOT  </div><div class="t m0 x1 hf yf61 ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _4"></span>UNIMOT <span class="_ _5"></span><span class="ff7">nie <span class="_ _4"></span>publikuje <span class="_ _4"></span>pr<span class="_ _0"></span>ognoz <span class="_ _4"></span>finansowych <span class="_ _4"></span>na <span class="_ _5"></span>lata <span class="_ _4"></span>przysz<span class="_ _0"></span>łe, <span class="_ _4"></span>dodatkowo <span class="_ _5"></span>Zarząd <span class="_ _4"></span>Emitenta <span class="_ _4"></span>podjął <span class="_ _4"></span>decyzję <span class="_ _5"></span>o<span class="_ _3"></span></span> <span class="ff7">odstąpie<span class="_ _1"></span>niu <span class="_ _4"></span>pu<span class="_ _0"></span>blikacji </span></div><div class="t m0 x1 hf yf62 ff6 fs4 fc2 sc0 ls0 ws0">prognozy <span class="_ _1"></span>skonsolidowanej <span class="_ _1"></span>EBITDA <span class="_ _1"></span>skorygowanej <span class="_ _1"></span>za <span class="ls7">202</span>5 <span class="ff7">rok, maj<span class="_ _1"></span>ąc n<span class="_ _1"></span>a<span class="ff6"> </span>uwadze <span class="_ _1"></span>zewnętrzne <span class="_ _9"></span>c<span class="_ _0"></span>zynniki rynkowe <span class="_ _9"></span>niezależne od<span class="ff6"> </span>Spółki, związane </span></div><div class="t m0 x1 hf yf63 ff6 fs4 fc2 sc0 ls0 ws0">z <span class="ff7">dużą zmiennością i</span> <span class="ff7">niepewnością sytuacji na</span> rynku paliw. </div><div class="t m0 x1 hf yf64 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y58 ff5 fs5 fc5 sc0 ls0 ws0">6.11.<span class="ff3"> <span class="_ _44"> </span></span>INFO<span class="_ _0"></span>RMACJE O FIRMIE AUDYTORSKIEJ<span class="_ _1"></span>   </div><div class="t m0 x1 hf yebe ff7 fs4 fc2 sc0 ls0 ws0">Podmiotem <span class="_ _16"> </span>uprawnionym <span class="_ _16"> </span>do <span class="_ _16"> </span>badania <span class="_ _27"> </span>skonsolidow<span class="_ _0"></span>anego <span class="_ _16"> </span>sprawozdania <span class="_ _16"> </span>finansowego <span class="_ _16"> </span>Grupy <span class="_ _16"> </span>Kapitałowej <span class="_ _16"> </span>UNIMOT <span class="_ _16"> </span>za <span class="_ _16"> </span>rok <span class="_ _16"> </span>obrotowy </div><div class="t m0 x1 hf yf65 ff7 fs4 fc2 sc0 ls0 ws0">zakończony <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia 2025 <span class="_ _0"></span>r. <span class="_ _0"></span>j<span class="_ _0"></span>est <span class="_ _0"></span>PricewaterhouseCoopers Po<span class="_ _0"></span>lska <span class="_ _0"></span>Sp. z<span class="_ _0"></span> <span class="_ _0"></span>o.o. <span class="_ _0"></span>Audyt <span class="_ _0"></span>Sp. <span class="_ _0"></span>k.<span class="_ _3"></span><span class="ff6"> </span>(„PWC”). <span class="_ _0"></span>Wyboru <span class="_ _0"></span>firmy <span class="_ _0"></span>audytorskiej <span class="_ _0"></span>doko<span class="_ _0"></span>nała <span class="_ _0"></span>w </div><div class="t m0 x1 hf y378 ff6 fs4 fc2 sc0 ls0 ws0">dniu 15 kwietnia 2025 r. Rada Nadzorcza UNIMOT S.A. </div><div class="t m0 x1 hf yf66 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya56 ff7 fs4 fc2 sc0 ls0 ws0">Umowa pomiędzy UNIMOT S.A. a<span class="_ _1"></span> PWC została podpisan<span class="_ _1"></span>a w dniu 9 czerwca 2025 r. i<span class="_ _1"></span> dotyczy badania sp<span class="_ _1"></span>rawozdań finansowych UNIMOT S<span class="ff6">.A. </span></div><div class="t m0 x1 hf ya33 ff6 fs4 fc2 sc0 ls0 ws0">za <span class="_ _3"></span>lata <span class="_ _3"></span>2025<span class="_ _0"></span>-<span class="ff7">2027, <span class="_ _3"></span>skonsolidowanych <span class="_ _3"></span>sprawo<span class="_ _0"></span>zdań <span class="_ _3"></span>finansowych <span class="_ _3"></span>Grupy <span class="_ _3"></span>za <span class="_ _4"></span>lata <span class="_ _3"></span>2025<span class="_ _0"></span></span>-<span class="ff7">2027, <span class="_ _3"></span>wyko<span class="_ _0"></span>nania <span class="_ _3"></span>przeglądu <span class="_ _3"></span>śródrocz<span class="_ _0"></span>nych <span class="_ _3"></span>sprawo<span class="_ _0"></span>zdań</span> </div></div></div><div class="pi" ></div></div><div id="pf74" class="pf w0 h0" ><div class="pc pc74 w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">116<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">finansowych <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _4"></span>za <span class="_ _3"></span>pierwsze <span class="_ _4"></span>półrocza <span class="_ _3"></span>2025<span class="_ _0"></span><span class="ff6">-</span>2027 <span class="_ _4"></span>roku <span class="_ _3"></span>oraz <span class="_ _3"></span>śródrocznych <span class="_ _4"></span>skonsolidowanych <span class="_ _3"></span>sprawozdań <span class="_ _3"></span>finansowych <span class="_ _4"></span>Grupy <span class="_ _3"></span>za </div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">pierwsze półrocza 2025<span class="ff6">-2027 roku. </span></div><div class="t m0 x1 hf y105 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">Badania sprawozdań finansowych spółek zależnych <span class="_ _0"></span>za rok obrotowy zakończony <span class="_ _0"></span>31 grudnia 2025 r. zostały przeprowadzone przez <span class="_ _0"></span>au<span class="_ _0"></span><span class="ff6">dytora<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y79f ff6 fs4 fc2 sc0 ls0 ws0">Grupy oraz inne firmy audytorskie.  </div><div class="t m0 x1 hf y7a0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">Atestacja <span class="_ _5"> </span>Sprawozdania <span class="_ _5"> </span>Zró<span class="_ _0"></span>wnoważonego <span class="_ _5"> </span>Ro<span class="_ _0"></span>zwoju, <span class="_ _5"></span>które <span class="_ _5"> </span>zostało <span class="_ _14"> </span>sporządzone <span class="_ _4"></span>przez <span class="_ _14"> </span>Grupę <span class="_ _5"></span>za <span class="_ _5"> </span>r<span class="_ _0"></span>ok <span class="_ _5"> </span>2025 <span class="_ _14"> </span>stanowiącego <span class="_ _5"></span>integralną <span class="_ _5"> </span>cz<span class="_ _0"></span>ęś<span class="_ _3"></span><span class="ls2f">ć </span></div><div class="t m0 x1 hf y7a2 ff7 fs4 fc2 sc0 ls0 ws0">Sprawozdania <span class="_ _0"></span>Zarządu <span class="_ _3"></span>z <span class="_ _0"></span>działalności <span class="_ _3"></span>Grupy <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>i <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _0"></span>została <span class="_ _3"></span>przeprowadzona <span class="_ _0"></span>przez <span class="_ _0"></span>inną <span class="_ _3"></span>firmę <span class="_ _0"></span>audytorską, <span class="_ _3"></span>tj. <span class="_ _0"></span>Forvis<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span>Mazars </span></div><div class="t m0 x1 hf y7a3 ff7 fs4 fc2 sc0 ls0 ws0">Audyt <span class="_ _0"></span>S<span class="_ _0"></span>p. <span class="_ _3"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>Firma <span class="_ _0"></span>ta <span class="_ _3"></span>została <span class="_ _3"></span>wybrana <span class="_ _0"></span>przez <span class="_ _3"></span>Radę <span class="_ _3"></span>Nadzorczą <span class="_ _3"></span>uchwałą <span class="_ _3"></span>z <span class="_ _3"></span>dnia <span class="_ _0"></span>7 <span class="_ _3"></span>lipca <span class="_ _3"></span>2025 <span class="_ _3"></span>roku <span class="_ _0"></span>w <span class="_ _3"></span>zakresie <span class="_ _3"></span>atestacji <span class="_ _3"></span>sprawozd<span class="_ _0"></span>ań <span class="_ _3"></span>za <span class="_ _3"></span>lata </div><div class="t m0 x1 hf y7a4 ff7 fs4 fc2 sc0 ls0 ws0">obrotowe 2025, 2026 i 2027. Umowa pomiędzy UNIMOT S.A. a Forvis Mazaris została podpis<span class="_ _1"></span>ania dnia 23 września 2025 r.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y640 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 yf67 ff8 fs9 fc2 sc0 ls0 ws0">Wysokość wyna<span class="_ _1"></span>grodzenia audyt<span class="_ _1"></span>ora za usłu<span class="_ _1"></span>gi świadczone n<span class="_ _1"></span>a rzecz Grupy <span class="_ _1"></span>UNIMOT  <span class="ff5"> </span></div></div><div class="c x1 yf68 wd7 h29"><div class="t m0 xa h13 y1a3 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xdf yf68 w11 h29"><div class="t m0 x5d h16 y157 ff5 fs4 fc2 sc0 ls7 ws0">01.01.2025 </div><div class="t m0 x5d h16 y15d ff5 fs4 fc2 sc0 ls7 ws0">31.12.2025<span class="ls0"> </span></div></div><div class="c x158 yf68 w10 h29"><div class="t m0 x5d h16 y157 ff5 fs4 fc2 sc0 ls7 ws0">01.01.2024 </div><div class="t m0 x5d h16 y15d ff5 fs4 fc2 sc0 ls7 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x1 y538 wd7 h29"><div class="t m0 xa hf y157 ff7 fs4 fc2 sc0 ls0 ws0">Z tytułu umów o przeprowadzenie badania sprawozdań finansowych Jednostki<span class="_ _1"></span> Dominującej i </div><div class="t m0 xa hf y158 ff6 fs4 fc2 sc0 ls0 ws0">Grupy  </div></div><div class="c xdf y538 w11 h29"><div class="t m0 x33 hf y156 ff6 fs4 fc2 sc0 ls7 ws0">125<span class="ls0"> </span></div></div><div class="c x158 y538 w10 h29"><div class="t m0 x33 hf y156 ff6 fs4 fc2 sc0 ls7 ws0">152<span class="ls0"> </span></div></div><div class="c x1 yf69 wd7 h2a"><div class="t m0 xa hf y164 ff7 fs4 fc2 sc0 ls0 ws0">Z tytułu umów o przeprowadzenie przeglądu sprawozdań finansowych Jednostki Dominującej i </div><div class="t m0 xa hf y158 ff6 fs4 fc2 sc0 ls0 ws0">Grupy  </div></div><div class="c xdf yf69 w11 h2a"><div class="t m0 x33 hf y156 ff6 fs4 fc2 sc0 ls7 ws0">100<span class="ls0"> </span></div></div><div class="c x158 yf69 w10 h2a"><div class="t m0 x33 hf y156 ff6 fs4 fc2 sc0 ls7 ws0">114<span class="ls0"> </span></div></div><div class="c x1 yf6a wd7 h29"><div class="t m0 xa hf y157 ff7 fs4 fc2 sc0 ls0 ws0">Z tytułu weryfikacji sprawozdania o wynagrodzeniach Zarządu i Rady Nadzorczej Jedn<span class="_ _1"></span>ostki </div><div class="t m0 xa hf y158 ff7 fs4 fc2 sc0 ls0 ws0">Dominującej <span class="ff6"> </span></div></div><div class="c xdf yf6a w11 h29"><div class="t m0 xc9 hf y156 ff6 fs4 fc2 sc0 ls7 ws0">29<span class="ls0"> </span></div></div><div class="c x158 yf6a w10 h29"><div class="t m0 xc9 hf y156 ff6 fs4 fc2 sc0 ls7 ws0">30<span class="ls0"> </span></div></div><div class="c x1 yf6b wd7 h28"><div class="t m0 xa hf y160 ff7 fs4 fc2 sc0 ls0 ws0">Z tytułu weryfikacji sprawozdań finansowych w formacie ESEF <span class="ff6"> </span></div></div><div class="c xdf yf6b w11 h28"><div class="t m0 xc9 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">25<span class="ls0"> </span></div></div><div class="c x158 yf6b w10 h28"><div class="t m0 xc9 hf y160 ff6 fs4 fc2 sc0 ls7 ws0">35<span class="ls0"> </span></div></div><div class="c x1 yf6c wd7 hfc"><div class="t m0 xa hf y648 ff7 fs4 fc2 sc0 ls0 ws0">Z tytułu umów o badanie sprawozdań finansowych i pakietów sprawozdawczych jednostek </div><div class="t m0 xa hf y154 ff7 fs4 fc2 sc0 ls0 ws0">zależnych przeprowadzonych przez audytora Grupy<span class="ff6"> </span></div></div><div class="c xdf yf6c w11 hfc"><div class="t m0 x33 hf y33f ff6 fs4 fc2 sc0 ls7 ws0">804<span class="ls0"> </span></div></div><div class="c x158 yf6c w10 hfc"><div class="t m0 x33 hf y33f ff6 fs4 fc2 sc0 ls7 ws0">684<span class="ls0"> </span></div></div><div class="c x1 y672 wd7 h29"><div class="t m0 xa hf y157 ff7 fs4 fc2 sc0 ls0 ws0">Z tytułu umów o badanie sprawozdań finansowych i pakietów sprawozdawczych jednostek </div><div class="t m0 xa hf y15d ff7 fs4 fc2 sc0 ls0 ws0">zależnych przeprowadzonych przez inne firmy audytorskie<span class="ff6"> </span></div></div><div class="c xdf y672 w11 h29"><div class="t m0 x33 hf y15e ff6 fs4 fc2 sc0 ls7 ws0">346<span class="ls0"> </span></div></div><div class="c x158 y672 w10 h29"><div class="t m0 x33 hf y15e ff6 fs4 fc2 sc0 ls7 ws0">319<span class="ls0"> </span></div></div><div class="c x1 y2fb wd7 h29"><div class="t m0 xa hf y157 ff7 fs4 fc2 sc0 ls0 ws0">Z tytułu umowy o atestację Sprawozdania Zrównoważonego Rozwoju przeprowadzoną przez </div><div class="t m0 xa hf y15d ff7 fs4 fc2 sc0 ls0 ws0">inną firmą audytorską<span class="ff6"> </span></div></div><div class="c xdf y2fb w11 h29"><div class="t m0 x33 hf y15e ff6 fs4 fc2 sc0 ls7 ws0">175<span class="ls0"> </span></div></div><div class="c x158 y2fb w10 h29"><div class="t m0 x33 hf y15e ff6 fs4 fc2 sc0 ls7 ws0">175<span class="ls0"> </span></div></div><div class="c x1 yeb2 wd7 h28"><div class="t m0 xa hf y23 ff7 fs4 fc2 sc0 ls0 ws0">Z tytułu pozostałych usług przeprowadzanych przez inną firmę audytorską<span class="ff6"> </span></div></div><div class="c xdf yeb2 w11 h28"><div class="t m0 x159 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x158 yeb2 w10 h28"><div class="t m0 xc9 hf y23 ff6 fs4 fc2 sc0 ls7 ws0">52<span class="ls0"> </span></div></div><div class="c x1 yf6d wd7 h28"><div class="t m0 xa h16 y160 ff5 fs4 fc2 sc0 ls0 ws0">Razem </div></div><div class="c xdf yf6d w11 h28"><div class="t m0 x11 h16 y160 ff5 fs4 fc2 sc0 ls7 ws0">1 604<span class="ls0"> </span></div></div><div class="c x158 yf6d w10 h28"><div class="t m0 x11 h16 y160 ff5 fs4 fc2 sc0 ls7 ws0">1 561<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yf6e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y6de ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yacb ff5 fs5 fc5 sc0 ls0 ws0">6.12.<span class="ff3"> <span class="_ _44"> </span></span> <span class="ff8">T<span class="_ _0"></span>RANSAKCJE Z PODMIOTAMI POWIĄZANYMI</span> GRUPY UNIMOT       </div><div class="t m0 x1 hf yf6f ff7 fs4 fc2 sc0 ls0 ws0">W roku 2025 i 2024 UNIMOT S.A. i spółki z Grup<span class="_ _1"></span>y UNIMOT zawierały transakcje z Jednostką Dominującą wyższego szczebla dla UNIM<span class="_ _0"></span><span class="ff6">OT S.A. </span></div><div class="t m0 x1 hf y5bd ff7 fs4 fc2 sc0 ls0 ws0">(tj. <span class="_ _14"> </span>UNIMOT <span class="_ _5"> </span>Express <span class="_ _14"> </span>Sp. <span class="_ _14"> </span>z <span class="_ _5"> </span>o<span class="_ _0"></span>.o.). <span class="_ _14"> </span>oraz <span class="_ _14"> </span>spółkami <span class="_ _5"> </span>zależnymi <span class="_ _14"> </span>i <span class="_ _14"> </span>stowarzyszonymi <span class="_ _14"> </span>z <span class="_ _14"> </span>Jednostką <span class="_ _5"> </span>Dominującą <span class="_ _14"> </span>wyższego <span class="_ _14"> </span>szczebla, <span class="_ _5"> </span>jak <span class="_ _14"> </span>ró<span class="_ _3"></span>wnież <span class="_ _14"> </span>z </div><div class="t m0 x1 hf yf70 ff7 fs4 fc2 sc0 ls0 ws0">podmiotami <span class="_ _3"></span>z <span class="_ _3"></span>nią <span class="_ _4"></span>powiązanymi <span class="_ _3"></span>(jednostka <span class="_ _3"></span>będąca <span class="_ _3"></span>wspólnikiem <span class="_ _4"></span>wraz <span class="_ _3"></span>z <span class="_ _4"></span>jej <span class="_ _3"></span>jednostką <span class="_ _3"></span>zależną) <span class="_ _3"></span>oraz <span class="_ _3"></span>z <span class="_ _4"></span>podmiotami <span class="_ _3"></span>powiązanymi <span class="_ _3"></span>osobow<span class="_ _3"></span><span class="ff6">o <span class="_ _3"></span>z </span></div><div class="t m0 x1 hf yf71 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT S.A.   </div><div class="t m0 x1 hf yab0 ff7 fs4 fc2 sc0 ls0 ws0">Tabele poniżej przedstawiają podsumowanie transakcji pomię<span class="_ _1"></span>dzy podmiotami z <span class="_ _0"></span><span class="ff6">Grupy UNIMOT</span>, a podmiotami powiązanymi. <span class="ff6"> </span></div></div><div class="c x1 yf72 wd7 h28"><div class="t m0 xa h13 y15d ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xdf yf72 w11 h28"><div class="t m0 x5d h16 y23 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2025<span class="ls0"> </span></div></div><div class="c x158 yf72 w10 h28"><div class="t m0 x5d h16 y23 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x1 yf73 wd7 hfd"><div class="t m0 xa hf y2a ff7 fs4 fc2 sc0 ls0 ws0">Należności krótkoterminowe<span class="ff6"> </span></div></div><div class="c xdf yf73 w11 hfd"><div class="t m0 x33 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">816<span class="ls0"> </span></div></div><div class="c x158 yf73 w10 hfd"><div class="t m0 x33 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">732<span class="ls0"> </span></div></div><div class="c x1 yf74 wd7 hfd"><div class="t m0 xa hf y2a ff7 fs4 fc2 sc0 ls0 ws0">Zobowiązania krótkoterminowe<span class="ff6"> </span></div></div><div class="c xdf yf74 w11 hfd"><div class="t m0 x33 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">808<span class="ls0"> </span></div></div><div class="c x158 yf74 w10 hfd"><div class="t m0 x1b hf y2a ff6 fs4 fc2 sc0 ls7 ws0">10 213<span class="ls0"> </span></div></div><div class="c x1 y609 wd7 hfd"><div class="t m0 xa hf y2a ff7 fs4 fc2 sc0 ls0 ws0">Pożyczki udzielone<span class="ff6"> </span></div></div><div class="c xdf y609 w11 hfd"><div class="t m0 x33 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">850<span class="ls0"> </span></div></div><div class="c x158 y609 w10 hfd"><div class="t m0 x33 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">265<span class="ls0"> </span></div></div><div class="c x1 yf75 wd7 h28"><div class="t m0 xa hf y23 ff7 fs4 fc2 sc0 ls0 ws0">Pożyczki otrzymane<span class="ff6"> </span></div></div><div class="c xdf yf75 w11 h28"><div class="t m0 x1b hf y23 ff6 fs4 fc2 sc0 ls7 ws0">16 902<span class="ls0"> </span></div></div><div class="c x158 yf75 w10 h28"><div class="t m0 x159 hf y23 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y6ae ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf76 ff6 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _9"></span>ko<span class="_ _0"></span>niec <span class="_ _9"></span>2025 <span class="ff7">roku <span class="_ _9"></span>należności <span class="_ _1"></span>krótkoterminowe <span class="_ _1"></span>od <span class="_ _9"></span>podmiotów p<span class="_ _1"></span>owiązanych <span class="_ _1"></span>wyniosły <span class="ff6">816<span class="_ _1"></span> <span class="_ _1"></span><span class="ff7">tys. <span class="_ _9"></span>zł<span class="ff6">, c<span class="_ _1"></span>o <span class="_ _1"></span>stanowi <span class="_ _9"></span>wz<span class="_ _0"></span>rost <span class="_ _9"></span>w porównani<span class="_ _1"></span>u <span class="_ _1"></span>z <span class="_ _9"></span>rokiem </span></span></span></span></div><div class="t m0 x1 hf y4f0 ff6 fs4 fc2 sc0 ls0 ws0">poprzednim<span class="ff7">, w <span class="_ _1"></span>którym nale<span class="_ _1"></span>żności te <span class="_ _1"></span>wynosiły <span class="ff6 ls7">732 </span>tys. <span class="_ _9"></span>z<span class="_ _0"></span>ł<span class="ff6">. </span>Zobowiązania <span class="_ _1"></span>krótkoterminowe <span class="_ _1"></span>wobec podmiotów <span class="_ _1"></span>powiązanych <span class="ff6">istotnie <span class="_ _1"></span><span class="ff7">spadły do </span></span></span></div><div class="t m0 x1 hf yf77 ff7 fs4 fc2 sc0 ls0 ws0">808 <span class="_ _0"></span>tys. <span class="_ _0"></span>zł <span class="_ _3"></span>wobec <span class="_ _0"></span><span class="ff6">10 <span class="_ _3"></span>213 <span class="_ _0"></span></span>tys. <span class="_ _0"></span>zł<span class="ff6"> <span class="_ _3"></span></span>rok <span class="_ _0"></span>wcześniej. <span class="_ _0"></span><span class="ff6">Nieznacznie <span class="_ _3"></span>w</span>zrosła <span class="_ _0"></span>wartość <span class="_ _3"></span>pożyczek <span class="_ _0"></span>udzielonych <span class="_ _0"></span>podmiotom <span class="_ _3"></span>powiązanym <span class="_ _3"></span>do <span class="_ _0"></span>850 <span class="_ _0"></span>tys. <span class="_ _3"></span>zł <span class="_ _0"></span>z </div><div class="t m0 x1 hf yf78 ff6 fs4 fc2 sc0 ls7 ws0">265 <span class="ff7 ls0">tys. zł<span class="ff6"> w 2024 roku. W </span>ciągu 202<span class="ff6">5 </span>roku dokonano spłaty pożyczek otrzymanych<span class="ff6"> </span>w wysokości 16<span class="ff6"> </span>902 tys. zł.<span class="ff6"> </span></span></div><div class="t m0 x1 hf yf79 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yf7a wd7 hfe"><div class="t m0 xa h13 y156 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xdf yf7a w11 hfe"><div class="t m0 x5d h16 y34e ff5 fs4 fc2 sc0 ls7 ws0">01.01.2025 </div><div class="t m0 x5d h16 y2f2 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2025<span class="ls0"> </span></div></div><div class="c x158 yf7a w10 hfe"><div class="t m0 x5d h16 y34e ff5 fs4 fc2 sc0 ls7 ws0">01.01.2024 </div><div class="t m0 x5d h16 y2f2 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x1 yf7b wd7 hfd"><div class="t m0 xa hf y2a ff7 fs4 fc2 sc0 ls0 ws0">Przychody ze sprzedaży <span class="ff6"> </span></div></div><div class="c xdf yf7b w11 hfd"><div class="t m0 x11 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">1 754<span class="ls0"> </span></div></div><div class="c x158 yf7b w10 hfd"><div class="t m0 x11 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">1 621<span class="ls0"> </span></div></div><div class="c x1 yf2a wd7 hfd"><div class="t m0 xa hf y2a ff6 fs4 fc2 sc0 ls0 ws0">Koszty operacyjne </div></div><div class="c xdf yf2a w11 hfd"><div class="t m0 x11 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">5 220<span class="ls0"> </span></div></div><div class="c x158 yf2a w10 hfd"><div class="t m0 x11 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">3 549<span class="ls0"> </span></div></div><div class="c x1 yf7c wd7 hfd"><div class="t m0 xa hf y2a ff6 fs4 fc2 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c xdf yf7c w11 hfd"><div class="t m0 x33 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">197<span class="ls0"> </span></div></div><div class="c x158 yf7c w10 hfd"><div class="t m0 x33 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">172<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf75" class="pf w0 h0" ><div class="pc pc75 w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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hnSikOMIBncPjEsPTyg8FgURiCuEqJ6v1VCrDK4TkoSzZ8oN8d6MQmDSuJqODH1qs3RrSiKGabojsgBnkFgEjVyL5j72XrOMynHemLvetfv7917yJSjgDBdTgI1zUruwVAqSkM0BPeQaiMIQEQQDllJlc2Do1APaqTKLAUBgQkAkbe1TYYJqNRjo9GlqpMaRaOwNkkf/PBHiOHrtfvTjMwG7H5s30033UHUc+plrbL1slfgvlrY/dg+1SNHbDpgoOkq+r/9yBd/7hd+/Zob7lwaZgrBhDKbUlJqE6VMnuEZFqreoeHwy1/7yhve+M7bb10mCilVQCESiaCeTFoL4yTDFkOjxqhRao1SZlVKSlkpO7JT41wnajO1mRpFo9QaanBLAicQt8Rr4PTN508X/TudTqfTeeZRbsnarIBHGJZW8s4HY24hgZIWyUvDgJhMk7jBlFLLWa1evucBmDcBCOhlpHLm3Nf8cIt+kcvQSmlRvFSUbEWR48xqjRtvgra2PjfoCAJAsj146aXbOEDrQhEdMFW2tcJXKl7phXDOqYgwFhgsoL94aO+12+ea1qzJZA5FjzXkIrczrW/YsBGnb2vLHjBNXpjctzssrhqlmpOwFTn3nEpFZe6eQIZJLeRCOrr7Pj6wlIGJKXk36/+0oj+Q3WHmZi3EweZoGBWMHnj06rf91mDXY0Q0RnN0DJseefyRv/rEjI4yZTgkoTQg528OgEwM2LT0hyAOAbu7golFDPoN08c+zZAEJwL3ih6BmQIRp5SZghAADdMLBE5CAU6qziSqXpY9M2YOV15xbQgEc4LlXJMbYFHWJ7j58BnCJILIxNMJd4eLCAAihhvBWSAUTP1wunXA3fLS0lKMhRuLRHMjQSyDupvjyquvGdcOsJrCyZ3MiBHuuuuunC3GUpViLJmFwACYaO/evSlh2iDnyDjIHH/yvk+9573/tU00nqgjtEkJgSmoKjMDnlISKZIiZbAUrWJlNf3cW9760MNZZNoviB0IQUDGoiE6vBHKTG6amJmIjNjX11aru5KbkBMrkxE7kxJPDyOE4W7gpw75XfTvdDqdTueZJ9bCJIqYlmm891OfOerASgRqCaYSVQbqM5NRPzUF2kLrArX2auIhPXD3+Jor2BtEYIJJyfPf/9LijBMngkCZ0WSpU0hOiaiZ0frGSz6FdpQAFTMhdS+BYml55ZqvLywuBoVL7Tbus1aeojXOvhp040vObUoQkOrswP7tNw7qUfBa2Gca7zc+accZzaxq4cEveCH6c0UOMyqZHZYPXHn9hqaNZptGWKi9MMw01murqvHKvKc+7zFAArDpwOromhuCtwUHaHdaPB0ROVCbRVOUaBwzajKCNtffcutPvHXrV2+cw2gx+qTCiqzOyyR88OI9v/u+PDqYC4cCjVqFFCfrVSsOgJ9cwwO4EzvYSI0MpKAEKJ5oZ3kkQwodXvTL60MBsE/rzsHrdeoAHOSAszvBerFsJm2vPzuZ6Cc++Q/jBmZw1RCYyIro8Jag7OsthwjKTuTM63cDhrEruTMcmD69FkaHH1qnS5DhaOvkWRnwnJlM0SZrwWxOy6vDO+68O5kReH0hDsGBm268q4hVPWkjCVRhRu6m6u6rK8N6ogS4O4HMSR2XfPYr7/3DPxlNOGmserPEgTHQJGRCagIrnObKGU9cygbCTEp9lgWlvP/QgZ/86Z9+ZNe+rJZV3XNKY7KMbGi1IhHNlDUieiLKMaLvWpBV7GVAIR7YjNXZnM3InRRuJAxymEZ4z+0pLqx1tf6dTqfT6TzjnLwAm0NywsHV2/72U+elesI8KdiNDC5kBXGtDVEIShR8TdNg0Jsbtzs++MnzX/byPFMGxxg6d9pxp73ldXfefdvmSRMKGke0rARjzkGbtdvvaG6+o7zwQg6cAScJCc3Ou+v7d85HWZOqjQFZFWoZhfdWqTywsOE5L37JKHMBjj2G49Grro1oJpIjuLLSOdZVC2mbFvuK8qhXXViHsho5IpoiBx0311xfWgJh0IoSH+hxMB72NgxWRhJD8hylmBBPAs3kyfL1Xz/up181LAqXrtj/6Y0iDWxLZBV6RQOID1BjeW3Hb73n+B0PxWa4GttDwvNOUWBoj5vwg+/9X2nj7FH/4U2xmi0ULXlDPA8D5HC1i6xXkxNACpjDBcpwgx1e1Ht4ucoT7SZpPY7DfJq2QSADjBzsgE8v7RDBCEZkBM9Zixgmk7bX33DDTXdd/JnLf/bHL+JQqo5YYNaCMtyIaFoFhGkj++npQgAUpKD1B54uaAEprffRNwDTnp1Zc5Nas5KZkVsu4GbmwhyYq8l47dbb7nzuuadJhAMpZZEiC667/lbz0Kv6TU4SWAgwhhoLTyZNkw2HO4Jm8wz88fs+ODO/5cDiatkbTOqGmaJk4+Q2+pEffMWJJ21LtX3sY5/mokg6buo29iojOAoH73ps8eJLvviffuNnze2000740/e9GxgoTILCrOBi0uJ9f/ahu+66Xz0yMQFCptrMz/V+5z+/Y7CB4cL+RIef2ZlgBjMrowBG1HX46XQ6nU7n/w81EAyuDmJ8/SZ+aHeAJfZeS6WROCYIgy3bwtpqbhqyFqaKSa1SoFjdfh/vH67MbFggG3hwFIOXXdDMbCjHjSGJUT9zmUlDKC1tWB0//tVrT3rphWCPRImIDYsP3Bd80hQ0thgnHKmXKQv1Cu/vKXo48xxsPq4MPXUERVxuenfdFbQRScgu4NYtQllzRZTIjznzrEVgy4CgJmixttLc+8C8qjGJcys8CdzLaLduCZNdlYAzOQdlTkiB09KDO49zN6AhVN2Z8bTGkQAHcHTAHVAsrz72xx+Qm29tm+XEzBKEUBkVdROqctFHz+Kjdnzgoye89vvHJx1nMhCQgQH75g5LNE35pASd1obQetA/kiIdTz1kc8CceP1aAsGJyMmB6TZuhwcP5qYKlL1+3dbg8n3/64P/+nsv3LABIVateaxKxzfsVjVdrep0eGHydLexw7tawXn6dNinnTDZyQjkwGjcmAFgTLv2OwMQsJkQs3C5c8fDVRksZyIjAjGWVvHIY/vr1voD1kaDmIFg5uYm5KBJ3cJLTK9AEK659rZdew4srwBemFEVizaNW90/Myjf9vZf/PdvfT0BDLzzP//ya17zM3fd88jc/OyoXQVHTzOkWS1uv2GHOdpsRx01+7ofuyg7yEEEdxPmDHz0k38bi4bBbbtWFIVZEwudm+M3/MwF60cd6z8CQMgZOaUGNF2UHb75Le4KfjqdTqfTecZlSFQuhDBpbvrA35wwsUmoJ9zM1TpIKMyHlWz80R847uUvSx4hpZv0Q9VYcq2PfXylveHWEZokOpuYtIdjj18467wil2xSZJpvuJcl5hgQiuXVR/7xq1ha85RhgZzg2my/aZ7zWh6V2iuy9p0MEI6x8XZu7rn/7o06iCH5BAZO+thjfNutg8lK5YmFayIn6k3SzLgBfOGMU4uTTykM5gDnKg+XvvIV7N9Tai4UIYeQQ5l50GDwyova2VlPVrSOzJJCzyWgXttxB267ezbButPi6SGCxRkL7EBF6f577/7lt+95359vGS2htHHUifNCck8KKUZtSv1yGIfH7Xr8ih9+0/IHPiKra5S5gAB2JEEf3tfLAGdkcgUpaSQLZAKTaUsZemIn2enP6OGWM3BMd6Eyo+n+V3AXQBRQsBM9qXBInaluM6SCDHY+uOdtb/+dUW3ZI3FomnZa2mM4/IDTbXzJFHAyp2kzU3KwQRzsLutfEylIiRTI4D0HFrMBzO4eIsMdLsKlW4CXoOqGG25tWwcLE4XIavnv/v6yxZXaKbatxiICysjMFoI4wEW1f3GJQHAHMGnS//kHfzSuM7jsz8xnddMcA3qVve61P/hv3/KT4rWnQ2zjftB3/e7bAyfTCbMlbZwSByEJN9x42779qzEKI2keReTCc8hNQS28galqQ+RwSIjMQc0AT9qmjNLrEk2JFEkDUkALq92SCLmTQ/BUy2m66N/pdDqdzjOf1iBogIy1XY/tu31nL+eVfh7OwoTGwVdK3T/v+NEXFv/qnJWySQNvZKztUtHLwsNtzcryNVcJlhY5g9QDRgtx4RXPW+W8VuqkyJlzIzYubDlaMVuM9x04+NADKANSZjAm7ei2O+faJCktaDHq12vFaLUcpaopKR9/5rajL3pOphb1RGkIX9r+mY/66oSypCxJeqvSG4W+Uy9TsbdXnPhT/2Z501FHj1EMEcyxuvaFv/6Ql96KGZETESQaB6fq1Rf51qNSYBZ2SDSpGu+7zS2trl78BVqaFN1p8TQxjClRJmTL177/L9e+cuXW8bAIqW7WihCaWCw07kyLkYYioliWtsbqC+9dXHrH+/ZcermEUCXyf3avvl7GA/h01p88kEfyQBD65iaR66X8R3rM+3pdP/mR1bmYFt0TOR1pS6khkrtRKCY5N0aQ3lcvv/aGG+/MhuwIZak+vQc+Ev2ns/mY1t3DfH0IMl1oIA4B5MiNDWREBjm0vJwBsJhbCNOhCzNHtgCLmvjxx/bdfPNddLhZp5m+/88/6FJSKFhi1qyaHRlwEU45O9G+A4sAqSqARx7dfcsdt2enqj8zbloiBtxNn3XsSe/+vd/oF8GTlbFH2QuRC158/nPPeYE2xDQQHjgf4nLc5KVkk7//h89PL6sUofAEQmCUriFQ6Sqz1UZNhVs/8MJ4TEEWNJfkfXIQAiEQIrswIlPBVAGlcB9WeF7fsq+L/p1Op9PpfKcVTggGWl2755Yty2ubW9kwLI4aBvM86iVAZ3sbceZ5+JEfagYzR62uljaepZn5pR7Z7KMD3vfoo8cM4xx6SnWDVUAGp754bzlTufS9WLWcKyrG1E9bjl3Wl+x/WO++tUVE2Wd1LD0e7r+3N5lJcsxycahqN7YkG9o8N/QHy8ExP/pjKBZqCuPZ/oZRD4+NHrv6y0HruihVBr0JBhgSHazaOrT9xQ3H9n7wohlq0cPSrI1I8aWbt911YLZu2XMdcSCYiNRId5yA8sSzywtfdqCAYeJlDaqDYTGWsGLnxZ+Drq3mBEMNh2fUNVLdwlqsl5bDgdydOE/FGG4oJ4tU683XHfvJj528sqjx6EXbIr2gfGhhxIuzciiOZnzxxGbpuMY3j4/a0zv25tmwUui9f/NXtLobYf+KB1JQrbDknscka4huNFMP+s2gFXhoTRrlZJxN1i8R+JPW+jpg3Dq5g+ElvCAXciafTtknkM8AhTeKSn2GrCQX5yK5RgznfdJzd++Npfri165X1QrgVgsP7pKZMq1vY0twchCYXdgjm7A5QwVKUCIlIour8CBAYRa9LsCaQESG5BxzDs7EgU0z0bClA96zkc5cceWdwVpgCOjDe5t9B3exR0ri1jC1RdF3VJkoOQeeZ+ODex9yhoZWoQ89tA/1loI2eh4VYSLSwpm4eN0PX9AXCBuF6Ogh9iFJyvbCVz63iAQ1ZC1s4KmSsCGjf/32HQYwKoKEGCDwOH0p1hNrmzUXyuyw1UFsYRNlAXswgAJIpk1WD/dcJWYGQAIunjrmd9G/0+l0Op1nXAIsOtwOXb19TmJj5syJ3cnKTNHD1hNPRW8O8wtzW48ziEmsyRNyYTrIeeWWO3Dv49EBEocH8MJ5p9OxWzRBNUu/TG0qQmw5ja0Wo0O33ylZ4UDbPvL5f7RJk5laTmzk3gSjgZdmlk/YNPjeCxCkNCR3Z1r+u3+odu5aL7FgGDu7MuAh5MBHP/tUbDsmkCAhgmU8uu1Tn51fbcgwCUJOlRInq1Ac19u86ditp1z0irpXBY/WZhfO8Blwv9XeodHihz65QWEOd3N3FDLt1xgc5FhvKNOVBD2VHAA4UrFlZXjDn/0FRk2kGdPk1IhybAMky6g6rj56jY654vgTb3rLj6z+4b9/yX9758vf/R9f9u7fOvu1P7Xnnn1uCyW5ORDYLRNB3ANsWsti9IwswJ5O/Nd1XRSR3CWQaRYhNXzu81/Yt/+AGtSm+wf4kwr6n+6HLqVpDp4OV9xJNTuSCJVFvyQ8b84AACAASURBVG0TYBdf/Pdrw2w5O2j7DbfkRs0sBJn25TSz6RUIIgJcVZeXV8xNIOr68CO7mHl6BcDMAHeYm1944YUi02J9wXQ5hruwnHvuOSGEI+nczEIImnX37t1N+6QD9Azron+n0+l0Os84Igw5oambK26aM2kIRlR7NvYyQVV6Z5ypG/q6aWM8+8xVKdeKYqWitgoaNNtoYW0Vf/GR2IAosAcB4ZQtWy66gEPfLaegwYMI19RI7Jn78s23h5w9JYxHd//9pZVRE52jBUc/ekhUaZmIw/mn4bTjkxQVKBJpU+/8+KVn76/JGYTEltmiKzsa5qZXzb70BSgZIARE12rXYyvX3Hhsghg3QeA+AIkZUfHs573CF4r4PS+YnHHCKBTZeaXwYUVmFlV7o+G9n/gMH1xlQSQxIoUpQZxZ4Y603qilO3GeQkjIUZaj8MrKoS9+ecYjnIuUUWT30GvLQE3fint61cKv/OKrP/3p03/qZ3bffOtX3v8/P/nf3/OZ//b7d/7xX+ZPXRHuXy3bmgUazMUBREcFyHTIR/S/P/ZPO56uj+R6vV5u0zlnnxWjFAWpTkR6e/cv/fbvvDcZspMzT9sEPekRv9UHJQDj8fjwp29ayxQAL0pXT+5ExM62d+/izrsf4TAYN+0N2+8yY3cQwzQRLDWtrFf227Rv0P79B5hE4UJh//6DIQRm9idugKpXPmvbtpQAN7f1LXjNzB3nnHP2oFeROeDTzQGYmYh37969sjJ64tg+w6d9F/07nU6n03nGxYwCGH/18t6Du5HThJkgTObBTOKhouyde86E+2soFk45XT2KRXMyoZZzW7Sch/d/7tL2nvvNiVCQW136yW9+46joB7ClJMR1rsG5jTwGivsfyjfcSPD2gQfKO+8RpxFSZY2baW6dvCE5xOHoV14wlqDEcCqQJnfcifsfXqhbMgGg7FkyuZdGrYTd4lte8cJxjG6cBLHNe666YX64wu04OIccCRwIDt3fK/DaH1JmzPXPuOiV5GGBBkFZGTk1XBBJtj2721tvh5paNpIWvN6TREHTPpFd48//HQclu2f71aNdj4qEFdI6MCIjqQmtia9EPvCiE8/75HsfP+/429/9/uUf/43jLv7KaXff/9J9a2ftWtzy6MP73v+nj/7o69buug85N2SZCQDbtGu+G3kmfNOGa9+W98MAtG0bQpibm331q75P05i9AYl7+bUrb7zsyu1lf1ZNnZSgPG0O+sRCgW8t+i8vr6qauxOR+zSH29atcyccfwypVLFK2maK112/Uz0W5eC6628jRIIQrCrllFNOqsqSSODrk/rMsu/AQXOQi8FWVlZyztM2o0TTaws+Nzd71FHzgUHE0wEUAcSAY24w6PV6IMCcwATOWQEaro33PL73m47wM/UB6KJ/p9PpdDrPfPR3VKP6rg99bGY0sgALIslLUPY8FByYKebOfrYAAb715NPVeG7CG4fcH3tUr5jL3BZrazs+/ik0ZhSNLBHhuWf3zz0HxFUGO6l4STaCNb1y06GVRz5+Cdp0YPv2E1YmTODAM20LZndDwKEYDs1vPPb5LyYoAZkkaD54xRVHuWUwO5FDXJVN2YpMYwidc1r1nDNBFQEjAhsml13V4zyiSaQwyNFAxp6B1W0b8a/OKxxO4dQLXlmEcs54vraZBjOZC9UKaVAP9193LUyJoSDiuJ41CXSkH6F0J85TWCkg+/YPf+33Zcdj5ennpKJY5tHBngUtI3hP38OrX3XmFZ+ce9X3P3/buenB/RiuFNLMuc4ObUbZQ9ram7T3XPXghz+OrA5PMLPD7SEJmd0Y4v9PqfpbHKswcLhnD9wMbr506MB/+S9v37jQi5LcQVy2Wv3NRy6dW9ikBNA094OOlLH/vxtXfMOBWh4BRCSHp9ijBJrbIGedeVJus7tLoDrZ9pvuyV4+8MhjDz+yl6mEWc4Ts/oF5z+nqZv1PcvIps/iwIFD5MQkADdNC6wfNvf1IqkYQwhEDLO8frWBQETEYF4v9WFm0PqyaHMLIaSUjozrnmld9O90Op1O55lHwL6lldt2CGkSV1WBRAkEtIHaqsxHzy+hqaHhWQtLs5yj9KQsKLJDxu2sBV0Z7b/mWqkbW//97YCHs89oFUXr7CRF5KTOkgS9rKt37sDeg5OHHp6x7G5CTFmTKyBuWvdivXUztp3YMy9hEyZko3vulXa8UjDA4ggGwIzATo3IUeefYxvm2EwIBsfacPzAI0XEWCx7LgxubuwswkfNtQuDsfg4Mk45ZnWmPwEZwOSBmVMeqM1oHj70MNaGjvVa6em+RGCA1ovOu+j/lDIMt91+9PY72117T33ZK7jlvroHVhIzNPOzc2960+PVrOocznn+89/9mw8d1x+SZw1DqdrYC0rLKweq+Srctwspm2dByLq+tfLhGXaL67Uq3965ZwNARESkbeqVOPvsZwM1AFXPyrfcvnNuwyYSfvLeYU8r3BKApl0P32bmsGlZTq/kZz1raxGDpqyeQyzve3C3E66+envbqoCZOQok2Cknn1hIIGeazvy7q2EybojQ5pbB0zuf3q2v9zeCmU2PJRMDaJoGIPf1i1iqun5Ld3efjgTKsizL8jt2/nTRv9PpdDqdbz/39XLe6ReTYKvX37R5aZyCTUgDETmYyM1V9exTTsOgms+jXruGbXOjE2eWYq7dRoyWY8EVMjiW5d33NrfdNe2+Xjq0VxUXPH/cmykRQV7ntkAUdU+JOA3v2KFfumq0/TZFCmbcKkkgCmYUgYMB573pjZifhWVYVgCHVvSG64pmMi4KBpFZqSbwlqEomo2bzv35n5mEorKg6rM6ntx6W/3wI0iNsxkjwwkgdSI77VknhYlKakLbYq7vZx37WJnGBSaCcRDj4JrZ077bbsXBQ6RZkeK0nw/BBIAXDgFSV/PzVObzZOfnPyOo9/7jF076gVeHl55fojp+WQv3vf2Z5/3Kr81/70UzqIyQF4K9+nmn/exPVCiNURcaUrtlkjdzmds2b78TB5ejA/AQSmO0UCeoqYjIeqUMuYOI1/PqEyc3ADK36TfTpa4hhGm6ZWZ3+Df8zJGviIjgXteTnPDmN72OMCE0wiTc239g+IlPfnp+w4JDCcb/3xb6jkeT9V3JaPqgpDkfc8yml77oXPY2CgicnXbvOXjnzr1f+PKVTtMmoe7UnH/+Wc86fhORuRo53M1gRVEuLi2bowiFus7NzZmpuwEoimK6Jngyrsfj2mz9iZdlOf2fwNwPHjy0vibYDQQWMlMmCiEsLGx4Yo7gGdbt5tvpdDqdzrc/99PhHinTANTSZOm66ze3vExaVBUvt8beqkWEOS7inoMH3vrbwyJkxSzpzOLKvHqpGAdqAocsDclyKdsm9d6rrznxohe04KDUsm++4Pl3zs1vGpl5HUS09R4keDNm3WS4/4/+rF15fBJ90CiDJiGSI3JMOc+cdvrWH//hSY975iDrAQe/dDl27eo71S6KHIgEyOZOshqLZ//rH8RZZyQqkQGhuDK89q/+akNdl8nKUCRTKyRSCEmzW7rxrvt+6Z226rHnAzTh4b2V5h7zmqOOLBbEaVJY2rd3/E9fKt76egcLRRimW8jG6cZNLF25/1NHt7q9a8cdx/dk82333vKBPz3rvW+79Y0PnvrA/rZs0gUvm3vzL4yqYs4ahKJlCHrbfuq1F3/oL06psbEZl8zqwawIuRgMR3j4IT5pQRAswwsYCHBzJSIYDMbkxDw9i9cn4f3wslkQUyDiEAJzzJZyzuyIMZqNQWBiU+fpDD7cCdNenUQMNbgK4Qd/4IILXvqcyy6/vyrnsgbm4nOf/2J/tqLD+/munwL0rY4AGMBwOHL3I2GaCRLkhG3HvuzFz7O8qlRyEHNbG9Uf/utLtt+407wgh1AWbt7w+n+zsKFYvwTiDiYiMqW20bbJse8A5jfMxRgTKKsyC4FEwtpwdGBxacNRxxjIsf7imcSAfQcPrA5HIAa5m4pQygrXozdv2bJ14YmrHPTkkdK3Xzfr3+l0Op3Otxk9qTfidMZxBvXKvfdR3QpL00wkwAhmEASM68mju5c+d9nM564pPvf1pX+8cv7QWtXUAS6OoBADgci5aEZy/wMYTxiAUySyozeVp58y7BXG3tY1cSHqhVoK6Avxo4/NjNvEDDIHZ4rkrNak2Dv2/POxeaEGOUdQkEl68CuXFU5FiDJpnMjdsyq7E8lyVWx51UUQ8elerp7xwCPLd+wo1V3B5iBrkFwzOxORPrzrwMc/N/in64pLrzn0yS/Jrn0bKEjblupsTM4ABcNc0oeuuY6bSe/wROSTO8fTd2IC9F8mtXpxtWdhPtdLl12576FdL37Xf7z7zKP2bO4vbZzDoK8EZU6WqQY5cPIJ6YXPbagqc0iBVopQUx82F0rWyYidBBz4yUnb1LMziYiqmpmIuPt48uTB7XTlK6ZT3dPxrZlNK1hUlenJH4Qn0uZ04GBmTJ5TFsJbf+UX5udL1QbmxEVSjEYTelLgn+7g+62Pv9G2mYim1y4AONyyHrWwcX6uPOGEY8qCU7JYRSP/6leunIwVMBFxS7Nz/Qtf+dIYo6vyelWPEsHMUtLJZOJwhw56hUOPVPs4AOfU5slksrbWEknW7NOXT5QzlpdXc87mMHPAU2oAsNCmTZvWjxN9J9rZdtG/0+l0Op1vPz9sGjvkjh3NXfcFILgQYKTCzkqkXAKVNvPUen2I80rprVDOgcfimb2XUahX2Y6aaPBm+frrsTwyNWWmlK1XPedX/+0DfXG2HqJT5XDm7OBmNN5g6ahao4ZJ0CRwq9hIQru4sPH4N77BelR4zogtgtz3QHP519XCmqdZtCowco0kxpzIzjgBLzs/cVmBUUK0XfmLD296bP9splbCCCBYacrujdCYrMqTM6GwAzI5sLFiSF7h8ThkZSuzFDmWSeYnvHWY9339hnT/w9ES4NP8T9MqfwYBsWvu+dRmtvWPDaTjYnzGwfHar//Jjnvvee773rn1V95UVj19/JFBrs1EmSOprbZNq6+86Ec3j+ZCW0xQsMYq9wwza57luM1GQCYYSCEgMixs2JBMs2DatpKIVFU1H9h/0Pzw8GDaNge+urqSc1bVabt6Iso5hxDMpmUtT675sSPfhBBUNQYC/KJXvOwdv/5LVWHM06sE0R3TrXqx3mfoW6/7cQCYTCZwPtLhxy1Flg1zG4rgb/jpH0FuA8ecEwd6fO+y5sgy3fxWf+zHXr1101yvV4rgycsdDJSSrQ3XGATg2GOPUVV3W+/v6WTmRPK1K67qD4qkyhJTdgPUnANfdvnXcjYiIgnEmP5rri960QvWtx944mVaN+vf6XQ6nc6/MNP5fjNLKbUf+Pj84kqEcIZEyWKueUAVuSi0RdOGRkt4X5xSGaSmNCo8iROsDdoEZShF9927xl++rAC306WMIcx+//fMvfDcjNTnkBLlgFpS4VKIIORZx0wjw0pr4SoX5OQykXPPxvPOaTkPrGaHAcvX3nDi4kqLOCxDDG1yzdA2wB2FyaZXvEjnCgIHRc2a1pYf+uznt621/YyViLW+iOWNTu6+xm6zpZbmsR6XYyo15SEFa0tPFWcGO2XmJghAM2obxvVjN91G/n+zd/fBtmd3Xec/3+9av9/e+5xzn7pv335KupN0B0gIeTBJJySQEEQgBhRQBqIiIzWOM/jACKUz6Iw1WMhMiQWWNZagTFkjpQwJ4siAgzwmKJgEMhGCkkjSSSDppJP7fM85e+/fb63vd/7Y59403aG00q32wPtVXdXV96HvPav3vv1ea6/fWkqL7pI0SGbqppQZt/l+SqvFva999dW8MutoHPyOT1xq3/0Db/3ab1v96o3f+4ffWJalXD8ermyW16/oPQ/7D/zjn//r337PQ89b1NIUx+M06rDq6np5dTqz0L13dCsKU5dLVTLlM595bxmH2aK1tqt5MzPzt73tbb2nZEqZW0QcHx9fuXKllHLrY67dRv+777775C2wOx3nt7wrbn5c0KZS3Cw30+F//Se/9kUv/Kw+T6WMGcpbE4ybG2DyP6iD4zFxuzvc86q7u7tytwdPEXHHbeeV7Q1v+MILF85HV1rIIrPUuspsrc37+8uv//o/2jSdObOn3J3peXPDUZpUNtu1pGrlec9//jiOkkopEbF7LsKtvOlNb7p2bZMy7U74NLn75SvXf/qnfyallGcqI2r1iBiG4fWvf71/cpPPf/T5LukPAMB/RJk5z/PH/uW7DlqR5Olza17NTdbC0utq0UtaxrCZ7HC9N2U9XC+8hoWUabmtOh5yW3Mzb1Zu73jLWyW17FIqTdU+86GXlFqidS/VS5kzFDmO43o+MsWYPnt2l4dLlspzz31gNjWFIj3VpMMPPHywbeZVy8V6OvTiMstikg5WB4t779qORVIxHWp65MO/6cfrU+GDtDXNg5vM522tw1S0zX7Yjo98uxd9NfXaNqsWeXRs0XcdNxVfV9tUT9OYuvTr75dlRKSdbPL55D2u3Ob7qRyNuvCqF9e9ensMj8b60jB91vX4gou6+uZ/9QN/5s/8xLd8889827e/4+98z1u+/Tse/qNf/54//c3jox/UnX59f94O81y3fVhPw/XNeOWOZz1DyzElzW23yr5bYT9z5kyttVmWUty9t2Zmm8327W9/+0liR0qa5/nw8PDy5cvzPO9qfjdPGIbh7NmzZidH3PzW2XDuQjkza60REdH2xmUxveKhh1ar1TRNq9W+8uZPfHIZvF4f72bguw05tZbtenPu3O3mdv/9d73wBc/f3dcb0ZfLvWlq5iqlnDp16oHnXHBptVr23j1lMtljzvDpJ9eNnb/jjmEou2lGRJidLN1/8IMffMc7f6mWst5s3ZVSj3z4Aw9fvHjx5hwlU7upQj91cPDc596WetzLnVV/AACetkJqu+3PmamtFCmbLUJzprf5fd//5msfeo/H9Y1P29pOz+XUkbr7I8vNXNZnD7fnprRYTHW/7y22o8yWe5vFwXbRwzfjgTbLc9tyEOvNcnmwPqw/+9ajH//pVUqypry2qrd/3R85vv3eVIl6tc/rg3Z2MY/z9ijGerVu1rp25/FikdPh8pKV/sj4wNlXvKCWo6Yh6oHl8cHhxy7/q19Q6qBvbT1P9Q7p6Ny2nV3Xy8v9tx+M51/z2q0Wa4VrPr+5sfmJnz7V+qXV9OG96WzYbVfn5royaM5pYRqnPBV7pe9n7l9f1MNxXFvslcWilaHbEG3ZNos4NDu6tlyfuX7twk++S1euH5WMrrKWZt8dKzrbHIuZF9cTzRlnPv81p37PV13z28/Zjb149Gq5dOTXzk2PvOrh65/5o+88/w/+/um/9rfu+J7/41n/5t88GJPnSv2M+rlz8+L01jJGn2/bO37Gh9/wZYqD1dbafl3vRZRZkdnLaz/3xc88v1/VejPJireItfn4Qz/yc9/4LX/tHb/6vrXbb3zs6j/+p//yj33dX9is3d1Sk0zTHLLe4uoXf8nnu8lUFTFZpmmc92qvYb353OfB2t6snMtUvIx9UWP6uq95/anFdqHc3pDF6ZZ7s0crG8kUe5HLpqFLUld2j8EUmT1yIblpKl1Nd3TVzHS7brbuoUvX2tYXm/RM1W7R5uH0WE8tU/NYtm/8iteeinmcx3Cby7VeDr0N6v2VL39uiWmlPBhOlTpOxdfu27FFPSoyWy/aPHssqoY7zwzf8PVfYroW6aH9lkrfyG5s6oVv/Ob/5efe9h5f1FC0Ho98bPobf+MHwk5veks/rHWjfi5a87jxRa97UZVqylWl3ecLYfKSrrRuliaPLJmzay4Ks7F77UP/dF8/nPADAMCTY1JVk9WQpUo5+caNx5Ha7dujf/0P3vzFR7VkNs+0mKs2ioWV87NXWRuHaVqf9XkVl7azRSnbovU4jls/q3K1aLOnjbKNftu6LpqGi5tf/oc//Kov+EKNQwkdlKI77l6+7PdcvvwvrEW4RbqHMqx5Hpa2WJzabrerupdzlq4PPPv8S1/5uWvbC5VJWnbXv37/jfd8KGQeMWxjVcfjZpu6GKIup8X5V7+wPvc5+7IhLSw9y+bn3lXlJTXO3SzDsnvu1aEfTQvZJtcH5XTvbV/rjeaFLzeWl/tmf1iU7s3KetBcx9m1VB9iffl9H7z/V/7d6c9/aaujRsllskHOfb6/nbPd5f687/imn/q1n3/RB66dWtaLYykZpzdbKTPi9Nz2+tWLC5mqNNy5d7a/7+Hx+PJp9w9v5nKwd3HT8+z+87/4CzWWcAvJ5T2n6kUW+6vFf/l1f+R/+o7vLmUv08zdXa3ldqsf+2c/9yM/8uNDcbVoc3Or5qfdqhdX+sFyNW2vnj9/9mv+iz+cobBwdSlkLXxKr1KXdfOuDHMLb5LLLXL7nAfu/Et/+c/999/6N7wue4asSz2VsknqZpNbk6qsST1NaT0tpDnNlS2tKzbmTTZLkb3LtdkemneTMlp4V5qF3X33vT3aUIYv+qLX3Xbb3zu+dGSyzWZ2DaahlO0rHnppcU+1oY5mdnIXQZTdU7xpduPoMDKLrBR98zd/45t/+Cc+8uhmUUd5Vfg8xdSWyuGrv+abPu/VL3ruA/ffuH78f//Tn2qxyjy3XPgU7fjo+FRtra3PHCz+wJd/0c1TT3ePQvjJHym7xy/ksi4L211zrSbzcKXP+emu3pP+AAA8KWk6lFI67Scf2rukyFSEJn/4N+9576PLvpqtd+tjKyV76aWEhmHxwTEu7Q+bGC7Uocd6clOP7f7Qp+1nXeoXWlnmtqZq68fKvWlvlN8+6b2/8E5duqp77xhtdxx+3Xz2Z23+xTtO3Th060Ve0ywkz17UrQ3WF3NrfTNqGZ/zPN1156Td08bSNq/+zDvOHs5dc02dlmKalnVo7sOUdRzuf82rYjmOoZiUY9fVY/93HxnbYojYj2LKWTF59Mnmun9xsM3yzI2i8LpomhXLcXG8OT44s1+uHt112Ifoi56Lru5STqds2GzmR3/q5+986KVZWit1t+fHU0rnlJ9PLaRF1ec8uHz5i8uHj7eba4enPV2mPk6tZD/o86C8sbBPbG2UTp254+L73qvaPrS+EmcGHcZw9z3tVS+87VnPkKdVTykUo5ddgHrRV/3BL/vuv/U91w6z9wi5hZeyl2rzHNEXm812qINr9DL2XjJUa5nnbZ/nxWh/8A1fev7cXrGU4uTmOYtbu1ksJYWZhe+2F3WzUs2mPn/VH/rSv/m3/+7Dv3FxudqfInbX5KalZ8jazShOSWlhlnayBT/TlGbZm9/ckyP3TPVotjsl1HZnVpkizxwsUj0i9vf97rsuPHr9N1rIrBQbopXB+gPPvre32auZWa0+ffKTJ09zhR8eH5/sSeuxt/DXvPqhH/onb5Hy+Oh4GIah7g+r0zeuX17u1bf/0rvf+i/f3qa2XJ07Wk/DOFqLFu1gtWfT8cGynj5YvuLlL82Ul9+6lHAyUiHt5h6P3QuUu32An/Zbg/QHAOBJtr8GyyZTSF1yheQluqaFthd//h0vu7zu8utjbqvGnrIyuS/74upi/86/+A0v/pN/uJRVztHGYvJhG9uV9Ohvvu3L/9T4oYsWdYj5YHLNcWmc9uqeT5s7rl+68o63HHzlVzQbFqZc5IUv+Nx3fvf3Xoj5uE5WPe1k23zzbNn33Od+1FbDpbG/4r/647Fa1Ewz85j1/g+8503/5M55fW21dYuhe7i1OhxvN3eUg/nCubNf8/oYXZuM0ZpNl3/0R+3jj2xKpmxIl0WzMmuYy/gbB4vP/bZvGV//ulwtLUoba4/0VCnu6+s/91e/8+KbfvKeo6Mh2jIs5NeHPNxT9Pnf/ug/v/PLf9/8ihdsVBayheTp6icfp+Dx5V8018Hdfs9f/OZffM9HL7z/w6vNcXjbWsQyMvsN6agc1di/NO5dO3v2Jc978O3f93fPbw/91H52XT1z+21f/5X3f9M3xNmD3tNkdnKRVaRZmhXTvXcOf+rrvvo7v+eHpFiMe/OsjJLmTSkrZbGfkb14T7mX3WUAi2oW7QWf+exv+aZvONiThdwVkbKqrJJZmFlVurJkpqIoa6pIFmEm7e/pjW/8su/8ru9rbW1apO1yODLDd4+1SMqaykzvKhmR8pSnSkhldxFxDrKFVK5e62227BkRbi4bTXHu9KmhqGhUKEwvfvHz3vlv3+suL2N0l2x/ZS9+8Webm6l4tVpdrXta5MmhtGG6dPW6FctM9+xz/3N/+o//wi+866OfuLYYF2aemevN4bCsPafrx+thHLyM2x6L/UXE3Pq8GK23w1Hrz3/15/7Pf+XPnzk1uLp2T7o8diU/XVYkUxbLIhWP3bFHlsp8EueAstcfAIAnxXoupzzoUpNCngpTVJnaKfUrb//FA21HXS1+XfVK1Gu9Hk7j8ca3V4Y49fLPObzrGdfvuDPuvms6fyHOn8+7LhzedqE/57PveslLb/jQszZbrH2vDeeuj9P1oSvX9/r28tt+dijT2mIu83bwsy9+/h3PuGfsGvqoHDMXFosSi2Fe7MfBMI8tF5cXq4sP3nP/ax9y5X70PbXl9vDjP/iD/qEPVW3nRUxjzkO0RU4+V9k02vDK5+q+s6FQ6VNpduPKu7//H63mw3lxabO8dGXv8if2r1/cP1wvNnOZjs8uxi9+lR64e77zTt15T1xYbu862+++/fjCqe39t33ml31e+Fy17WVu1tc158VwI3sqlx/5xPv/4Q/X1op62a1w+smcCk/UikYvQ1+sXvyi1/7493/8oRcd+Lk7N6tz63IwDYOWV1arozP7zzhcHZ+9ff3G110+unrm7R845atop9d+/vZv/bP3f/t/p9P7a/Osy5RGaZS7rGdLTyvKrj//Z77hy17/effedWp7fKn6XKwro01TqUPv2XYv8sxtOyzDvFlfdR2f3rPv+s5vve30ynqaWutNr/iAtAAAIABJREFUZpIrB8sqVcuF5ehhHsVioVymRqmor4ayKKav/kNfcduZg+puMXhfeV9aLKRiUTzqLv2VQ2ZRLCxGi2pRlEPm6GmW1WURq8zxox++vl13U/UoiqocPe2+e+/afVBgnpl62UMPZhxVb9UUbWueX/kVX3Lb2VX1IqkUnTt3ytVc4btPopRSXL+x2d0+YRbjmA885+63vuXNX/S6h4ayXR9fMc2LYcgmt7H3IXLZ+liGvdZV3IqU02Zh/cvf8Nrv+96//pxn3z0UmcLsic/1mlSVxXK0HD0G2w3jyV/jp/3mYDYNAMCT4+qm7vJBJU/2q2Tvp+T6zcuX3vXe2zVXa6e2sTf3kiHFEOqKy9XP3f/MQ2XP8NR+pIcrdMZVsj/n5c//5X/+I2fmtbfJvS5yvGdzoLY40DBfOjz8V+/Wx49PnV+FZ8hy/+wDb/zKj3/Hd52bMiXLLFJ2axajckybynhxbne/5IUxmkdXycxmH7v0vh97y2291BhOHcYibRklMrpJ6ZdXw+q1r5iGqtR6tFlb/crDt7/rkTs3fhS9hFI5FUv53uSRoTvv1rlTk/q2eI0cpoWGMjQNXsz8zpc+dHUssrWVZuEyP5hWQ1u19DNbfehH/sUDf/YT43OeKWkuOjIt680zGvG4dMuwbZeGeRjb3c/8vO/77o/8/Tdtf+Xdj/7SL526ul41O3ddH2/TR5//Gff/N3/i/Aue+9Zv/atn6+Lqg/fsffHrXvgFX7h8zct6KVqFqZpU07Q7SqqY0uU2zZvFsKzuf+d/+x9/8R3v+j9/8J/97M++7eKVq4MN48Ln6XiodXdu1TguSl1brl/4wme97tWv/MY/+cZ77r6tVkmZsuqLuNmwym3xIvWMZubu6s1qsd2BTqV4b6liz7z3tr/yl//CX/or/+um5e4WAMuQurKtRmVXmnqkJM8+eM+czEpkM4tFLdHm3a+t1KOPfrxP21plHlJ6FMvtvffc7qaT64pLPu/5Dy7Hec6IPo21jsP8J77+q7NnlJCslLzvvjs//NGPlqwWqXQpZeXkmi7zzDnn7WLc69G/7+99+z/6wR9705v/n3e/+z3TUV8uhmnarobxZLa2XRd3zdNo8bKXfM6Xv+EL3vi1v3d/T9ml7Gah9JP57mNe8RmSqbe5KEJNbR5Ga70NZcyYP+23BukPAMCT0tzWspDMtJAWu+fxStHl9cWf+38/cHR9e+/po35q2XpRS+tDz0XzycejFzxPd91rGhamLsk1uiJlJvc6/oHXfeAff/+jH/rQueXB9Rvrg71TWteWi/1qx0f5iYtXnvPe36xn7pgXoySrw+kv/b1v+b9+aO+jF5XmUUpaN61tWpgvJ22ko/NnX/L5r2plHHvvVrby9Qc/8m8uXrnj3Kma417rY/OSpYSHrUdfvv+gfOnnvUo6yFZi8IX2PvzLD3+4Lo7OWBvPek/PmIu6aeylt3LvC16o0+e3GteqwyDPxdZUXSlt/czeKdu85OXvfPfbj7W9w/amOYp86n0Y98qmfOjw8gPv/fU77n+mTFnUpGZasOr/KWeamRqVlmOUsak9+777vu2/1Xp936/9+od+/K3Xfu037t8sn/35L8yveu0vv+vd//w7//bznnXfi/7c1+nVn6t77luXqq1Kz6tlvS8bdOsg1bT04hZSHaoUclupv+ZVL3n1K19y+Wr7hV/4pR//iZ/+yEc+8vFLF69fv75YLO44f+fp06df/dqXvP5LvvSZd9++HHZXsKXUdXKPr5k0tXkc51Ju9L5eLHxqa0u30Jkzz7x65dLZ0+dMs7QoxdKimH3VV/2+j33so9/1Xf97ZpMk38rmmptLn/j4/c+60CO8em6nyOu1KPrGS4mYvej4+if2926bWiwHtdm226vVj2THpUgps1JzPn1Q5qkvRzPF1DfPffC+V73yc37tve9f7B0cHW7vv+/e533mM6Uwc5NNLe97xoW3v2Nr1mW7zfWzzNeHR7snCHpXGYeMabUYusof/SO//4//sTf84i++74d/6J++7/3v/+Vf+eXjaes+9OwHpw+e+8Cz3vClX/LKV7z0xZ/9wFCt7D7XKrH75SQ72fNzi8ksttvtctWUNwZvq6VvtkeDF3Ub6pn8dHf82K1jSgEAwKdhFzu7Z/EGqcxSxqa0pboeuagPfUBLk+7UFNKssSm6ZkllPrO0z/7Mbfi+KdrkY1cO3WqTxuw2b45+9Vf359QUWh6om7SWXCWk1rrqZ7wkzqyiSJLP8tzOv/buoXWlq7lkKqFFUaaOm1QjZ/+MZ023XRjTrpU+q5y7erW89xHlpGHWLKXJqiT1Y9kyNOtlL/BhX02bQS4N73/EHvmwVqE4pS5FVw2V3T6IqrNn9OC917MvyzDO2o4KadXUTTeKzkyyf/uwjq9pVTXv63jS3iS7mKXaDWkY2oPPKBfuNtWttJX2UrVJA6+vJ+pb5Va+Sh+aoiptLtnUZqlJVddTqzotfX3lxpnj1L50m0t7yv0mlVAUzZoXGh7z/G3IJVeXpPCT27imVMmsaR6p7axx1DSfrExXl/vJz7bQ4HJJ2W/uQnepZKrbfO3G5iMfOXRfRc5Wm8tMtag/+MCdGevizeJA3lOtZ8pWn7h8+IlPHCuXUspm2Tz6/FkP3pcKqXVFj/LBDz46zRY5mJeezUoubVnq+sH7z7fYVN+7cq0/8tFLJzt1UoqhWi7G/qxn3T3H4eBFqpmDTHNTmkpRSouUWaZ66yEfHn744/OUacPNy4U9My/cUW4/c3pRtLveV9m7WchNY5e5NG+jjh6pS1dvHB9v9g72T5/eG1yWWc1cLbO7LW7+mXFyvs/JcnzeWvjvrW9Csd6ONw7TbNFyKjUtvNjovjk4pb26JP0BAPjP1P6mLGkpdZPpuERVr621Mh9ZT53bS5npWFnVV4qM2LildFpFU8pn1VlZ04au2uWhMClSZXdiUJfb3IpJUZRDN4sh3aJrkKJoU7TJaWFllNXwMM2mrbrUF2lj1tiGDaW7LPKo2iydaX1s1sc89ljITNbkIQ05xzz3cam0/Y2raF1UQ4Nyqn1tzbUcpZonv0Qo9mRD77vlUoVpG21/clVvnl6O3KRcNZ+q1sqDMJvVx+1kkylq2w5lnG3sWlVZTYWpZngLDWxPeLxQn5VdbrIxrex6uNrW88h6kfZ7tsiqal6m0mZNTfNS+7UPLs0uz6iKcrL14+YNsmYyu3lvbpgyc5KKrGTW3YE5tdbIUKbJM01SeisqMlOkZVrJm5MJl4pS3Q5NY48qeUjmTQqFFxU3k9aptdvpzLa7NmuOLGUh1fzkuys9M/vsrlCTm1SUu3ufPU2xOwknvVhLHRaZcsxcpkkWu6/IVJQWPUu1yCkVbq5w99rmtGK9SyUX3iNTZiafQ5bmNy8qDrv1hYXFyUMM5oqc5eqZSnNzyyLzyMiUu0coM63IUmY9I3132Zk99vI63/3Lbra5pMjsZnOoScvtXGr13R8uCstei/dStqY90h8AgP8c6S91U1PYSStZhnpGqT6rb9VGDePuVA6/udJnMXlzZTVFdLdxa2OTVrs1dGnYNpW6qVHUh81GxdX3s0QMLqk05fbYxoWsKJXeD8vuR4S6KVxl11qhPvUepa4UpnWuTw0muclSpaf31OCzq0o232y2njnYxtJaLJv3webMpUxzamHZ005WUnVy/qZFtMlrUfGumBUmT42mKIoindw8nGG7zQ0Ziq5e1ZdhW1+6MrJbr2ORbJKqmvd68jkKnvCCi1QqPMJUsshsLW2lhXJv29V9N2w5eEsNPeV9ctuojNKyK1tvymGo8nhMqrvdSkKLVN+uN8O4dK+Zu5tqo8dczMxcWU5S9eQ1rTanWZbB9MlXRlFKtpVKZp3miGiLZYa2VSvloJTU5RvlfmY3t8jm5j3j5k3AN3M4XWHbeTMuq5Q9o2g0nZyImbb71G2ImGVrSYpRMZbqst0nIa5cSAppmmYfrLhcih4lBhWb51ZHC80lU157mlmJzGInR5DufiuhkCJ7m7ZtrIs6DL3J6+4GinBFn3uxolozlaFyckynepe53KXUPOcwWJ58NnJrmuS6dVynhRQZlkrzaTvHWA8kbecbq7FGL26jMmXH8n3SHwCA/xzpn5pdoeiSycocYxaZoip2l9P6saLsTjY8eZ7Pla6M7tVSEV2t1Cbth2RqprqWmg73ciw5TrO8abOvVWyjRY7LQWbrlPVpqNVkm80UZVwN/eYROVVpYRHKSIXqYGmaTAtNGWOT+m7ThhQZbuFWt5KkoszMonTPtq1W5r6t42hpmlJ1kKTYyHbJYkpXuIqFZZrlzU0gYyhN3XqqVZmlpKIwtVmaNJj6oLZQUS9zUUq1FS+SraWiNraiblrw+nq83dTRI63vFt67lY0kaX/3AdS80WihYS5epLqWcj5ctQNzzaZS0ovtzk71mBUhmdzlNT+5/SStmap2D5tqd9Va3NyjYopd/d+cyurkRZ0ms/jkpDBdmbmbOuwO59Rk1qMPbvXkJ+ZGZZmhkNxlJ6f3T7u/7aYXCpcVmVp083QrFnbrRJz0SDXTmJmyyc0j3HcTD2+yrtx9DpB2ct2AIsMVLrPdD1OXR+TGNchKT3OroYi2HUpVmszTemreXbVrGnZTl0jF7kzRzGrpcrWIoZuK5Cb1ntl7HT85TPnJ46seM0c6ifJPpr9yt4zQe1fxEiEvLXO2XJycAertZHse6Q8AwH9SXSk1l2fPjDCrskhvZu6qoeiqZZLtDvHwvBVQqSqpS7sjLV1h8p5yhZnPkrQeJGkVCjXz3b9s95BhumYpi0ZXqE+yoVuVyaWUdiv4NbPImuUsk1Sksc8qvruCID1V3HL3kYWGlNvuhFK5LLINZhYhV49w991Z412q6iE1WcqL7FbL3PwM4LGdE6Hwk/0Mrps3lqYyetY5c9RRaUU5Rgm5y0ozmbJ2Gen/26S/KSxTUTKVLvMwWcpC3XOyKMoxy8ZM0rJJrsnbOIVatGUNr2OTSqYplLe2+5THJOHJ3c03/6NmplkqQybLk4vXlHrs5vSbd1Hd6lr75CYWKUPmyuzmmWGmkv3me2L3ZcVu39DuPuzHboI3hbKbFYXS3E6mBLcmKp6RoSzuSoWZZSjD/OSIqH4yCdHJbzlStvsabu24sZRHapfsFulmlgrLeMyzt5m7IzhTkpvVDDPb3Vl2Eu4WIVmW+dbXbif7hULKyEyZWwndnAn9loG7lf4pZcbJfGv33Zkyz+zNrCp2b/JQ+XTO6Cf9AQB4sinWXVtpL0IRkmS+KTGpDuqrtMli4Ei9J8puGXNMVuuujIoPfrKDevfAaH5665oAfju8owAAeLJOlr3dzVwptV7NFj7btRsKjUNXjozSE0bNVIdhDnlTRK/WlkOXnVxWZC7rDBLw1GLVHwCAJydSytmt33zmcRlKdbt65YN/83uv/thPWqzT+b/t4219EVodTFaifqzms/+HP/Wsr/79YbV0y6KtScoll3oBTylW/QEAeHI8U72qmtSkkkrTZH2xNF3+uL3n106PsThqjNPj9D5nxHntV+2XxcIefcR8DnlROTk5nu4HSH8AAJ5WmrTbplJPThqXpCOLhU9HNk/VjtUH45DKxxuXXbmetr1Hs8W5tmxr9VAf5JIVqfZbZ58AIP0BAHgaKGkl3FIq6pJMGVklxbh/POyvDxaxLXH4tP392xPW1v8T7QXubePea83JrqufMivKmlLsjl25ddsRANIfAICnSTqHqZlczWKW3KIqljLNPpWDi75XhtUwsNf/CROM2I/latO1V0591Ppenh7bUlkUuxsSmkqXVgwU8FT+ecVjvgAAPCm7Sz4tw7qUQ8i6jkvIZR/8SFy8fH2h01vW2h6vpG3bNPg4rKPXQc+5u951ewlZZIx91rxQlw4YKID0BwDgaSPVTFvlQr1K6qapb1f1SPNKfVReUx90mnF6nK1SsqV0kFLLdcnuPkiLLpXd/ays+gOkPwAATyuR6bnZVWpqd2/obOmay7ppboq1xj3G6fFqUSmaQim5h/dpsZJsTLmUllI3diYDT+3bjiEAAOBJsezqkqsVhbJqNrXIZeu//tNvufrz71y1OSuPqz5hxmSxspLbaa7lxsrvf/3r7n7o5ZMNXdXTlNa8ci4SQPoDAPA0kuZFXnOrUrJKmaNlK+7Hs//Yj5/6/jfv9bScGajHGbpvxoycbpuG3NtfX7jHHnr1qGqWsrB0ZkvAU463FQAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAD43SCVkmR28xuMMQFIfwAAAACkPwAAAADSHwAAAADpDwAAAJD+AAAAAH7HqQwBAABPxiRdUZyyuq/ocu9mh1ZPde1t1uO8N93Y8+OWSwbqcTzrfl+q1SHKOOcQW9lWqgrbuhXNdT1ptc9AAaQ/AABPF4vQhXSPrlQd1E0a1SxdduQ2rPYO57nlOQbq8YZ5W7c1PY7bjYNVqSlZk4bd9yaJApD+AAA8/XhKZio6tijuxVQjaywPpuUw7S1bDrFhlB4/aJ6H61lWh7oKG4YcNNtgUipdW7e6GBglgPQHAODpxNSquiyVx9LStCgaVTVrz/e3Gkatil9mnB6f/lFP5ekYathwfH27PA413z2EGNIsTa6RYQJIfwAAnkZSHjJTupZSzZSsuTJzfM3LWs9We9OacXqcEsXTp+wq4/7gey97XhutKC1sUKSaq0l7DBTwFLLMZBQAAPj0dalLJnlkkcJs1ma0Gzafy163XWPITjFOTxBhTZIdr221vGE+q+xJy0h5C02uLp1lmICnEKv+AAA8OS650mRSSEUp8yKNGrqVsow1j6x+KilvGiUt9sY4GTq5pOySu1wyRgl4arHqDwDAkxLStFv0l0xZIq15FvWiIik1mRYZDNQT2t9klpKlJDWTTHU3CbCUp5SywjgBpD8AAE+fhJV2/y+1x3yLUm67iQHV/ym5uit306VPMZg7lD/wlOITSAAAnor6v2W3/p+pTMld8t2SNj7lnCnsZMp0a/q0+0cmTMB/BKz6AwDwJAM2Uym55cl2/2aq2T0l85RZSEbJ/nbDdyv2U97DsslcVtOUJ2d9AniqsOoPAMCTTH+FfstDqSGFyS2bssmGokLDPsFW6lK5OW6DUuqzoqkvZLIilVt3+wJ4SrDqDwAAAPyuwCIEAAAA8LsCG34AAMBT48aNGwzC/6+dOsXdc7/DseoPAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAIP0BAAAAkP4AAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAADSHwAAAADpDwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAJ4kS8YAAAAA+B0g/z1pz6o/AAAA8LtC/fdODgAAAAD8DsCqPwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAASH8AAAAApD8AAAAA0h8AAAAA6Q8AAACA9AcAAABA+gMAAAAg/QEAAACQ/gAAAABIfwAAAID0BwAAAED6AwAAACD9AQAAAJD+AAAAAEh/AAAAAKQ/AAAAANIfAAAAAOkPAAAAgPQHAAAASH8AAAAApD8AAAAA0h8AA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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">117<span class="ls0"> </span></div></div><div class="c x1 yf7d wd7 hfd"><div class="t m0 xa hf y2a ff6 fs4 fc2 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c xdf yf7d w11 hfd"><div class="t m0 x11 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">1 412<span class="ls0"> </span></div></div><div class="c x158 yf7d w10 hfd"><div class="t m0 x91 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">1875<span class="ls0"> </span></div></div><div class="c x1 yf7e wd7 hfd"><div class="t m0 xa hf y2a ff7 fs4 fc2 sc0 ls0 ws0">Pozostałe przychody operacyjne<span class="ff6"> </span></div></div><div class="c xdf yf7e w11 hfd"><div class="t m0 xc9 hf y2a ff6 fs4 fc2 sc0 ls7 ws0">28<span class="ls0"> </span></div></div><div class="c x158 yf7e w10 hfd"><div class="t m0 x41 hf y2a ff6 fs4 fc2 sc0 ls0 ws0">4 </div></div><div class="c x1 y398 wd7 hff"><div class="t m0 xa hf y23 ff7 fs4 fc2 sc0 ls0 ws0">Pozostałe koszty operacyjne<span class="ff6"> </span></div></div><div class="c xdf y398 w11 hff"><div class="t m0 x33 hf y23 ff6 fs4 fc2 sc0 ls7 ws0">272<span class="ls0"> </span></div></div><div class="c x158 y398 w10 hff"><div class="t m0 x33 hf y23 ff6 fs4 fc2 sc0 ls7 ws0">356<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yf7f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf80 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _14"> </span>bieżącym <span class="_ _14"> </span>okresie <span class="_ _5"> </span>sprawozdawcz<span class="_ _0"></span>ym <span class="_ _14"> </span>nie <span class="_ _14"> </span>zidentyfikowano <span class="_ _5"> </span>indywidualnych <span class="_ _14"> </span>transakcji <span class="_ _14"> </span>przeprowadzonych <span class="_ _14"> </span>między <span class="_ _5"> </span>Grupą, <span class="_ _14"> </span>a <span class="_ _14"> </span>jednostkami </div><div class="t m0 x1 hf yf81 ff7 fs4 fc2 sc0 ls0 ws0">powiązanymi, które byłyby znaczące ze względu na nietyp<span class="_ _1"></span>owy zakres i ich wartość.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yf82 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf83 ff7 fs4 fc2 sc0 ls0 ws0">Wszystkie  tr<span class="_ _1"></span>ansakcje  zawierane  pomiędzy  spółami <span class="_ _14"> </span>z<span class="_ _0"></span>  Grupy <span class="_ _14"> </span>U<span class="_ _0"></span>NIMOT  i  podmiotami  p<span class="_ _1"></span>owiązanymi  były  przeprowadzane  na <span class="_ _14"> </span>warunkach </div><div class="t m0 x1 hf yf84 ff7 fs4 fc2 sc0 ls0 ws0">rynkowych, <span class="_ _14"> </span>co <span class="_ _14"> </span>zapewnia <span class="_ _5"> </span>ich <span class="_ _14"> </span>zgodność <span class="_ _14"> </span>z <span class="_ _14"> </span>przepisami <span class="_ _14"> </span>dotyczącymi <span class="_ _14"> </span>cen <span class="_ _14"> </span>transferowych. <span class="_ _5"> </span>T<span class="_ _0"></span>ransakcje <span class="_ _14"> </span>te <span class="_ _14"> </span>miały <span class="_ _14"> </span>charakter <span class="_ _5"> </span>stan<span class="_ _0"></span>dardowy <span class="_ _14"> </span>i <span class="_ _14"> </span>b<span class="_ _0"></span>yły </div><div class="t m0 x1 hf yf85 ff6 fs4 fc2 sc0 ls0 ws0">zawier<span class="ff7">ane w ramach bieżącej działalności operacyjnej.</span> </div><div class="t m0 x1 hf yf86 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yf87 ff5 fs5 fc5 sc0 ls0 ws0">6.13.<span class="ff3"> <span class="_ _44"> </span><span class="ff8">RÓŻNICE <span class="_ _0"></span>POMIĘDZY WYNIKAMI FINA<span class="_ _1"></span>NSOWYMI WYKAZYWANYMI W RAPORCIE ROCZNYM </span></span></div><div class="t m0 x49 hd yf88 ff8 fs5 fc5 sc0 ls0 ws0">A WCZEŚNIEJ PUBLIKOWANYMI PROGNOZAMI WYNIKÓW ZA 202<span class="ff5">5 <span class="_ _0"></span>ROK </span></div><div class="t m0 x1 hf y9ba ff7 fs4 fc2 sc0 ls0 ws0">Spółka nie publikowała prognoz.<span class="ff6"> </span></div><div class="t m0 x1 hf y871 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yf89 ff5 fs5 fc5 sc0 ls0 ws0">6.14.<span class="ff3"> <span class="_ _44"> </span></span>ISTO<span class="_ _0"></span>TNE POZYCJE POZABILANSOWE       </div><div class="t m0 x1 hf y5b0 ff7 fs4 fc2 sc0 ls0 ws0">W  księgach  <span class="ff6">Grupy  UNIMOT  </span>nie  występują  istotne  pozycje  pozabilansowe,  z  wyjątkiem<span class="ff6">  ujawnionych  w  sprawozdaniu  </span>z  działalności  i </div><div class="t m0 x1 hf y5b1 ff6 fs4 fc2 sc0 ls0 ws0">sprawozdaniu finansowym <span class="ff7">zobowiązań warunkowych.</span> </div><div class="t m0 x1 hf yf8a ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div></div><div class="pi" ></div></div><div id="pf76" class="pf w0 h0" ><div class="pc pc76 w0 h0"><img class="bi x5 y59 w91 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">118<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h35 y1b9 ff5 fs2 fca sc0 lsf ws0">7.<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff5">SYTUACJA FINANSO<span class="_ _1"></span>WA UNIMOT <span class="_ _1"></span>S.A.   </span></span></div><div class="t m0 x47 hd y35b ff5 fs5 fc5 sc0 ls12 ws0">7.1.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">PODSTAWOWE PRODUKTY, TOWARY <span class="ls39">i </span><span class="ff8">USŁUGI EMITENTA</span>  </span></span></div><div class="t m0 x1 h16 y6e1 ff8 fs4 fcb sc0 ls0 ws0">Jednostkowe przychody ze sprzedaży i ich struktu<span class="_ _1"></span>ra w poszczególnych grupach asortymentowych:<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x1 h16 ya35 ff5 fs4 fcb sc0 ls0 ws0"> </div></div><div class="c x1 y3db wb4 haa"><div class="t m0 xa h13 y9b5 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x100 y3db wb5 haa"><div class="t m0 x3f h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x3f h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xfa y3db wb6 haa"><div class="t m0 x2 hac y9b5 ff13 fs9 fc2 sc0 ls0 ws0">struktura % </div></div><div class="c x92 y3db wb7 haa"><div class="t m0 x3f h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x3f h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x13d y3db wb5 haa"><div class="t m0 x2 hac y9b5 ff13 fs9 fc2 sc0 ls0 ws0">struktura % </div></div><div class="c x13e y3db wb6 haa"><div class="t m0 x2 h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0">zmiana pp. </div></div><div class="c x1 yf8b wb4 h8c"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Stacje pali<span class="_ _1"></span>w </div></div><div class="c x100 yf8b wb5 h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">943 080 </div></div><div class="c xfa yf8b wb6 h8c"><div class="t m0 x35 h13 y64a ffa fs9 fc2 sc0 ls6 ws0">80%<span class="ls0"> </span></div></div><div class="c x92 yf8b wb7 h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8<span class="ls6">20</span> <span class="ls6">055</span> </div></div><div class="c x13d yf8b wb5 h8c"><div class="t m0 x35 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">72% </div></div><div class="c x13e yf8b wb6 h8c"><div class="t m0 xaa h13 y64a ffa fs9 fc2 sc0 ls0 ws0">8 </div></div><div class="c x1 yf8c wb4 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Gaz ziemny </div></div><div class="c x100 yf8c wb5 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">173 546 </div></div><div class="c xfa yf8c wb6 h8d"><div class="t m0 x35 h13 y64a ffa fs9 fc2 sc0 ls6 ws0">15%<span class="ls0"> </span></div></div><div class="c x92 yf8c wb7 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">29<span class="ls0">8 </span>348<span class="ls0"> </span></div></div><div class="c x13d yf8c wb5 h8d"><div class="t m0 x35 h13 y64a ffa fs9 fc2 sc0 ls6 ws0">26%<span class="ls0"> </span></div></div><div class="c x13e yf8c wb6 h8d"><div class="t m0 xa4 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">11</span> </div></div><div class="c x1 y4ff wb4 h8d"><div class="t m0 xa h13 y64a ffa fs9 fc2 sc0 ls0 ws0">OZE </div></div><div class="c x100 y4ff wb5 h8d"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">10<span class="ls0">2 </span></div></div><div class="c xfa y4ff wb6 h8d"><div class="t m0 xa4 h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x92 y4ff wb7 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">6 402 </div></div><div class="c x13d y4ff wb5 h8d"><div class="t m0 xa4 h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x13e y4ff wb6 h8d"><div class="t m0 x4c h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0">-1 </div></div><div class="c x1 yf8d wb4 h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Działalność po<span class="_ _1"></span>została<span class="ff6"> </span></div></div><div class="c x100 yf8d wb5 h90"><div class="t m0 x9f h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">59 276 </div></div><div class="c xfa yf8d wb6 h90"><div class="t m0 xa4 h13 y613 ffa fs9 fc2 sc0 ls6 ws0">5%<span class="ls0"> </span></div></div><div class="c x92 yf8d wb7 h90"><div class="t m0 x9f h1a y2e6 ff6 fs9 fc2 sc0 ls0 ws0">21 <span class="ls6">724</span> </div></div><div class="c x13d yf8d wb5 h90"><div class="t m0 xa4 h13 y613 ffa fs9 fc2 sc0 ls0 ws0">2% </div></div><div class="c x13e yf8d wb6 h90"><div class="t m0 xaa h13 y613 ffa fs9 fc2 sc0 ls0 ws0">3 </div></div><div class="c x1 y40d wb4 h90"><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x100 y40d wb5 h90"><div class="t m0 x129 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 176 004 </div></div><div class="c xfa y40d wb6 h90"><div class="t m0 x9a h14 y613 ff5 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x92 y40d wb7 h90"><div class="t m0 x129 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">1 <span class="ls6">14</span>6 529 </div></div><div class="c x13d y40d wb5 h90"><div class="t m0 x9a hac y613 ff13 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x13e y40d wb6 h90"><div class="t m0 x1b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 yf8e ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 hf y31d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf8f ff6 fs4 fc2 sc0 ls0 ws0">W 2025 <span class="_ _0"></span><span class="ff7">roku Emitent o<span class="_ _0"></span>siągnął <span class="_ _0"></span>przychody z<span class="_ _0"></span>e sprzedaży tow<span class="_ _0"></span>arów i <span class="_ _0"></span>usług w <span class="_ _0"></span>wysokości 1 <span class="_ _0"></span>1<span class="_ _0"></span></span><span class="ls7">76</span> <span class="_ _0"></span><span class="ls7">00</span>4 <span class="_ _0"></span><span class="ff7">tys. <span class="_ _0"></span>zł. Struktura <span class="_ _0"></span>przychodów <span class="_ _0"></span>uległa zmianie </span></div><div class="t m0 x1 hf yf17 ff6 fs4 fc2 sc0 ls0 ws0">w <span class="_ _4"></span>porównaniu <span class="_ _5"></span><span class="ls1f">z <span class="_ _4"></span></span>dany<span class="lse">mi</span> <span class="_ _4"></span>publikowany<span class="lse">mi</span> <span class="_ _4"></span>na <span class="_ _5"></span>koniec <span class="_ _4"></span>2024 <span class="_ _5"></span><span class="ff7">roku. <span class="_ _4"></span>Przychody <span class="_ _4"></span>ze <span class="_ _5"></span>sprzedaży <span class="_ _4"></span>gazu <span class="_ _4"></span>ziemnego <span class="_ _4"></span>w <span class="_ _4"></span>202<span class="_ _0"></span></span>5 <span class="_ _4"></span><span class="ff7">ro<span class="_ _0"></span>ku <span class="_ _4"></span>były <span class="_ _4"></span>niższe <span class="_ _5"></span>o <span class="_ _4"></span></span><span class="ls7">11</span> <span class="_ _5"></span><span class="ls10">pp</span>.<span class="ls9">                       </span></div><div class="t m0 x1 hf y786 ff6 fs4 fc2 sc0 ls0 ws0">w  poró<span class="_ _1"></span>wnaniu <span class="_ _14"> </span>z  <span class="ls7">202</span>4  rokie<span class="_ _1"></span>m<span class="ff7">, <span class="_ _14"> </span>stanowiąc  </span><span class="ls7">15</span><span class="ff7">% <span class="_ _14"> </span>całkowitych  p<span class="_ _1"></span>rzychodów. <span class="_ _14"> </span>Przychody  ze <span class="_ _14"> </span>sprzedaży <span class="_ _14"> </span>na  stacjach <span class="_ _14"> </span>paliw <span class="_ _14"> </span>wzro<span class="_ _0"></span>sły <span class="_ _14"> </span>o  <span class="ff6">9  <span class="ls10">pp</span>. <span class="_ _14"> </span><span class="ls1f">w </span></span></span></div><div class="t m0 x1 hf yf90 ff6 fs4 fc2 sc0 ls0 ws0">porównaniu <span class="_ _4"></span><span class="ls1f">z <span class="_ _4"></span></span>rokiem <span class="_ _5"></span>poprzednim<span class="ff7">, <span class="_ _4"></span>a <span class="_ _5"></span>ich <span class="_ _4"></span>udział <span class="_ _4"></span>w <span class="_ _4"></span>c<span class="_ _0"></span>ałkowitych <span class="_ _4"></span>przychodach <span class="_ _4"></span>w<span class="_ _0"></span>zrósł <span class="_ _4"></span>do <span class="_ _5"></span>80</span>%. <span class="_ _4"></span>W <span class="_ _5"></span>2024 <span class="_ _4"></span><span class="ff7">roku <span class="_ _4"></span>Emitent <span class="_ _4"></span>uzyskiwał <span class="_ _5"></span>przychody <span class="_ _4"></span>z </span></div><div class="t m0 x1 hf yf91 ff6 fs4 fc2 sc0 ls0 ws0">segmentu OZE oraz Gazu LPG<span class="ff7">, które obecnie są r</span>ealizowane <span class="ff7">przez spółk</span>i UNIMOT Energia i G<span class="_ _1"></span>az  i UNIMOT Paliwa. </div><div class="t m0 x1 h16 yf92 ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 h16 ya89 ff5 fs4 fcb sc0 ls0 ws0">Jednostkowe wolumeny w poszczególnych grupach aso<span class="_ _1"></span>rtymentowych:<span class="_ _0"></span> </div></div><div class="c x1 y499 wd8 h72"><div class="t m0 xa h13 y15e ffa fs9 fc2 sc0 ls0 ws0">w m</div><div class="t m0 x9a hab ye42 ffa fs1a fc2 sc0 ls0 ws0">3</div><div class="t m0 xa3 h13 y15e ffa fs9 fc2 sc0 ls0 ws0">/T/GWh/KWp/M<span class="_ _1"></span>g </div></div><div class="c x100 y499 wd9 h72"><div class="t m0 x56 h14 ya5a ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025  </div><div class="t m0 x56 h14 ya5b ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x13f y499 w71 h72"><div class="t m0 x1d h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x1d h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x15a y499 wda h72"><div class="t m0 x56 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x56 h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x94 y499 wdb h72"><div class="t m0 x93 h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x1d h14 y35 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x13e y499 wdc h72"><div class="t m0 x7b h14 y60c ff5 fs9 fc2 sc0 ls0 ws0">zmiana </div><div class="t m0 x101 h14 y35 ff5 fs9 fc2 sc0 ls6 ws0">202<span class="ls0">5/2024 </span></div></div><div class="c x1 yf93 wd8 h28"><div class="t m0 xa hf y160 ff6 fs4 fc2 sc0 ls0 ws0">Gaz ziemny [GWh] </div></div><div class="c x100 yf93 wd9 h28"><div class="t m0 x4c hf y158 ff6 fs4 fc2 sc0 ls7 ws0">16<span class="ls0"> </span></div></div><div class="c x13f yf93 w71 h28"><div class="t m0 x7b hf y160 ff6 fs4 fc2 sc0 ls7 ws0">1 304<span class="ls0"> </span></div></div><div class="c x15a yf93 wda h28"><div class="t m0 xa4 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">885<span class="ls0"> </span></div></div><div class="c x94 yf93 wdb h28"><div class="t m0 x7b hf y28 ff6 fs4 fc2 sc0 ls7 ws0">1 006<span class="ls0"> </span></div></div><div class="c x13e yf93 wdc h28"><div class="t m0 xa1 hf y28 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y441 wd8 h28"><div class="t m0 xa hf y160 ff6 fs4 fc2 sc0 ls0 ws0">Stacje paliw [tys. m</div><div class="t m0 xcc h36 yc0d ff6 fsd fc2 sc0 ls0 ws0">3</div><div class="t m0 x15b hf y160 ff6 fs4 fc2 sc0 ls0 ws0">] </div></div><div class="c x100 y441 wd9 h28"><div class="t m0 xa4 hf y158 ff6 fs4 fc2 sc0 ls7 ws0">41<span class="ls0">5 </span></div></div><div class="c x13f y441 w71 h28"><div class="t m0 x9a hf y160 ff6 fs4 fc2 sc0 ls7 ws0">360<span class="ls0"> </span></div></div><div class="c x15a y441 wda h28"><div class="t m0 xa4 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">301<span class="ls0"> </span></div></div><div class="c x94 y441 wdb h28"><div class="t m0 x9a hf y28 ff6 fs4 fc2 sc0 ls7 ws0">236<span class="ls0"> </span></div></div><div class="c x13e y441 wdc h28"><div class="t m0 x5f hf y28 ff6 fs4 fc2 sc0 ls7 ws0">15<span class="ls0">% </span></div></div><div class="c x1 ye18 wd8 h80"><div class="t m0 xa hf y6a9 ff6 fs4 fc2 sc0 ls0 ws0">Fotowoltaika [KWp] </div></div><div class="c x100 ye18 wd9 h80"><div class="t m0 xc hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x13f ye18 w71 h80"><div class="t m0 x7b hf y6a9 ff6 fs4 fc2 sc0 ls7 ws0">3 018<span class="ls0"> </span></div></div><div class="c x15a ye18 wda h80"><div class="t m0 xc hf y6a9 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x94 ye18 wdb h80"><div class="t m0 x7b hf y6a9 ff6 fs4 fc2 sc0 ls7 ws0">2 897<span class="ls0"> </span></div></div><div class="c x13e ye18 wdc h80"><div class="t m0 xa1 hf y28 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y4bc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf94 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yf95 ff5 fs5 fc5 sc0 ls12 ws0">7.2.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">CZYNNIKI I NIETYPOWE <span class="_ _1"></span>ZDARZENIA MAJĄCE WPŁYW NA OSIĄGNIĘTE WYNIKI EMITENTA<span class="ff5"> </span></span></span></div></div><div class="c x1 yf96 wdd h100"><div class="t m0 xa h13 y9b3 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach PLN<span class="ffa"> </span></div></div><div class="c x130 yf96 w68 h100"><div class="t m0 x2 h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x2 h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x102 yf96 w21 h100"><div class="t m0 x2 h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x2 h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x15a yf96 w94 h100"><div class="t m0 x101 h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x101 h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x13b yf96 w93 h100"><div class="t m0 x101 h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x101 h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x77 yf96 w21 h100"><div class="t m0 x56 hac y9b2 ff13 fs9 fc2 sc0 ls0 ws0">Zmiana %  </div><div class="t m0 x3f hac y6a9 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 yf97 wdd h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">  EBIT * </div></div><div class="c x130 yf97 w68 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">167 025 </div></div><div class="c x102 yf97 w21 h8d"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-18 679 </div></div><div class="c x15a yf97 w94 h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">56 542 </div></div><div class="c x13b yf97 w93 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-14 882 </div></div><div class="c x77 yf97 w21 h8d"><div class="t m0 x1b h13 y64a ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yf98 wdd h8d"><div class="t m0 xa h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">  EBITDA ** </div></div><div class="c x130 yf98 w68 h8d"><div class="t m0 x5c h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">189 824 </div></div><div class="c x102 yf98 w21 h8d"><div class="t m0 x5d h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">2 099 </div></div><div class="c x15a yf98 w94 h8d"><div class="t m0 x25 h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">72 123 </div></div><div class="c x13b yf98 w93 h8d"><div class="t m0 x5d h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-2 088 </div></div><div class="c x77 yf98 w21 h8d"><div class="t m0 x7b h13 y70e ffa fs9 fc2 sc0 ls6 ws0">8944%<span class="ls0"> </span></div></div><div class="c x1 yf99 wdd h8c"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">  WYNIK BRUTTO </div></div><div class="c x130 yf99 w68 h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">150 308 </div></div><div class="c x102 yf99 w21 h8c"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-33 158 </div></div><div class="c x15a yf99 w94 h8c"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">38 662 </div></div><div class="c x13b yf99 w93 h8c"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-20 487 </div></div><div class="c x77 yf99 w21 h8c"><div class="t m0 x1b h13 y64a ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yf9a wdd h90"><div class="t m0 xa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">  WYNIK NETTO </div></div><div class="c x130 yf9a w68 h90"><div class="t m0 x5c h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">142 976 </div></div><div class="c x102 yf9a w21 h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-34 486 </div></div><div class="c x15a yf9a w94 h90"><div class="t m0 x25 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">45 039 </div></div><div class="c x13b yf9a w93 h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-15 915 </div></div><div class="c x77 yf9a w21 h90"><div class="t m0 xaa hf yf38 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h14 yf9b ffa fsa fc2 sc0 ls0 ws0">*<span class="ff5 fs9 ls38">  <span class="ff8 ls0">wskaźnik EBIT </span><span class="ls45">--<span class="ls46">&gt; </span></span></span><span class="fs9">def<span class="_ _1"></span>iniowan<span class="_ _1"></span>y jako zysk przed od<span class="_ _1"></span>liczeniem od<span class="_ _1"></span>setek i p<span class="_ _1"></span>odatków (<span class="_ _1"></span>ang. Earnings B<span class="_ _1"></span>efore Interest an<span class="_ _1"></span>d Taxes) </span></div><div class="t m0 x1 h14 y6fb ffa fsa fc2 sc0 ls47 ws0">**<span class="ff8 fs9 ls0">wskaźnik  EBITD<span class="_ _1"></span>A  <span class="ff5 ls48">--<span class="ls46">&gt;  </span></span><span class="ff9">definiowany  jako  zysk  p<span class="_ _1"></span>rzed  odliczeniem  o<span class="_ _1"></span>dsetek,  poda<span class="_ _1"></span>tków,  deprecjacją<span class="_ _1"></span>  i  amortyzacją  (an<span class="_ _1"></span>g.  Earnings <span class="_ _14"> </span>Before  Interest,  Taxes<span class="_ _1"></span>, </span></span></div><div class="t m0 x45 h13 yf9c ffa fs9 fc2 sc0 ls0 ws0">Depreciati<span class="_ _1"></span>on and Amort<span class="_ _1"></span>ization) </div><div class="t m0 x1 hf y27a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf9d ff6 fs4 fc2 sc0 ls20 ws0">W <span class="ls7">202<span class="ls0">5 roku <span class="ff7">Emitent osiągnął </span>zysk brutto <span class="ff7">w wysokości </span></span>150<span class="ls0"> </span>308 <span class="ff7 ls0">tys. zł</span></span>, <span class="ls0">wobec straty bru<span class="_ _1"></span>tto -<span class="ls7">33</span> <span class="ff7">158 tys. zł ro<span class="_ _0"></span>k wcześniej</span>. </span></div><div class="t m0 x1 hf yf9e ff7 fs4 fc2 sc0 ls0 ws0">Wynik netto wyniósł <span class="ff6 ls7">142<span class="ls0"> </span></span>976 tys. zł, wobec straty netto <span class="ff6">-<span class="ls7">34</span> </span>486 tys. zł w 2024 roku. <span class="ff6"> </span></div><div class="t m0 x1 hf yf9f ff7 fs4 fc2 sc0 ls0 ws0">Wynik EBITDA wyniósł <span class="ff6 ls7">189<span class="ls0"> </span>824 <span class="ls0">tys. </span></span>zł, wobec 2<span class="ff6"> </span>099 tys. zł rok wcześniej<span class="ff6">.  </span></div><div class="t m0 x1 hf yfa0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yfa1 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div></div><div class="pi" ></div></div><div id="pf77" class="pf w0 h0" ><div class="pc pc77 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">119<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hd y25c ff5 fs5 fc5 sc0 ls12 ws0">7.3.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">ROCZNE <span class="ff8">JEDNOSTKOWE SPRAWOZDANIE Z WYNIKU FINANSOWEGO I INYCH CAŁKOWITYCH </span></span></span></div><div class="t m0 x49 hd yab9 ff5 fs5 fc5 sc0 ls0 ws0">DOCHODÓW </div><div class="t m0 x1 hf y86 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yfa2 wdd hdc"><div class="t m0 xa h13 ye3a ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x130 yfa3 wb5 h8c"><div class="t m0 x3f h14 y64a ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div></div><div class="c x15c yfa3 wb6 h8c"><div class="t m0 x3f h14 y64a ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div></div><div class="c x15d yfa3 wb7 h8c"><div class="t m0 x3f h14 y64a ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div></div><div class="c x13b yfa3 wb5 h8c"><div class="t m0 x3f h14 y64a ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div></div><div class="c x124 yfa3 wb6 h8c"><div class="t m0 x129 h14 y64a ff5 fs9 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x130 yfa2 wb5 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x15c yfa2 wb6 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x15d yfa2 wb7 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x13b yfa2 wb5 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x124 yfa2 wb6 h90"><div class="t m0 x3f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 yfa4 wdd h8d"><div class="t m0 xa h14 y64a ff8 fs9 fc15 sc0 ls0 ws0">Działalność kont<span class="_ _1"></span>ynuowana<span class="ff5"> </span></div></div><div class="c x130 yfa4 wb5 h8d"><div class="t m0 xc h14 y614 ff5 fs9 fc15 sc0 ls0 ws0"> </div></div><div class="c x15c yfa4 wb6 h8d"><div class="t m0 xc h14 y614 ff5 fs9 fc15 sc0 ls0 ws0"> </div></div><div class="c x15d yfa4 wb7 h8d"><div class="t m0 xc h14 y612 ff5 fs9 fc15 sc0 ls0 ws0"> </div></div><div class="c x13b yfa4 wb5 h8d"><div class="t m0 xc h1a y612 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x124 yfa4 wb6 h8d"><div class="t m0 xc h1a y612 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yfa5 wdd h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Przychody ze spr<span class="_ _1"></span>zedaży<span class="ff6"> </span></div></div><div class="c x130 yfa5 wb5 h8d"><div class="t m0 x129 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 176 004 </div></div><div class="c x15c yfa5 wb6 h8d"><div class="t m0 x129 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 146 529 </div></div><div class="c x15d yfa5 wb7 h8d"><div class="t m0 x129 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 057 243 </div></div><div class="c x13b yfa5 wb5 h8d"><div class="t m0 x129 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 282 965 </div></div><div class="c x124 yfa5 wb6 h8d"><div class="t m0 xa4 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">3%<span class="ls0"> </span></div></div><div class="c x1 yfa6 wdd hdf"><div class="t m0 xa h1a y2d3 ff7 fs9 fc2 sc0 ls0 ws0">Zyski/(strat<span class="_ _1"></span>y)  z <span class="_ _18"> </span>tytułu  instrumentów  finansowych  dotyczących  obrotu </div><div class="t m0 xa h1a y160 ff6 fs9 fc2 sc0 ls0 ws0">paliwem </div></div><div class="c x130 yfa6 wb5 hdf"><div class="t m0 x1b h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x15c yfa6 wb6 hdf"><div class="t m0 xa3 h1a ya1b ff6 fs9 fc2 sc0 ls6 ws0">564<span class="ls0"> </span></div></div><div class="c x15d yfa6 wb7 hdf"><div class="t m0 x9a h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">1 357 </div></div><div class="c x13b yfa6 wb5 hdf"><div class="t m0 x1b h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x124 yfa6 wb6 hdf"><div class="t m0 x1b h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yfa7 wdd h101"><div class="t m0 xa h1a y18c ff7 fs9 fc2 sc0 ls0 ws0">Koszty sprzedany<span class="_ _1"></span>ch usług, towarów i<span class="_ _1"></span> mater<span class="_ _1"></span>iałów <span class="ff6"> </span></div></div><div class="c x130 yfa7 wb5 h101"><div class="t m0 x101 h1a y18c ff6 fs9 fc2 sc0 ls0 ws0">-1 030 204 </div></div><div class="c x15c yfa7 wb6 h101"><div class="t m0 x101 h1a y18c ff6 fs9 fc2 sc0 ls0 ws0">-1 045 987 </div></div><div class="c x15d yfa7 wb7 h101"><div class="t m0 x5a h1a y18c ff6 fs9 fc2 sc0 ls0 ws0">-971 249 </div></div><div class="c x13b yfa7 wb5 h101"><div class="t m0 x101 h1a y18c ff6 fs9 fc2 sc0 ls0 ws0">-1 199 769 </div></div><div class="c x124 yfa7 wb6 h101"><div class="t m0 xa3 h1a y18c ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">2%</span> </div></div><div class="c x1 yfa8 wdd h90"><div class="t m0 xa h14 y6c9 ff8 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) brutt<span class="_ _1"></span>o ze sprzedaż<span class="_ _1"></span>y <span class="ff5"> </span></div></div><div class="c x130 yfa8 wb5 h90"><div class="t m0 x5c h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">145 800 </div></div><div class="c x15c yfa8 wb6 h90"><div class="t m0 x5c h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">101 106 </div></div><div class="c x15d yfa8 wb7 h90"><div class="t m0 x9f h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">87 351 </div></div><div class="c x13b yfa8 wb5 h90"><div class="t m0 x9f h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">83 196 </div></div><div class="c x124 yfa8 wb6 h90"><div class="t m0 x35 h14 y6c9 ff5 fs9 fc2 sc0 ls6 ws0">44%<span class="ls0"> </span></div></div><div class="c x1 y8e wdd h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe przycho<span class="_ _1"></span>dy operac<span class="_ _1"></span>yjne<span class="ff6"> </span></div></div><div class="c x130 y8e wb5 h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">174 826 </div></div><div class="c x15c y8e wb6 h8d"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">33 718 </div></div><div class="c x15d y8e wb7 h8d"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">99 910 </div></div><div class="c x13b y8e wb5 h8d"><div class="t m0 x9f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">11 980 </div></div><div class="c x124 y8e wb6 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">418%<span class="ls0"> </span></div></div><div class="c x1 yfa9 wdd h8d"><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">Koszty sprzedaży<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c x130 yfa9 wb5 h8d"><div class="t m0 x3d h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-94 031 </div></div><div class="c x15c yfa9 wb6 h8d"><div class="t m0 x3d h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-82 646 </div></div><div class="c x15d yfa9 wb7 h8d"><div class="t m0 x3d h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-77 649 </div></div><div class="c x13b yfa9 wb5 h8d"><div class="t m0 x3d h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">-72 413 </div></div><div class="c x124 yfa9 wb6 h8d"><div class="t m0 x35 h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">14%<span class="ls0"> </span></div></div><div class="c x1 yfaa wdd h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Koszty ogólnego zar<span class="_ _1"></span>ządu<span class="ff6"> </span></div></div><div class="c x130 yfaa wb5 h8c"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-55 351 </div></div><div class="c x15c yfaa wb6 h8c"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-60 875 </div></div><div class="c x15d yfaa wb7 h8c"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-47 532 </div></div><div class="c x13b yfaa wb5 h8c"><div class="t m0 x3d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-19 850 </div></div><div class="c x124 yfaa wb6 h8c"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">9%</span> </div></div><div class="c x1 y438 wdd he7"><div class="t m0 xa h1a ya1b ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe zyski / (<span class="_ _1"></span>straty)<span class="_ _1"></span> netto<span class="ff6"> </span></div></div><div class="c x130 y438 wb5 he7"><div class="t m0 xaf h1a ya1b ff6 fs9 fc2 sc0 ls6 ws0">82<span class="ls0"> </span></div></div><div class="c x15c y438 wb6 he7"><div class="t m0 xa3 h1a ya1b ff6 fs9 fc2 sc0 ls6 ws0">237<span class="ls0"> </span></div></div><div class="c x15d y438 wb7 he7"><div class="t m0 xa3 h1a ya1b ff6 fs9 fc2 sc0 ls6 ws0">330<span class="ls0"> </span></div></div><div class="c x13b y438 wb5 he7"><div class="t m0 x1b h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x124 y438 wb6 he7"><div class="t m0 x58 h1a ya1b ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">65%</span> </div></div><div class="c x1 yfab wdd h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe koszty<span class="_ _1"></span> operacy<span class="_ _1"></span>jne<span class="ff6"> </span></div></div><div class="c x130 yfab wb5 h90"><div class="t m0 x25 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-4 301 </div></div><div class="c x15c yfab wb6 h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-10 220 </div></div><div class="c x15d yfab wb7 h90"><div class="t m0 x25 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-5 868 </div></div><div class="c x13b yfab wb5 h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-17 795 </div></div><div class="c x124 yfab wb6 h90"><div class="t m0 x58 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">58%</span> </div></div><div class="c x1 y6d7 wdd h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) na <span class="_ _1"></span>działalności ope<span class="_ _1"></span>racyjnej<span class="ff5"> </span></div></div><div class="c x130 y6d7 wb5 h90"><div class="t m0 x5c h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">167 025 </div></div><div class="c x15c y6d7 wb6 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-18 679 </div></div><div class="c x15d y6d7 wb7 h90"><div class="t m0 x9f h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">56 542 </div></div><div class="c x13b y6d7 wb5 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-14 882 </div></div><div class="c x124 y6d7 wb6 h90"><div class="t m0 x1b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y5fb wdd h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Przychody fi<span class="_ _1"></span>nansowe  </div></div><div class="c x130 y5fb wb5 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">4 950 </div></div><div class="c x15c y5fb wb6 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">4 352 </div></div><div class="c x15d y5fb wb7 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">2 607 </div></div><div class="c x13b y5fb wb5 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 621 </div></div><div class="c x124 y5fb wb6 h8d"><div class="t m0 x35 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">14%<span class="ls0"> </span></div></div><div class="c x1 y4b6 wdd h90"><div class="t m0 xa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">Koszty finans<span class="_ _1"></span>owe  </div></div><div class="c x130 y4b6 wb5 h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-21 667 </div></div><div class="c x15c y4b6 wb6 h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-18 831 </div></div><div class="c x15d y4b6 wb7 h90"><div class="t m0 x3d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-20 487 </div></div><div class="c x13b y4b6 wb5 h90"><div class="t m0 x25 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-7 226 </div></div><div class="c x124 y4b6 wb6 h90"><div class="t m0 x35 h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">15%<span class="ls0"> </span></div></div><div class="c x1 y61d wdd h90"><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">Przychody / (Kos<span class="_ _1"></span>zty) finansow<span class="_ _1"></span>e netto </div></div><div class="c x130 y61d wb5 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-16 717 </div></div><div class="c x15c y61d wb6 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-14 479 </div></div><div class="c x15d y61d wb7 h90"><div class="t m0 x3d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-17 880 </div></div><div class="c x13b y61d wb5 h90"><div class="t m0 x25 h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">-5 605 </div></div><div class="c x124 y61d wb6 h90"><div class="t m0 x35 h14 y613 ff5 fs9 fc2 sc0 ls6 ws0">15%<span class="ls0"> </span></div></div><div class="c x1 yfac wdd h90"><div class="t m0 xa h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) prz<span class="_ _1"></span>ed opodatkowani<span class="_ _1"></span>em </div></div><div class="c x130 yfac wb5 h90"><div class="t m0 x5c h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">150 308 </div></div><div class="c x15c yfac wb6 h90"><div class="t m0 x3d h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">-33 158 </div></div><div class="c x15d yfac wb7 h90"><div class="t m0 x9f h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">38 662 </div></div><div class="c x13b yfac wb5 h90"><div class="t m0 x3d h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">-20 487 </div></div><div class="c x124 yfac wb6 h90"><div class="t m0 x1b h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yfad wdd h90"><div class="t m0 xa h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">Podatek do<span class="_ _1"></span>chodowy </div></div><div class="c x130 yfad wb5 h90"><div class="t m0 x25 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-7 332 </div></div><div class="c x15c yfad wb6 h90"><div class="t m0 x25 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-1 328 </div></div><div class="c x15d yfad wb7 h90"><div class="t m0 x9a h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">6 377 </div></div><div class="c x13b yfad wb5 h90"><div class="t m0 x9a h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">4 572 </div></div><div class="c x124 yfad wb6 h90"><div class="t m0 x9a h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">452%<span class="ls0"> </span></div></div><div class="c x1 yfae wdd haa"><div class="t m0 xa h14 y9b2 ff8 fs9 fc2 sc0 ls0 ws0">Zysk/(strata) nett<span class="_ _1"></span>o za okres sp<span class="_ _1"></span>rawozdawcz<span class="_ _1"></span>y z działalności </div><div class="t m0 xa h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">kontynuowanej </div></div><div class="c x130 yfae wb5 haa"><div class="t m0 x5c h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0">142 976 </div></div><div class="c x15c yfae wb6 haa"><div class="t m0 x3d h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0">-34 486 </div></div><div class="c x15d yfae wb7 haa"><div class="t m0 x9f h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0">45 039 </div></div><div class="c x13b yfae wb5 haa"><div class="t m0 x3d h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0">-15 915 </div></div><div class="c x124 yfae wb6 haa"><div class="t m0 x1b h14 y9b5 ff5 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y56d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3a1 ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT S.A. <span class="_ _1"></span>w 2025 roku <span class="_ _1"></span><span class="ff7">skupił<span class="ff6">a </span>się<span class="_ _1"></span> przede <span class="_ _1"></span>wszystkim na zarządzaniu<span class="_ _1"></span> strategicznym Gru<span class="_ _1"></span>py <span class="ff6">UNIMOT</span>, nadto dalej <span class="_ _1"></span>świadczył<span class="ff6">a </span>usługi wspólne </span></div><div class="t m0 x1 hf y56f ff7 fs4 fc2 sc0 ls0 ws0">dla <span class="_ _1"></span>podmiotów zależnych<span class="_ _1"></span>. m.in<span class="_ _1"></span>.<span class="ff6"> <span class="_ _1"></span>w zakres<span class="_ _1"></span>ie <span class="_ _1"></span><span class="ff7">rachunkowości, obs<span class="_ _1"></span>ługi <span class="_ _1"></span>kadrowej, <span class="_ _1"></span>prawnej <span class="_ _1"></span>i <span class="_ _1"></span>informatycznej <span class="_ _9"></span>oraz rozwijał działalność <span class="_ _1"></span><span class="ff6">w <span class="_ _1"></span>seg<span class="_ _1"></span>mencie </span></span></span></div><div class="t m0 x1 hf y570 ff6 fs4 fc2 sc0 ls0 ws0">gazu ziemnego i stacji paliw AVIA. </div><div class="t m0 x1 hf y7ec ff6 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="ff7">S.A. z <span class="_ _0"></span>uwagi na posiada<span class="_ _0"></span>ne koncesje jest przedsiębiorstwem <span class="_ _0"></span>energetycznym i w <span class="_ _0"></span>związku z<span class="_ _0"></span> tym realizuje obowiązki w<span class="_ _0"></span>ynikające z Ar<span class="_ _3"></span></span>t. </div><div class="t m0 x1 hf yfaf ff6 fs4 fc2 sc0 ls0 ws0">44 <span class="_ _4"></span>Ustawy <span class="_ _4"></span><span class="ff7">—</span> <span class="_ _4"></span><span class="ff7">Prawo <span class="_ _4"></span>energetyczne. <span class="_ _4"></span>W <span class="_ _4"></span>ramach <span class="_ _5"></span>ujawnień <span class="_ _4"></span>prezentuje <span class="_ _4"></span>odrębnie <span class="_ _4"></span>działalność <span class="_ _4"></span>koncesjo<span class="_ _0"></span>nowaną <span class="_ _4"></span>związaną <span class="_ _4"></span>z <span class="_ _4"></span>obrotem <span class="_ _4"></span>paliwami </span></div><div class="t m0 x1 hf yfb0 ff6 fs4 fc2 sc0 ls0 ws0">gaz<span class="ff7">owymi. <span class="_ _14"> </span>Po<span class="_ _0"></span>została  d<span class="_ _1"></span>ziałalność <span class="_ _14"> </span>Spółki  obejmuje <span class="_ _14"> </span>między <span class="_ _14"> </span>innymi  działalność <span class="_ _14"> </span>związaną  z <span class="_ _14"> </span>prowadzeniem <span class="_ _14"> </span>stacji  paliw, <span class="_ _14"> </span>sprzedażą  olejów<span class="_ _0"></span><span class="ff6 ls25">, </span></span></div><div class="t m0 x1 hf yfb1 ff7 fs4 fc2 sc0 ls0 ws0">działalnością <span class="_ _3"></span>usługową. <span class="_ _3"></span>Niep<span class="_ _1"></span>rzypisane <span class="_ _3"></span>pozycje <span class="_ _3"></span>obejmują <span class="_ _0"></span>dział<span class="_ _0"></span>ania <span class="_ _3"></span>związane <span class="_ _3"></span>z <span class="_ _0"></span>zarządzaniem <span class="_ _3"></span>i <span class="_ _3"></span>administrowaniem <span class="_ _0"></span>Spółką, <span class="_ _3"></span>jako <span class="_ _3"></span>c<span class="_ _3"></span>ałością <span class="_ _0"></span>i <span class="_ _3"></span>nie </div><div class="t m0 x1 hf yfb2 ff7 fs4 fc2 sc0 ls0 ws0">można ich je<span class="_ _1"></span>dnoznacznie odnieść w wynik <span class="_ _1"></span>odpowiedniego segmentu <span class="_ _1"></span>działalności. W ramach <span class="_ _1"></span>działań nieprzypisanych <span class="_ _1"></span>w szczególności<span class="_ _0"></span><span class="ff6"> </span>mo<span class="_ _0"></span>żna </div><div class="t m0 x1 hf y3f5 ff7 fs4 fc2 sc0 ls0 ws0">wyróżnić <span class="_ _0"></span>koszty <span class="_ _3"></span>funkcjonowania <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>Zarządu <span class="_ _0"></span>Spół<span class="_ _0"></span>ki, <span class="_ _0"></span>wraz <span class="_ _3"></span>z <span class="_ _0"></span>pionami, <span class="_ _0"></span>których <span class="_ _0"></span>praca <span class="_ _3"></span>przyczynia <span class="_ _0"></span>s<span class="_ _0"></span>ię <span class="_ _3"></span>do <span class="_ _0"></span>rozwoju <span class="_ _3"></span>Spółki jako<span class="_ _0"></span> </div><div class="t m0 x1 hf yfb3 ff7 fs4 fc2 sc0 ls0 ws0">całości, m.in. część kosztów komórek działu finan<span class="_ _1"></span>sowego i relacji inwestorskich, a także komórki audytu wewnętrznego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yeb9 ff7 fs4 fc2 sc0 ls0 ws0">Podstawowe przychody ze <span class="_ _1"></span>sprzedaży <span class="_ _1"></span> obejmują <span class="_ _1"></span>przychody ze <span class="_ _1"></span>sprzedaży usług<span class="_ _1"></span> i <span class="_ _1"></span>przychody ze sp<span class="_ _1"></span>rzedaży towarów oraz <span class="_ _1"></span>zyski lub<span class="_ _1"></span> straty z tytułu </div><div class="t m0 x1 hf yf7 ff7 fs4 fc2 sc0 ls0 ws0">instrumentów finansowych, przychody te były <span class="_ _0"></span>wyższe o <span class="_ _0"></span>3% względem 2024 roku, wzro<span class="_ _0"></span>st przychodów związany był z <span class="_ _0"></span>wyższymi p<span class="_ _3"></span><span class="ff6">rzychodami </span></div><div class="t m0 x1 hf yeba ff7 fs4 fc2 sc0 ls0 ws0">ze sprzedaży usług. <span class="ff6"> </span></div><div class="t m0 x1 hf ye03 ff6 fs4 fc2 sc0 ls0 ws0">Zysk brutto <span class="ff7">ze sprzedaży był o </span><span class="ls7">44</span><span class="ff7">% wyższy od wypracowanego </span>w <span class="ls7">202</span>r ro<span class="ls22">ku</span><span class="ff7">, co kwotowo daje wartość </span><span class="ls7">44</span> <span class="ls7">694 t</span><span class="ff7">ys. zł</span>. </div><div class="t m0 x1 hf yfb4 ff6 fs4 fc2 sc0 ls0 ws0">P<span class="ff7">ozostałe p</span>rzychody operacyjn<span class="ls14">e </span><span class="ff7">były <span class="_ _1"></span>wyższe o 418% <span class="_ _1"></span>od osiągni<span class="_ _1"></span>ętych w 2024 <span class="_ _1"></span>roku. Na tą <span class="_ _1"></span>pozycję składają się głównie otrzymane <span class="ff6">d<span class="_ _1"></span>ywidendy<span class="ls4d">, </span></span></span></div><div class="t m0 x1 hf yfb5 ff7 fs4 fc2 sc0 ls0 ws0">co szczegółowo przedstawia nota księgowa <span class="ff6">5.4. Jednostkowego Sprawozdania Finansowego UNIMOT S.A. </span></div><div class="t m0 x1 hf ye05 ff6 fs4 fc2 sc0 ls0 ws0">W analizowanym okresie odnotowano o <span class="ls7">14</span><span class="ff7">% wyższe koszty sprzedaży względem </span><span class="ls7">202</span>4 roku. </div><div class="t m0 x1 hf y653 ff7 fs4 fc2 sc0 ls0 ws0">Koszty zarządu były o <span class="ff6">9<span class="ls24">% </span></span>niższe <span class="ff6">od prezentowanych w <span class="_ _0"></span><span class="ls7">202</span>4 roku<span class="lsb">. </span> </span></div><div class="t m0 x1 hf y654 ff7 fs4 fc2 sc0 ls0 ws0">Część <span class="_ _0"></span>kosztó<span class="_ _0"></span>w <span class="_ _0"></span>ogólnego <span class="_ _3"></span>zarządu <span class="_ _0"></span>Spółki, <span class="_ _3"></span>które <span class="_ _0"></span>związane <span class="_ _0"></span>są <span class="_ _3"></span>ze <span class="_ _3"></span>świad<span class="_ _1"></span>czeniem <span class="_ _0"></span>prac <span class="_ _3"></span>na <span class="_ _0"></span>rzecz <span class="_ _3"></span>poszczególnych <span class="_ _0"></span>segmentów <span class="_ _3"></span>działalności,<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span></span>zostało </div><div class="t m0 x1 hf y581 ff7 fs4 fc2 sc0 ls0 ws0">przypisane proporcjonalnie <span class="_ _0"></span>za <span class="_ _0"></span>pomocą <span class="_ _0"></span>kluczy <span class="_ _0"></span>podziałowych <span class="_ _0"></span>wyliczonych <span class="_ _0"></span>w <span class="_ _0"></span>oparciu o <span class="_ _0"></span>szac<span class="_ _0"></span>owaną <span class="_ _0"></span>pracochłonność. Koszty <span class="_ _0"></span>ogólnego<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span></span>zarządu, </div><div class="t m0 x1 hf ye5b ff7 fs4 fc2 sc0 ls0 ws0">których przypis<span class="_ _1"></span>anie do poszczególnych <span class="_ _1"></span>segmentów działalności ni<span class="_ _1"></span>e jest możliwe, <span class="_ _1"></span>ponieważ ponoszone <span class="_ _1"></span>są w <span class="_ _1"></span>ramach komórek <span class="_ _1"></span>pracują<span class="_ _0"></span><span class="ff6">cyc<span class="_ _0"></span>h na </span></div></div></div><div class="pi" ></div></div><div id="pf78" class="pf w0 h0" ><div class="pc pc78 w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">120<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff7 fs4 fc2 sc0 ls0 ws0">rzecz rozwoju Sp<span class="_ _1"></span>ółki, jako <span class="_ _1"></span>całości, <span class="_ _1"></span>zostały zapre<span class="_ _1"></span>zentowane w <span class="_ _1"></span>działalności <span class="_ _1"></span>pozostałej. W dzia<span class="_ _1"></span>łalności <span class="_ _1"></span>pozostałej zaprezentowan<span class="_ _0"></span>e zostały <span class="_ _1"></span>także </div><div class="t m0 x1 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">przychody i koszty związane z działalnością inwes<span class="_ _1"></span>tycyjną Spółki, w tym w szczególności odpisy aktualizacyjne.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y398 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y399 ff7 fs4 fc2 sc0 ls0 ws0">Przychody finansowe były wyższe o 14% rok do roku, a k<span class="ff6">oszty finansowe w </span>był<span class="ff6 ls30">y </span>wyższe <span class="ff6 ls11">o <span class="ls7">15<span class="ls1f">% <span class="ls0">od wykazanych na koniec 2024 roku. </span></span></span></span></div><div class="t m0 x1 hf y39a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3da ff6 fs4 fc2 sc0 ls0 ws0">Wynik netto w 2025 roku <span class="ff7">wyniósł 142</span> <span class="ff7">976 tys. zł</span>, wobec <span class="ls7">34</span> <span class="ff7">486 tys. zł straty netto rok wcześniej.</span> </div><div class="t m0 x1 hf y583 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yfb6 ff5 fs4 fcb sc0 ls0 ws0">STRUKTURA GEOGRAFICZNA RYNKÓW ZBYTU </div></div><div class="c x1 yfb7 wde hdc"><div class="t m0 x15e h2f yf11 ff9 fs4 fc2 sc0 ls0 ws0">w tysiącach złotych<span class="ffa"> </span></div></div><div class="c x13f y4fe wdf h8d"><div class="t m0 x7b h16 ya5c ff5 fs4 fc2 sc0 ls7 ws0">01.01.2025<span class="ls0"> </span></div></div><div class="c x118 y4fe we0 h8d"><div class="t m0 x7b h16 ya5c ff5 fs4 fc2 sc0 ls7 ws0">01.01.2024<span class="ls0"> </span></div></div><div class="c x40 y4fe we1 h8d"><div class="t m0 x5d h16 ya5c ff5 fs4 fc2 sc0 ls0 ws0">Zmiana % </div></div><div class="c x13f yfb7 wdf h90"><div class="t m0 x7b h16 yc52 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2025<span class="ls0"> </span></div></div><div class="c x118 yfb7 we0 h90"><div class="t m0 x7b h16 yc52 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c x40 yfb7 we1 h90"><div class="t m0 x7b h16 yc52 ff5 fs4 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y31c wde h8d"><div class="t m0 xa hf y35 ff6 fs4 fc2 sc0 ls0 ws0">Polska </div></div><div class="c x13f y31c wdf h8d"><div class="t m0 x5d hf y35 ff6 fs4 fc2 sc0 ls7 ws0">1 168 081<span class="ls0"> </span></div></div><div class="c x118 y31c we0 h8d"><div class="t m0 x5d hf y35 ff6 fs4 fc2 sc0 ls7 ws0">1 137 519<span class="ls0"> </span></div></div><div class="c x40 y31c we1 h8d"><div class="t m0 x4 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">3%<span class="ls0"> </span></div></div><div class="c x1 yfb8 wde h8d"><div class="t m0 xa hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">Szwajcaria </div></div><div class="c x13f yfb8 wdf h8d"><div class="t m0 x65 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">189<span class="ls0"> </span></div></div><div class="c x118 yfb8 we0 h8d"><div class="t m0 x65 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">282<span class="ls0"> </span></div></div><div class="c x40 yfb8 we1 h8d"><div class="t m0 xa1 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">33%</span> </div></div><div class="c x1 y3e1 wde h8d"><div class="t m0 xa hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">Holandia </div></div><div class="c x13f y3e1 wdf h8d"><div class="t m0 x1b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">1 494<span class="ls0"> </span></div></div><div class="c x118 y3e1 we0 h8d"><div class="t m0 x1b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">3 616<span class="ls0"> </span></div></div><div class="c x40 y3e1 we1 h8d"><div class="t m0 xa1 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">59%</span> </div></div><div class="c x1 yfb9 wde h8d"><div class="t m0 xa hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">Ukraina </div></div><div class="c x13f yfb9 wdf h8d"><div class="t m0 x1b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">1 064<span class="ls0"> </span></div></div><div class="c x118 yfb9 we0 h8d"><div class="t m0 x1b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">1 422<span class="ls0"> </span></div></div><div class="c x40 yfb9 we1 h8d"><div class="t m0 xa1 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">25%</span> </div></div><div class="c x1 yfba wde h8d"><div class="t m0 xa hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">Tajwan </div></div><div class="c x13f yfba wdf h8d"><div class="t m0 x65 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">432<span class="ls0"> </span></div></div><div class="c x118 yfba we0 h8d"><div class="t m0 x65 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">431<span class="ls0"> </span></div></div><div class="c x40 yfba we1 h8d"><div class="t m0 x4 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">0%<span class="ls0"> </span></div></div><div class="c x1 yfbb wde h9d"><div class="t m0 xa hf y35 ff6 fs4 fc2 sc0 ls0 ws0">Chiny </div></div><div class="c x13f yfbb wdf h9d"><div class="t m0 xc9 hf y35 ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x118 yfbb we0 h9d"><div class="t m0 x65 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">159<span class="ls0"> </span></div></div><div class="c x40 yfbb we1 h9d"><div class="t m0 x4c hf y35 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">100%</span> </div></div><div class="c x1 yfbc wde h8d"><div class="t m0 xa hf y35 ff6 fs4 fc2 sc0 ls0 ws0">Kazachstan </div></div><div class="c x13f yfbc wdf h8d"><div class="t m0 x65 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">564<span class="ls0"> </span></div></div><div class="c x118 yfbc we0 h8d"><div class="t m0 x65 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">591<span class="ls0"> </span></div></div><div class="c x40 yfbc we1 h8d"><div class="t m0 x65 hf y35 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">5%</span> </div></div><div class="c x1 yfbd wde h8d"><div class="t m0 xa hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">Cypr </div></div><div class="c x13f yfbd wdf h8d"><div class="t m0 xc9 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x118 yfbd we0 h8d"><div class="t m0 x65 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">287<span class="ls0"> </span></div></div><div class="c x40 yfbd we1 h8d"><div class="t m0 x4c hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">100%</span> </div></div><div class="c x1 y66f wde h8d"><div class="t m0 xa hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">Niemcy </div></div><div class="c x13f y66f wdf h8d"><div class="t m0 x1b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">2 413<span class="ls0"> </span></div></div><div class="c x118 y66f we0 h8d"><div class="t m0 x1b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">1 603<span class="ls0"> </span></div></div><div class="c x40 y66f we1 h8d"><div class="t m0 x11 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">51%<span class="ls0"> </span></div></div><div class="c x1 yfbe wde h8d"><div class="t m0 xa hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">Litwa </div></div><div class="c x13f yfbe wdf h8d"><div class="t m0 x1b hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">1 190<span class="ls0"> </span></div></div><div class="c x118 yfbe we0 h8d"><div class="t m0 xc9 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x40 yfbe we1 h8d"><div class="t m0 xa0 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yfbf wde h8d"><div class="t m0 xa hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">Irlandia </div></div><div class="c x13f yfbf wdf h8d"><div class="t m0 xc9 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">0 </div></div><div class="c x118 yfbf we0 h8d"><div class="t m0 x33 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">27<span class="ls0"> </span></div></div><div class="c x40 yfbf we1 h8d"><div class="t m0 x4c hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">100%</span> </div></div><div class="c x1 ye9a wde h90"><div class="t m0 xa hf yc52 ff7 fs4 fc2 sc0 ls0 ws0">Łotwa<span class="ff6"> </span></div></div><div class="c x13f ye9a wdf h90"><div class="t m0 x65 hf yc52 ff6 fs4 fc2 sc0 ls7 ws0">578<span class="ls0"> </span></div></div><div class="c x118 ye9a we0 h90"><div class="t m0 x65 hf yc52 ff6 fs4 fc2 sc0 ls7 ws0">592<span class="ls0"> </span></div></div><div class="c x40 ye9a we1 h90"><div class="t m0 x65 hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">2%</span> </div></div><div class="c x1 y5fd wde h90"><div class="t m0 xa h16 yc52 ff5 fs4 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x13f y5fd wdf h90"><div class="t m0 x5d h16 yc52 ff5 fs4 fc2 sc0 ls7 ws0">1 176 004<span class="ls0"> </span></div></div><div class="c x118 y5fd we0 h90"><div class="t m0 x5d h16 yc52 ff5 fs4 fc2 sc0 ls7 ws0">1 146 529<span class="ls0"> </span></div></div><div class="c x40 y5fd we1 h90"><div class="t m0 x4 h16 yc52 ff5 fs4 fc2 sc0 ls7 ws0">3%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y2fb ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 hf y542 ff6 fs4 fc2 sc0 ls0 ws0">W 2025 <span class="ff7">roku dominowała sprzedaż na rynku krajowym, która stanowiła 99% ogółu sprzed<span class="_ _1"></span>aży i względem 202<span class="ff6">4 </span>roku była o<span class="_ _0"></span> <span class="ff6">4</span>% wyższa. <span class="ff6"> </span></span></div><div class="t m0 x1 hf yfc0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yfc1 ff6 fs4 fc2 sc0 ls0 ws0">W 2025 ro<span class="_ _0"></span>ku<span class="ff7">, podobnie jak ro<span class="_ _0"></span>k wcześniej,</span> <span class="_ _0"></span><span class="ff7">udział jednego odb<span class="_ _0"></span>iorcy, tj. <span class="_ _0"></span>UNIMOT Energia i Gaz <span class="_ _0"></span>Sp. z <span class="_ _0"></span>o.o. <span class="_ _0"></span>(spółka w <span class="_ _0"></span>100% zależna od <span class="_ _0"></span>UNIMOT) </span></div><div class="t m0 x1 hf y56e ff7 fs4 fc2 sc0 ls0 ws0">przekroczył 10% przychodów ze sprzedaży ogółem i wyniósł 14,6%.<span class="ff6"> </span></div><div class="t m0 x1 hf yfc2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y375 ff5 fs4 fcb sc0 ls0 ws0">STRUKTURA KOSZTÓW RODZAJOWYCH </div></div><div class="c x1 y4c2 w83 h84"><div class="t m0 xa h2f yfc3 ff9 fs4 fc2 sc0 ls0 ws0">w tysiącach złotych<span class="ffa"> </span></div></div><div class="c x119 y4c2 w66 h84"><div class="t m0 xff h16 y623 ff5 fs4 fc2 sc0 ls7 ws0">01.01.2025 </div><div class="t m0 xff h16 y1a2 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2025<span class="ls0"> </span></div></div><div class="c x2e y4c2 we2 h84"><div class="t m0 x4a h16 y623 ff5 fs4 fc2 sc0 ls7 ws0">01.01.2024 </div><div class="t m0 x4a h16 y1a2 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2024<span class="ls0"> </span></div></div><div class="c xd8 y4c2 we3 h84"><div class="t m0 x56 h16 y623 ff5 fs4 fc2 sc0 ls7 ws0">01.01.2023 </div><div class="t m0 x56 h16 y1a2 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c xed y4c2 we4 h84"><div class="t m0 x56 h16 y623 ff5 fs4 fc2 sc0 ls7 ws0">01.01.2022 </div><div class="t m0 x56 h16 y1a2 ff5 fs4 fc2 sc0 ls7 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x124 y4c2 waa h84"><div class="t m0 x2 h102 y623 ff13 fs4 fc2 sc0 ls0 ws0">Zmiana % </div><div class="t m0 x4a h102 y1a2 ff13 fs4 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 yfb1 w83 h29"><div class="t m0 xa hf y157 ff7 fs4 fc2 sc0 ls0 ws0">Amortyzacja rzeczowych aktywów trwałych i wartości </div><div class="t m0 xa hf y15d ff6 fs4 fc2 sc0 ls0 ws0">niematerialnych </div></div><div class="c x119 yfb1 w66 h29"><div class="t m0 x3d hf y15e ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">7 091</span> </div></div><div class="c x2e yfb1 we2 h29"><div class="t m0 x3d hf y15e ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">5 981</span> </div></div><div class="c xd8 yfb1 we3 h29"><div class="t m0 x58 hf y15e ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">4 533</span> </div></div><div class="c xed yfb1 we4 h29"><div class="t m0 x58 hf y15e ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">2 170</span> </div></div><div class="c x124 yfb1 waa h29"><div class="t m0 x9a h2f y15e ffa fs4 fc2 sc0 ls7 ws0">19%<span class="ls0"> </span></div></div><div class="c x1 ydf3 w83 h29"><div class="t m0 xa hf y15e ff7 fs4 fc2 sc0 ls0 ws0">Amortyzacja aktywa z tytułu prawa do użytkowania aktywów<span class="ff6"> </span></div></div><div class="c x119 ydf3 w66 h29"><div class="t m0 x5a hf y15e ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">15 672</span> </div></div><div class="c x2e ydf3 we2 h29"><div class="t m0 x5a hf y15e ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">14 797</span> </div></div><div class="c xd8 ydf3 we3 h29"><div class="t m0 x25 hf y15e ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">11 048</span> </div></div><div class="c xed ydf3 we4 h29"><div class="t m0 x58 hf y15e ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">9 169</span> </div></div><div class="c x124 ydf3 waa h29"><div class="t m0 xa3 h2f y15e ffa fs4 fc2 sc0 ls7 ws0">6%<span class="ls0"> </span></div></div><div class="c x1 yfc4 w83 h8d"><div class="t m0 xa hf ya5c ff7 fs4 fc2 sc0 ls0 ws0">Zużycie materiałów i energii<span class="ff6"> </span></div></div><div class="c x119 yfc4 w66 h8d"><div class="t m0 x3d hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">5 450</span> </div></div><div class="c x2e yfc4 we2 h8d"><div class="t m0 x3d hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">5 667</span> </div></div><div class="c xd8 yfc4 we3 h8d"><div class="t m0 x58 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">5 025</span> </div></div><div class="c xed yfc4 we4 h8d"><div class="t m0 x58 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">4 747</span> </div></div><div class="c x124 yfc4 waa h8d"><div class="t m0 x58 h2f ya5c ffa fs4 fc2 sc0 ls0 ws0">-<span class="ls7">4%</span> </div></div><div class="c x1 yfc5 w83 h8d"><div class="t m0 xa hf ya5c ff7 fs4 fc2 sc0 ls0 ws0">Usługi obce<span class="ff6"> </span></div></div><div class="c x119 yfc5 w66 h8d"><div class="t m0 x5a hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">75 227</span> </div></div><div class="c x2e yfc5 we2 h8d"><div class="t m0 x5a hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-6<span class="ls7">6 791</span> </div></div><div class="c xd8 yfc5 we3 h8d"><div class="t m0 x25 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">64 396</span> </div></div><div class="c xed yfc5 we4 h8d"><div class="t m0 x25 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">31 249</span> </div></div><div class="c x124 yfc5 waa h8d"><div class="t m0 x9a h2f ya5c ffa fs4 fc2 sc0 ls7 ws0">13<span class="ls0">% </span></div></div><div class="c x1 yfc6 w83 h8d"><div class="t m0 xa hf ya5c ff7 fs4 fc2 sc0 ls0 ws0">Podatki i opłaty<span class="ff6"> </span></div></div><div class="c x119 yfc6 w66 h8d"><div class="t m0 x3d hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">4 742</span> </div></div><div class="c x2e yfc6 we2 h8d"><div class="t m0 x3d hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">5 877</span> </div></div><div class="c xd8 yfc6 we3 h8d"><div class="t m0 x58 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">2 765</span> </div></div><div class="c xed yfc6 we4 h8d"><div class="t m0 xaf hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">998</span> </div></div><div class="c x124 yfc6 waa h8d"><div class="t m0 x5d h2f ya5c ffa fs4 fc2 sc0 ls0 ws0">-<span class="ls7">19%</span> </div></div><div class="c x1 y4ed w83 h8d"><div class="t m0 xa hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">Wynagrodzenia </div></div><div class="c x119 y4ed w66 h8d"><div class="t m0 x5a hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">21 536</span> </div></div><div class="c x2e y4ed we2 h8d"><div class="t m0 x5a hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">27 480</span> </div></div><div class="c xd8 y4ed we3 h8d"><div class="t m0 x25 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">19 284</span> </div></div><div class="c xed y4ed we4 h8d"><div class="t m0 x25 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">30 247</span> </div></div><div class="c x124 y4ed waa h8d"><div class="t m0 x5d h2f ya5c ffa fs4 fc2 sc0 ls0 ws0">-<span class="ls7">22</span>% </div></div><div class="c x1 ya9a w83 h8c"><div class="t m0 xa hf y35 ff7 fs4 fc2 sc0 ls0 ws0">Ubezpieczenia społeczne i inne<span class="_ _1"></span> świadczenia<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x119 ya9a w66 h8c"><div class="t m0 x3d hf y35 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">3 352</span> </div></div><div class="c x2e ya9a we2 h8c"><div class="t m0 x3d hf y35 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">3 541</span> </div></div><div class="c xd8 ya9a we3 h8c"><div class="t m0 x58 hf y35 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">3 130</span> </div></div><div class="c xed ya9a we4 h8c"><div class="t m0 x58 hf y35 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">3 138</span> </div></div><div class="c x124 ya9a waa h8c"><div class="t m0 x58 h2f y35 ffa fs4 fc2 sc0 ls0 ws0">-<span class="ls7">5%</span> </div></div><div class="c x1 y3d3 w83 h90"><div class="t m0 xa hf yf38 ff7 fs4 fc2 sc0 ls0 ws0">Pozostałe koszty rodzajowe<span class="ff6"> </span></div></div><div class="c x119 y3d3 w66 h90"><div class="t m0 x5a hf yf38 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">15 429</span> </div></div><div class="c x2e y3d3 we2 h90"><div class="t m0 x5a hf yf38 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">12 127</span> </div></div><div class="c xd8 y3d3 we3 h90"><div class="t m0 x25 hf yf38 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">16 026</span> </div></div><div class="c xed y3d3 we4 h90"><div class="t m0 x25 hf yf38 ff6 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">13 338</span> </div></div><div class="c x124 y3d3 waa h90"><div class="t m0 x9a h2f yf38 ffa fs4 fc2 sc0 ls7 ws0">27%<span class="ls0"> </span></div></div><div class="c x1 y64e w83 h8f"><div class="t m0 xa h16 yc52 ff5 fs4 fc2 sc0 ls0 ws0">KOSZTY RODZAJOWE RAZEM </div></div><div class="c x119 y64e w66 h8f"><div class="t m0 x56 h16 yc52 ff5 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">148 499</span> </div></div><div class="c x2e y64e we2 h8f"><div class="t m0 x56 h16 yc52 ff5 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">142 260</span> </div></div><div class="c xd8 y64e we3 h8f"><div class="t m0 x3d h16 yc52 ff5 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">126 207</span> </div></div><div class="c xed y64e we4 h8f"><div class="t m0 x25 h16 yc52 ff5 fs4 fc2 sc0 ls0 ws0">-<span class="ls7">95 055</span> </div></div><div class="c x124 y64e waa h8f"><div class="t m0 xa3 h102 yc52 ff13 fs4 fc2 sc0 ls7 ws0">4%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 yfc7 ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x1 hf yfc8 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _4"></span>2025 <span class="_ _4"></span><span class="ff7">roku <span class="_ _4"></span>koszty <span class="_ _4"></span>rodzajowe <span class="_ _4"></span>wzrosły <span class="_ _3"></span>o<span class="_ _0"></span> <span class="_ _4"></span>6 <span class="_ _4"></span></span><span class="ls7">239</span> <span class="_ _5"></span><span class="ff7">tys. <span class="_ _4"></span>zł <span class="_ _4"></span>względ<span class="_ _1"></span>em <span class="_ _4"></span>roku <span class="_ _4"></span>202<span class="ff6">4 <span class="_ _4"></span>(wz<span class="_ _0"></span>rost <span class="_ _3"></span>o<span class="_ _0"></span> <span class="_ _4"></span>4</span>%). <span class="_ _4"></span>Największy <span class="_ _4"></span>wpływ <span class="_ _4"></span>na <span class="_ _4"></span>zmianę <span class="_ _4"></span>miały <span class="_ _3"></span>poniższe </span></div><div class="t m0 x1 hf yfc9 ff6 fs4 fc2 sc0 ls0 ws0">pozycje: </div><div class="t m0 x47 hf yc59 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> <span class="_ _25"> </span><span class="ff7">Usługi <span class="_ _0"></span>o<span class="_ _0"></span>bce <span class="_ _0"></span>–<span class="ff6"> <span class="_ _0"></span>wzro<span class="_ _0"></span>st <span class="_ _0"></span>o <span class="_ _0"></span>8 <span class="ls7">436 <span class="_ _3"></span></span></span>tys. zł, <span class="_ _3"></span>wynikający głównie <span class="_ _0"></span>z<span class="ff6"> <span class="_ _3"></span>koszt<span class="ls31">ów</span> <span class="_ _0"></span>doradztwa</span>, <span class="_ _0"></span>opłat <span class="_ _3"></span>licencyjn<span class="ff6">y<span class="ls2f">ch</span>, umów<span class="_ _0"></span> <span class="_ _0"></span>przedstawicielski<span class="ls2f">ch</span> oraz </span></span></span></div><div class="t m0 x17 hf y705 ff6 fs4 fc2 sc0 ls10 ws0">um<span class="ls0">owy <span class="_ _4"></span>serwisow<span class="ls14">ej</span> <span class="_ _4"></span><span class="ff7">z <span class="_ _5"></span>Centrum <span class="_ _4"></span>Usług <span class="_ _4"></span>Wspólnych <span class="_ _4"></span>Sp. <span class="_ _4"></span>z <span class="_ _4"></span>o.o. <span class="_ _4"></span>(spółka <span class="_ _4"></span>w <span class="_ _4"></span>100%<span class="_ _0"></span> <span class="_ _4"></span>zależna <span class="_ _4"></span>od <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>prowadząca <span class="_ _4"></span>od <span class="_ _4"></span>1 <span class="_ _4"></span>lipca <span class="_ _4"></span>2025 <span class="_ _4"></span>r.<span class="_ _0"></span> </span></span></div><div class="t m0 x17 hf yfca ff7 fs4 fc2 sc0 ls0 ws0">działalność rachunkowo<span class="ff6">-</span>księgową i w zakresie doradztwa podatkowego)<span class="ff6">;<span class="ls9">  </span> </span></div></div></div><div class="pi" ></div></div><div id="pf79" class="pf w0 h0" ><div class="pc pc79 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">121<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf y5e ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> <span class="_ _25"> </span><span class="ff6">W<span class="_ _0"></span>ynagrodzenia <span class="ff7">–</span> spadek o <span class="ls7">5 944</span> <span class="ff7">tys. zł, wynikający głównie<span class="_ _1"></span> z<span class="ff6"> </span>przejście części zespołu z UNIMOT do Centr<span class="_ _1"></span>um Usług Wspólnych <span class="ff6">Sp. </span></span></span></span></div><div class="t m0 x17 hf y313 ff6 fs4 fc2 sc0 ls0 ws0">z o.o.; </div><div class="t m0 x47 hf y398 ff1 fs4 fc2 sc0 ls0 ws0"><span class="ff2"> <span class="_ _25"> </span><span class="ff7">Po<span class="_ _0"></span>zostałe <span class="_ _4"></span>koszty <span class="_ _5"></span>rodzajowe <span class="_ _4"></span>–<span class="ff6"> <span class="_ _4"></span>wzrost <span class="_ _4"></span>o <span class="_ _5"></span><span class="ls7">3 <span class="_ _4"></span>302</span> <span class="_ _5"></span></span>tys. <span class="_ _4"></span>zł, <span class="_ _4"></span>wynikający <span class="_ _4"></span>z<span class="_ _0"></span>e <span class="_ _4"></span>wzrostu <span class="_ _4"></span>kosztów <span class="_ _5"></span>ubezpieczeń <span class="_ _3"></span>należności, <span class="_ _5"></span>kosztów <span class="_ _4"></span>podróży </span></span></div><div class="t m0 x17 hf y399 ff7 fs4 fc2 sc0 ls0 ws0">służbowych, reklamy oraz składek członkowskich<span class="ff6">. </span></div><div class="t m0 x1 hf y559 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd ye91 ff5 fs5 fc5 sc0 ls12 ws0">7.4.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">ROCZNE JEDNOSTKOWE SPR<span class="_ _1"></span>AWOZDANIE Z SYTUACJI FINANSOWEJ </span></span></div><div class="t m0 x1 hc yfcb ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y192 w1b he6"><div class="t m0 x3a h13 y1e1 ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c x15f y192 wa6 he6"><div class="t m0 x4a h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x14f y192 wa6 he6"><div class="t m0 x93 h14 yf06 ff8 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x3d h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x93 h14 y18f ff5 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x160 y192 w6d he6"><div class="t m0 x4a h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x133 y192 wa6 he6"><div class="t m0 x93 h14 yf06 ff8 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x3d h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x93 h14 y18f ff5 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x134 y192 wa6 he6"><div class="t m0 x4a h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xae y192 w6d he6"><div class="t m0 x4a h14 y1e1 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x5b y192 wa6 he6"><div class="t m0 x1c hac yc40 ff13 fs9 fc2 sc0 ls0 ws0">Zmiana </div><div class="t m0 x93 hac y18c ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 yfcc w1b h8d"><div class="t m0 xa h14 y64a ff8 fs9 fc5 sc0 ls0 ws0">Aktywa trwałe<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c x15f yfcc wa6 h8d"><div class="t m0 x147 h14 y614 ff5 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c x14f yfcc wa6 h8d"><div class="t m0 x147 h14 y614 ff5 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c x160 yfcc w6d h8d"><div class="t m0 x147 he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x133 yfcc wa6 h8d"><div class="t m0 x91 he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x134 yfcc wa6 h8d"><div class="t m0 x147 he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xae yfcc w6d h8d"><div class="t m0 x147 he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x5b yfcc wa6 h8d"><div class="t m0 x147 he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9ba w1b h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Rzeczowe akty<span class="_ _1"></span>wa trwałe<span class="ff6"> </span></div></div><div class="c x15f y9ba wa6 h8d"><div class="t m0 x1c hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">67 180<span class="ls0"> </span></div></div><div class="c x14f y9ba wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">7%<span class="ls0"> </span></div></div><div class="c x160 y9ba w6d h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">67 847 </div></div><div class="c x133 y9ba wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">8%<span class="ls0"> </span></div></div><div class="c x134 y9ba wa6 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">50 328 </div></div><div class="c xae y9ba w6d h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">41 716 </div></div><div class="c x5b y9ba wa6 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">1%</span> </div></div><div class="c x1 yfcd w1b h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Prawo do użytk<span class="_ _1"></span>owania akt<span class="_ _1"></span>ywów<span class="ff6"> </span></div></div><div class="c x15f yfcd wa6 h8c"><div class="t m0 x101 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">160 126<span class="ls0"> </span></div></div><div class="c x14f yfcd wa6 h8c"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls0 ws0">17% </div></div><div class="c x160 yfcd w6d h8c"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">157 085 </div></div><div class="c x133 yfcd wa6 h8c"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">18%<span class="ls0"> </span></div></div><div class="c x134 yfcd wa6 h8c"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">131 905 </div></div><div class="c xae yfcd w6d h8c"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">91 274 </div></div><div class="c x5b yfcd wa6 h8c"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">2%<span class="ls0"> </span></div></div><div class="c x1 ye96 w1b h8e"><div class="t m0 xa h1a y700 ff7 fs9 fc2 sc0 ls0 ws0">Wartości n<span class="_ _1"></span>iematerialne<span class="ff6"> </span></div></div><div class="c x15f ye96 wa6 h8e"><div class="t m0 x3d hf yfce ff6 fs4 fc2 sc0 ls7 ws0">2 817<span class="ls0"> </span></div></div><div class="c x14f ye96 wa6 h8e"><div class="t m0 x5f h13 y700 ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x160 ye96 w6d h8e"><div class="t m0 x5f h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">2 984 </div></div><div class="c x133 ye96 wa6 h8e"><div class="t m0 x5f h13 y700 ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 ye96 wa6 h8e"><div class="t m0 x5f h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">1 717 </div></div><div class="c xae ye96 w6d h8e"><div class="t m0 x7b h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">1 266 </div></div><div class="c x5b ye96 wa6 h8e"><div class="t m0 x9a h1a y700 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">6%</span> </div></div><div class="c x1 yd8 w1b h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Inwestycje w j<span class="_ _1"></span>ednostki zale<span class="_ _1"></span>żne<span class="ff6"> </span></div></div><div class="c x15f yd8 wa6 h8d"><div class="t m0 x101 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">423 242<span class="ls0"> </span></div></div><div class="c x14f yd8 wa6 h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls0 ws0">44% </div></div><div class="c x160 yd8 w6d h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">418 670 </div></div><div class="c x133 yd8 wa6 h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">49%<span class="ls0"> </span></div></div><div class="c x134 yd8 wa6 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">407 617 </div></div><div class="c xae yd8 w6d h8d"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">210 145 </div></div><div class="c x5b yd8 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x1 y68c w1b h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe akty<span class="_ _1"></span>wa finansowe<span class="ff6"> </span></div></div><div class="c x15f y68c wa6 h8d"><div class="t m0 x5d hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">325<span class="ls0"> </span></div></div><div class="c x14f y68c wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x160 y68c w6d h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 112 </div></div><div class="c x133 y68c wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y68c wa6 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">285<span class="ls0"> </span></div></div><div class="c xae y68c w6d h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">260<span class="ls0"> </span></div></div><div class="c x5b y68c wa6 h8d"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">71%</span> </div></div><div class="c x1 y322 w1b h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c x15f y322 wa6 h8d"><div class="t m0 x5d hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">189<span class="ls0"> </span></div></div><div class="c x14f y322 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x160 y322 w6d h8d"><div class="t m0 xc h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x133 y322 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y322 wa6 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">703<span class="ls0"> </span></div></div><div class="c xae y322 w6d h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">7 835 </div></div><div class="c x5b y322 wa6 h8d"><div class="t m0 x147 h1a y614 ff6 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y36b w1b h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Należności d<span class="_ _1"></span>ługoterminowe<span class="ff6"> </span></div></div><div class="c x15f y36b wa6 h8d"><div class="t m0 x3d hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">2 199<span class="ls0"> </span></div></div><div class="c x14f y36b wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x160 y36b w6d h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">2 126 </div></div><div class="c x133 y36b wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y36b wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">2 140 </div></div><div class="c xae y36b w6d h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">1 026 </div></div><div class="c x5b y36b wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">3%<span class="ls0"> </span></div></div><div class="c x1 yfcf w1b h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Aktywa z tyt<span class="_ _1"></span>ułu umów z kli<span class="_ _1"></span>entami<span class="ff6"> </span></div></div><div class="c x15f yfcf wa6 h8c"><div class="t m0 x3d hf y35 ff6 fs4 fc2 sc0 ls7 ws0">7 056<span class="ls0"> </span></div></div><div class="c x14f yfcf wa6 h8c"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x160 yfcf w6d h8c"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 071 </div></div><div class="c x133 yfcf wa6 h8c"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x134 yfcf wa6 h8c"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">9 374 </div></div><div class="c xae yfcf w6d h8c"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 562 </div></div><div class="c x5b yfcf wa6 h8c"><div class="t m0 x25 h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">13%</span> </div></div><div class="c x1 yfd0 w1b h34"><div class="t m0 xa h1a y612 ff7 fs9 fc2 sc0 ls0 ws0">Aktywa z tyt<span class="_ _1"></span>ułu odroczone<span class="_ _1"></span>go podatku </div><div class="t m0 xa h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">dochodowego </div></div><div class="c x15f yfd0 wa6 h34"><div class="t m0 x1c hf y1a3 ff6 fs4 fc2 sc0 ls7 ws0">11 041<span class="ls0"> </span></div></div><div class="c x14f yfd0 wa6 h34"><div class="t m0 x5f h13 y279 ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x160 yfd0 w6d h34"><div class="t m0 x5d h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">16 143 </div></div><div class="c x133 yfd0 wa6 h34"><div class="t m0 x5f h13 y279 ffa fs9 fc2 sc0 ls6 ws0">2%<span class="ls0"> </span></div></div><div class="c x134 yfd0 wa6 h34"><div class="t m0 x5d h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">17 472 </div></div><div class="c xae yfd0 w6d h34"><div class="t m0 x5c h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">11 504 </div></div><div class="c x5b yfd0 wa6 h34"><div class="t m0 x25 h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">32%</span> </div></div><div class="c x1 yfd1 w1b h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Aktywa trwałe ra<span class="_ _1"></span>zem<span class="ff5"> </span></div></div><div class="c x15f yfd1 wa6 h90"><div class="t m0 x101 h16 yc52 ff5 fs4 fc2 sc0 ls7 ws0">674 174<span class="ls0"> </span></div></div><div class="c x14f yfd1 wa6 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls6 ws0">70<span class="ls0">% </span></div></div><div class="c x160 yfd1 w6d h90"><div class="t m0 x5e h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">674 037 </div></div><div class="c x133 yfd1 wa6 h90"><div class="t m0 x5d hac y613 ff13 fs9 fc2 sc0 ls6 ws0">78%<span class="ls0"> </span></div></div><div class="c x134 yfd1 wa6 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">621 541 </div></div><div class="c xae yfd1 w6d h90"><div class="t m0 x5e h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">373 588 </div></div><div class="c x5b yfd1 wa6 h90"><div class="t m0 x5f h14 y613 ff5 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x1 yfad w1b h8d"><div class="t m0 xa h14 y64a ff5 fs9 fc5 sc0 ls0 ws0">Aktywa obrotowe<span class="_ _1"></span> </div></div><div class="c x15f yfad wa6 h8d"><div class="t m0 x147 hf y649 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x14f yfad wa6 h8d"><div class="t m0 x147 hf y649 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x160 yfad w6d h8d"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x133 yfad wa6 h8d"><div class="t m0 x91 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x134 yfad wa6 h8d"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xae yfad w6d h8d"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x5b yfad wa6 h8d"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y675 w1b h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Zapasy </div></div><div class="c x15f y675 wa6 h8d"><div class="t m0 x1c hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">28 488<span class="ls0"> </span></div></div><div class="c x14f y675 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">3%<span class="ls0"> </span></div></div><div class="c x160 y675 w6d h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">30 993 </div></div><div class="c x133 y675 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">4%<span class="ls0"> </span></div></div><div class="c x134 y675 wa6 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">28 109 </div></div><div class="c xae y675 w6d h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">20 742 </div></div><div class="c x5b y675 wa6 h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">8%</span> </div></div><div class="c x1 y721 w1b h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Aktywa z tyt<span class="_ _1"></span>ułu umów z kli<span class="_ _1"></span>entami<span class="ff6"> </span></div></div><div class="c x15f y721 wa6 h8d"><div class="t m0 x3d hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">4 011<span class="ls0"> </span></div></div><div class="c x14f y721 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x160 y721 w6d h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3 828 </div></div><div class="c x133 y721 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y721 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3 790 </div></div><div class="c xae y721 w6d h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3 094 </div></div><div class="c x5b y721 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">5%<span class="ls0"> </span></div></div><div class="c x1 y4e4 w1b h33"><div class="t m0 xa h1a ya37 ff7 fs9 fc2 sc0 ls0 ws0">Należności h<span class="_ _1"></span>andlowe o<span class="_ _1"></span>raz pozostałe należności<span class="ff6"> </span></div></div><div class="c x15f y4e4 wa6 h33"><div class="t m0 x101 hf y19f ff6 fs4 fc2 sc0 ls7 ws0">157 986<span class="ls0"> </span></div></div><div class="c x14f y4e4 wa6 h33"><div class="t m0 x5d h1a ya37 ff6 fs9 fc2 sc0 ls6 ws0">16%<span class="ls0"> </span></div></div><div class="c x160 y4e4 w6d h33"><div class="t m0 x7b h1a ya37 ff6 fs9 fc2 sc0 ls0 ws0">109 098 </div></div><div class="c x133 y4e4 wa6 h33"><div class="t m0 x5d h13 ya37 ffa fs9 fc2 sc0 ls6 ws0">13%<span class="ls0"> </span></div></div><div class="c x134 y4e4 wa6 h33"><div class="t m0 x7b h1a ya37 ff6 fs9 fc2 sc0 ls0 ws0">148 732 </div></div><div class="c xae y4e4 w6d h33"><div class="t m0 x5e h1a ya37 ff6 fs9 fc2 sc0 ls0 ws0">112 018 </div></div><div class="c x5b y4e4 wa6 h33"><div class="t m0 x5d h1a ya37 ff6 fs9 fc2 sc0 ls6 ws0">45%<span class="ls0"> </span></div></div><div class="c x1 yfd2 w1b h8e"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe akty<span class="_ _1"></span>wa finansowe<span class="ff6"> </span></div></div><div class="c x15f yfd2 wa6 h8e"><div class="t m0 x1c hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">68 111<span class="ls0"> </span></div></div><div class="c x14f yfd2 wa6 h8e"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">7% </div></div><div class="c x160 yfd2 w6d h8e"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">26 097 </div></div><div class="c x133 yfd2 wa6 h8e"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">3%<span class="ls0"> </span></div></div><div class="c x134 yfd2 wa6 h8e"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">3 596 </div></div><div class="c xae yfd2 w6d h8e"><div class="t m0 x5e h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">126 109 </div></div><div class="c x5b yfd2 wa6 h8e"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">161<span class="ls0">% </span></div></div><div class="c x1 y46f w1b h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c x15f y46f wa6 h8d"><div class="t m0 x5d hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">352<span class="ls0"> </span></div></div><div class="c x14f y46f wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x160 y46f w6d h8d"><div class="t m0 x147 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">62<span class="ls0"> </span></div></div><div class="c x133 y46f wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y46f wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">6 417 </div></div><div class="c xae y46f w6d h8d"><div class="t m0 x9a h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">794<span class="ls0"> </span></div></div><div class="c x5b y46f wa6 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">468%<span class="ls0"> </span></div></div><div class="c x1 y59a w1b h33"><div class="t m0 xa h1a ya37 ff7 fs9 fc2 sc0 ls0 ws0">Należności z t<span class="_ _1"></span>ytułu podat<span class="_ _1"></span>ku dochodowego<span class="ff6"> </span></div></div><div class="c x15f y59a wa6 h33"><div class="t m0 xaf hf y19f ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x14f y59a wa6 h33"><div class="t m0 x4c h1a ya37 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x160 y59a w6d h33"><div class="t m0 xc h1a ya37 ff6 fs9 fc2 sc0 ls0 ws0">5 </div></div><div class="c x133 y59a wa6 h33"><div class="t m0 x5f h13 ya37 ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y59a wa6 h33"><div class="t m0 xc h1a ya37 ff6 fs9 fc2 sc0 ls0 ws0">0 </div></div><div class="c xae y59a w6d h33"><div class="t m0 x7b h1a ya37 ff6 fs9 fc2 sc0 ls0 ws0">5 872 </div></div><div class="c x5b y59a wa6 h33"><div class="t m0 x4c h1a ya37 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yfd3 w1b h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>eniężne i ich ek<span class="_ _1"></span>wiwalenty<span class="ff6"> </span></div></div><div class="c x15f yfd3 wa6 h8d"><div class="t m0 x1c hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">23 288<span class="ls0"> </span></div></div><div class="c x14f yfd3 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">2%<span class="ls0"> </span></div></div><div class="c x160 yfd3 w6d h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">15 987 </div></div><div class="c x133 yfd3 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">2%<span class="ls0"> </span></div></div><div class="c x134 yfd3 wa6 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">35 055 </div></div><div class="c xae yfd3 w6d h8d"><div class="t m0 x5c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">67 348 </div></div><div class="c x5b yfd3 wa6 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">46%<span class="ls0"> </span></div></div><div class="c x1 y5c0 w1b h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe akty<span class="_ _1"></span>wa obroto<span class="_ _1"></span>we<span class="ff6"> </span></div></div><div class="c x15f y5c0 wa6 h90"><div class="t m0 x3d hf yc52 ff6 fs4 fc2 sc0 ls7 ws0">1 633<span class="ls0"> </span></div></div><div class="c x14f y5c0 wa6 h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x160 y5c0 w6d h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">2 164 </div></div><div class="c x133 y5c0 wa6 h90"><div class="t m0 x5f h13 y613 ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y5c0 wa6 h90"><div class="t m0 x5f h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">1 526 </div></div><div class="c xae y5c0 w6d h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">2 363 </div></div><div class="c x5b y5c0 wa6 h90"><div class="t m0 x25 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">25%</span> </div></div><div class="c x1 yfd4 w1b h90"><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">Aktywa obrotowe ra<span class="_ _1"></span>zem </div></div><div class="c x15f yfd4 wa6 h90"><div class="t m0 x101 h16 yf38 ff5 fs4 fc2 sc0 ls7 ws0">283 869<span class="ls0"> </span></div></div><div class="c x14f yfd4 wa6 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">30% </div></div><div class="c x160 yfd4 w6d h90"><div class="t m0 x5e h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">188 234 </div></div><div class="c x133 yfd4 wa6 h90"><div class="t m0 x5d hac y613 ff13 fs9 fc2 sc0 ls6 ws0">22%<span class="ls0"> </span></div></div><div class="c x134 yfd4 wa6 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">227 226 </div></div><div class="c xae yfd4 w6d h90"><div class="t m0 x5e h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">338 339 </div></div><div class="c x5b yfd4 wa6 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls6 ws0">51<span class="ls0">% </span></div></div><div class="c x1 y76c w1b h90"><div class="t m0 xa h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">AKTYWA RAZEM<span class="_ _1"></span> </div></div><div class="c x15f y76c wa6 h90"><div class="t m0 x101 h16 yc52 ff5 fs4 fc2 sc0 ls0 ws0">9<span class="ls7">58</span> <span class="ls7">043</span> </div></div><div class="c x14f y76c wa6 h90"><div class="t m0 x7b h14 y6c9 ff5 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x160 y76c w6d h90"><div class="t m0 x5e h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">862 272 </div></div><div class="c x133 y76c wa6 h90"><div class="t m0 x7b hac y6c9 ff13 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x134 y76c wa6 h90"><div class="t m0 x7b h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">848 767 </div></div><div class="c xae y76c w6d h90"><div class="t m0 x5e h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">711 927 </div></div><div class="c x5b y76c wa6 h90"><div class="t m0 x5d h14 y6c9 ff5 fs9 fc2 sc0 ls0 ws0">11% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf ye53 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yfd5 ff7 fs4 fc2 sc0 ls0 ws0">W analizowanym okresie suma bilansowa wyniosła 9<span class="ff6 ls7">58<span class="ls0"> </span>043<span class="ls0"> </span></span>tys. zł i była o 1<span class="ff6">1</span>% wyższa niż rok wcześniej.<span class="ff6"> </span></div><div class="t m0 x1 hf yfd6 ff7 fs4 fc2 sc0 ls0 ws0">Aktywa trwałe <span class="_ _1"></span>na koniec 2025 <span class="_ _1"></span>roku stanowiły <span class="ff6 ls7">70</span>% sumy bilans<span class="_ _1"></span>owej natomiast aktywa obrotowe <span class="_ _1"></span>stanowiły 3<span class="ff6">0% sumy bilansowej.  <span class="_ _1"></span>Na koniec </span></div><div class="t m0 x1 hf y4ee ff7 fs4 fc2 sc0 ls0 ws0">2024 ro<span class="_ _0"></span>ku aktywa <span class="_ _0"></span>trwałe <span class="_ _0"></span>stanowiły 78% <span class="_ _0"></span>sumy bilansowej, <span class="_ _0"></span>a <span class="_ _0"></span>majątek obrotow<span class="_ _0"></span>y 22%, <span class="_ _0"></span>co <span class="_ _0"></span>oznacza, że <span class="_ _0"></span>udział aktywów <span class="_ _0"></span>trwałych o<span class="_ _0"></span>bniżył<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span></span>się <span class="_ _0"></span>o<span class="ff6"> <span class="_ _0"></span>8 </span></div><div class="t m0 x1 hf yfd7 ff6 fs4 fc2 sc0 ls10 ws0">pp<span class="ls0">. <span class="ff7">Wartościowo aktywa trwałe w 2025 roku pozostały na praktycznie n<span class="_ _1"></span>iezmienionym poziomie.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 hf yfd8 ff7 fs4 fc2 sc0 ls0 ws0">Główne zmiany w <span class="_ _0"></span>obszarze mająt<span class="_ _0"></span>ku obrotowego <span class="_ _3"></span><span class="ff6 ls1f">w <span class="ls7">202<span class="ls0">5 roku <span class="_ _0"></span></span></span></span>nastąpiły w<span class="_ _0"></span> pozycji<span class="_ _0"></span><span class="ff6"> </span>pozostałe <span class="_ _0"></span>aktywa finansowe (w<span class="_ _0"></span>zrost <span class="_ _0"></span><span class="ff6 ls11">o <span class="ls0">42 <span class="_ _0"></span>014 </span></span>tys. <span class="_ _0"></span>zł<span class="_ _0"></span>, czyli </div><div class="t m0 x1 hf yc07 ff6 fs4 fc2 sc0 ls7 ws0">161<span class="ff7 ls0">%), <span class="_ _3"></span>co<span class="_ _0"></span> <span class="_ _3"></span>było <span class="_ _3"></span>spowodowane<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span></span>wzrostem <span class="_ _3"></span>warto<span class="_ _0"></span>ści <span class="_ _3"></span>udzielonych <span class="_ _3"></span>po<span class="_ _0"></span>życzek<span class="ff6"> <span class="_ _4"></span>oraz <span class="_ _3"></span>pozycji <span class="_ _4"></span></span>należności <span class="_ _3"></span>handlow<span class="ff6">e <span class="_ _3"></span>(wzrost <span class="_ _4"></span>o <span class="_ _3"></span>48 </span>888 <span class="_ _4"></span>tys. <span class="_ _3"></span>zł, <span class="_ _3"></span>c<span class="_ _0"></span>zyli <span class="_ _3"></span>o </span></div><div class="t m0 x1 hf y47f ff7 fs4 fc2 sc0 ls0 ws0">45%), co było wynikiem<span class="ff6"> </span>wzrostu należności od podmiotów powiązanych.<span class="ff6"> </span></div><div class="t m0 x1 hf yfd9 ff7 fs4 fc2 sc0 ls0 ws0">Stan środków pieniężnych i ich ekwiwalentów na koniec 202<span class="ff6">5 roku </span>był wyższy <span class="ff6">46% w</span>zględem k<span class="ls11">oń</span><span class="ff6">ca 202</span>4 roku i wyniósł 23<span class="ff6"> </span>288 tys. zł.<span class="ff6"> <span class="_ _13"> </span> </span></div></div></div><div class="pi" ></div></div><div id="pf7a" class="pf w0 h0" ><div class="pc pc7a w0 h0"><img class="bi x5 y59 w17 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">122<span class="ls0"> </span></div></div><div class="c x1 y9ae wd1 ha8"><div class="t m0 xa h13 y9af ff9 fs9 fc2 sc0 ls0 ws0">w tysiącach złot<span class="_ _1"></span>ych<span class="ffa"> </span></div></div><div class="c xb6 y9ae wa6 ha8"><div class="t m0 x4a h14 y9af ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xe6 y9ae wa6 ha8"><div class="t m0 x93 h14 yfda ff8 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x3d h14 y9af ff5 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x93 h14 y158 ff5 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x136 y9ae w6d ha8"><div class="t m0 x4a h14 y9af ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xe9 y9ae wa6 ha8"><div class="t m0 x93 h14 yfda ff8 fs9 fc2 sc0 ls0 ws0">Udział % w </div><div class="t m0 x3d h14 y9af ff5 fs9 fc2 sc0 ls0 ws0">sumie </div><div class="t m0 x93 h14 y158 ff5 fs9 fc2 sc0 ls0 ws0">bilansowej </div></div><div class="c x3b y9ae wa6 ha8"><div class="t m0 x4a h14 y9af ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x10e y9ae w6d ha8"><div class="t m0 x93 h14 y9af ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x10f y9ae wa6 ha8"><div class="t m0 x1c hac yfdb ff13 fs9 fc2 sc0 ls0 ws0">Zmiana </div><div class="t m0 x93 hac yfdc ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 yfdd wd1 h8c"><div class="t m0 xa h14 y64a ff8 fs9 fc5 sc0 ls0 ws0">Kapitał własny<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c xb6 yfdd wa6 h8c"><div class="t m0 x147 h14 y649 ff5 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c xe6 yfdd wa6 h8c"><div class="t m0 x147 h14 y649 ff5 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="c x136 yfdd w6d h8c"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 yfdd wa6 h8c"><div class="t m0 x91 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x3b yfdd wa6 h8c"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10e yfdd w6d h8c"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10f yfdd wa6 h8c"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y2e3 wd1 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Kapitał zakładowy<span class="_ _1"></span><span class="ff6"> </span></div></div><div class="c xb6 y2e3 wa6 h8d"><div class="t m0 x3d hf y35 ff6 fs4 fc2 sc0 ls7 ws0">8 198<span class="ls0"> </span></div></div><div class="c xe6 y2e3 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x136 y2e3 w6d h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c xe9 y2e3 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x3b y2e3 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c x10e y2e3 w6d h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">8 198 </div></div><div class="c x10f y2e3 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x1 y6e3 wd1 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Pozostałe kapit<span class="_ _1"></span>ały<span class="ff6"> </span></div></div><div class="c xb6 y6e3 wa6 h8d"><div class="t m0 x101 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">240 716<span class="ls0"> </span></div></div><div class="c xe6 y6e3 wa6 h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls0 ws0">25% </div></div><div class="c x136 y6e3 w6d h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">324 337 </div></div><div class="c xe9 y6e3 wa6 h8d"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">38%<span class="ls0"> </span></div></div><div class="c x3b y6e3 wa6 h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">312 050 </div></div><div class="c x10e y6e3 w6d h8d"><div class="t m0 x7b h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">306 991 </div></div><div class="c x10f y6e3 wa6 h8d"><div class="t m0 x25 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">26%</span> </div></div><div class="c x1 yfde wd1 h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">Wynik z lat u<span class="_ _1"></span>biegłych i wyni<span class="_ _1"></span>k roku bi<span class="_ _1"></span>eżącego<span class="ff6"> </span></div></div><div class="c xb6 yfde wa6 h90"><div class="t m0 x101 hf yc52 ff6 fs4 fc2 sc0 ls7 ws0">143 420<span class="ls0"> </span></div></div><div class="c xe6 yfde wa6 h90"><div class="t m0 x5d h1a y613 ff6 fs9 fc2 sc0 ls6 ws0">15%<span class="ls0"> </span></div></div><div class="c x136 yfde w6d h90"><div class="t m0 x25 h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">-34 043 </div></div><div class="c xe9 yfde wa6 h90"><div class="t m0 x9a h13 y613 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">4%</span> </div></div><div class="c x3b yfde wa6 h90"><div class="t m0 x5d h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">45 483 </div></div><div class="c x10e yfde w6d h90"><div class="t m0 x7b h1a y613 ff6 fs9 fc2 sc0 ls0 ws0">117 732 </div></div><div class="c x10f yfde wa6 h90"><div class="t m0 x4c h13 y613 ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y685 wd1 h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Kapitał własny raz<span class="_ _1"></span>em<span class="ff5"> </span></div></div><div class="c xb6 y685 wa6 h90"><div class="t m0 x101 h16 yf38 ff5 fs4 fc2 sc0 ls7 ws0">392 333<span class="ls0"> </span></div></div><div class="c xe6 y685 wa6 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">41% </div></div><div class="c x136 y685 w6d h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">298 492 </div></div><div class="c xe9 y685 wa6 h90"><div class="t m0 x5d hac y613 ff13 fs9 fc2 sc0 ls6 ws0">35%<span class="ls0"> </span></div></div><div class="c x3b y685 wa6 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">365 731 </div></div><div class="c x10e y685 w6d h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">432 921 </div></div><div class="c x10f y685 wa6 h90"><div class="t m0 x5d hac y613 ff13 fs9 fc2 sc0 ls6 ws0">31%<span class="ls0"> </span></div></div><div class="c x1 yfdf wd1 h8d"><div class="t m0 xa h14 y70e ff8 fs9 fc5 sc0 ls0 ws0">Zobowiązania dług<span class="_ _1"></span>oterminowe<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c xb6 yfdf wa6 h8d"><div class="t m0 x147 hb y614 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xe6 yfdf wa6 h8d"><div class="t m0 x147 hb y614 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x136 yfdf w6d h8d"><div class="t m0 x147 he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 yfdf wa6 h8d"><div class="t m0 x5f h13 y70e ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x3b yfdf wa6 h8d"><div class="t m0 x147 h13 y614 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x10e yfdf w6d h8d"><div class="t m0 x147 he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10f yfdf wa6 h8d"><div class="t m0 x147 he2 y614 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9b8 wd1 h84"><div class="t m0 xa h1a y612 ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu kre<span class="_ _1"></span>dytów, pożyczek<span class="_ _1"></span>, leasingu </div><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">oraz innych <span class="_ _1"></span>instrumentów dłużnyc<span class="_ _1"></span>h<span class="ff6"> </span></div></div><div class="c xb6 y9b8 wa6 h84"><div class="t m0 x101 hf y1a3 ff6 fs4 fc2 sc0 ls7 ws0">158 636<span class="ls0"> </span></div></div><div class="c xe6 y9b8 wa6 h84"><div class="t m0 x5d h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">17% </div></div><div class="c x136 y9b8 w6d h84"><div class="t m0 x7b h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">161 889 </div></div><div class="c xe9 y9b8 wa6 h84"><div class="t m0 x5d h13 y279 ffa fs9 fc2 sc0 ls6 ws0">19%<span class="ls0"> </span></div></div><div class="c x3b y9b8 wa6 h84"><div class="t m0 x7b h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">135 847 </div></div><div class="c x10e y9b8 w6d h84"><div class="t m0 x5d h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">86 677 </div></div><div class="c x10f y9b8 wa6 h84"><div class="t m0 x9a h13 y279 ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">2%</span> </div></div><div class="c x1 yfe0 wd1 h8d"><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu świadczeń <span class="_ _1"></span>pracownic<span class="_ _1"></span>zych<span class="ff6"> </span></div></div><div class="c xb6 yfe0 wa6 h8d"><div class="t m0 x5d hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">141<span class="ls0"> </span></div></div><div class="c xe6 yfe0 wa6 h8d"><div class="t m0 x5f h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x136 yfe0 w6d h8d"><div class="t m0 x5d h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">16 368 </div></div><div class="c xe9 yfe0 wa6 h8d"><div class="t m0 x5f h13 y70e ffa fs9 fc2 sc0 ls6 ws0">2%<span class="ls0"> </span></div></div><div class="c x3b yfe0 wa6 h8d"><div class="t m0 x5f h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">6 088 </div></div><div class="c x10e yfe0 w6d h8d"><div class="t m0 x147 h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">92<span class="ls0"> </span></div></div><div class="c x10f yfe0 wa6 h8d"><div class="t m0 x25 h13 y70e ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">99%</span> </div></div><div class="c x1 ye7b wd1 h90"><div class="t m0 xa h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c xb6 ye7b wa6 h90"><div class="t m0 xaf hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c xe6 ye7b wa6 h90"><div class="t m0 x4c h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x136 ye7b w6d h90"><div class="t m0 xaf h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">173<span class="ls0"> </span></div></div><div class="c xe9 ye7b wa6 h90"><div class="t m0 x5f h13 y6c9 ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x3b ye7b wa6 h90"><div class="t m0 xaf h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">173<span class="ls0"> </span></div></div><div class="c x10e ye7b w6d h90"><div class="t m0 xc h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x10f ye7b wa6 h90"><div class="t m0 x4c h13 y6c9 ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y4b0 wd1 h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania dług<span class="_ _1"></span>oterminowe ra<span class="_ _1"></span>zem<span class="ff5"> </span></div></div><div class="c xb6 y4b0 wa6 h90"><div class="t m0 x101 h16 yc52 ff5 fs4 fc2 sc0 ls7 ws0">158 777<span class="ls0"> </span></div></div><div class="c xe6 y4b0 wa6 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">17% </div></div><div class="c x136 y4b0 w6d h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">178 430 </div></div><div class="c xe9 y4b0 wa6 h90"><div class="t m0 x5d hac y613 ff13 fs9 fc2 sc0 ls6 ws0">21%<span class="ls0"> </span></div></div><div class="c x3b y4b0 wa6 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">142 108 </div></div><div class="c x10e y4b0 w6d h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">86 769 </div></div><div class="c x10f y4b0 wa6 h90"><div class="t m0 x9f hac y613 ff13 fs9 fc2 sc0 ls0 ws0">-<span class="ls6">11%</span> </div></div><div class="c x1 yef4 wd1 h8d"><div class="t m0 xa h14 y64a ff8 fs9 fc5 sc0 ls0 ws0">Zobowiązania krót<span class="_ _1"></span>koterminowe<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c xb6 yef4 wa6 h8d"><div class="t m0 x147 hb y649 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xe6 yef4 wa6 h8d"><div class="t m0 x147 hb y649 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x136 yef4 w6d h8d"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c xe9 yef4 wa6 h8d"><div class="t m0 x91 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x3b yef4 wa6 h8d"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10e yef4 w6d h8d"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x10f yef4 wa6 h8d"><div class="t m0 x147 he2 y649 ff19 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y515 wd1 h8e"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Kredyty w r<span class="_ _1"></span>achunku bieżący<span class="_ _1"></span>m <span class="ff6"> </span></div></div><div class="c xb6 y515 wa6 h8e"><div class="t m0 x1c hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">39 876<span class="ls0"> </span></div></div><div class="c xe6 y515 wa6 h8e"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">4%<span class="ls0"> </span></div></div><div class="c x136 y515 w6d h8e"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">99 824 </div></div><div class="c xe9 y515 wa6 h8e"><div class="t m0 x5d h13 y64a ffa fs9 fc2 sc0 ls6 ws0">12%<span class="ls0"> </span></div></div><div class="c x3b y515 wa6 h8e"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">45 595 </div></div><div class="c x10e y515 w6d h8e"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">52 695 </div></div><div class="c x10f y515 wa6 h8e"><div class="t m0 x25 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">60%</span> </div></div><div class="c x1 ye12 wd1 h84"><div class="t m0 xa h1a y157 ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu kre<span class="_ _1"></span>dytów, pożyczek<span class="_ _1"></span>, leasingu </div><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">oraz innych <span class="_ _1"></span>instrumentów dłużnyc<span class="_ _1"></span>h<span class="ff6"> </span></div></div><div class="c xb6 ye12 wa6 h84"><div class="t m0 x101 hf yfc3 ff6 fs4 fc2 sc0 ls7 ws0">124<span class="ls0"> </span>788<span class="ls0"> </span></div></div><div class="c xe6 ye12 wa6 h84"><div class="t m0 x5d h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">13% </div></div><div class="c x136 ye12 w6d h84"><div class="t m0 x5d h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">89 068 </div></div><div class="c xe9 ye12 wa6 h84"><div class="t m0 x5d h13 y279 ffa fs9 fc2 sc0 ls6 ws0">10%<span class="ls0"> </span></div></div><div class="c x3b ye12 wa6 h84"><div class="t m0 x5d h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">83 476 </div></div><div class="c x10e ye12 w6d h84"><div class="t m0 x5f h1a y279 ff6 fs9 fc2 sc0 ls0 ws0">8 869 </div></div><div class="c x10f ye12 wa6 h84"><div class="t m0 x5d h13 y279 ffa fs9 fc2 sc0 ls6 ws0">40<span class="ls0">% </span></div></div><div class="c x1 y495 wd1 h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">Pochodne ins<span class="_ _1"></span>trumenty<span class="_ _1"></span> finansowe </div></div><div class="c xb6 y495 wa6 h8d"><div class="t m0 xaf hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c xe6 y495 wa6 h8d"><div class="t m0 x4c h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x136 y495 w6d h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">2 640 </div></div><div class="c xe9 y495 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x3b y495 wa6 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">470<span class="ls0"> </span></div></div><div class="c x10e y495 w6d h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">13 268 </div></div><div class="c x10f y495 wa6 h8d"><div class="t m0 x4c h13 y64a ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 yfe1 wd1 h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu świadczeń <span class="_ _1"></span>pracownic<span class="_ _1"></span>zych<span class="ff6"> </span></div></div><div class="c xb6 yfe1 wa6 h8d"><div class="t m0 x5d hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">305<span class="ls0"> </span></div></div><div class="c xe6 yfe1 wa6 h8d"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x136 yfe1 w6d h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">417<span class="ls0"> </span></div></div><div class="c xe9 yfe1 wa6 h8d"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x3b yfe1 wa6 h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">535<span class="ls0"> </span></div></div><div class="c x10e yfe1 w6d h8d"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">746<span class="ls0"> </span></div></div><div class="c x10f yfe1 wa6 h8d"><div class="t m0 x25 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">27%</span> </div></div><div class="c x1 yfe2 wd1 h8d"><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu podat<span class="_ _1"></span>ku dochodowego<span class="ff6"> </span></div></div><div class="c xb6 yfe2 wa6 h8d"><div class="t m0 x5d hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">108<span class="ls0"> </span></div></div><div class="c xe6 yfe2 wa6 h8d"><div class="t m0 x5f h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x136 yfe2 w6d h8d"><div class="t m0 xc h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xe9 yfe2 wa6 h8d"><div class="t m0 x4c h13 y70e ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x3b yfe2 wa6 h8d"><div class="t m0 xc h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x10e yfe2 w6d h8d"><div class="t m0 xc h1a y70e ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x10f yfe2 wa6 h8d"><div class="t m0 x4c h13 y70e ffa fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 ye64 wd1 h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu umów <span class="_ _1"></span>z klientami<span class="ff6"> </span></div></div><div class="c xb6 ye64 wa6 h8c"><div class="t m0 x5d hf y35 ff6 fs4 fc2 sc0 ls7 ws0">960<span class="ls0"> </span></div></div><div class="c xe6 ye64 wa6 h8c"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">0%<span class="ls0"> </span></div></div><div class="c x136 ye64 w6d h8c"><div class="t m0 x5f h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">4 449 </div></div><div class="c xe9 ye64 wa6 h8c"><div class="t m0 x5f h13 y64a ffa fs9 fc2 sc0 ls6 ws0">1%<span class="ls0"> </span></div></div><div class="c x3b ye64 wa6 h8c"><div class="t m0 xa3 h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">3546<span class="ls0"> </span></div></div><div class="c x10e ye64 w6d h8c"><div class="t m0 xaf h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">342<span class="ls0"> </span></div></div><div class="c x10f ye64 wa6 h8c"><div class="t m0 x25 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-<span class="ls6">78%</span> </div></div><div class="c x1 yf1b wd1 h29"><div class="t m0 xa h1a y1a3 ff7 fs9 fc2 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu dostaw i<span class="_ _1"></span> usług oraz pozostałe<span class="ff6"> </span></div></div><div class="c xb6 yf1b wa6 h29"><div class="t m0 x101 hf y15e ff6 fs4 fc2 sc0 ls7 ws0">240 896<span class="ls0"> </span></div></div><div class="c xe6 yf1b wa6 h29"><div class="t m0 x5d h1a y1a3 ff6 fs9 fc2 sc0 ls0 ws0">25% </div></div><div class="c x136 yf1b w6d h29"><div class="t m0 x7b h1a y1a3 ff6 fs9 fc2 sc0 ls0 ws0">188 952 </div></div><div class="c xe9 yf1b wa6 h29"><div class="t m0 x5d h13 y1a3 ffa fs9 fc2 sc0 ls6 ws0">22%<span class="ls0"> </span></div></div><div class="c x3b yf1b wa6 h29"><div class="t m0 x7b h1a y1a3 ff6 fs9 fc2 sc0 ls0 ws0">207 306 </div></div><div class="c x10e yf1b w6d h29"><div class="t m0 x7b h1a y1a3 ff6 fs9 fc2 sc0 ls0 ws0">116 317 </div></div><div class="c x10f yf1b wa6 h29"><div class="t m0 x5d h13 y1a3 ffa fs9 fc2 sc0 ls6 ws0">27%<span class="ls0"> </span></div></div><div class="c x1 y1a4 wd1 h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania krót<span class="_ _1"></span>koterminowe ra<span class="_ _1"></span>zem<span class="ff5"> </span></div></div><div class="c xb6 y1a4 wa6 h90"><div class="t m0 x101 h16 yc52 ff5 fs4 fc2 sc0 ls0 ws0">4<span class="ls7">06</span> <span class="ls7">933</span> </div></div><div class="c xe6 y1a4 wa6 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">42% </div></div><div class="c x136 y1a4 w6d h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">385 350 </div></div><div class="c xe9 y1a4 wa6 h90"><div class="t m0 x5d hac y613 ff13 fs9 fc2 sc0 ls6 ws0">45%<span class="ls0"> </span></div></div><div class="c x3b y1a4 wa6 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">340 928 </div></div><div class="c x10e y1a4 w6d h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">192 237 </div></div><div class="c x10f y1a4 wa6 h90"><div class="t m0 x5d hac y613 ff13 fs9 fc2 sc0 ls6 ws0">13%<span class="ls0"> </span></div></div><div class="c x1 yf6d wd1 h90"><div class="t m0 xa h14 y613 ff8 fs9 fc2 sc0 ls0 ws0">Zobowiązania raze<span class="_ _1"></span>m<span class="ff5"> </span></div></div><div class="c xb6 yf6d wa6 h90"><div class="t m0 x101 h16 yc52 ff5 fs4 fc2 sc0 ls0 ws0">5<span class="ls7">65</span> <span class="ls7">710</span> </div></div><div class="c xe6 yf6d wa6 h90"><div class="t m0 x5d h14 y613 ff5 fs9 fc2 sc0 ls6 ws0">59<span class="ls0">% </span></div></div><div class="c x136 yf6d w6d h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">563 780 </div></div><div class="c xe9 yf6d wa6 h90"><div class="t m0 x5d hac y613 ff13 fs9 fc2 sc0 ls6 ws0">65%<span class="ls0"> </span></div></div><div class="c x3b yf6d wa6 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">483 036 </div></div><div class="c x10e yf6d w6d h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">279 006 </div></div><div class="c x10f yf6d wa6 h90"><div class="t m0 x5f hac y613 ff13 fs9 fc2 sc0 ls6 ws0">5%<span class="ls0"> </span></div></div><div class="c x1 yfe3 wd1 h90"><div class="t m0 xa h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">PASYWA RAZEM </div></div><div class="c xb6 yfe3 wa6 h90"><div class="t m0 x101 h16 yf38 ff5 fs4 fc2 sc0 ls0 ws0">9<span class="ls7">58 043</span> </div></div><div class="c xe6 yfe3 wa6 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x136 yfe3 w6d h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">862 272 </div></div><div class="c xe9 yfe3 wa6 h90"><div class="t m0 x7b hac y613 ff13 fs9 fc2 sc0 ls6 ws0">100%<span class="ls0"> </span></div></div><div class="c x3b yfe3 wa6 h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">848 767 </div></div><div class="c x10e yfe3 w6d h90"><div class="t m0 x7b h14 y613 ff5 fs9 fc2 sc0 ls0 ws0">711 927 </div></div><div class="c x10f yfe3 wa6 h90"><div class="t m0 x5d hac y613 ff13 fs9 fc2 sc0 ls6 ws0">14%<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yfe4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yee6 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2025 <span class="_ _3"></span>roku <span class="_ _0"></span><span class="ff7">udział <span class="_ _3"></span>kapitału <span class="_ _0"></span>w<span class="_ _0"></span>łasn<span class="_ _1"></span>ego <span class="_ _3"></span>wzrósł <span class="_ _3"></span><span class="ff6">do <span class="_ _0"></span>41</span>% <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>35% <span class="_ _0"></span>o<span class="_ _0"></span>dnotowanych <span class="_ _0"></span>rok <span class="_ _3"></span>wcześniej. <span class="_ _0"></span>Z <span class="_ _0"></span>ko<span class="_ _0"></span>lei <span class="_ _0"></span>udział <span class="_ _3"></span>zobowiązań <span class="_ _0"></span>w <span class="_ _3"></span>pasywach spadł <span class="_ _3"></span>do </span></div><div class="t m0 x1 hf y6e0 ff6 fs4 fc2 sc0 ls7 ws0">59<span class="ls0">% z 65% na koniec 2024 roku. K<span class="ff7">luczowe znaczenie miały w tym kontekście<span class="_ _1"></span>: <span class="ff6">poprawa wyniku finansowego<span class="lsb">. </span> </span></span></span></div><div class="t m0 x1 hf yfe5 ff7 fs4 fc2 sc0 ls0 ws0">Kapitał własny Spółki <span class="_ _0"></span>wzrósł o <span class="_ _0"></span>31% do <span class="_ _0"></span><span class="ff6 ls7">392<span class="ls0"> </span></span>333 <span class="_ _0"></span>tys. zł<span class="ff6">. Kluczowym czynnikiem tego <span class="_ _0"></span></span>wzrostu była <span class="_ _0"></span>poprawa wyniku finansowego (143<span class="_ _0"></span><span class="ff6"> 420 <span class="_ _0"></span>tys. </span></div><div class="t m0 x1 hf yfe6 ff7 fs4 fc2 sc0 ls0 ws0">zł wobec <span class="ff6">-<span class="ls7">34</span> </span>043 tys. zł rok wcześniej) oraz obniżenie pozostałych kapitałów o 83<span class="ff6"> </span>621 tys. zł. <span class="ff6"> </span></div><div class="t m0 x1 hf yfe7 ff7 fs4 fc2 sc0 ls0 ws0">Jednocześnie <span class="ff6 ls1f">zo</span>bowiązania<span class="ff6"> </span>p<span class="_ _1"></span>ozostały n<span class="_ _1"></span>a zbliżonym p<span class="_ _1"></span>oziomie<span class="ff6"> (wzrost <span class="_ _1"></span><span class="ls11">o <span class="_ _1"></span><span class="ls0">1 <span class="ls7">930</span> <span class="ff7">tys. <span class="_ _1"></span>zł) <span class="_ _1"></span>na co <span class="_ _1"></span>składał <span class="_ _1"></span>się wzrost <span class="_ _9"></span>z<span class="_ _0"></span>obowiązań krótkotermin<span class="_ _1"></span>owych </span></span></span></span></div><div class="t m0 x1 hf yfe8 ff6 fs4 fc2 sc0 ls11 ws0">o <span class="ls7">21 583<span class="ls0"> <span class="ff7">tys. zł i spadek zobowiązań dług<span class="_ _1"></span>oterminowych o 19<span class="_ _0"></span><span class="ff6"> </span>653 tys. zł. <span class="ff6"> </span></span></span></span></div><div class="t m0 x1 hf yfe9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd yfea ff5 fs5 fc5 sc0 ls12 ws0">7.5.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">ANALIZA WSKAŹNIKOWO<span class="ff5">-PORÓWNAWCZA EMITENTA </span></span></span></div><div class="t m0 x1 hf yfeb ff7 fs4 fc2 sc0 ls0 ws0">Przedstawiona <span class="_ _1"></span>poniżej ocen<span class="_ _1"></span>a wskaźnikowa Spółki<span class="ff6"> <span class="_ _9"></span><span class="ff7">z<span class="_ _0"></span>ostała przep<span class="_ _1"></span>rowadzona na <span class="_ _1"></span>podstawie <span class="_ _1"></span><span class="ff6">jednostkowego sprawozdania <span class="_ _1"></span>finansowego za <span class="_ _1"></span>2025 </span></span></span></div><div class="t m0 x1 h16 yfec ff6 fs4 fc2 sc0 ls0 ws0">rok oraz okresu porównawczego. <span class="ff5"> </span></div><div class="t m0 x1 h16 yfed ff8 fs4 fc2 sc0 ls0 ws0">Płynność finansowa<span class="ff5"> </span></div><div class="t m0 x1 hf y4f0 ff7 fs4 fc2 sc0 ls0 ws0">Do oceny płynności finansowej wykorzystano następujące wskaźniki:<span class="ff6"> </span></div><div class="t m0 x1 h16 y5e9 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Wskaźnik <span class="_ _3"></span>bieżącej <span class="_ _4"></span>płynności <span class="_ _3"></span>–<span class="ff5"> <span class="_ _4"></span></span>stosunek <span class="_ _4"></span>majątku <span class="_ _3"></span>obrotowego <span class="_ _3"></span>do <span class="_ _4"></span>zobowiązań <span class="_ _3"></span>krótkoterminowych.<span class="_ _0"></span></span><span class="ff5"> <span class="_ _4"></span><span class="ff7">Wskaźnik <span class="_ _3"></span>wyznaczając<span class="_ _0"></span>y <span class="_ _3"></span>zdolność </span></span></span></div><div class="t m0 x60 hf yfee ff7 fs4 fc2 sc0 ls0 ws0">Spółki<span class="ff6">  </span>do <span class="_ _15"> </span>spłaty <span class="_ _18"> </span>jej <span class="_ _15"> </span>bieżących <span class="_ _18"> </span>zo<span class="_ _0"></span>bowiązań <span class="_ _18"> </span>krótko<span class="_ _0"></span>terminowych  w <span class="_ _18"> </span>średnim <span class="_ _18"> </span>o<span class="_ _0"></span>kresie,  to <span class="_ _15"> </span>jest <span class="_ _18"> </span>po <span class="_ _15"> </span>upłynnieniu <span class="_ _18"> </span>posiada<span class="_ _0"></span>nych  zapas<span class="_ _0"></span>ów, </div><div class="t m0 x60 hf yfef ff7 fs4 fc2 sc0 ls0 ws0">krótkoterminowych aktywów finansowych, ściągnię<span class="_ _1"></span>ciu należności krótkoterminowych i wykorzystaniu gotówki.<span class="ff6"> </span></div><div class="t m0 x60 hf yff0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yff1 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Wskaźnik <span class="_ _0"></span>płynności <span class="_ _0"></span>szybki <span class="_ _0"></span>–<span class="ff5"> <span class="_ _3"></span></span>stosunek <span class="_ _0"></span>majątku <span class="_ _0"></span>obrotowego <span class="_ _0"></span>po<span class="_ _0"></span>mniejszonego <span class="_ _0"></span>o <span class="_ _0"></span>zapasy <span class="_ _0"></span>do <span class="_ _3"></span>zobowiązań kr<span class="_ _0"></span>ótkoterminowych.</span><span class="ff5"> <span class="_ _0"></span><span class="ff7">W<span class="_ _0"></span>skaźnik </span></span></span></div><div class="t m0 x60 hf yff2 ff7 fs4 fc2 sc0 ls0 ws0">wyznaczający <span class="_ _18"> </span>zdolność <span class="_ _15"> </span>Spółki<span class="ff6"> <span class="_ _15"> </span></span>do <span class="_ _18"> </span>spłaty <span class="_ _15"> </span>jej <span class="_ _18"> </span>bieżących <span class="_ _15"> </span>zobowiązań <span class="_ _18"> </span>krótkoterminowych <span class="_ _15"> </span>w <span class="_ _18"> </span>krótkim <span class="_ _15"> </span>okresie,  to <span class="_ _15"> </span>jest <span class="_ _18"> </span>po <span class="_ _15"> </span>upłynnieniu </div><div class="t m0 x60 hf yff3 ff7 fs4 fc2 sc0 ls0 ws0">krótkoterminowych aktywów finansowych, ściągnię<span class="_ _1"></span>ciu należności krótkoterminowych i wykorzystaniu gotówki na kontach b<span class="_ _1"></span>ankowych.<span class="_ _3"></span><span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf7b" class="pf w0 h0" ><div class="pc pc7b w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">123<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 y5e ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Wskaźnik <span class="_ _14"> </span>płynności <span class="_ _5"></span>gotówką <span class="_ _14"> </span>–<span class="ff5">  </span>stosun<span class="_ _1"></span>ek <span class="_ _14"> </span>stanu <span class="_ _14"> </span>środków <span class="_ _5"> </span>pieniężnych <span class="_ _14"> </span>do <span class="_ _14"> </span>zobowiązań <span class="_ _14"> </span>krótkoterminowych<span class="ff5 fc2 ls7">. <span class="_ _14"> </span><span class="ff7 ls0">Wskaźnik <span class="_ _14"> </span>wyznaczając<span class="_ _0"></span>y </span></span></span></span></div><div class="t m0 x60 hf y313 ff7 fs4 fc2 sc0 ls0 ws0">zdolność  Spółki<span class="ff6">  </span>do  natychmiastowej  spłaty  jej  bieżących  zobow<span class="_ _0"></span>iązań  krótkoterminowych  w  krótkim  okresie,  to  jest  jedynie  przy </div><div class="t m0 x60 hf y398 ff7 fs4 fc2 sc0 ls0 ws0">wykorzystaniu posiadanych środków pieniężnych n<span class="_ _1"></span>a kontach bankowych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x60 hf y399 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y70f we5 h80"><div class="t m0 xa h14 y1a2 ff8 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI PŁYN<span class="_ _1"></span>NOSCI FINAN<span class="_ _1"></span>SOWEJ<span class="ff5"> </span></div></div><div class="c x161 y70f we6 h80"><div class="t m0 x5a h14 y60e ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x9b y70f we7 h80"><div class="t m0 x5a h14 y1a2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x15c y70f w2e h80"><div class="t m0 x5d h14 y1a2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x10d y70f we8 h80"><div class="t m0 x7b h14 y1a2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x162 y70f we9 h80"><div class="t m0 x2 hac y1a2 ff13 fs9 fc2 sc0 ls0 ws0">Zmiana 2025/2024<span class="_ _1"></span> </div></div><div class="c x1 yff4 we5 h28"><div class="t m0 xa hf y160 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik płynności bieżącej<span class="ff6"> </span></div></div><div class="c x161 yff4 we6 h28"><div class="t m0 xaa hf y158 ff6 fs4 fc2 sc0 ls0 ws0">0,7 </div></div><div class="c x9b yff4 we7 h28"><div class="t m0 xaa hf y160 ff6 fs4 fc2 sc0 ls0 ws0">0,5 </div></div><div class="c x15c yff4 w2e h28"><div class="t m0 x4 hf y160 ff6 fs4 fc2 sc0 ls0 ws0">0,7 </div></div><div class="c x10d yff4 we8 h28"><div class="t m0 x11 hf y160 ff6 fs4 fc2 sc0 ls0 ws0">1,8 </div></div><div class="c x162 yff4 we9 h28"><div class="t m0 x33 h2f y160 ffa fs4 fc2 sc0 ls0 ws0">0,21 </div></div><div class="c x1 yff5 we5 h28"><div class="t m0 xa hf y160 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik płynności szybkiej<span class="ff6"> </span></div></div><div class="c x161 yff5 we6 h28"><div class="t m0 xaa hf y158 ff6 fs4 fc2 sc0 ls7 ws0">0,<span class="ls0">6 </span></div></div><div class="c x9b yff5 we7 h28"><div class="t m0 xaa hf y160 ff6 fs4 fc2 sc0 ls0 ws0">0,4 </div></div><div class="c x15c yff5 w2e h28"><div class="t m0 x4 hf y160 ff6 fs4 fc2 sc0 ls0 ws0">0,6 </div></div><div class="c x10d yff5 we8 h28"><div class="t m0 x11 hf y160 ff6 fs4 fc2 sc0 ls0 ws0">1,7 </div></div><div class="c x162 yff5 we9 h28"><div class="t m0 x33 h2f y160 ffa fs4 fc2 sc0 ls0 ws0">0,22 </div></div><div class="c x1 yff6 we5 h80"><div class="t m0 xa hf y15d ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik płynności natychmiastowej<span class="ff6"> </span></div></div><div class="c x161 yff6 we6 h80"><div class="t m0 xaa hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">0,1 </div></div><div class="c x9b yff6 we7 h80"><div class="t m0 xaa hf y15d ff6 fs4 fc2 sc0 ls0 ws0">0,0 </div></div><div class="c x15c yff6 w2e h80"><div class="t m0 x4 hf y15d ff6 fs4 fc2 sc0 ls0 ws0">0,1 </div></div><div class="c x10d yff6 we8 h80"><div class="t m0 x11 hf y15d ff6 fs4 fc2 sc0 ls0 ws0">0,4 </div></div><div class="c x162 yff6 we9 h80"><div class="t m0 x33 hf y15d ff6 fs4 fc2 sc0 ls0 ws0">0,02 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yff7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y780 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _3"></span>płynności <span class="_ _4"></span>bieżącej <span class="_ _3"></span>na <span class="_ _4"></span>koniec <span class="_ _3"></span>202<span class="_ _0"></span><span class="ff6">5 <span class="_ _4"></span></span>roku <span class="_ _3"></span>w<span class="_ _0"></span>yniósł <span class="_ _3"></span>0,<span class="_ _0"></span><span class="ff6">7 <span class="_ _4"></span><span class="ls17">i <span class="_ _3"></span></span></span>był <span class="_ _4"></span><span class="ff6">o <span class="_ _4"></span>0,2 <span class="_ _3"></span>pp. <span class="_ _4"></span></span>wyższy <span class="_ _4"></span>niż <span class="_ _3"></span>wyliczony <span class="_ _3"></span>na <span class="_ _4"></span>koniec <span class="_ _3"></span>202<span class="_ _0"></span><span class="ff6">4 <span class="_ _4"></span>roku<span class="lsb">. <span class="_ _3"></span></span>Wzrost <span class="_ _4"></span>o <span class="_ _3"></span>0,2 <span class="_ _4"></span>pp. </span></div><div class="t m0 x1 hf yff8 ff7 fs4 fc2 sc0 ls0 ws0">odnotował również wskaźnik płynności szybkiej osiągając poziom 0<span class="ff6 ls20">,6<span class="ls0"> na koniec 2025 roku</span></span>. Wskaźnik płynności <span class="ff6">natychmiastowej </span>wyniósł 0,<span class="ff6">1 </span></div><div class="t m0 x1 hf y713 ff6 fs4 fc2 sc0 ls10 ws0">pp<span class="ls0">. na koniec 2025 roku.  </span></div><div class="t m0 x1 hf yff9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yffa ff8 fs4 fc2 sc0 ls0 ws0">Rentowność<span class="ff5"> </span></div><div class="t m0 x1 hf yffb ff7 fs4 fc2 sc0 ls0 ws0">Analiza <span class="_ _14"> </span>rentowności <span class="_ _14"> </span>przedstawio<span class="_ _0"></span>na <span class="_ _14"> </span>została  w <span class="_ _14"> </span>oparciu <span class="_ _14"> </span>o  g<span class="_ _1"></span>rupę <span class="_ _14"> </span>wskaźników <span class="_ _14"> </span>poz<span class="_ _0"></span>walającą <span class="_ _14"> </span>ocenić <span class="_ _14"> </span>efektywność  d<span class="_ _1"></span>ziałalności <span class="_ _14"> </span>sprzedażo<span class="_ _0"></span>w<span class="_ _3"></span><span class="ff6">ej </span></div><div class="t m0 x1 hf yffc ff6 fs4 fc2 sc0 ls0 ws0">Emitenta <span class="ff7">i wpływ poszczególnych grup kosztów na jej wynik finansowy:</span> </div><div class="t m0 x1 h16 ydd6 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Stopa <span class="_ _5"></span>zysku <span class="_ _14"> </span>ze <span class="_ _14"> </span>sprzedaży</span><span class="ff5"> <span class="_ _14"> </span>- <span class="_ _14"> </span><span class="ff7">rentowność <span class="_ _5"> </span>sprzedaży <span class="_ _5"> </span>w<span class="_ _0"></span>yznacza <span class="_ _14"> </span>efektywność <span class="_ _5"></span>prowadzonych <span class="_ _14"> </span>działań <span class="_ _5"> </span>sprzedażowych, <span class="_ _14"> </span>czyli <span class="_ _5"> </span>poz<span class="_ _0"></span>wala <span class="_ _5"> </span>ona </span></span></span></div><div class="t m0 x60 hf y6eb ff7 fs4 fc2 sc0 ls0 ws0">określić <span class="_ _3"></span>część <span class="_ _4"></span>przychodów <span class="_ _4"></span>pozostającą <span class="_ _3"></span>w <span class="_ _4"></span>spółce <span class="_ _4"></span>na <span class="_ _3"></span>pokrycie <span class="_ _4"></span>kosztów <span class="_ _3"></span>jej <span class="_ _4"></span>funkcjonowania <span class="_ _5"></span>–<span class="ff6"> <span class="_ _3"></span></span>po <span class="_ _4"></span>uwzględnieniu <span class="_ _3"></span>kosztó<span class="_ _0"></span>w <span class="_ _4"></span>bezpośrednich </div><div class="t m0 x60 hf y6ec ff7 fs4 fc2 sc0 ls0 ws0">sprzedaży. Analogicznie wskaźnik ten pozwala określić wpływ na wynik Spółki<span class="ff6"> </span>kosztów bezpośrednich sprzedaży przez nią realizowanej.<span class="ff6"> </span></div><div class="t m0 x60 hf ye3c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y85a ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Rentowność <span class="_ _9"></span>brutto<span class="ff5 fc2"> <span class="_ _1"></span>- <span class="_ _9"></span><span class="ff7">wyznacza <span class="_ _1"></span>efekt<span class="_ _1"></span>ywność <span class="_ _9"></span>prowadzonej <span class="_ _1"></span>przez <span class="_ _9"></span>Sp<span class="_ _0"></span>ółkę<span class="ff6"> <span class="_ _9"></span><span class="ff7">działalności, <span class="_ _1"></span>czyli <span class="_ _9"></span>pozwala <span class="_ _9"></span>ocenić <span class="_ _9"></span>część <span class="_ _1"></span>przychodów <span class="_ _9"></span>pozo<span class="_ _0"></span>stając<span class="ff6">ych </span></span></span></span></span></span></span></div><div class="t m0 x60 hf yffd ff6 fs4 fc2 sc0 ls1f ws0">w <span class="ff7 ls0">Spółce<span class="ff6"> </span>na <span class="_ _0"></span>pokrycie podatk<span class="_ _0"></span>u, po <span class="_ _0"></span>uwzględnieniu kosztów <span class="_ _0"></span>działalności finansowej i<span class="_ _0"></span> zdarzeń <span class="_ _0"></span>nadzwyczajnych. Analogicznie <span class="_ _0"></span>wskaźnik ten, </span></div><div class="t m0 x60 hf yffe ff7 fs4 fc2 sc0 ls0 ws0">interpretowany łącznie z <span class="_ _0"></span>powyższymi wskaźnikami rentowności, pozwala o<span class="_ _0"></span>cenić jaka cz<span class="_ _0"></span>ęść wyniku zbudowana jest nie przez <span class="_ _0"></span>działa<span class="_ _3"></span>lność </div><div class="t m0 x60 hf yfff ff6 fs4 fc2 sc0 ls0 ws0">o<span class="ff7">peracyjną, ale wynika z jej działalności finansowej lub wpływu zdarzeń n<span class="_ _1"></span>adzwyczajnych.<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x17 hf y1000 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yeb2 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Rentowność  netto</span><span class="ff5"> <span class="_ _15"> </span>- <span class="_ _15"> </span><span class="ff6">wyznacza  procent <span class="_ _15"> </span>przychodów <span class="_ _15"> </span><span class="ff7">Spółki</span> <span class="_ _18"> </span><span class="ff7">sta<span class="_ _0"></span>nowiący <span class="_ _15"> </span>jej  wynik <span class="_ _15"> </span>netto,  cz<span class="_ _0"></span>yli  po <span class="_ _15"> </span>pokryciu <span class="_ _18"> </span>wszystkich <span class="_ _15"> </span>kosztów <span class="_ _15"> </span>jej </span></span></span></span></div><div class="t m0 x60 hf yeb3 ff7 fs4 fc2 sc0 ls0 ws0">działalności: sprzedaży, operacyjnych, finansowych oraz opłaceniu podatków.<span class="ff6"> </span></div><div class="t m0 x60 hf yeb4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 ydd ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff5 fc5">ROE </span><span class="ff7">–<span class="ff6"> </span>rentowność kapitału własneg<span class="_ _1"></span>o: stosunek zysku netto do śred<span class="_ _1"></span>niego stanu kapitałów własnych w <span class="_ _1"></span>ciągu roku obrotowego. Wska<span class="_ _1"></span>źnik </span></span></div><div class="t m0 x60 hf ya0b ff7 fs4 fc2 sc0 ls0 ws0">pozwala ocenić inwestorom efektywność wykorzystania kapi<span class="_ _1"></span>tału powierzonego <span class="_ _0"></span>Spółce<span class="ff6 lsb">. <span class="ls0"> </span></span></div><div class="t m0 x60 hf ya0c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y1001 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff5 fc5">ROA <span class="_ _0"></span></span><span class="ff7">–<span class="ff6"> <span class="_ _3"></span></span>rentowność <span class="_ _0"></span>aktyw<span class="_ _0"></span>ów <span class="_ _3"></span>ogółem: <span class="_ _0"></span>stosunek <span class="_ _0"></span>zysk<span class="_ _0"></span>u <span class="_ _0"></span>netto <span class="_ _3"></span>do <span class="_ _0"></span>śr<span class="_ _0"></span>edniego <span class="_ _3"></span>stanu <span class="_ _0"></span>aktywów <span class="_ _3"></span>w <span class="_ _0"></span>c<span class="_ _0"></span>iągu <span class="_ _0"></span>roku <span class="_ _3"></span>obrotowego. <span class="_ _3"></span>Wskaźnik <span class="_ _0"></span>pozwala </span></span></div><div class="t m0 x60 hf y3f3 ff7 fs4 fc2 sc0 ls0 ws0">ocenić inwestorom efektywność wykorzystania całego posiadane<span class="_ _1"></span>go przez <span class="_ _0"></span>Spółkę<span class="ff6"> </span>majątku.<span class="ff6"> </span></div></div><div class="c x1 y144 wdd haa"><div class="t m0 xa h14 y9b3 ff8 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI RENTO<span class="_ _1"></span>WNOŚCI<span class="ff5"> </span></div></div><div class="c x130 y144 wb5 haa"><div class="t m0 x3f h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x3f h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x15c y144 wb6 haa"><div class="t m0 x3f h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x3f h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x15d y144 wb7 haa"><div class="t m0 x3f h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x3f h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x13b y144 wb5 haa"><div class="t m0 x3f h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x3f h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x124 y144 wb6 haa"><div class="t m0 x3f hac y9b2 ff13 fs9 fc2 sc0 ls0 ws0">Zmiana pp<span class="_ _1"></span>.<span class="ls38">  </span></div><div class="t m0 x3f hac y6a9 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y7ba wdd h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls49 ws0">ROA<span class="ls0"> </span></div></div><div class="c x130 y7ba wb5 h8d"><div class="t m0 x25 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">14,<span class="ls0">90 </span></div></div><div class="c x15c y7ba wb6 h8d"><div class="t m0 x25 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-4,0% </div></div><div class="c x15d y7ba wb7 h8d"><div class="t m0 x9a hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">5,3% </div></div><div class="c x13b y7ba wb5 h8d"><div class="t m0 x25 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-2,2% </div></div><div class="c x124 y7ba wb6 h8d"><div class="t m0 x35 h13 y64a ffa fs9 fc2 sc0 ls6 ws0">18,<span class="ls0">9 </span></div></div><div class="c x1 ya27 wdd h8d"><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls49 ws0">ROE<span class="ls0"> </span></div></div><div class="c x130 ya27 wb5 h8d"><div class="t m0 x9f hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">36,4% </div></div><div class="c x15c ya27 wb6 h8d"><div class="t m0 x3d hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-11,6% </div></div><div class="c x15d ya27 wb7 h8d"><div class="t m0 x9f hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">12,3% </div></div><div class="c x13b ya27 wb5 h8d"><div class="t m0 x25 hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">-3,7% </div></div><div class="c x124 ya27 wb6 h8d"><div class="t m0 xaf h13 y64a ffa fs9 fc2 sc0 ls6 ws0">48<span class="ls0"> </span></div></div><div class="c x1 y1002 wdd h8d"><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">STOPA ZYSKU ZE S<span class="_ _1"></span>PRZEDAŻY<span class="ff6"> </span></div></div><div class="c x130 y1002 wb5 h8d"><div class="t m0 x9f hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">12,4% </div></div><div class="c x15c y1002 wb6 h8d"><div class="t m0 x9a hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">8,8% </div></div><div class="c x15d y1002 wb7 h8d"><div class="t m0 x9a hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">8,3% </div></div><div class="c x13b y1002 wb5 h8d"><div class="t m0 x9a hf ya5c ff6 fs4 fc2 sc0 ls0 ws0">6,5% </div></div><div class="c x124 y1002 wb6 h8d"><div class="t m0 xa4 h13 y70e ffa fs9 fc2 sc0 ls0 ws0">3,6 </div></div><div class="c x1 y76e wdd h8c"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ EBI<span class="_ _1"></span>T<span class="ff6"> </span></div></div><div class="c x130 y76e wb5 h8c"><div class="t m0 x9f hf y35 ff6 fs4 fc2 sc0 ls0 ws0">14,2% </div></div><div class="c x15c y76e wb6 h8c"><div class="t m0 x25 hf y35 ff6 fs4 fc2 sc0 ls0 ws0">-1,6% </div></div><div class="c x15d y76e wb7 h8c"><div class="t m0 x9a hf y35 ff6 fs4 fc2 sc0 ls0 ws0">5,3% </div></div><div class="c x13b y76e wb5 h8c"><div class="t m0 x9a hf y35 ff6 fs4 fc2 sc0 ls0 ws0">9,9% </div></div><div class="c x124 y76e wb6 h8c"><div class="t m0 x35 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">15,8 </div></div><div class="c x1 yfeb wdd h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ EBI<span class="_ _1"></span>TDA<span class="ff6"> </span></div></div><div class="c x130 yfeb wb5 h8d"><div class="t m0 x9f hf y35 ff6 fs4 fc2 sc0 ls0 ws0">16,1% </div></div><div class="c x15c yfeb wb6 h8d"><div class="t m0 x9a hf y35 ff6 fs4 fc2 sc0 ls0 ws0">0,2% </div></div><div class="c x15d yfeb wb7 h8d"><div class="t m0 x9a hf y35 ff6 fs4 fc2 sc0 ls0 ws0">6,8% </div></div><div class="c x13b yfeb wb5 h8d"><div class="t m0 x9f hf y35 ff6 fs4 fc2 sc0 ls0 ws0">10,9% </div></div><div class="c x124 yfeb wb6 h8d"><div class="t m0 x35 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">15,9 </div></div><div class="c x1 y1003 wdd h90"><div class="t m0 xa h1a y613 ff7 fs9 fc2 sc0 ls0 ws0">RENTOWNOŚĆ NE<span class="_ _1"></span>TTO<span class="ff6"> </span></div></div><div class="c x130 y1003 wb5 h90"><div class="t m0 x9f hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">12,2% </div></div><div class="c x15c y1003 wb6 h90"><div class="t m0 x25 hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">-3,0% </div></div><div class="c x15d y1003 wb7 h90"><div class="t m0 x9a hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">4,3% </div></div><div class="c x13b y1003 wb5 h90"><div class="t m0 x25 hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">-1,2% </div></div><div class="c x124 y1003 wb6 h90"><div class="t m0 x58 hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">15,2 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y1004 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y428 ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>2025 <span class="_ _3"></span><span class="ff7">roku <span class="_ _3"></span>Spółka <span class="_ _3"></span>odnotowała <span class="_ _3"></span>znaczący <span class="_ _3"></span>wzrost <span class="_ _3"></span>wskaźników <span class="_ _3"></span>rentowności <span class="_ _3"></span>ROA <span class="_ _3"></span>i <span class="_ _3"></span>ROE <span class="_ _3"></span></span>- <span class="_ _3"></span><span class="ff7">ROA <span class="_ _3"></span>osiągnął <span class="_ _3"></span>poziom <span class="_ _3"></span></span>14,9%<span class="_ _0"></span> <span class="_ _3"></span>(wzrost <span class="_ _0"></span>o <span class="_ _3"></span>18,9 <span class="_ _3"></span><span class="ls10">pp</span>. <span class="_ _3"></span><span class="ls1f">w </span></div><div class="t m0 x1 hf y429 ff6 fs4 fc2 sc0 ls0 ws0">stosunku <span class="_ _0"></span>do <span class="_ _0"></span>2024 <span class="_ _3"></span><span class="ff7">roku), <span class="_ _0"></span>ROE <span class="_ _3"></span>osiąg<span class="_ _1"></span>nął <span class="_ _0"></span>poziom <span class="_ _3"></span><span class="ff6">36,4% <span class="_ _0"></span>(wz<span class="_ _0"></span>rost o<span class="_ _0"></span> <span class="_ _0"></span>48,0 <span class="_ _0"></span><span class="ls10">pp</span>. <span class="_ _3"></span>w <span class="_ _0"></span>stosunku <span class="_ _0"></span>do <span class="_ _0"></span>202<span class="_ _0"></span>4 <span class="_ _0"></span></span>roku). <span class="_ _3"></span>Wskaźnik rentowności <span class="_ _0"></span>E<span class="_ _0"></span>BITDA <span class="_ _0"></span>osiągnął </span></div><div class="t m0 x1 hf y1005 ff6 fs4 fc2 sc0 ls0 ws0">16,1% <span class="_ _3"></span>(wzrost <span class="_ _4"></span><span class="ls11">o <span class="_ _3"></span></span>15,9 <span class="_ _3"></span><span class="ls10">pp</span>. <span class="_ _4"></span><span class="ff7">względem <span class="_ _3"></span>202</span>4 <span class="_ _3"></span><span class="ff7">roku). <span class="_ _3"></span>R<span class="_ _0"></span>entowność <span class="_ _3"></span>EBIT <span class="_ _3"></span>w <span class="_ _4"></span>202</span>5 <span class="_ _3"></span><span class="ff7">ro<span class="_ _0"></span>ku <span class="_ _3"></span>wyniosła <span class="_ _4"></span></span>14,2<span class="ff7">6%, <span class="_ _0"></span>w<span class="_ _0"></span>skaźnik <span class="_ _3"></span>rentowności <span class="_ _3"></span>netto <span class="_ _3"></span>o<span class="_ _0"></span>dnotował </span></div><div class="t m0 x1 hf y1006 ff6 fs4 fc2 sc0 ls0 ws0">poziom  12,2<span class="_ _1"></span><span class="ff7">% <span class="_ _14"> </span>i <span class="_ _14"> </span>był  wyższy<span class="_ _1"></span> <span class="_ _14"> </span><span class="ff6 ls31">o  <span class="ls0">15,2 <span class="_ _14"> </span><span class="ls10">pp</span>. <span class="_ _14"> </span></span></span>względem <span class="_ _14"> </span>roku <span class="_ _14"> </span>202<span class="ff6">4</span>.  Stopa <span class="_ _14"> </span>zysku <span class="_ _14"> </span>ze <span class="_ _14"> </span>sprzedaży <span class="_ _14"> </span>wyniosła  <span class="ff6">12,4% <span class="_ _14"> </span>w <span class="_ _14"> </span>porównaniu <span class="_ _14"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>8,8<span class="ls24">%  </span>w <span class="_ _14"> </span>roku </span></span></div><div class="t m0 x1 hf y57 ff6 fs4 fc2 sc0 ls0 ws0">poprzednim. <span class="_ _5d"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </div><div class="t m0 x1 h16 y1007 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y5ec ff5 fs4 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div></div><div class="pi" ></div></div><div id="pf7c" class="pf w0 h0" ><div class="pc pc7c w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">124<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h16 yca ff8 fs4 fc2 sc0 ls0 ws0">Sprawność<span class="ff5"> </span>działania<span class="ff5"> </span></div><div class="t m0 x1 hf ycb ff7 fs4 fc2 sc0 ls0 ws0">Do oceny sprawności działania wykorzystano następujące wskaźniki:<span class="ff6"> </span></div><div class="t m0 x1 h16 y1008 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Rotacja <span class="_ _1"></span>należności <span class="_ _1"></span>(w <span class="_ _1"></span>dniach):<span class="ff5 fc2"> <span class="_ _1"></span><span class="ff7">relacja s<span class="_ _1"></span>tanu <span class="_ _1"></span>należności <span class="_ _1"></span>handlowych <span class="_ _1"></span>na <span class="_ _1"></span>koniec <span class="_ _1"></span>roku <span class="_ _1"></span>obrotowego <span class="_ _1"></span>do <span class="_ _1"></span>przychodów <span class="_ _1"></span>ze <span class="_ _1"></span>sprzedaży <span class="_ _1"></span>netto <span class="_ _1"></span>x <span class="ff6 ls7">36<span class="ls0">0 </span></span></span></span></span></span></div><div class="t m0 x60 hf y1009 ff7 fs4 fc2 sc0 ls0 ws0">dni. <span class="_ _3"></span>Wskaźnik <span class="_ _4"></span>wyznacza <span class="_ _4"></span>średn<span class="_ _1"></span>i <span class="_ _3"></span>okres <span class="_ _4"></span>określany <span class="_ _3"></span>w <span class="_ _4"></span>dniach, <span class="_ _3"></span>po <span class="_ _4"></span>jakim <span class="_ _3"></span>następuje<span class="_ _0"></span><span class="ff6"> <span class="_ _4"></span></span>spływ <span class="_ _3"></span>należności <span class="_ _4"></span>z <span class="_ _3"></span>tytułu <span class="_ _3"></span>w<span class="_ _0"></span>ystawionych <span class="_ _3"></span>przez <span class="_ _4"></span><span class="ff6">E<span class="_ _0"></span>mitenta </span></div><div class="t m0 x60 hf y100a ff7 fs4 fc2 sc0 ls0 ws0">faktur. W ogólnym przypadku należy dążyć do minimalizacji tego wskaźnika.<span class="ff6"> </span></div><div class="t m0 x60 hf yfa2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y100b ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Rotacja <span class="_ _0"></span>zob<span class="_ _0"></span>owiązań <span class="_ _3"></span>krótkoterminowych <span class="_ _0"></span>(w <span class="_ _3"></span>dniach):<span class="_ _0"></span></span><span class="ff5"> <span class="_ _3"></span><span class="ff7">relacja <span class="_ _3"></span>stanu <span class="_ _3"></span>zobowiązań <span class="_ _3"></span>krótkoterminowych <span class="_ _3"></span>wobec <span class="_ _3"></span>dostawców <span class="_ _3"></span>na <span class="_ _3"></span>koniec <span class="_ _3"></span>roku </span></span></span></div><div class="t m0 x60 hf y100c ff7 fs4 fc2 sc0 ls0 ws0">obrotowego do <span class="_ _9"></span>przychodów ze <span class="_ _1"></span>sprzedaży <span class="_ _1"></span>netto <span class="_ _9"></span>x<span class="_ _0"></span> <span class="ff6 ls7">36<span class="ls0">0 <span class="_ _1"></span><span class="ff7">dni. <span class="_ _1"></span>Wskaźnik <span class="_ _1"></span>wyznacza ś<span class="_ _1"></span>redni <span class="_ _9"></span>o<span class="_ _0"></span>kres okre<span class="_ _1"></span>ślany w <span class="_ _9"></span>dniach, po <span class="_ _1"></span>jakim <span class="_ _1"></span>następuje <span class="_ _9"></span>s<span class="_ _0"></span>płata </span></span></span></div><div class="t m0 x60 hf y10b ff7 fs4 fc2 sc0 ls0 ws0">zobowiązań <span class="ff6">Emitenta</span>. Należy dążyć do maksymalizacji tego wskaźnika.<span class="ff6"> </span></div><div class="t m0 x60 hf y4ff ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y100d ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff5 fc5">Rotacja zapasów (w dniach):<span class="fc2"> <span class="ff7">relacja średniego stanu zapasów na k<span class="_ _0"></span>oniec roku obrotowego do przychodów ze sprzedaży netto x <span class="_ _0"></span><span class="ff6 ls7">36<span class="ls0">0 <span class="_ _0"></span>dni. </span></span></span></span></span></span></div><div class="t m0 x60 hf y100e ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>wyznacza  śre<span class="_ _1"></span>dni <span class="_ _14"> </span>okres <span class="_ _14"> </span>określany <span class="_ _14"> </span>w <span class="_ _14"> </span>dniach, <span class="_ _14"> </span>przez  który <span class="_ _14"> </span>Spółka<span class="ff6">  </span>przetrzymu<span class="_ _1"></span>je <span class="_ _14"> </span>zapasy <span class="_ _14"> </span>przed <span class="_ _14"> </span>ich  sprzedażą. <span class="_ _14"> </span>Ze <span class="_ _14"> </span>względu <span class="_ _14"> </span>na<span class="_ _0"></span> </div><div class="t m0 x60 hf y100f ff7 fs4 fc2 sc0 ls0 ws0">efektywność należy dążyć do minimalizacji tego wskaźnika.<span class="ff6"> </span></div></div><div class="c x1 yec3 wea haa"><div class="t m0 xa h14 y9b5 ff8 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI SPRA<span class="_ _1"></span>WNOŚCI DZIAŁ<span class="_ _1"></span>ANIA<span class="ff5"> </span></div></div><div class="c x163 yec3 w6d haa"><div class="t m0 x4a h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x4a h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x84 yec3 wa6 haa"><div class="t m0 x4a h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x4a h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xf yec3 wa6 haa"><div class="t m0 x4a h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x4a h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x164 yec3 w6d haa"><div class="t m0 x4a h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x4a h14 y2f2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x95 yec3 wa6 haa"><div class="t m0 x1c hac y9b2 ff13 fs9 fc2 sc0 ls0 ws0">Zmiana </div><div class="t m0 x93 hac y2f2 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y197 wea h8e"><div class="t m0 xa hf ya5c ff7 fs4 fc2 sc0 ls0 ws0">Rotacji należności handlowych (w dniach)<span class="ff6"> </span></div></div><div class="c x163 y197 w6d h8e"><div class="t m0 x35 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">48<span class="ls0"> </span></div></div><div class="c x84 y197 wa6 h8e"><div class="t m0 x35 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">34<span class="ls0"> </span></div></div><div class="c xf y197 wa6 h8e"><div class="t m0 x35 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">51<span class="ls0"> </span></div></div><div class="c x164 y197 w6d h8e"><div class="t m0 x35 hf ya5c ff6 fs4 fc2 sc0 ls7 ws0">31<span class="ls0"> </span></div></div><div class="c x95 y197 wa6 h8e"><div class="t m0 x35 h2f ya5c ffa fs4 fc2 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c x1 ye11 wea h8c"><div class="t m0 xa hf y35 ff7 fs4 fc2 sc0 ls0 ws0">Rotacji zobowiązań handlowych (w dniach)<span class="ff6"> </span></div></div><div class="c x163 ye11 w6d h8c"><div class="t m0 x35 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">74<span class="ls0"> </span></div></div><div class="c x84 ye11 wa6 h8c"><div class="t m0 x35 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">59<span class="ls0"> </span></div></div><div class="c xf ye11 wa6 h8c"><div class="t m0 x35 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">70<span class="ls0"> </span></div></div><div class="c x164 ye11 w6d h8c"><div class="t m0 x35 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">33<span class="ls0"> </span></div></div><div class="c x95 ye11 wa6 h8c"><div class="t m0 x35 h2f y35 ffa fs4 fc2 sc0 ls7 ws0">15<span class="ls0"> </span></div></div><div class="c x1 y494 wea h8d"><div class="t m0 xa hf y35 ff6 fs4 fc2 sc0 ls0 ws0">Rotacji zapasów (w dniach) </div></div><div class="c x163 y494 w6d h8d"><div class="t m0 xaf hf y35 ff6 fs4 fc2 sc0 ls0 ws0">9 </div></div><div class="c x84 y494 wa6 h8d"><div class="t m0 x35 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">10<span class="ls0"> </span></div></div><div class="c xf y494 wa6 h8d"><div class="t m0 x35 hf y35 ff6 fs4 fc2 sc0 ls7 ws0">10<span class="ls0"> </span></div></div><div class="c x164 y494 w6d h8d"><div class="t m0 xaf hf y35 ff6 fs4 fc2 sc0 ls0 ws0">6 </div></div><div class="c x95 y494 wa6 h8d"><div class="t m0 xa3 h2f y35 ffa fs4 fc2 sc0 ls0 ws0">-1 </div></div><div class="c x1 ye26 wea h90"><div class="t m0 xa hf yc52 ff7 fs4 fc2 sc0 ls0 ws0">Rotacji zapasów (w dniach) skorygowany o zapas obowiązkowy<span class="ff6"> </span></div></div><div class="c x163 ye26 w6d h90"><div class="t m0 xaf hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">9 </div></div><div class="c x84 ye26 wa6 h90"><div class="t m0 xa4 hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">9 </div></div><div class="c xf ye26 wa6 h90"><div class="t m0 xa4 hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">9 </div></div><div class="c x164 ye26 w6d h90"><div class="t m0 xaf hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">4 </div></div><div class="c x95 ye26 wa6 h90"><div class="t m0 xaf hf yc52 ff6 fs4 fc2 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y1010 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yef6 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik rotacji <span class="_ _1"></span>należności liczony w <span class="_ _1"></span>dniach <span class="_ _1"></span>wynosił na <span class="_ _1"></span>koniec 202<span class="_ _0"></span><span class="ff6">5 roku <span class="_ _1"></span><span class="ls7">48<span class="ls0"> dni (na <span class="_ _1"></span>koniec 2024 roku <span class="_ _1"></span>- <span class="ls7">34</span> <span class="_ _1"></span><span class="ff7">dni). Wskaźnik <span class="_ _1"></span>rotacji zobowiązań </span></span></span></span></div><div class="t m0 x1 hf y1011 ff6 fs4 fc2 sc0 ls0 ws0">liczony w <span class="_ _1"></span>dniach <span class="_ _1"></span>w 2025 <span class="ff7">r<span class="_ _1"></span>oku wyn<span class="_ _1"></span>osił <span class="ff6 ls7">74<span class="ls0"> </span></span>dn<span class="_ _1"></span>i i <span class="_ _1"></span>był<span class="ff6"> </span>dłuższy <span class="_ _1"></span><span class="ff6">o 15 <span class="_ _1"></span><span class="ff7">dni <span class="_ _9"></span>wz<span class="_ _0"></span>ględem <span class="_ _1"></span>końca 202<span class="ff6">4 </span>roku. <span class="_ _9"></span>Wskaźnik rotacji zapasów <span class="ff6">na <span class="_ _1"></span>konie<span class="_ _1"></span>c 2025 <span class="_ _1"></span>roku </span></span></span></span></div><div class="t m0 x1 hf y1012 ff7 fs4 fc2 sc0 ls0 ws0">wynosił <span class="_ _4"></span><span class="ff6">9 <span class="_ _5"></span>dni <span class="_ _4"></span></span>o <span class="_ _5"></span>1 <span class="_ _4"></span>dzień <span class="_ _4"></span>krócej <span class="_ _4"></span>niż <span class="_ _4"></span>ro<span class="_ _0"></span>k <span class="_ _4"></span>wcześniej, <span class="_ _4"></span>natomiast <span class="_ _5"></span>wskaźnik <span class="_ _4"></span>rotacji <span class="_ _4"></span>zapasów <span class="_ _5"></span>skorygowany <span class="_ _4"></span>o <span class="_ _4"></span>zapas <span class="_ _4"></span>obow<span class="_ _0"></span>iązkowy <span class="_ _4"></span>wyniósł <span class="_ _4"></span><span class="ff6">9 <span class="_ _5"></span>dni, </span></div><div class="t m0 x1 hf y39d ff6 fs4 fc2 sc0 ls0 ws0">podobnie jak w roku poprzednim.  </div><div class="t m0 x1 hf y1013 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1014 web h80"><div class="t m0 x165 h14 y1a2 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x1 y1015 web h101"><div class="t m0 xa h14 y18c ff8 fs9 fc2 sc0 ls0 ws0">Cash to Cash = cykl<span class="_ _1"></span> zapasów + cykl n<span class="_ _1"></span>ależności<span class="_ _1"></span> –<span class="ff5"> </span>cykl zobowiązań.<span class="ff5"> </span></div></div><div class="c x1 y99d web h28"><div class="t m0 xa h1a y15d ff6 fs9 fc2 sc0 ls0 ws0">Cash to Cash = 9 dn<span class="_ _1"></span>i + <span class="ls6">48</span> dni <span class="_ _1"></span><span class="ff7">–<span class="ff6"> <span class="ls6">74</span> dni = -17 dni. </span></span></div></div><div class="c x1 y698 web h103"><div class="t m0 xa h14 y1016 ff8 fs9 fc2 sc0 ls0 ws0">Skorygowany o wa<span class="_ _1"></span>rtość zapasu obo<span class="_ _9"></span>wiązkowego cykl środków pienię<span class="_ _1"></span>żnych wynosi<span class="_ _1"></span>:<span class="ff5"> </span></div></div><div class="c x1 y3a4 web h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">Cash to Cash = 9 d<span class="_ _1"></span>ni + <span class="ls6">48</span> dni <span class="_ _1"></span><span class="ff7">–<span class="ff6"> <span class="ls6">74</span> dni = -17 dni. </span></span></div></div><div class="c x1 y69a web h80"><div class="t m0 x165 h14 y18f ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x1 y725 web h101"><div class="t m0 xa h14 y18c ff8 fs9 fc2 sc0 ls0 ws0">Cash to Cash = cykl<span class="_ _1"></span> zapasów + cykl n<span class="_ _1"></span>ależności<span class="_ _1"></span> –<span class="ff5"> </span>cykl zobowiązań.<span class="ff5"> </span></div></div><div class="c x1 y1017 web h28"><div class="t m0 xa h1a y6a9 ff6 fs9 fc2 sc0 ls0 ws0">Cash to Cash = 10 <span class="_ _1"></span>dni + 34 dni<span class="_ _1"></span> <span class="ff7">–</span> 59 dni = -15 dni. </div></div><div class="c x1 y3f5 web h104"><div class="t m0 xa h14 y1016 ff8 fs9 fc2 sc0 ls0 ws0">Skorygowany o wa<span class="_ _1"></span>rtość zapasu obo<span class="_ _9"></span>wiązkowego cykl środków pienię<span class="_ _1"></span>żnych wynosi<span class="_ _1"></span>:<span class="ff5"> </span></div></div><div class="c x1 yf58 web h80"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">Cash to Cash = 9 d<span class="_ _1"></span>ni + 34 dni <span class="_ _1"></span><span class="ff7">–<span class="ff6"> 59 dni = -16 dni. </span></span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y306 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik Cash<span class="_ _1"></span> to Cash<span class="_ _1"></span> wyniósł <span class="ff6">-17 </span>dni<span class="_ _1"></span>, natomiast <span class="_ _1"></span>wskaźnik skorygowany o wartość <span class="_ _1"></span>zapasu obowiązkoweg<span class="_ _1"></span>o na konie<span class="_ _1"></span>c 202<span class="ff6">5 </span>roku wyniósł <span class="ff6">-<span class="ls7">17<span class="_ _1"></span><span class="ls0"> </span></span></span></div><div class="t m0 x1 hf y307 ff6 fs4 fc2 sc0 ls0 ws0">dni.  <span class="_ _6"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </div><div class="t m0 x1 h16 y308 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y1018 ff8 fs4 fc2 sc0 ls0 ws0">Ocena zadłużenia<span class="ff6"> </span></div><div class="t m0 x1 hf y1019 ff7 fs4 fc2 sc0 ls0 ws0">Ocenę stopnia zadłużenia Spółki<span class="ff6"> </span>dokonano w oparciu o następujące wskaźniki:<span class="ff6"> </span></div><div class="t m0 x1 h16 yad4 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Wskaźnik <span class="_ _0"></span>pokrycia <span class="_ _0"></span>aktywów:</span><span class="ff5"> <span class="_ _3"></span><span class="ff7">relacja <span class="_ _3"></span>sumy wartości <span class="_ _3"></span>kapitałów <span class="_ _0"></span>własnych <span class="_ _0"></span>do <span class="_ _0"></span>s<span class="_ _0"></span>umy <span class="_ _0"></span>aktywów <span class="_ _3"></span>ogółem. W<span class="_ _0"></span>skaźnik <span class="_ _0"></span>określa <span class="_ _0"></span>stopień <span class="_ _0"></span>pok<span class="_ _0"></span>rycia </span></span></span></div><div class="t m0 x60 hf y101a ff7 fs4 fc2 sc0 ls0 ws0">majątku Spółki posiadanymi przez nią kapitałami własnymi.<span class="ff6"> </span></div><div class="t m0 x60 hf y101b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y101c ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff8 fc5">Wskaźnik <span class="_ _4"></span>ogólnego <span class="_ _5"></span>zadłużenia:</span><span class="ff5"> <span class="_ _5"></span><span class="ff7">relacja <span class="_ _4"></span>w<span class="_ _0"></span>ielkości <span class="_ _4"></span>zobowiązań <span class="_ _5"></span>ogółem <span class="_ _5"></span>do <span class="_ _4"></span>wartości <span class="_ _5"></span>majątku <span class="_ _5"></span>ogółem. <span class="_ _4"></span>Wskaźnik <span class="_ _5"></span>określa <span class="_ _4"></span>w <span class="_ _5"></span>jakiej <span class="_ _4"></span>c<span class="_ _0"></span>zęści </span></span></span></div><div class="t m0 x60 hf y101d ff7 fs4 fc2 sc0 ls0 ws0">majątek Spółki został sfinansowany jej długiem.<span class="ff6"> <span class="_ _13"> </span> </span></div></div></div><div class="pi" ></div></div><div id="pf7d" class="pf w0 h0" ><div class="pc pc7d w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">125<span class="ls0"> </span></div></div><div class="c x1 y101e wec haa"><div class="t m0 xa h14 y9b3 ff8 fs9 fc2 sc0 ls0 ws0">WSKAŹNIKI ZADŁ<span class="_ _1"></span>UŻENIA<span class="ff5"> </span></div></div><div class="c x9 y101e w6d haa"><div class="t m0 x4a h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x4a h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c xe4 y101e wa6 haa"><div class="t m0 x4a h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x4a h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x166 y101e wa6 haa"><div class="t m0 x4a h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2023 </div><div class="t m0 x4a h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x107 y101e w6d haa"><div class="t m0 x4a h14 y9b2 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2022 </div><div class="t m0 x4a h14 y6a9 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x167 y101e wa6 haa"><div class="t m0 x4a hac y9b2 ff13 fs9 fc2 sc0 ls0 ws0">Zmiana pp<span class="_ _1"></span>. </div><div class="t m0 x93 hac y6a9 ff13 fs9 fc2 sc0 ls0 ws0">2025/2024 </div></div><div class="c x1 y101f wec h8e"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _1"></span>a ogółem<span class="ff6"> </span></div></div><div class="c x9 y101f w6d h8e"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">59<span class="ls0">% </span></div></div><div class="c xe4 y101f wa6 h8e"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">65%<span class="ls0"> </span></div></div><div class="c x166 y101f wa6 h8e"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">57%<span class="ls0"> </span></div></div><div class="c x107 y101f w6d h8e"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">39%<span class="ls0"> </span></div></div><div class="c x167 y101f wa6 h8e"><div class="t m0 xa3 h13 y64a ffa fs9 fc2 sc0 ls0 ws0">-6 </div></div><div class="c x1 y1020 wec h8d"><div class="t m0 xa h1a y64a ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnik pok<span class="_ _1"></span>rycia akty<span class="_ _1"></span>wów<span class="ff6"> </span></div></div><div class="c x9 y1020 w6d h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">41% </div></div><div class="c xe4 y1020 wa6 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">35%<span class="ls0"> </span></div></div><div class="c x166 y1020 wa6 h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">43%<span class="ls0"> </span></div></div><div class="c x107 y1020 w6d h8d"><div class="t m0 x5d h1a y64a ff6 fs9 fc2 sc0 ls6 ws0">61%<span class="ls0"> </span></div></div><div class="c x167 y1020 wa6 h8d"><div class="t m0 xaf h13 y64a ffa fs9 fc2 sc0 ls0 ws0">6 </div></div><div class="c x1 y3b7 wec h8d"><div class="t m0 xa h1a y70e ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnik pok<span class="_ _1"></span>rycia majątk<span class="_ _1"></span>u trwałego kap<span class="_ _1"></span>itałem własny<span class="_ _1"></span>m<span class="ff6"> </span></div></div><div class="c x9 y3b7 w6d h8d"><div class="t m0 x5d h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">58%<span class="ls0"> </span></div></div><div class="c xe4 y3b7 wa6 h8d"><div class="t m0 x5d h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">44%<span class="ls0"> </span></div></div><div class="c x166 y3b7 wa6 h8d"><div class="t m0 x5d h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">59%<span class="ls0"> </span></div></div><div class="c x107 y3b7 w6d h8d"><div class="t m0 x7b h1a y70e ff6 fs9 fc2 sc0 ls6 ws0">116%<span class="ls0"> </span></div></div><div class="c x167 y3b7 wa6 h8d"><div class="t m0 xa3 h13 y70e ffa fs9 fc2 sc0 ls6 ws0">14<span class="ls0"> </span></div></div><div class="c x1 y1021 wec h90"><div class="t m0 xa h1a y6c9 ff7 fs9 fc2 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _1"></span>a ogółem sko<span class="_ _1"></span>rygowany o k<span class="_ _1"></span>redyt n<span class="_ _1"></span>a zapas obowiązkowy<span class="ff6"> </span></div></div><div class="c x9 y1021 w6d h90"><div class="t m0 x5d h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">59<span class="ls0">% </span></div></div><div class="c xe4 y1021 wa6 h90"><div class="t m0 x5d h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">65%<span class="ls0"> </span></div></div><div class="c x166 y1021 wa6 h90"><div class="t m0 x5d h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">57%<span class="ls0"> </span></div></div><div class="c x107 y1021 w6d h90"><div class="t m0 x5d h1a y6c9 ff6 fs9 fc2 sc0 ls6 ws0">39%<span class="ls0"> </span></div></div><div class="c x167 y1021 wa6 h90"><div class="t m0 xa3 h1a y6c9 ff6 fs9 fc2 sc0 ls0 ws0">-6 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y1022 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y409 ff7 fs4 fc2 sc0 ls0 ws0">Wskaźnik zadłużenia <span class="_ _0"></span>ogółem <span class="_ _0"></span>w <span class="_ _0"></span>202<span class="_ _0"></span><span class="ff6">5 <span class="_ _0"></span></span>roku wynosił <span class="_ _3"></span><span class="ff6 ls7">59<span class="ls0">% w <span class="_ _0"></span>stosunku <span class="_ _0"></span>do <span class="_ _0"></span></span>65<span class="ls0">% <span class="_ _0"></span>na <span class="_ _0"></span>koniec <span class="_ _0"></span>roku <span class="_ _0"></span>2024 <span class="_ _0"></span></span></span>(<span class="_ _0"></span>wskaźnik skorygowany <span class="_ _3"></span>był <span class="ff6">na <span class="_ _0"></span>tym <span class="_ _0"></span>samym </span></div><div class="t m0 x1 hf yfdf ff7 fs4 fc2 sc0 ls0 ws0">poziomie). <span class="_ _5"></span>Wskaźnik <span class="_ _4"></span>pokrycia <span class="_ _5"> </span>majątku <span class="_ _5"></span>trwałego <span class="_ _5"></span>kapitałem <span class="_ _4"></span>w<span class="_ _0"></span>łasnym <span class="_ _5"></span>osiągnął <span class="_ _5"></span>poziom <span class="_ _14"> </span><span class="ff6 ls7">58<span class="ls0">% <span class="_ _5"></span>w <span class="_ _5"> </span>odniesieniu <span class="_ _4"></span>do <span class="_ _5"> </span></span>44<span class="ls0">% <span class="_ _5"> </span>na <span class="_ _5"> </span>koniec <span class="_ _5"></span>roku <span class="_ _5"> </span>2024 <span class="_ _5"> </span><span class="ls28">i </span></span></span></div><div class="t m0 x1 hf y1023 ff7 fs4 fc2 sc0 ls0 ws0">odnotował <span class="ff6">wzrost o 14 <span class="ls10">pp</span>. </span>W<span class="_ _0"></span>skaźnik p<span class="_ _1"></span>okrycia aktywów wyniósł <span class="_ _0"></span><span class="ff6">41% w odniesieniu d<span class="_ _1"></span>o <span class="ls7">35</span>% w roku poprzednim.  <span class="_ _12"> </span> </span></div><div class="t m0 x1 hf y1024 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _30"> </span> <span class="_ _30"> </span> </div><div class="t m0 x47 hd y1025 ff5 fs5 fc5 sc0 ls12 ws0">7.6.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">ZACIĄGNIĘTE KREDYTY I POŻYCZKI<span class="ff5"> </span></span></span></div><div class="t m0 x1 h16 yaa4 ff8 fs4 fc5 sc0 ls0 ws0">Zawarte umowy dotyczące kredytów i pożyczek w 2025 roku <span class="ff5"> </span></div><div class="t m0 x1 h14 y1026 ff5 fs9 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1027 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div><div class="c x1 y1028 wed h105"><div class="t m0 xa h14 y1029 ff8 fs9 fc2 sc0 ls0 ws0">Rodzaj </div><div class="t m0 xa h14 y102a ff8 fs9 fc2 sc0 ls0 ws0">zobowiąz<span class="_ _1"></span>ania<span class="ff5"> </span></div></div><div class="c x168 y1028 wee h105"><div class="t m0 xa3 h14 y102b ff8 fs9 fc2 sc0 ls0 ws0">Cel<span class="ff5"> </span></div></div><div class="c x169 y1028 wef h105"><div class="t m0 xa4 h14 y1029 ff8 fs9 fc2 sc0 ls0 ws0">K<span class="_ _1"></span>wota </div><div class="t m0 xa h14 y102a ff8 fs9 fc2 sc0 ls0 ws0">kredytu/poż<span class="_ _9"></span>yczki<span class="ff5"> </span></div></div><div class="c x16a y1028 wb7 h105"><div class="t m0 x7b h14 y102b ff8 fs9 fc2 sc0 ls0 ws0">W<span class="_ _1"></span>aluta<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c xd y1028 wf0 h105"><div class="t m0 xa h14 y102b ff8 fs9 fc2 sc0 ls0 ws0">Oprocent<span class="_ _1"></span>owani<span class="_ _1"></span>e<span class="ff5"> </span></div></div><div class="c x16b y1028 w5c h105"><div class="t m0 x25 h14 y1029 ff8 fs9 fc2 sc0 ls0 ws0">Data </div><div class="t m0 x1d h14 y102a ff8 fs9 fc2 sc0 ls0 ws0">udzielenia<span class="ff5"> </span></div></div><div class="c x16c y1028 wf1 h105"><div class="t m0 x9f h14 y102b ff8 fs9 fc2 sc0 ls0 ws0">T<span class="_ _a"></span>ermin spłaty <span class="ff5"> </span></div></div><div class="c x89 y1028 wf2 h105"><div class="t m0 x56 h14 y1029 ff8 fs9 fc2 sc0 ls0 ws0">W<span class="_ _1"></span>artość bil<span class="_ _1"></span>ansowa na </div><div class="t m0 xaa h14 y102a ff8 fs9 fc2 sc0 ls0 ws0">31.12.2025 r<span class="_ _a"></span>.<span class="ff5"> </span></div></div><div class="c x1 ydec wed hec"><div class="t m0 xa h1a yb ff7 fs9 fc2 sc0 ls0 ws0">Umowa o kr<span class="_ _9"></span>edyt </div><div class="t m0 xa h1a yf10 ff7 fs9 fc2 sc0 ls0 ws0">w rachu<span class="_ _1"></span>nku </div><div class="t m0 xa h1a y15e ff7 fs9 fc2 sc0 ls0 ws0">bieżący<span class="_ _1"></span>m<span class="ff6"> </span></div></div><div class="c x168 ydec wee hec"><div class="t m0 xa h1a yb ff7 fs9 fc2 sc0 ls0 ws0">nansow<span class="_ _1"></span>anie </div><div class="t m0 x5a h1a yf10 ff7 fs9 fc2 sc0 ls0 ws0">bieżące<span class="_ _1"></span>j </div><div class="t m0 x1d h1a y15e ff7 fs9 fc2 sc0 ls0 ws0">działalnośc<span class="_ _1"></span>i<span class="ff6"> </span></div></div><div class="c x169 ydec wef hec"><div class="t m0 xa3 h1a y102c ff7 fs9 fc2 sc0 ls0 ws0">50 000 <span class="ff6"> </span></div></div><div class="c x16a ydec wb7 hec"><div class="t m0 xa h1a y102c ff7 fs9 fc2 sc0 ls0 ws0">PLN/EUR/USD<span class="ff6"> </span></div></div><div class="c xd ydec wf0 hec"><div class="t m0 x5e h1a yf34 ff7 fs9 fc2 sc0 ls0 ws0">WIBOR ON + </div><div class="t m0 xa4 h1a y102d ff7 fs9 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x16b ydec w5c hec"><div class="t m0 x4a h1a y102c ff7 fs9 fc2 sc0 ls0 ws0">19.02.2025<span class="ff6"> </span></div></div><div class="c x16c ydec wf1 hec"><div class="t m0 x35 h1a y102c ff7 fs9 fc2 sc0 ls0 ws0">29.07.2026<span class="ff6"> </span></div></div><div class="c x89 ydec wf2 hec"><div class="t m0 x16d h14 y102e ff8 fs9 fc2 sc0 ls0 ws0">-<span class="ff5"> </span></div><div class="t m0 x16e h14 y60c ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y4bc wed h106"><div class="t m0 xa h1a y87d ff7 fs9 fc2 sc0 ls0 ws0">Umowa </div><div class="t m0 xa h1a y89c ff7 fs9 fc2 sc0 ls0 ws0">kre<span class="_ _1"></span>dytowa </div><div class="t m0 xa h1a ye40 ff7 fs9 fc2 sc0 ls0 ws0">wielopr<span class="_ _1"></span>odukt<span class="_ _1"></span>owa<span class="ff6"> </span></div></div><div class="c x168 y4bc wee h106"><div class="t m0 xa h1a yf05 ff7 fs9 fc2 sc0 ls0 ws0">nansow<span class="_ _1"></span>anie </div><div class="t m0 x5a h1a y102f ff7 fs9 fc2 sc0 ls0 ws0">bieżące<span class="_ _1"></span>j </div><div class="t m0 x1d h1a yd41 ff7 fs9 fc2 sc0 ls0 ws0">działalnośc<span class="_ _1"></span>i<span class="ff6"> </span></div></div><div class="c x169 y4bc wef h106"><div class="t m0 xa4 h1a y89c ff7 fs9 fc2 sc0 ls0 ws0">40 000<span class="ff6"> </span></div></div><div class="c x16a y4bc wb7 h106"><div class="t m0 xa3 h1a y89c ff7 fs9 fc2 sc0 ls0 ws0">PLN<span class="ff6"> </span></div></div><div class="c xd y4bc wf0 h106"><div class="t m0 x129 h1a y1030 ff7 fs9 fc2 sc0 ls0 ws0">WIBOR 1M + </div><div class="t m0 xa4 h1a y1031 ff7 fs9 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x16b y4bc w5c h106"><div class="t m0 x4a h1a y89c ff7 fs9 fc2 sc0 ls0 ws0">04.07.2025<span class="ff6"> </span></div></div><div class="c x16c y4bc wf1 h106"><div class="t m0 x35 h1a y89c ff7 fs9 fc2 sc0 ls0 ws0">03.07.2027<span class="ff6"> </span></div></div><div class="c x89 y4bc wf2 h106"><div class="t m0 x41 h1a y89c ff7 fs9 fc2 sc0 ls0 ws0">39 876<span class="ff6"> </span></div></div><div class="c x1 y1032 wed h107"><div class="t m0 xa h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">Po<span class="_ _1"></span>ży<span class="_ _1"></span>czki <span class="ff6"> </span></div></div><div class="c x168 y1032 wee h107"><div class="t m0 xa h1a y1034 ff7 fs9 fc2 sc0 ls0 ws0">nansow<span class="_ _1"></span>anie </div><div class="t m0 x5e h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">bierząc<span class="_ _1"></span>ej </div><div class="t m0 x1d h1a y89d ff7 fs9 fc2 sc0 ls0 ws0">działalnośc<span class="_ _1"></span>i <span class="ff6"> </span></div></div><div class="c x169 y1032 wef h107"><div class="t m0 xa4 h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">30 000<span class="ff6"> </span></div></div><div class="c x16a y1032 wb7 h107"><div class="t m0 xa h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">PLN/EUR/USD<span class="ff6"> </span></div></div><div class="c xd y1032 wf0 h107"><div class="t m0 x129 h1a yf0b ff7 fs9 fc2 sc0 ls0 ws0">WIBOR 3M + </div><div class="t m0 xa4 h1a y1035 ff7 fs9 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x16b y1032 w5c h107"><div class="t m0 x4a h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">13.03.2025<span class="ff6"> </span></div></div><div class="c x16c y1032 wf1 h107"><div class="t m0 x7b h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">bezter<span class="_ _1"></span>minowo<span class="ff6"> </span></div></div><div class="c x89 y1032 wf2 h107"><div class="t m0 x41 h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">16 500<span class="ff6"> </span></div></div><div class="c x1 y1036 wed h108"><div class="t m0 xa h1a y1037 ff7 fs9 fc2 sc0 ls0 ws0">Po<span class="_ _1"></span>ży<span class="_ _1"></span>czki <span class="ff6"> </span></div></div><div class="c x168 y1036 wee h108"><div class="t m0 xa h1a y1038 ff7 fs9 fc2 sc0 ls0 ws0">nansow<span class="_ _1"></span>anie </div><div class="t m0 x5e h1a y1037 ff7 fs9 fc2 sc0 ls0 ws0">bierząc<span class="_ _1"></span>ej </div><div class="t m0 x1d h1a yd41 ff7 fs9 fc2 sc0 ls0 ws0">działalnośc<span class="_ _1"></span>i<span class="ff6"> </span></div></div><div class="c x169 y1036 wef h108"><div class="t m0 x4c h1a y1037 ff7 fs9 fc2 sc0 ls0 ws0">1 000<span class="ff6"> </span></div></div><div class="c x16a y1036 wb7 h108"><div class="t m0 xa h1a y1037 ff7 fs9 fc2 sc0 ls0 ws0">PLN/EUR/USD<span class="ff6"> </span></div></div><div class="c xd y1036 wf0 h108"><div class="t m0 x129 h1a yf0b ff7 fs9 fc2 sc0 ls0 ws0">WIBOR 3M + </div><div class="t m0 xa4 h1a y1035 ff7 fs9 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x16b y1036 w5c h108"><div class="t m0 x4a h1a y1037 ff7 fs9 fc2 sc0 ls0 ws0">31.07.2025<span class="ff6"> </span></div></div><div class="c x16c y1036 wf1 h108"><div class="t m0 x7b h1a y1037 ff7 fs9 fc2 sc0 ls0 ws0">bezter<span class="_ _1"></span>minowo<span class="ff6"> </span></div></div><div class="c x89 y1036 wf2 h108"><div class="t m0 x42 h1a y1037 ff7 fs9 fc2 sc0 ls6 ws0">390<span class="ff6 ls0"> </span></div></div><div class="c x1 y1039 wed h108"><div class="t m0 xa h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">Cash Po<span class="_ _1"></span>ol<span class="ff6"> </span></div></div><div class="c x168 y1039 wee h108"><div class="t m0 xa h1a y1038 ff7 fs9 fc2 sc0 ls0 ws0">nansow<span class="_ _1"></span>anie </div><div class="t m0 x5e h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">bierząc<span class="_ _1"></span>ej </div><div class="t m0 x1d h1a y89d ff7 fs9 fc2 sc0 ls0 ws0">działalnośc<span class="_ _1"></span>i <span class="ff6"> </span></div></div><div class="c x169 y1039 wef h108"><div class="t m0 x5f h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">300 000<span class="ff6"> </span></div></div><div class="c x16a y1039 wb7 h108"><div class="t m0 xa3 h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">PLN<span class="ff6"> </span></div></div><div class="c xd y1039 wf0 h108"><div class="t m0 x5e h1a yf0b ff7 fs9 fc2 sc0 ls0 ws0">WIBOR ON + </div><div class="t m0 xa4 h1a y1035 ff7 fs9 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x16b y1039 w5c h108"><div class="t m0 x4a h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">12.06.2025<span class="ff6"> </span></div></div><div class="c x16c y1039 wf1 h108"><div class="t m0 x7b h1a y1033 ff7 fs9 fc2 sc0 ls0 ws0">bezter<span class="_ _1"></span>minowo<span class="ff6"> </span></div></div><div class="c x89 y1039 wf2 h108"><div class="t m0 x1b h1a y1033 ff7 fs9 fc2 sc0 ls38 ws0">           <span class="ls0">82 761<span class="ff6"> </span></span></div></div><div class="c x1 y103a wed h109"><div class="t m0 xa h1a y103b ff7 fs9 fc2 sc0 ls0 ws0">Cash Po<span class="_ _1"></span>ol<span class="ff6"> </span></div></div><div class="c x168 y103a wee h109"><div class="t m0 xa h1a y103c ff7 fs9 fc2 sc0 ls0 ws0">nansow<span class="_ _1"></span>anie </div><div class="t m0 x5a h1a y103b ff7 fs9 fc2 sc0 ls0 ws0">bieżące<span class="_ _1"></span>j </div><div class="t m0 x1d h1a y89d ff7 fs9 fc2 sc0 ls0 ws0">działalnośc<span class="_ _1"></span>i<span class="ff6"> </span></div></div><div class="c x169 y103a wef h109"><div class="t m0 x5f h1a y103b ff7 fs9 fc2 sc0 ls0 ws0">200 000<span class="ff6"> </span></div></div><div class="c x16a y103a wb7 h109"><div class="t m0 xa3 h1a y103b ff7 fs9 fc2 sc0 ls0 ws0">PLN<span class="ff6"> </span></div></div><div class="c xd y103a wf0 h109"><div class="t m0 x5e h1a y103d ff7 fs9 fc2 sc0 ls0 ws0">WIBOR ON + </div><div class="t m0 xa4 h1a y103e ff7 fs9 fc2 sc0 ls0 ws0">marża<span class="ff6"> </span></div></div><div class="c x16b y103a w5c h109"><div class="t m0 x4a h1a y103b ff7 fs9 fc2 sc0 ls0 ws0">11.07.2025<span class="ff6"> </span></div></div><div class="c x16c y103a wf1 h109"><div class="t m0 x35 h1a y103b ff7 fs9 fc2 sc0 ls0 ws0">16.08.2027<span class="ff6"> </span></div></div><div class="c x89 y103a wf2 h109"><div class="t m0 x1b h1a y103b ff7 fs9 fc2 sc0 ls38 ws0">           <span class="ls0">25 259<span class="ff6"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf7e" class="pf w0 h0" ><div class="pc pc7e w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">126<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hd y25c ff5 fs5 fc5 sc0 ls12 ws0">7.7.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">UDZIELONE KREDYTY I POŻYCZKI<span class="ff5"> </span></span></span></div><div class="t m0 x1 h16 ydcc ff8 fs4 fc5 sc0 ls0 ws0">Udzielone pożyczki w 2025 roku<span class="ff5"> </span></div><div class="t m0 x17 h1a ye0b ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y103f ff7 fs4 fc2 sc0 ls0 ws0">Pożyczki <span class="_ _0"></span>udzielone przez <span class="_ _0"></span>U<span class="ff6">NIMO<span class="_ _0"></span>T <span class="_ _0"></span></span>S.A <span class="_ _0"></span>obejmują l<span class="_ _0"></span>inie pożyc<span class="_ _0"></span>zkowe z <span class="_ _3"></span><span class="ff6">UNIMOT <span class="_ _0"></span>Commodities o<span class="_ _0"></span>raz <span class="_ _0"></span>UNIMOT <span class="_ _0"></span></span>Aviation. <span class="_ _0"></span>Zastosowana <span class="_ _0"></span>marża <span class="_ _0"></span>oraz </div><div class="t m0 x1 hf y1040 ff7 fs4 fc2 sc0 ls0 ws0">stopa bazowa są ustandaryzowane dla Grupy UNIMOT. Oprocentowanie podlega badaniu spójności w zakresie cen tr<span class="_ _1"></span>ansferowych. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h1a y9ba ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y5f6 ff5 fs5 fc5 sc0 ls12 ws0">7.8.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">UDZIELONE PORĘCZENIA I GWARANCJE <span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y1041 ff7 fs4 fc2 sc0 ls0 ws0">Opis poszczególnych poręczeń i gwarancji udzielonych oraz otrzymanych przez UNIMOT w 2025 roku.<span class="ff6"> </span></div><div class="t m0 x1 h16 y1042 ff8 fs4 fc0 sc0 ls0 ws0">Udzielone poręczenia i gwarancje<span class="ff5"> </span></div></div><div class="c x1 ye81 w6f h28"><div class="t m0 xa h13 y154 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x10c ye81 wf3 h28"><div class="t m0 x60 h14 y15d ff5 fs9 fc2 sc0 ls0 ws0">Stan na 31.12.2025<span class="_ _1"></span> </div></div><div class="c x16f ye81 wf4 h28"><div class="t m0 x3a h14 y15d ff5 fs9 fc2 sc0 ls0 ws0">Stan na 31.12.2024<span class="_ _1"></span> </div></div><div class="c x1 y94 w6f h28"><div class="t m0 xa h13 y15d ffa fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x10c y94 wf5 h28"><div class="t m0 x1b h14 y15d ff5 fs9 fc2 sc0 ls0 ws0">PLN </div></div><div class="c xf9 y94 wf6 h28"><div class="t m0 xa4 h14 y15d ff5 fs9 fc2 sc0 ls4e ws0">EUR<span class="ls0"> </span></div></div><div class="c x170 y94 wf7 h28"><div class="t m0 xa4 h14 y15d ff5 fs9 fc2 sc0 ls4f ws0">USD<span class="ls0"> </span></div></div><div class="c x16f y94 wf6 h28"><div class="t m0 xaf h14 y15d ff5 fs9 fc2 sc0 ls0 ws0">PLN </div></div><div class="c x171 y94 wf7 h28"><div class="t m0 xa4 h14 y15d ff5 fs9 fc2 sc0 ls4e ws0">EUR<span class="ls0"> </span></div></div><div class="c x14a y94 w2a h28"><div class="t m0 xa4 h14 y15d ff5 fs9 fc2 sc0 ls4f ws0">USD<span class="ls0"> </span></div></div><div class="c x1 yfd0 w6f hb7"><div class="t m0 xa h1a y8 ff7 fs9 fc2 sc0 ls0 ws0">Gwarancje ube<span class="_ _1"></span>zpieczeniowe<span class="_ _1"></span> złożone jako<span class="_ _1"></span> </div><div class="t m0 xa h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">zabezpieczenie ak<span class="_ _1"></span>cyzowe </div></div><div class="c x10c yfd0 wf5 hb7"><div class="t m0 x33 h1a y647 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xf9 yfd0 wf6 hb7"><div class="t m0 x11 h1a y647 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x170 yfd0 wf7 hb7"><div class="t m0 x11 h1a y647 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x16f yfd0 wf6 hb7"><div class="t m0 x11 h1a y647 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x171 yfd0 wf7 hb7"><div class="t m0 x11 h1a y647 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x14a yfd0 w2a hb7"><div class="t m0 x11 h1a y647 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y1043 w6f h10a"><div class="t m0 xa h1a y34b ff7 fs9 fc2 sc0 ls0 ws0">Gwarancje ube<span class="_ _1"></span>zpieczeniowe<span class="_ _1"></span> złożone jako<span class="_ _1"></span> </div><div class="t m0 xa h1a y64a ff6 fs9 fc2 sc0 ls0 ws0">zabezpieczenia k<span class="_ _1"></span>oncesyjne </div></div><div class="c x10c y1043 wf5 h10a"><div class="t m0 x33 h1a y170 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xf9 y1043 wf6 h10a"><div class="t m0 x11 h1a y170 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x170 y1043 wf7 h10a"><div class="t m0 x11 h1a y170 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x16f y1043 wf6 h10a"><div class="t m0 x11 h1a y170 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x171 y1043 wf7 h10a"><div class="t m0 x11 h1a y170 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x14a y1043 w2a h10a"><div class="t m0 x11 h1a y170 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y56c w6f h10b"><div class="t m0 xa h1a y8 ff7 fs9 fc2 sc0 ls0 ws0">Gwarancje do<span class="_ _1"></span>tyczące nal<span class="_ _1"></span>eżytego wykonani<span class="_ _1"></span>a </div><div class="t m0 xa h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">umów i limitó<span class="_ _1"></span>w kupieckic<span class="_ _1"></span>h </div></div><div class="c x10c y56c wf5 h10b"><div class="t m0 x33 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xf9 y56c wf6 h10b"><div class="t m0 x35 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">1 000 </div></div><div class="c x170 y56c wf7 h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x16f y56c wf6 h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x171 y56c wf7 h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x14a y56c w2a h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y56e w6f h10b"><div class="t m0 xa h1a y8 ff7 fs9 fc2 sc0 ls0 ws0">Gwarancje do<span class="_ _1"></span>tyczące pr<span class="_ _1"></span>oduktów </div><div class="t m0 xa h1a yc0d ff6 fs9 fc2 sc0 ls0 ws0">finansowyc<span class="_ _1"></span>h </div></div><div class="c x10c y56e wf5 h10b"><div class="t m0 x33 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c xf9 y56e wf6 h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x170 y56e wf7 h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x16f y56e wf6 h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x171 y56e wf7 h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x14a y56e w2a h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y1044 w6f h10c"><div class="t m0 xa h1a y1045 ff7 fs9 fc2 sc0 ls0 ws0">Poręczenia wy<span class="_ _1"></span>stawione za gwaranc<span class="_ _1"></span>je złożone </div><div class="t m0 xa h1a yc0d ff6 fs9 fc2 sc0 ls0 ws0">jako zabezpieczeni<span class="_ _1"></span>e akcyzowe </div></div><div class="c x10c y1044 wf5 h10c"><div class="t m0 xa3 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">47 000 </div></div><div class="c xf9 y1044 wf6 h10c"><div class="t m0 x35 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">6 000 </div></div><div class="c x170 y1044 wf7 h10c"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x16f y1044 wf6 h10c"><div class="t m0 x9a h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">63 100 </div></div><div class="c x171 y1044 wf7 h10c"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x14a y1044 w2a h10c"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y11c w6f h10b"><div class="t m0 xa h1a y1046 ff7 fs9 fc2 sc0 ls0 ws0">Poręczenia wy<span class="_ _1"></span>stawione za gwaranc<span class="_ _1"></span>je złożone </div><div class="t m0 xa h1a yc0d ff6 fs9 fc2 sc0 ls0 ws0">jako zabezpieczeni<span class="_ _1"></span>e konce<span class="_ _1"></span>syjne </div></div><div class="c x10c y11c wf5 h10b"><div class="t m0 xa3 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">10 <span class="ls6">000</span> </div></div><div class="c xf9 y11c wf6 h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x170 y11c wf7 h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x16f y11c wf6 h10b"><div class="t m0 x9a h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">40 000 </div></div><div class="c x171 y11c wf7 h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x14a y11c w2a h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x1 y827 w6f hb7"><div class="t m0 xa h1a y8 ff7 fs9 fc2 sc0 ls0 ws0">Poręczenia do<span class="_ _1"></span>tyczące nal<span class="_ _1"></span>eżytego wykonani<span class="_ _1"></span>a </div><div class="t m0 xa h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">umów i limitó<span class="_ _1"></span>w kupieckic<span class="_ _1"></span>h </div></div><div class="c x10c y827 wf5 hb7"><div class="t m0 x58 h1a y647 ff6 fs9 fc2 sc0 ls0 ws0">168 647 </div></div><div class="c xf9 y827 wf6 hb7"><div class="t m0 x11 h1a y647 ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x170 y827 wf7 hb7"><div class="t m0 x9a h1a y647 ff6 fs9 fc2 sc0 ls0 ws0">20 <span class="ls6">840</span> </div></div><div class="c x16f y827 wf6 hb7"><div class="t m0 x9f h1a y647 ff6 fs9 fc2 sc0 ls6 ws0">149<span class="ls0"> </span>935<span class="ls0"> </span></div></div><div class="c x171 y827 wf7 hb7"><div class="t m0 x9a h1a y647 ff6 fs9 fc2 sc0 ls0 ws0">30 000 </div></div><div class="c x14a y827 w2a hb7"><div class="t m0 x9a h1a y647 ff6 fs9 fc2 sc0 ls0 ws0">11 000 </div></div><div class="c x1 y76b w6f h10b"><div class="t m0 xa h1a y8 ff7 fs9 fc2 sc0 ls0 ws0">Poręczenia do<span class="_ _1"></span>tyczące pr<span class="_ _1"></span>oduktów </div><div class="t m0 xa h1a y2ef ff6 fs9 fc2 sc0 ls0 ws0">finansowyc<span class="_ _1"></span>h </div></div><div class="c x10c y76b wf5 h10b"><div class="t m0 x58 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">401 054 </div></div><div class="c xf9 y76b wf6 h10b"><div class="t m0 x9a h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">14 000 </div></div><div class="c x170 y76b wf7 h10b"><div class="t m0 x11 h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">- </div></div><div class="c x16f y76b wf6 h10b"><div class="t m0 x9f h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">225 791 </div></div><div class="c x171 y76b wf7 h10b"><div class="t m0 x9a h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">32 202 </div></div><div class="c x14a y76b w2a h10b"><div class="t m0 x9a h1a y64f ff6 fs9 fc2 sc0 ls0 ws0">45 102 </div></div><div class="c x1 y76c w6f h78"><div class="t m0 xa h14 y15d ff5 fs9 fc2 sc0 ls0 ws0">Suma </div></div><div class="c x10c y76c wf5 h78"><div class="t m0 x58 h14 y15d ff5 fs9 fc2 sc0 ls6 ws0">626<span class="ls0"> </span>701<span class="ls0"> </span></div></div><div class="c xf9 y76c wf6 h78"><div class="t m0 x9a h14 y15d ff5 fs9 fc2 sc0 ls6 ws0">21<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x170 y76c wf7 h78"><div class="t m0 x9a h14 y15d ff5 fs9 fc2 sc0 ls0 ws0">20 840 </div></div><div class="c x16f y76c wf6 h78"><div class="t m0 x9f h14 y15d ff5 fs9 fc2 sc0 ls0 ws0">478 826 </div></div><div class="c x171 y76c wf7 h78"><div class="t m0 x9a h14 y15d ff5 fs9 fc2 sc0 ls0 ws0">62 202 </div></div><div class="c x14a y76c w2a h78"><div class="t m0 x9a h14 y15d ff5 fs9 fc2 sc0 ls0 ws0">56 102 </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x17 hc y1047 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1048 ff7 fs4 fc2 sc0 ls0 ws0">Wzrost <span class="_ _4"></span>wystawionych <span class="_ _3"></span>poręczeń <span class="_ _3"></span>i <span class="_ _4"></span>gwarancji <span class="_ _3"></span>ogółem <span class="_ _4"></span>w <span class="_ _3"></span>stosunku <span class="_ _3"></span>d<span class="_ _0"></span>o <span class="_ _4"></span>roku <span class="_ _3"></span>poprzedniego <span class="_ _3"></span>dotyczy <span class="_ _4"></span>głównie <span class="_ _3"></span>gwarancji <span class="_ _4"></span>i <span class="_ _3"></span>poręczeń <span class="_ _4"></span>dotycząc<span class="_ _0"></span><span class="ff6">ych </span></div><div class="t m0 x1 hf y425 ff7 fs4 fc2 sc0 ls0 ws0">produktów finansowych i wynika głównie z następu<span class="_ _1"></span>jących zdarzeń:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ya99 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y451 ff7 fs4 fc2 sc0 ls0 ws0">5 <span class="_ _3"></span>marca <span class="_ _3"></span>2025 <span class="_ _3"></span>r. <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>Paliwa <span class="_ _3"></span>Sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>zaw<span class="_ _0"></span>arła <span class="_ _3"></span>Umowę <span class="_ _3"></span>o <span class="_ _3"></span>gwarancję <span class="_ _3"></span>ubezpieczeniową <span class="_ _3"></span>z <span class="_ _3"></span>UNIQA <span class="_ _3"></span>Towarzystwo <span class="_ _3"></span>Ubezpieczeń <span class="_ _3"></span>S.A. <span class="_ _3"></span>w <span class="_ _3"></span>cel<span class="_ _3"></span><span class="ff6 ls2b">u </span></div><div class="t m0 x1 hf y1049 ff7 fs4 fc2 sc0 ls0 ws0">zabezpieczenia zapłaty <span class="_ _0"></span>podatku <span class="_ _0"></span>akcyzo<span class="_ _0"></span>wego <span class="_ _0"></span>i o<span class="_ _0"></span>płat paliwow<span class="_ _0"></span>ych. Kwota <span class="_ _0"></span>gwarancji <span class="_ _0"></span>wynosi <span class="_ _0"></span>30 <span class="_ _0"></span>mln z<span class="_ _0"></span>łotych, <span class="_ _0"></span>a <span class="_ _0"></span>jej <span class="_ _0"></span>termin <span class="_ _0"></span>ważności <span class="_ _0"></span>ob<span class="_ _3"></span>owią<span class="ff6">zuje </span></div><div class="t m0 x1 hf y6ff ff7 fs4 fc2 sc0 ls0 ws0">od 11 <span class="_ _0"></span>kwiet<span class="_ _0"></span>nia 2025<span class="_ _0"></span> <span class="_ _0"></span>r. <span class="_ _0"></span>do <span class="_ _0"></span>10 <span class="_ _0"></span>kwietnia <span class="_ _0"></span>2026 <span class="_ _0"></span>r. <span class="_ _0"></span>Beneficjentem <span class="_ _0"></span>gwarancji <span class="_ _0"></span>jest <span class="_ _0"></span>Naczelnik <span class="_ _0"></span>Urzędu <span class="_ _0"></span>Skarbowego <span class="_ _0"></span>w <span class="_ _0"></span>Pruszkowie.<span class="_ _3"></span><span class="ff6"> UNIMOT <span class="_ _0"></span>S.A. je<span class="_ _0"></span>st </span></div><div class="t m0 x1 hf y101a ff7 fs4 fc2 sc0 ls0 ws0">poręczycielem ewentualnych roszczeń Ubezpie<span class="_ _1"></span>czyciela, które mogą wyniknąć z tytułu wystawienia gwarancji. <span class="ff6"> </span></div><div class="t m0 x17 hf y104a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y104b ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Paliwa Sp. z o.o. zawarła Umowę o gwarancję ub<span class="_ _1"></span>ezpieczeniową wystawioną przez UNIQA Towarzystwo Ubezpieczeń S.A., skład<span class="_ _0"></span>aną </div><div class="t m0 x1 hf y104c ff7 fs4 fc2 sc0 ls0 ws0">jako zabezpieczenie akcyzowe. K<span class="_ _1"></span>wota gwarancji wynosi 7,2 mln<span class="_ _1"></span> złotych, a jej termin ważności ob<span class="_ _1"></span>owiązuje od 4 styczn<span class="_ _1"></span>ia 2025 r. <span class="_ _0"></span><span class="ff6 ls10">do<span class="ls0"> 3 stycznia </span></span></div><div class="t m0 x1 hf y104d ff7 fs4 fc2 sc0 ls0 ws0">2026 <span class="_ _5"> </span>r. <span class="_ _14"> </span>Beneficjentem <span class="_ _14"> </span>gwarancji <span class="_ _14"> </span>jest <span class="_ _5"> </span>Naczelnik <span class="_ _14"> </span>Drugiego <span class="_ _14"> </span>Urzędu <span class="_ _14"> </span>Skarbowego <span class="_ _5"></span>w <span class="_ _14"> </span>Opolu.<span class="_ _0"></span><span class="ff6"> </span>UNIMOT <span class="_ _14"> </span>S.A. <span class="_ _5"> </span>j<span class="_ _0"></span>est <span class="_ _14"> </span>poręczycielem <span class="_ _5"> </span>ewentu<span class="_ _0"></span>alnych </div><div class="t m0 x1 hf y104e ff7 fs4 fc2 sc0 ls0 ws0">roszczeń Ubezpieczyciela, które mogą wyniknąć z tytułu wystawienia gwaran<span class="_ _1"></span>cji.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y104f ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y1050 w31 h10d"><div class="t m0 xa h14 y1051 ff8 fs9 fc2 sc0 ls0 ws0">Rodzaj <span class="_ _1"></span>udzielonej po<span class="_ _1"></span>życ<span class="_ _1"></span>zki<span class="ff5"> </span></div></div><div class="c xa5 y1050 wd3 h10d"><div class="t m0 xa2 h14 y1051 ff8 fs9 fc2 sc0 ls0 ws0">Poż<span class="_ _1"></span>yczki<span class="ff5"> </span></div></div><div class="c x141 y1050 wd4 h10d"><div class="t m0 xaa h14 y1051 ff8 fs9 fc2 sc0 ls0 ws0">W<span class="_ _1"></span>aluta<span class="_ _1"></span><span class="ff5"> </span></div></div><div class="c x10a y1050 w4f h10d"><div class="t m0 x9a h14 y1051 ff8 fs9 fc2 sc0 ls0 ws0">Oprocent<span class="_ _1"></span>owani<span class="_ _1"></span>e<span class="ff5"> </span></div></div><div class="c xdf y1050 wd5 h10d"><div class="t m0 x5c h14 y1051 ff8 fs9 fc2 sc0 ls0 ws0">Data udziel<span class="_ _1"></span>enia<span class="ff5"> </span></div></div><div class="c x10 y1050 wd6 h10d"><div class="t m0 x25 h14 y1051 ff8 fs9 fc2 sc0 ls0 ws0">T<span class="_ _a"></span>ermin spłaty<span class="ff5"> </span></div></div><div class="c x1 y15b w31 h10e"><div class="t m0 xa h1a y1a1 ff7 fs9 fc2 sc0 ls0 ws0">Linia P<span class="_ _1"></span>o<span class="_ _1"></span>życzk<span class="_ _9"></span>owa<span class="ff6"> </span></div></div><div class="c xa5 y15b wd3 h10e"><div class="t m0 x41 h1a y1a1 ff7 fs9 fc2 sc0 ls0 ws0">50 000<span class="ff6"> </span></div></div><div class="c x141 y15b wd4 h10e"><div class="t m0 x5c h1a y1a1 ff7 fs9 fc2 sc0 ls0 ws0">PLN/EUR/USD<span class="ff6"> </span></div></div><div class="c x10a y15b w4f h10e"><div class="t m0 x5c h1a y1a1 ff7 fs9 fc2 sc0 ls0 ws0">WIBOR 3M + marż<span class="_ _9"></span>a<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c xdf y15b wd5 h10e"><div class="t m0 xa4 h1a y1a1 ff7 fs9 fc2 sc0 ls0 ws0">25.06.2025<span class="ff6"> </span></div></div><div class="c x10 y15b wd6 h10e"><div class="t m0 x7b h1a y1a1 ff7 fs9 fc2 sc0 ls0 ws0">bezter<span class="_ _1"></span>minowo<span class="ff6"> </span></div></div><div class="c x1 y65 w31 h10f"><div class="t m0 xa h1a y649 ff7 fs9 fc2 sc0 ls0 ws0">Linia P<span class="_ _1"></span>o<span class="_ _1"></span>życzk<span class="_ _9"></span>owa<span class="ff6"> </span></div></div><div class="c xa5 y65 wd3 h10f"><div class="t m0 x41 h1a y649 ff7 fs9 fc2 sc0 ls0 ws0">15 000<span class="ff6"> </span></div></div><div class="c x141 y65 wd4 h10f"><div class="t m0 x5c h1a y649 ff7 fs9 fc2 sc0 ls0 ws0">PLN/EUR/USD<span class="ff6"> </span></div></div><div class="c x10a y65 w4f h10f"><div class="t m0 x5c h1a y649 ff7 fs9 fc2 sc0 ls0 ws0">WIBOR 3M + marż<span class="_ _9"></span>a<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c xdf y65 wd5 h10f"><div class="t m0 xa4 h1a y649 ff7 fs9 fc2 sc0 ls0 ws0">13.11.2025<span class="ff6"> </span></div></div><div class="c x10 y65 wd6 h10f"><div class="t m0 x7b h1a y649 ff7 fs9 fc2 sc0 ls0 ws0">bezter<span class="_ _1"></span>minowo<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf7f" class="pf w0 h0" ><div class="pc pc7f w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">127<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Paliwa Sp. z o.o. zawarła Umowę o gwarancję ub<span class="_ _1"></span>ezpieczeniową wystawioną przez UNIQA Towarzystwo Ubezpieczeń S.A., skład<span class="_ _0"></span>aną </div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _1"></span>zabezpieczenie<span class="_ _1"></span> <span class="_ _1"></span>akcyzowe. <span class="_ _1"></span>Kwota <span class="_ _1"></span>gwarancji <span class="_ _9"></span>wynosi 1 <span class="_ _9"></span>mln <span class="_ _1"></span>złotych, <span class="_ _9"></span>a jej <span class="_ _9"></span>termin <span class="_ _1"></span>ważności <span class="_ _9"></span>o<span class="_ _0"></span>bowiązuje <span class="_ _1"></span>od <span class="_ _9"></span>11 kwietn<span class="_ _1"></span>ia <span class="_ _9"></span>2025 r. <span class="_ _1"></span>d<span class="ff6 ls11">o <span class="ls0">10 <span class="_ _9"></span>kwietnia </span></span></div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">2026 <span class="_ _5"> </span>r. <span class="_ _14"> </span>Beneficjentem <span class="_ _14"> </span>gwarancji <span class="_ _14"> </span>jest <span class="_ _5"> </span>Naczelnik <span class="_ _14"> </span>Drugiego <span class="_ _14"> </span>Urzędu <span class="_ _14"> </span>Skarbowego <span class="_ _5"></span>w <span class="_ _14"> </span>Opolu.<span class="_ _0"></span><span class="ff6"> </span>UNIMOT <span class="_ _14"> </span>S.A. <span class="_ _5"> </span>j<span class="_ _0"></span>est <span class="_ _14"> </span>poręczycielem <span class="_ _5"> </span>ewentu<span class="_ _0"></span>alnych </div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">roszczeń Ubezpieczyciela, które mogą wyniknąć z tytułu wystawienia gwaran<span class="_ _1"></span>cji.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y79f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a0 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Aviation Sp. <span class="_ _0"></span>z o.o<span class="_ _0"></span>. jest zleceniodawcą <span class="_ _0"></span>wystawienia przez Sopockie <span class="_ _0"></span>Towarzystwo Ubezpieczeń ERGO <span class="_ _0"></span>Hestia S.A. gwarancji, <span class="_ _4"></span>złożonej </div><div class="t m0 x1 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _3"></span>zabezpieczenie <span class="_ _3"></span>akcyzo<span class="_ _0"></span>we. <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _4"></span>jest <span class="_ _3"></span>poręczycielem <span class="_ _4"></span>weksla <span class="_ _3"></span>złożonego <span class="_ _3"></span>jako<span class="_ _0"></span> <span class="_ _3"></span>zabezpieczenie <span class="_ _3"></span>umowy <span class="_ _4"></span>o <span class="_ _3"></span>wystawienie <span class="_ _3"></span>gwar<span class="_ _3"></span><span class="ff6">ancji <span class="_ _3"></span>z<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y7a2 ff7 fs4 fc2 sc0 ls0 ws0">Ubezpieczycielem. <span class="_ _14"> </span>Kwota  gwarancji  wynosi  2 <span class="_ _14"> </span>mln  złotych,  a  jej<span class="_ _1"></span>  termin<span class="_ _1"></span>  ważności  obowiązuje <span class="_ _14"> </span>od  10  maja  2025 <span class="_ _14"> </span>r.  do  9  maja <span class="_ _14"> </span>2026  r.<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7a3 ff7 fs4 fc2 sc0 ls0 ws0">Beneficjentem <span class="_ _3"></span>gwarancji <span class="_ _3"></span>jest <span class="_ _3"></span>Naczelnik <span class="_ _3"></span>Urzędu <span class="_ _3"></span>Skarbowego <span class="_ _4"></span>Warszawa<span class="ff6">-</span>Ursynów. <span class="_ _4"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _3"></span>jest <span class="_ _3"></span>poręczycielem <span class="_ _3"></span>ewentualnych <span class="_ _3"></span>ros<span class="_ _0"></span>zczeń </div><div class="t m0 x1 hf y7a4 ff7 fs4 fc2 sc0 ls0 ws0">Ubezpieczyciela, które mogą wyniknąć z tytułu wystawienia gwarancji.<span class="ff6"> </span></div><div class="t m0 x1 hf y640 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a5 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _27"> </span>Pa<span class="_ _0"></span>liwa <span class="_ _27"> </span>Sp. <span class="_ _16"> </span>z <span class="_ _16"> </span>o.o. <span class="_ _16"> </span>jest <span class="_ _27"> </span>zleceniodawcą <span class="_ _16"> </span>wystawienia <span class="_ _27"> </span>pr<span class="_ _0"></span>zez <span class="_ _16"> </span>Sopockie <span class="_ _27"> </span>Towarzystwo <span class="_ _16"> </span>Ubezpieczeń <span class="_ _27"> </span>ER<span class="_ _0"></span>GO <span class="_ _16"> </span>Hestia <span class="_ _27"> </span>S.A. <span class="_ _16"> </span>gwarancji </div><div class="t m0 x1 hf y7a6 ff7 fs4 fc2 sc0 ls0 ws0">ubezpieczeniowej <span class="_ _5"> </span>zabezpieczającej <span class="_ _14"> </span>zobowiązania <span class="_ _14"> </span>jakie <span class="_ _5"></span>mogą <span class="_ _14"> </span>wynikać <span class="_ _5"> </span>w <span class="_ _14"> </span>związku <span class="_ _14"> </span>z <span class="_ _14"> </span>wykonywaniem <span class="_ _5"> </span>działalności <span class="_ _14"> </span>gospodarczej <span class="_ _5"> </span>w <span class="_ _14"> </span>zakres<span class="_ _3"></span><span class="ff6">ie </span></div><div class="t m0 x1 hf y611 ff6 fs4 fc2 sc0 ls0 ws0">obrotu <span class="ff7">paliwami ci<span class="_ _0"></span>ekłymi z <span class="_ _0"></span>zagranicą przez U<span class="_ _0"></span>NIMOT Paliwa <span class="_ _0"></span>Sp. z o<span class="_ _0"></span>.o. <span class="_ _0"></span>w o<span class="_ _0"></span>kresie od 22 <span class="_ _0"></span>czerwca 2025 <span class="_ _0"></span>do 21 <span class="_ _0"></span>czerwca <span class="_ _0"></span>2027 r. Kw<span class="_ _0"></span>ota gw<span class="_ _0"></span>aranc<span class="_ _3"></span></span>ji </div><div class="t m0 x1 hf y7a7 ff7 fs4 fc2 sc0 ls0 ws0">wynosi <span class="_ _3"></span>10 <span class="_ _3"></span>mln <span class="_ _0"></span>z<span class="_ _0"></span>łotych. <span class="_ _3"></span>Beneficjentem <span class="_ _0"></span>gwarancji <span class="_ _3"></span>jest <span class="_ _3"></span>Naczelnik <span class="_ _3"></span>Opolskiego <span class="_ _3"></span>Urzędu <span class="_ _3"></span>Skarbowego <span class="_ _3"></span>w <span class="_ _3"></span>Opolu. <span class="_ _4"></span><span class="ff6">UNIMOT <span class="_ _3"></span></span>S.A. <span class="_ _3"></span>jest <span class="_ _3"></span>poręczycie<span class="ff6">lem </span></div><div class="t m0 x1 hf y7a8 ff7 fs4 fc2 sc0 ls0 ws0">ewentualnych roszczeń Ubezpieczyciela, które mogą wyniknąć z tytu<span class="_ _1"></span>łu wystawienia gwarancji.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7a9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7aa ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Ene<span class="_ _1"></span>rgia <span class="_ _1"></span>i G<span class="_ _1"></span>az Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o jes<span class="_ _1"></span>t zle<span class="_ _1"></span>ceniodawcą wystawieni<span class="_ _1"></span>a g<span class="_ _1"></span>warancji ubezpieczeniowej <span class="_ _1"></span>wystawionej <span class="_ _1"></span>przez <span class="_ _1"></span>TU <span class="_ _1"></span>Euler He<span class="_ _1"></span>rmes S.<span class="_ _0"></span><span class="ff6">A. (Allianz </span></div><div class="t m0 x1 hf y7ab ff7 fs4 fc2 sc0 ls0 ws0">Trade) zabezpie<span class="_ _1"></span>czającej zobowiązania <span class="_ _1"></span>jakie mogą <span class="_ _1"></span>wynikać w <span class="_ _1"></span>związku z <span class="_ _1"></span>wykonywaniem działalności <span class="_ _1"></span>gospodarczej w <span class="_ _1"></span>zakresie <span class="_ _1"></span>o<span class="_ _0"></span><span class="ff6">brotu paliwami </span></div><div class="t m0 x1 hf y7ac ff7 fs4 fc2 sc0 ls0 ws0">ciekłymi <span class="_ _0"></span>z <span class="_ _3"></span>zagranicą <span class="_ _3"></span>przez <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>E<span class="_ _0"></span>nergia <span class="_ _0"></span>i <span class="_ _3"></span>Gaz <span class="_ _0"></span>Sp. <span class="_ _3"></span>z <span class="_ _0"></span>o.o. <span class="_ _3"></span>w <span class="_ _0"></span>okresie <span class="_ _0"></span>od <span class="_ _3"></span>20 <span class="_ _3"></span>października <span class="_ _0"></span>2025 <span class="_ _3"></span>do <span class="_ _0"></span>19 <span class="_ _3"></span>października <span class="_ _0"></span>2027 <span class="_ _3"></span>r. <span class="_ _0"></span>Kwota<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span>gwarancji </span></div><div class="t m0 x1 hf y7fb ff7 fs4 fc2 sc0 ls0 ws0">wynosi <span class="_ _1"></span>10 mln<span class="_ _1"></span> <span class="_ _1"></span>złotych. <span class="_ _1"></span>Beneficjentem <span class="_ _9"></span>gwarancji jest <span class="_ _1"></span>Naczelnik <span class="_ _9"></span>Drugiego Mazowieckiego <span class="_ _9"></span>Urzędu Skarb<span class="_ _1"></span>owego w<span class="_ _1"></span> <span class="ff6">Warszawie. UNIMO<span class="_ _1"></span>T S<span class="_ _9"></span>.A. jest </span></div><div class="t m0 x1 hf y789 ff7 fs4 fc2 sc0 ls0 ws0">poręczycielem ewentualnych roszczeń Ubezpie<span class="_ _1"></span>czyciela, które mogą wyniknąć z tytułu wystawienia gwarancji.<span class="ff6"> </span></div><div class="t m0 x1 hf y2be ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y324 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>dniu <span class="_ _4"></span>8 <span class="_ _4"></span>stycznia <span class="_ _3"></span>2025 <span class="_ _4"></span>r. <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>S.A. <span class="_ _3"></span>udzieliła <span class="_ _3"></span>gwarancji <span class="_ _4"></span>/ <span class="_ _4"></span>poręczenia <span class="_ _3"></span>na <span class="_ _4"></span>rzecz <span class="_ _4"></span>ENI <span class="_ _3"></span>TRADE <span class="_ _4"></span>&amp; <span class="_ _4"></span>BIOFUELS <span class="_ _3"></span>S.P.A. <span class="_ _4"></span>za <span class="_ _4"></span>przyszłe <span class="_ _3"></span>zo<span class="_ _0"></span>bow<span class="_ _0"></span>iąz<span class="_ _0"></span>ania </div><div class="t m0 x1 hf y34d ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Paliwa S<span class="_ _1"></span>p. z o.o., które <span class="_ _1"></span>mogą wynikać z <span class="_ _1"></span>transakcji handlowych zawartych z <span class="_ _1"></span>Beneficjentem. Maksymalna kwota <span class="_ _1"></span>poręczenia<span class="_ _0"></span><span class="ff6"> wynosi 8 </span></div><div class="t m0 x1 hf yadc ff6 fs4 fc2 sc0 ls0 ws0">mln USD.  </div><div class="t m0 x1 hf y56a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yadd ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>dniu <span class="_ _4"></span>31 <span class="_ _4"></span>stycznia <span class="_ _3"></span>2025 <span class="_ _4"></span>r. <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>S.A. <span class="_ _3"></span>zawarła <span class="_ _4"></span>z <span class="_ _3"></span>O<span class="_ _0"></span>RLEN <span class="_ _3"></span>S.A. <span class="_ _4"></span>Umowę <span class="_ _3"></span>poręczenia <span class="_ _4"></span>stanowiąca <span class="_ _4"></span>zabezpieczenie <span class="_ _3"></span>wierzytelności <span class="_ _3"></span>O<span class="_ _0"></span>RLEN <span class="_ _4"></span>S<span class="_ _0"></span><span class="ff6">.A.<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y2c3 ff7 fs4 fc2 sc0 ls0 ws0">wobec  UNIMOT  Bitumen  Sp.  z <span class="_ _18"> </span>o<span class="_ _0"></span>.o.  wynikających  z <span class="_ _18"> </span>Umow<span class="_ _0"></span>y  Ramowej  o  Świadczenie  Usług  Spedycyjnych  z <span class="_ _15"> </span>dnia  12  stycznia  2022 <span class="_ _18"> </span>r. </div><div class="t m0 x1 hf yade ff6 fs4 fc2 sc0 ls0 ws0">(&quot;Zabe<span class="ff7">zpieczona <span class="_ _9"></span>Umo<span class="_ _0"></span>wa&quot;). <span class="_ _1"></span>Maksymalna <span class="_ _9"></span>wartość zabezpieczenia <span class="_ _9"></span>wynosi <span class="_ _1"></span>4,9 <span class="_ _1"></span>mln <span class="_ _1"></span>złotych, <span class="_ _1"></span>a <span class="_ _9"></span>maksymalny okre<span class="_ _1"></span>s <span class="_ _1"></span>zabezpieczenia <span class="_ _9"></span>u<span class="_ _0"></span>pływa <span class="_ _1"></span>z <span class="_ _1"></span>dniem<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf y172 ff6 fs4 fc2 sc0 ls0 ws0">31 grudnia 2026 r.  </div><div class="t m0 x1 hf y7ea ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yadf ff7 fs4 fc2 sc0 ls0 ws0">W d<span class="_ _1"></span>niu <span class="_ _1"></span>19 <span class="_ _1"></span>lutego <span class="_ _1"></span>2025 <span class="_ _1"></span>r. <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _1"></span>zawarła <span class="_ _1"></span>z <span class="_ _1"></span>ORLEN <span class="_ _1"></span>S.A. <span class="_ _1"></span>Umowę <span class="_ _9"></span>poręczenia stan<span class="_ _1"></span>owiąca zabezpie<span class="_ _1"></span>czenie <span class="_ _1"></span>wierzytelności <span class="_ _1"></span>ORLEN S.A<span class="ff6">. wobec </span></div><div class="t m0 x1 hf yae0 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _0"></span>Bitumen <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o<span class="_ _0"></span>.o. w<span class="_ _0"></span>ynikających <span class="_ _0"></span>z <span class="_ _0"></span>Warunkowej <span class="_ _0"></span>Ramowej <span class="_ _0"></span>Umowy <span class="_ _0"></span>Sprzedaży <span class="_ _0"></span>z <span class="_ _3"></span>dnia 12 <span class="_ _0"></span>stycznia <span class="_ _3"></span>2022 r. <span class="_ _0"></span>(<span class="_ _0"></span>&quot;Zabezpieczona <span class="_ _0"></span>Umow<span class="_ _0"></span><span class="ff6">a&quot;). </span></div><div class="t m0 x1 hf yae1 ff7 fs4 fc2 sc0 ls0 ws0">Maksymalna wartość zabezpieczenia wynosi 110 mln<span class="_ _1"></span> złotych, a maksymalny okres zabezpieczenia upływa z dniem 31 grudnia 2025 r.<span class="ff6">  </span></div><div class="t m0 x1 hf y625 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y604 ff7 fs4 fc2 sc0 ls0 ws0">6 <span class="_ _4"></span>marca <span class="_ _4"></span>2025 <span class="_ _4"></span>r. <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>S.A. <span class="_ _4"></span>udzie<span class="_ _1"></span>liła <span class="_ _4"></span>gwarancji <span class="_ _4"></span>/ <span class="_ _4"></span>poręczenia, <span class="_ _3"></span>którego <span class="_ _4"></span>beneficjentem <span class="_ _4"></span>jest <span class="_ _4"></span>A/S <span class="_ _4"></span>Global <span class="_ _4"></span>Risk <span class="_ _4"></span>Management <span class="_ _3"></span>Ltd. <span class="_ _4"></span>Po<span class="_ _0"></span>rę<span class="_ _0"></span><span class="ff6">czenie<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y5c0 ff7 fs4 fc2 sc0 ls0 ws0">zabezpiecza zobowiązania <span class="_ _0"></span>UNIMOT Bitumen Sp. z <span class="_ _0"></span>o.o., <span class="_ _0"></span>UNIMOT Commo<span class="_ _0"></span>dities Sp. z o.o. <span class="_ _0"></span>oraz <span class="_ _0"></span>UNIMOT Paliwa <span class="_ _0"></span>Sp. z o<span class="_ _0"></span>.o., jakie mogą <span class="_ _4"></span>powstać </div><div class="t m0 x1 hf y69c ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _14"> </span>związku <span class="_ _14"> </span>z  p<span class="_ _1"></span>odpisaną <span class="_ _14"> </span>z <span class="_ _14"> </span>beneficjentem <span class="_ _14"> </span>umową  (Mas<span class="_ _1"></span>ter <span class="_ _14"> </span>Agreement <span class="_ _14"> </span>z <span class="_ _14"> </span>22  maja<span class="_ _1"></span> <span class="_ _14"> </span>2023 <span class="_ _14"> </span>r.)  Maks<span class="_ _1"></span>ymalna <span class="_ _14"> </span>kwota <span class="_ _14"> </span>poręczenia <span class="_ _14"> </span>w<span class="_ _0"></span>ynosi <span class="_ _14"> </span>7 <span class="_ _14"> </span>mln </div><div class="t m0 x1 hf y3f5 ff6 fs4 fc2 sc0 ls0 ws0">USD. <span class="ff7">Gwarancja / poręczenie zastępuje<span class="_ _1"></span> poprzedni dokument poręczenia. <span class="ff6"> </span></span></div><div class="t m0 x17 hf yf58 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf59 ff7 fs4 fc2 sc0 ls0 ws0">7 <span class="_ _5"> </span>marca <span class="_ _14"> </span>2025 <span class="_ _14"> </span>r. <span class="_ _5"> </span>UNIMOT <span class="_ _14"> </span>S.A. <span class="_ _5"> </span>udzieliła <span class="_ _5"> </span>poręczenia <span class="_ _14"> </span>(First <span class="_ _5"> </span>Demand <span class="_ _14"> </span>Liability <span class="_ _5"> </span>Co<span class="_ _0"></span>rporate <span class="_ _5"> </span>Guarantee) <span class="_ _14"> </span>na <span class="_ _5"> </span>rzecz<span class="_ _0"></span> <span class="_ _14"> </span>Banque <span class="_ _5"></span>de <span class="_ _5"> </span>Commerce <span class="_ _14"> </span>et <span class="_ _14"> </span><span class="ff6 ls2b">de </span></div><div class="t m0 x1 hf yf5a ff7 fs4 fc2 sc0 ls0 ws0">Placements <span class="_ _3"></span>S<span class="_ _0"></span>A, <span class="_ _4"></span>Geneva <span class="_ _4"></span>za <span class="_ _4"></span>zobowiązania <span class="_ _4"></span>spółki <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>S.A. <span class="_ _3"></span>z <span class="_ _4"></span>siedzibą <span class="_ _4"></span>w <span class="_ _4"></span>Genewie, <span class="_ _4"></span>które <span class="_ _4"></span>mogą <span class="_ _4"></span>wynikać <span class="_ _4"></span>z <span class="_ _4"></span>udzielonej <span class="_ _3"></span>przez <span class="_ _4"></span>Bank<span class="_ _0"></span> <span class="_ _4"></span>lin<span class="_ _3"></span><span class="ff6 ls17">ii <span class="_ _4"></span><span class="ls0">na </span></span></div><div class="t m0 x1 hf yd32 ff7 fs4 fc2 sc0 ls0 ws0">finansowanie (Credit Facility). Maksymalna kwota poręczenia to 50 mln USD, porę<span class="_ _1"></span>czenie jest ważne do 7 marca 2026 r.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yf5b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf5c ff7 fs4 fc2 sc0 ls0 ws0">25 <span class="_ _0"></span>marca <span class="_ _0"></span>2025 <span class="_ _3"></span>r. <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _0"></span>udzieliła <span class="_ _0"></span>poręczenia <span class="_ _3"></span>na <span class="_ _0"></span>rzecz <span class="_ _3"></span>Macquarie Co<span class="_ _0"></span>mmodities<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span></span>Trading <span class="_ _3"></span>SA <span class="_ _0"></span>za <span class="_ _3"></span>przyszłe <span class="_ _0"></span>zobowiązania <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>Paliwa </div><div class="t m0 x1 hf yf5d ff7 fs4 fc2 sc0 ls0 ws0">Sp. z <span class="_ _0"></span>o.o., <span class="_ _0"></span>jakie <span class="_ _0"></span>mogą pow<span class="_ _0"></span>stać w trakcie <span class="_ _0"></span>zawieranych transakcji <span class="_ _0"></span>z <span class="_ _0"></span>Beneficjentem. Maksymalna <span class="_ _0"></span>kwota <span class="_ _0"></span>poręczenia to <span class="_ _0"></span>30 <span class="_ _0"></span>mln <span class="_ _0"></span>USD, p<span class="_ _3"></span>oręczenie </div><div class="t m0 x1 hf y7f ff7 fs4 fc2 sc0 ls0 ws0">jest ważne do 23 marca 2028 r. <span class="ff6"> </span></div><div class="t m0 x17 hf yf5e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya2f ff7 fs4 fc2 sc0 ls0 ws0">28 marc<span class="_ _0"></span>a 2025 <span class="_ _0"></span>r. <span class="_ _3"></span>UNIMOT S.A. <span class="_ _0"></span>u<span class="_ _0"></span>dzieliła nowego <span class="_ _0"></span>poręczenia <span class="_ _0"></span>dla <span class="_ _0"></span>z<span class="_ _0"></span>obowiązań <span class="_ _0"></span>jakie <span class="_ _0"></span>mogą <span class="_ _0"></span>pojawić <span class="_ _0"></span>się <span class="_ _0"></span>w <span class="_ _0"></span>związku <span class="_ _0"></span>z <span class="_ _0"></span>realizacją <span class="_ _0"></span>umowy <span class="_ _0"></span>r<span class="_ _3"></span><span class="ff6">amo<span class="_ _0"></span>wej </span></div><div class="t m0 x1 hf y20c ff7 fs4 fc2 sc0 ls0 ws0">zawartej <span class="_ _5"></span>pomiędzy <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>Paliwa <span class="_ _5"> </span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o. <span class="_ _5"> </span>a <span class="_ _5"> </span>mBank <span class="_ _5"> </span>S.A. <span class="_ _5"></span>dotyczącej <span class="_ _5"> </span>zasad <span class="_ _5"> </span>zwierania <span class="_ _5"></span>umów <span class="_ _5"></span>wykonawczych <span class="_ _5"> </span>obejmujących <span class="_ _5"></span>terminowe </div><div class="t m0 x1 hf ybb5 ff7 fs4 fc2 sc0 ls0 ws0">operacje finansowe. Maksymalna kwota poręczenia to 180 mln złotych a termin ważności up<span class="_ _1"></span>ływa 30 grudnia 2030 r. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ye72 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya78 ff7 fs4 fc2 sc0 ls0 ws0">31 <span class="_ _4"></span>marca <span class="_ _5"></span>2025 <span class="_ _4"></span>r. <span class="_ _5"></span>UNIMOT <span class="_ _4"></span>S.A.<span class="_ _0"></span> <span class="_ _5"></span>udzieliła <span class="_ _4"></span>nowego <span class="_ _4"></span>poręczenia <span class="_ _5"></span>/ <span class="_ _4"></span>g<span class="_ _0"></span>warancji <span class="_ _4"></span>(PARE<span class="_ _0"></span>NT <span class="_ _4"></span>GUARANTEE <span class="_ _4"></span>AND <span class="_ _4"></span>I<span class="_ _0"></span>NDEMNITY) <span class="_ _4"></span>na <span class="_ _5"></span>rzecz <span class="_ _4"></span>T<span class="_ _0"></span>otalEnergies </div><div class="t m0 x1 hf yf5f ff7 fs4 fc2 sc0 ls0 ws0">Marketing <span class="_ _0"></span>Deutschland <span class="_ _0"></span>Gm<span class="_ _0"></span>bH <span class="_ _0"></span>i/lub <span class="_ _0"></span>i<span class="_ _0"></span>nnych <span class="_ _0"></span>spółek <span class="_ _3"></span>z <span class="_ _0"></span>grupy <span class="_ _0"></span>TotalEn<span class="_ _0"></span>ergies <span class="_ _0"></span>wskazanych <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>dokumencie <span class="_ _3"></span>za <span class="_ _0"></span>zobowiązania <span class="_ _3"></span>UNIMOT <span class="_ _0"></span>Paliwa <span class="_ _0"></span>Sp<span class="_ _3"></span><span class="ff6">. <span class="_ _0"></span>z<span class="_ _0"></span> </span></div></div></div><div class="pi" ></div></div><div id="pf80" class="pf w0 h0" ><div class="pc pc80 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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1pxiBEkg9snxqSHRxMei8IIxFVCVO+3SohVBtdJSaL5EyXmWK8hYVBJXA0npl61OboVRTHDFN0ROcAzCEyiRu4Fcz9bz3km5VhP7D3v+f29ew+ZchQQpktIoKZZyT0YSkVpiIbgHlJtBAGICMIhK6myeXAU6kGNVJmlICAwASDytrbJMAGVemw0ulR1UqNoFNYm6UMf+SgxfL1efxqQ2YDdj+276aY7iHpOvaxVtl72CtxXC7sf26d65IhNRws0XTb/tx/90s/9wq9fc8OOpWGmEEwosyklpTZRyuQZnmGh6h0aDr/y9a++6c3vvv3WZaKQUgUUIpEI6smktTBOMmwxNGqMGqXWKGVWpaSUlbIjOzXOdaI2U5upUTRKraEGtyRwAnFLvAZO33r+dLm/0+l0Op1nGOWWrM0KeIRhaSXvfDDmFhIoaZG8NAyIyTSJG0wptZzV6uV7HoB5E4CAXkYqZ8593Q+36Be5DK2UFsVLRclWFDnOrNa48SZoa+uzgo4gACTbg5deuo0DtC4U0QFTZVsrfKXilV4I55yKCGOBwQL6i4f2Xrt9rmnNmkzmUPRYQy5yO9P6hg0bcfq2tuwB09iFyX27w+KqUao5CVuRc8+pVFTm7glkmNRCLqSju+/jA0sZmJiSd/P9Tyv3A9kdZm7WQhxsjoZRweiBR69+x28Ndj1GRGM0R8ew6ZHHH/mrT87oKFOGQxJKA3L+1vTHxIBNK34I4hCwuyuYWMSg3zRx7NMASXAicK/oEZgpEHFKmSkIAdAwvTTgJBTgpOpMoupl2TNj5nDlFdeGQDAnWM41uQEWZX1qmw+fIUwiiEw8nWp3uIgAIGK4EZwFQsHUD0dbB9wtLy0txVi4sUg0NxLEMqi7Oa68+ppx7QCrKZzcyYwY4c4778zZYixVKcaSWQgMgIn27t2bEqbtcI4MgszxJ+//9O+977+0icYTdYQ2KSEwBVVlZsBTSiJFUqQMlqJVrKymn3vb2x96OItMuwOxAyEIyFg0RIc3QpnJTRMzE5ER+/pianVXchNyYmUyYmdS4ulhhDDcDfzUCb/L/Z1Op9PpPMPEWphEEdMyjfd++rNHHViJQC3BVKLKQH1mMuqnpkBbaF2g1l5NPKQH7h5fcwV7gwhMMCl5/vtfXpxx4kQQKDOaLHUKySkRNTNa33jJp9GOEqBiJqTuJVAsLa9c842FxcWgcKndxn3WylO0xtlXg2582blNCQJSnR3Yv/3GQT0KXgv7TOP9xiftOKOZVS08+AUvRn+uyGFGJbPD8oErr9/QtNFs0wgLtReGmcZ6bVU1Xpn31Oc9BkgANh1YHV1zQ/C24ADtTounIyIHarNoihKNY0ZNRtDm+ltu/Ym3b/3ajXMYLUafVFiR1XmZhA9dvOd33p9HB3PhUKBRq5DiZL1YxQHwk0t3AHdiBxupkYEUlADFE50rjwRIocOrfHl9HAD2aa05eL02HYCDHHB2J1gvls2k7fVnJxP95Kf+YdzADK4aAhNZER3eEpR9vcEQQdmJnHn9bsAwdiV3hgPTp9fC6PBD63TNMRxtnTwrA54zkynaZC2YzWl5dXjHjruTGYHXF98QHLjpxjuLWNWTNpJAFWbkbqruvroyrCdKgLsTyJzUccnnvvq+P/yT0YSTxqo3SxwYA01CJqQmsMJprpzxxKVsIMyk1GdZUMr7Dx34yZ/+6Ud27ctqWdU9pzQmy8iGVisS0UxZI6Inohwj+q4FWcVeBhTigc1Ync3ZjNxJ4UbCIIdphPfcnuKSWlff3+l0Op3OM8vJC7A5JCccXL3tbz99XqonzJOC3cjgQlYQ19oQhaBEwdc0DQa9uXF714c+df4rXplnyuAYQ+dOO+60t71hx923bZ40oaBxRMtKMOYctFm7/Y7m5jvKCy/kwBlwkpDQ7Ly7vn/nfJQ1qdoYkFWhllF4b5XKAwsbnvfSl40yF+DYYzgeveraiGYiOYIrK51jXbWQtmmxryiPes2FdSirkSOiKXLQcXPN9aUlEAatKPGBHgfjYW/DYGUkMSTPUYoJ8STQTJ4sX/+N4376NcOicOkK/J/eENLAtkRWoVc0gPgANZbX7vqt3zv+rodiM1yN7SHheacoMLTHTfjB9/3PtHH2qH/3lljNFoqWvCGehwFyuMhF1ivICSAFzOECZbjBDq/iPbxE5YnOkrSexWE+jdogkAFGDnbApxd1iGAEIzKC56xFDJNJ2+tvuOGmOy/+7OU/++MXcShVRywwa0EZbkQ0Lf7BtGH99HQhAApS0PoDTxexgJTW++UbgGl7zqy5Sa1ZyczILRdwM3NhDszVZLx26207nn/uaRLhQEpZpMiC666/1Tz0qn6TkwQWAoyhxsKTSdNkw+Hmn9k8A3/8/g/NzG85sLha9gaTumGmKNk4uY1+5AdfdeJJ21JtH//4Z7goko6buo29ygiOwsG7Hlu8+JIv/Yff+FlzO+20E/70/e8FBgqToDAruJi0eP+fffjOO+9Xj0xMgJCpNvNzvd/+j+8abGC4sD/Rz2d2JpjBzMoogBF1/Xw6nU6n0/muq4FgcHUQ4xs38UO7Ayyx91oqjcQxQRhs2RbWVnPTkLUwVUxqlQLF6vb7eP9wZWbDAtnAg6MYvOKCZmZDOW4MSYz6mctMGkJpacPq+PGvXXvSyy8EeyRKRGxYfOC+4JOmoLHFOOFIvUxZqFd4f0/Rw5nnYPNxZeipIyjictO7886gjUhCdgG3bhHKmiuiRH7MmWctAlsGBDVBi7WV5t4H5lWNSZxb4UngXka7dUuY7KoEnMk5KHNCCpyWHtx5nLsBDaHqzoynNYgEOICjA+6AYnn1sT/+oNx8a9ssJ2aWIITKqKibUJWLPnoOH3XXBz92wuu/f3zScSYDARkYsG/tp0TTiE9K0GlJCK2n/CMR0vHU4zUHzInXryIQnIicHJju1XZ45GBuqkDZ69dtDS7f/z8/9C+/98INGxBi1ZrHqnR805ZU0+WpTodXIk+3FDu8dRWcp0+Hfdr0kp2MQA6Mxo0ZAMa0O78zAAGbCTELlzvvergqg+VMZEQgxtIqHnlsf91af8DaaBAzEMzc3IQcNKlbeInptQfCNdfetmvPgeUVwAszqmLRpnGr+2cG5Tve+Yv/9u1vJICBd//HX37d637mznsemZufHbWr4OhphjSrxe033GWONttRR82+4ccuyg5yEMHdhDkDH/vU38aiYXDbrhVFYdbEQufm+E0/c8H6Ucf6jwAQckZOqQFNV2GHb32LuzqfTqfT6XSeWRkSlQshTJqbPvg3J0xsEuoJN3O1DhIK82ElG3/0B4575SuSR0jpJv1QNZZc62MfX2lvuHWEJonOJibt4djjF846r8glmxSZ5hvuZYk5BoRiefWRf/waltY8ZVggJ7g222+a57yWR6X2iqx9JwOEY2y8nZt7/r95sw5iSD6BgZM+9hjfdutgslJ5YuGayIl6kzQzbgBfOOPU4uRTCoM5wLnKw6WvfhX795SaC0XIIeRQZh40GLz6onZ21pMVrSOzpNBzCajX7roDt909m2DdafH0EMHijAV2oKJ0/713//I797z/z7eMllDaOOrEeSG5J4UUozalfjmMw+N2PX7FD79l+YMfldU1ylxAADsSnw9v3mWAMzK5gpQ0kgUygcm0gQw9sVfs9Gf0cIMZOKZbTZnRdJMruAsgCijYiZ5UL6TOVLcZUkEGOx/c8453/vaotuyRODRNO63oMRx+wOlGvWQKOJnTtG8pOdggDnaX9a+JFKRECmTwngOL2QBmdw+R4Q4X4dItwEtQdcMNt7atg4WJQmS1/Hd/f9niSu0U21ZjEQFlZGYLQRzgotq/uEQguAOYNOn//oM/GtcZXPZn5rO6aY4Bvcre8Pof/Ndv+0nx2tMhtnE/6Ht+552Bk+mE2ZI2TomDkIQbbrxt3/7VGIWRNI8icuE55KagFt7AVLUhcjgkROagZoAnbVNG6XWJpkSKpAEpoIXVbkmE3MkheKolNF3u73Q6nU7nGY5qEDRAxtqux/bdvrOX80o/D2dhQuPgK6Xun3f86IuLf3HOStmkgTcy1nap6GXh4bZmZfmaqwRLi5xB6gGjhbjwqhescl4rdVLkzLkRGxe2HK2YLcb7Dhx86AGUASkzGJN2dNuOuTZJSgtajPr1WjFaLUepakrKx5+57eiLnpepRT1RGsKXtn/2Y746oSwpS5LeqvRGoe/Uy1Ts7RUn/tS/Wt501NFjFEMEc6yuffGvP+ylt2JG5EQEicbBqXrtRb71qBSYhR0STarG+25zS6urF3+RliZFd1o8TQxjSpQJ2fK1H/jLta9euXU8LEKqm7UihCYWC40702KkoYgolqWtsfriexeX3vX+PZdeLiFUifyf3auvV+8APp3vJw/kkTwQhL61H+R6+f6RXvK+XstPfmQ5LqaF9kRORzpQaojkbhSKSc6NEaT3tcuvveHGHdmQHaEs1af3wEdy/3QeH9Nae5ivjz+miwvEIYAcubGBjMggh5aXMwAWcwthOm5h5sgWYFETP/7YvptvvpMO9+U00w/8+YdcSgoFS8yaVbMjAy7CKWcn2ndgESBVBfDIo7tvueP27FT1Z8ZNS8SAu+lzjj3pvb/7G/0ieLIy9ih7IXLBS89//jkv0oaYBsID50Ncjpu8lGzy9//whekFlSIUnkAIjNI1BCpdZbbaqKlw6wdeGI8pyILmkrxPDkIgBEJkF0ZkKpgqoBTuwwrP6/vydbm/0+l0Op3vqsIJwUCra/fcsmV5bXMrG4bFUcNgnke9BOhsbyPOPA8/8kPNYOao1dXSxrM0M7/UI5t9dMD7Hn30mGGcQ0+pbrAKyODUl+4tZyqXvherlnNFxZj6acuxy/qy/Q/r3be2iCj7rI6lx8P99/YmM0mOWS4OVe3GlmRDm+eG/mA5OOZHfwzFQk1hPNvfMOrhsdFjV38laF0XpcqgN8EAQ6KDVVuHtr+44djeD140Qy16WJq1ESm+fPO2Ow/M1i17riMOBBORGumOE1CeeHZ54SsOFDBMvKxBdTAsxhJW7Lz489C11ZxgqOHwjLpGqltYi/VycjiQuxPnqRjDDeVkkWq9+bpjP/Xxk1cWNR69aFukF5QPLYx4cVYOxdGML57YLB3X+ObxUXt6x948G1YKvfdv/opWdyPsX/FACqoVltzzmGQN0Y1m6kG/GbQCD61Jo5yMs8n6xQF/0uJeB4xbJ3cwvIQX5ELO5NPJ+gTyGaDwRlGpz5CV5OJcJNeI4bxPeu7uvbFUX/r69apaAdxq4cFdMlOm9Y1qCU4OArMLe2QTNmeoQAlKpERkcRUeBCjMotcFWBOIyJCcY87BmTiwaSYatnTAezbSmSuu3BGsBYaAPry32XdwF3ukJG4NU1sUfUeViZJz4Hk2Prj3IWdoaBX60EP7UG8paKPnUREmIi2ciYs3/PAFfYGwUYiOHmIfkqRsL3z184tIUEPWwgaeKgkbMvrXb7/LAEZFkBADBB6nL8V6Ym2z5kKZHbY6iC1soixgDwZQAMm0n+rh9qrEzABIwMVTZ/wu93c6nU6n88xKgEWH26Grt89JbMycObE7WZkpeth64qnozWF+YW7rcQYxiTV5Qi5MBzmv3HIH7n08OkDi8ABeOO90OnaLJqhm6ZepTUWILaex1WJ06PYdkhUOtO0jX/hHmzSZqeXERu5NMBp4aWb5hE2D770AQUpDcnem5b/7h2rnrvXKCoaxsysDHkIOfPRzT8W2YwIJEiJYxqPbPv25+dWGDJMg5FQpcbIKxXG9zZuO3XrKRa+qe1XwaG124QyfAfdb7R0aLX74UxsU5nA3d0ch09aMwUGO9fYxXSXQU8kBgCMVW1aGN/zZX2DURJoxTU6NKMc2QLKMquPqo9fomCuOP/Gmt/3I6h/+25f913e/8r3//hXv/a2zX/9Te+7Z57ZQkpsDgd0yEcQ9wKYlLEbPyIrr6ZR/XddFEcldAplmEVLD57/wxX37D6hBbbpPgD+piP/pfuhSmobg6VjFnVSzI4lQWfTbNlaVo84AACAASURBVAF28cV/vzbMlrODtt9wS27UzEKQaQtOM5teeyAiwFV1eXnF3ASirg8/souZp3P/Zga4w9z8wgsvFJkW6AumSzDcheXcc88JIRyJ5mYWQtCsu3fvbtonHaBnWJf7O51Op9N5ZhFhyAlN3Vxx05xJQzCi2rOxlwmq0jvjTN3Q100b49lnrkq5VhQrFbVV0KDZRgtrq/iLj8YGRIE9CAinbNly0QUc+m45BQ0eRLimRmLP3Jdvvj3k7ClhPLr77y+tjJroHC04+tFDokrLRBzOPw2nHZ+kqECRSJt65ycuPXt/Tc4gJLbMFl3Z0TA3vWr25S9CyQAhILpWux5buebGYxPEuAkC9wFIzIiK577gVb5QxO950eSME0ahyM4rhQ8rMrOo2hsN7/3kZ/ngKgsiiREpTAnizAp3pPW2LN2J8xRCQo6yHIVXVg596SszHuFcpIwiu4deWwZq+lbc06sWfuUXX/uZz5z+Uz+z++Zbv/qB//Gp//Z7n/2vv7/jj/8yf/qKcP9q2dYs0GAuDiA6KkCm4z2i//Wxf9rZdH0Y1+v1cpvOOfusGKUoSHUi0tu7f+k//fb7kiE7OfO0KdCTHvHbfVACMB6PD3/6piVMAfCidPXkTkTsbHv3Lu68+xEOg3HT3rD9TjN2BzFME8FS08p6Nb9NuwTt33+ASRQuFPbvPxhCYGZ/4gaoeuVztm1LCXBzW99k18zccc45Zw96FZkDPt0EgJmJePfu3SsroyeO7TN82ne5v9PpdDqdZ1bMKIDx1y7vPbgbOU2YCcJkHswkHirK3rnnTLi/hmLhlNPVo1g0JxNqObdFy3l4/+cvbe+535wIBbnVpZ/81jePin4AW0pCXOcanNvIY6C4/6F8w40Ebx94oNxxjziNkCpr3Exz6+QNySEOR7/6grEEJYZTgTS5Ywfuf3ihbskEgLJnyeReGrUSdotvedWLxzG6cRLENu+56ob54Qq34+AcciRwIDh0f6/A639ImTHXP+OiV5OHBRoEZWXk1HBBJNn27G5vvR1qatlIWvB6BxIFTVtCdj0+/1cclOye7VePdj0qElZI68CIjKQmtCa+EvnAS04871Pve/y8429/7weWf/w3jrv4q6fdff/L962dtWtxy6MP7/vAnz76o29Yu/M+5NyQZSYAbNPu+G7kmfAtu6p9R94PA9C2bQhhbm72ta/5Pk1j9gYk7uXXr7zxsiu3l/1ZNXVSgvK0D+gTiwO+vdy/vLyqau5ORO7TEG5bt86dcPwxpFLFKmmbKV53/U71WJSD666/jRAJQrCqlFNOOakqSyKBr0/nM8u+AwfNQS4GW1lZyTlPO4oSTa8q+Nzc7FFHzQcGEU9HTwQQA465waDX64EAcwITOGcFaLg23vP43m85ws/UB6DL/Z1Op9PpPMO531GN6js//PGZ0cgCLIgkL0HZ81BwYKaYO/u5AgT41pNPV+O5CW8ccn/sUb1iLnNbrK3d9YlPozGjaGSJCM8/u3/uOSCuMthJxUuyEazplZsOrTzyiUvQpgPbt5+wMmECB55pWzC7GwIOxXBofuOxL3wpQQnIJEHzwSuuOMotg9mJHOKqbMpWZBpD6JzTquedCaoIGBHYMLnsqh7nEU0ihUGOBjL2DKxu24h/cV7hcAqnXvDqIpRzxvO1zTSYyVyoVkiDerj/umthSgwFEcf1oEmgI60HpTtxnsJKAdm3f/hrvy93PVaefk4qimUeHexZ0DKC9/Q9vPY1Z17xqbnXfP8Lt52bHtyP4UohzZzr7NBmlD2krb1Je89VD37kE8jq8AQzO9wJkpDZjSH+v4vU3+ZAhYHDHXrgZnDzpUMH/vN/fufGhV6U5A7istXqbz566dzCJiWApqEfdKR0/f/boOKbDtTyCCAiOTy5HiXQ3AY568yTcpvdXQLVybbfdE/28oFHHnv4kb1MJcxynpjVLzr/eU3drG9MRjZ9FgcOHCInJgG4aVpg/bC5r9dGxRhCIGKY5fXrDAQiIgbzeoUPM4PW10GbWwghpXRkUPdM63J/p9PpdDrPMAL2La3cdpeQJnFVFUiUQEAbqK3KfPT8EpoaGp6zsDTLOUpPyoIiO2TczlrQldH+a66VurH1X94OeDj7jFZRtM5OUkRO6ixJ0Mu6uuMu7D04eejhGcvuJsSUNbkC4qZ1L9ZbN2PbiT3zEjZhQja6515pxysFAyyOYADMCOzUiBx1/jm2YY7NhGBwrA3HDzxSRIzFsufC4ObGziJ81Fy7MBiLjyPjlGNWZ/oTkAFMHpg55YHajObhQw9jbehYr4+ebj4EBmi90LzL/U8pw3Db7Udv39Hu2nvqK17FLffVPbCSmKGZn517y1ser2ZV53DOC1/43t986Lj+kDxrGErVxl5QWl45UM1X4b5dSNk8C0LW9c2TD8+tW1wvUfnOzjobACIiIm1Tr8TZZz8XqAGoela+5fadcxs2kfCTNwh7WsmWADTtevI2M4dNq3F6JT/nOVuLGDRl9Rxied+Du51w9dXb21YFzMxRIMFOOfnEQgI503TO310Nk3FDhDa3DJ7e+fRufb2bEcxseiyZGEDTNAC5r1++UtX1W7q7+3QYUJZlWZbftfOny/2dTqfT6XyHua+X8E6/mARbvf6mzUvjFGxCGojIwURurqpnn3IaBtV8HvXaNWybG504sxRz7TZitBwLrpDBsSzvvre57c5pl/XSob2quOCF495MiQjyOrcFoqh7SsRpeMdd+uWrRttvU6Rgxq2SBKJgRhE4GHDeW96M+VlYhmUFcGhFb7iuaCbjomAQmZVqAm8ZiqLZuOncn/+ZSSgqC6o+q+PJrbfVDz+C1DibMTKcAFInstOec1KYqKQmtC3m+n7WsY+VaVxgIhgHMQ6umT3tu+1WHDxEmhUpTrv3EEwAeOEQIHWlPk9lPk92fuGzgnrvP37xpB94bXj5+SWq45e1cN/bn3nBr/za/PdeNIPKCHkh2GtfcNrP/kSF0hh1oSG1WyZ5M5e5bfP2HTi4HB2Ah1Aao4U6QU1FRNYLZMgdRLweVp84uQGQuU2/ma5tDSFMoy0zu8O/6WeOfEVEBPe6nuSEt77lDYQJoREm4d7+A8NPfuoz8xsWHEow/v+3snc8mqxvPUbTByXN+ZhjNr38Jeeyt1FA4Oy0e8/BHTv3fvErVzpN+4G6U3P++Wc95/hNROZq5HA3gxVFubi0bI4iFOo6Nzdnpu4GoCiK6SLgybgej2uz9SdeluX0fwJzP3jw0PoiYDcQWMhMmSiEsLCw4YkJgmdYt19vp9PpdDrf4dBPhzuiTNNPS5Ol667f3PIyaVFVvNwae6sWEea4iHsOHnj7fxoWIStmSWcWV+bVS8U4UBM4ZGlIlkvZNqn3Xn3NiRe9qAUHpZZ98wUv3DE3v2lk5nUQ0dZ7kODNmHWT4f4/+rN25fFJ9EGjDJqESI7IMeU8c9rpW3/8hyc97pmDrAcc/PLl2LWr71S7KHIgEiCbO8lqLJ77L38QZ52RqEQGhOLK8Nq/+qsNdV0mK0ORTK2QSCEkzW7pxjvv+6V326rHng/QhIf3Vpp7zGuOOrJYEKdJYWnf3vE/fbl4+xsdLBRhmG4SG6e7M7F0Jf5Pndvq9s677ji+J5tvu/eWD/7pWe97x61vfvDUB/a3ZZMueMXcW39hVBVz1iAULUPQ2/ZTr7/4w39xSo2NzbhkVg9mRcjFYDjCww/xSQuCYBlewECAmysRwWAwJifm6Vm8Pv3uh9fJgpgCEYcQmGO2lHNmR4zRbAwCE5s6T+fu4U6YtuUkYqjBVQg/+AMXXPDy5112+f1VOZc1MBef/8KX+rMVHd6xd/0UoG83/jOA4XDk7keSNBMkyAnbjn3FS19geVWp5CDmtjaqP/LXl2y/cad5QQ6hLNy86Y3/amFDsX7xwx1MRGRKbaNtk2PfAcxvmIsxJlBWZRYCiYS14ejA4tKGo44xkGP9xTOJAfsOHlgdjkAMcjcVoZQVrkdv3rJl68IT1zfoycOk77xuvr/T6XQ6ne8kelIbxOlc4wzqlXvvo7oVlqaZSIARzCAIGNeTR3cvff6ymc9fU3z+G0v/eOX8obWqqQNcHEEhBgKRc9GM5P4HMJ4wAKdIZEdvKk8/ZdgrjL2ta+JC1Au1FNAX4kcfmxm3iRlkDs4UyVmtSbF37PnnY/NCDXKOoCCT9OBXLyucihBl0jiRu2dVdieS5arY8pqLIOLT3Vo944FHlu+4q1R3BZuDrEFyzexMRPrwrgOf+Pzgn64rLr3m0Ke+LLv2baAgbVuqszE5AxQMc0kfuuY6bia9w1OQT+4QT9+Nqc//M6nVi6s9C/O5Xrrsyn0P7Xrpe/793WcetWdzf2njHAZ9JShzskw1yIGTT0gvfn5DVZlDCrRShJr6sLlQsk5G7CTgwE+O2aaenUlEVNXMRMTdx5Mnj2ynS10xneSeDm7NbFq4oqpMT/4gPBE1p6MGM2PynLIQ3v4rvzA/X6o2MCcukmI0mtCT0v50j95vf/CNts1ENL1qAcDhlvWohY3zc+UJJxxTFpySxSoa+de+euVkrICJiFuanetf+OqXxxhdldeLeZQIZpaSTiYThzt00CsceqTIxwE4pzZPJpO1tZZIsmafvnyinLG8vJpzNoeZA55SA4CFNm3atH6c6LvRubbL/Z1Op9PpfIf5YdPMIXfc1dx5XwCCCwFGKuysRMolUGkzT63XhzivlN4K5Rx4LJ7ZexmFepXtqIkGb5avvx7LI1NTZkrZetXzfvVfP9AXZ+shOlUOZ84ObkbjDZaOqjVqmARNAreKjSS0iwsbj3/zm6xHheeM2CLIfQ80l39DLax5mkWrAiPXSGLMieyME/CK8xOXFRglRNuVv/jIpsf2z2ZqJYwAgpWm7N4IjcmqPDkTCjsgkwMbK4bkFR6PQ1a2MkuRY5lkfsJbh3nfN25I9z8cLQE+Df80rexnEBC7Pp5PbWZb/9hAOi7GZxwcr/36n9x17z3Pf/+7t/7KW8qqp48/Msi1mShzJLXVtmn11Rf96ObRXGiLCQrWWOWeYWbNsxy32QjIBAMpBESGhQ0bkmkWTDtUEpGqquYD+w+aHx4bTJvkwFdXV3LOqjptS09EOecQgtm0muXJpT525JsQgqrGQIBf9KpXvOvXf6kqjHl6fSC6Y7oZL9a7Cn375T4OAJPJBM5H+vm4pciyYW5DEfxNP/0jyG3gmHPiQI/vXdYcWabb2+qP/dhrt26a6/VKETx5iYOBUrK14RqDABx77DGq6m7rrTydzJxIvn7FVf1BkVRZYspugJpz4Msu/3rORkQkgRjTf831JS950fo2A0+8TOvm+zudTqfT+T/JdKbfzFJK7Qc/Mb+4EiGcIVGymGseUEUuCm3RtKHREt4Xp1QGqSmNCk/iBGuDNkEZStF9967xVy4rwO107WIIs9//PXMvPjcj9TmkRDmgllS4FCIIedYx08iw0lq4ygU5uUzk3LPxgnNazgOr2WHA8rU3nLi40iIOyxBDm1wztA1wR2Gy6VUv0bmCwEFRs6a15Yc+94Vta20/YyVirS9ieaOTu6+x22yppXmsx+WYSk15SMHa0lPFmcFOmbkJAtCM2oZx/dj/y969B92e1fWd/3y/a/1+e+/nec6t+/TpG3QD3aggcgnQICiIMSpBEzVxDCbGiTWZzJiLE61kxmQmNaaMMxVTmkpNKpo4lZpYiSOoGR3NGC8RNBpAGYJ4gQgNKDQ0nPt5nmfv/fut9f3OH/s5h7Ybq2a60TCp96u6qqvPpc95Vu99+r3WXr+13v5OS6VFd0kaJDN1U8qM+3o/qdXi3le/8mpemXU0Dn7Hxy+17/6BN/+pb1v92o0//CdfX5alXD8ermyW16/o3Q/7D/zwL/7db7/noecsammK43EadVh1db28Op1Z6N47uhWFqculKpny6U+/t4zDbNFa26W8mZn5W97ylt5TMqXMLSKOj4+vXLlSSrn1Adduc//dd9998hbYnYXzu94VNz8oaFMpbpab6fC//PN/6gXP/6w+T6WMGcpbs4ub+17y/1UEx2PKdneO51V3d3flbuudIuKO284r2+te94UXLpyPrrSQRWapdZXZWpv395df//V/umk6c2ZPuTu+8+Y+ozSpbLZrSdXKc5773HEcJZVSImL3LIRbecMb3nDt2iZl2h3maXL3y1eu/+zP/puUUp6pjKjVI2IYhte+9rX+ib09v++TXbofAIDfL5k5z/NH/+07DlqR5Olza17NTdbC0utq0UtaxrCZ7HC9N2U9XC+8hoWUabmtOh5yW3Mzb1Zub3vTmyW17FIqTdU+86EXlVqidS/VS5kzFDmO43o+MsWYPnt2l4dLlspzz35gNjWFIj3VpMP3P3ywbeZVy8V6OvTiMstikg5WB4t779qORVIxHWp65EO/48frU+GDtDXNg5vM522tw1S0zX7Yjo98uxd9NfXaNqsWeXRs0XcRNxVfV9tUT9OYuvRb75NlRKSd7O35xE2t3Nf7yRyNuvCKF9a9ensMj8b60jB91vX4gou6+sZ/9wN/6S/91Ld887/5tm9/2z/6njd9+3c8/Ke//t1/8ZvHRz+gO/36/rwd5rlu+7Cehuub8codz3ialmNKmttufX23tn7mzJlaa7Mspbh7b83MNpvtW9/61pO+jpQ0z/Ph4eHly5fned6l/G6SMAzD2bNnzU4OtPndU+HcVXJm1lojIqLtjctietlDD61Wq2maVqt95c2f+NQaeL0+3k2/d/twai3b9ebcudvN7f7773r+8567u5E3oi+Xe9PUzFVKOXXq1APPuuDSarXsvXvKZLLHnNjTT+4UO3/HHcNQdnOMiDA7WbT/wAc+8La3/0otZb3ZuiulHvnw+x++ePHizQlKpnbzhH7q4ODZz74t9biXO+v9AAB8egqp7bY8Z6a2UqRstgjNmd7m937/G6998N0e1zc+bWs7PZdTR+rujyw3c1mfPdyem9JiMdX9vrfYjjJb7m0WB9tFD9+MB9osz23LQaw3y+XB+rD+3JuPfvJnVynJmvLaqt7+dV97fPu9qRL1ap/XB+3sYh7n7VGM9WrdrHXtzuPFIqfD5SUr/ZHxgbMve14tR01D1APL44PDj17+d7+k1EHf2nqe6h3S0bltO7uul5f7bz0Yz7/q1Vst1grXfH5zY/NTP3uq9Uur6UN709mw267OzXVl0JzTwjROeSr2St/P3L++qIfjuLbYK4tFK0O3IdqybRZxaHZ0bbk+c/3ahZ9+h65cPyoZXWUtzb47QXS2ORYzL64nmjPOfP6rTv2hr7rmt5+zG3vx6NVy6civnZseecXD1z/zx99+/p/909N/5x/c8T3/2zN+/dcfjMlzpX5G/dy5eXF6axmjz7ftHT/tQ6/7MsXBamttv673IsqsyOzl1Z/7wqef369qvZlkxVvE2nz8oR/7+W/8lr/ztl9779rttz969Yd/9N/+ma/7a5u1u1tqkmmaQ9ZbXP3iL/l8N5mqIibLNI3zXu01rDef+zxY25uVc5mKl7Evakxf9zWvPbXYLpTbG7I43XJv9mhlI5liL3LZNHRJ6sruMZgis0cuJDdNpavpjq6amW7XzdY9dOla2/pik56p2i3aPJwe66llah7L9vVf8epTMY/zGG5zudbLobdBvb/8pc8uMa2UB8OpUsep+Np9O7aoR0Vm60WbZ49F1XDnmeEbvv5LTNciPbTfUukb2Y1NvfCN3/w//fxb3u2LGorW45GPTn/v7/1A2OlNb+mHtW7Uz0VrHje+6DUvqFJNuaq0+2QhTF7SldbN0uSRJXN2zUVhNnavfehP9vXDeT4AADwFJlU1WQ1ZqpSTb9x4HKndvj369//sjV98VEtm80yLuWqjWFg5P3uVtXGYpvVZn1dxaTtblLItWo/juPWzKleLNnvaKNvot63romm4uHnnP/+RV3zBF2ocSuigFN1x9/Ilf+jy5V+wFuEW6R7KsOZ5WNpicWq73a7qXs5Zut7/zPMvfvnnrm0vVCZp2V3//n033v3BkHnEsI1VHY+bbepiiLqcFudf+fz67Gfty4a0sPQsm59/R5WX1Dh3swzL7rlXh340LWSbXB+U0723fa03mhe+3Fhe7pv9YVG6NyvrQXMdZ9dSfYj15fd+4P5f/Q+nP//FrY4aJZfJBjk39v5eznaX+3O+45t+5jd/8QXvv3ZqWS+OpWSc3mylzIjTc9vrVy8uZKrScOfe2f7eh8fjy6fdP7SZy8HexU3Ps/vP/eIv1FjCLSSX95yqF1nsrxb/+dd97f/wHd9dyl6mmbu7WsvtVj/xr37+x37sJ4fiatHm5lbNT7tVL670g+Vq2l49f/7s1/xnfzJDYeHqUsha+JRepS7r5l0Z5hbeJJdb5PZZD9z5N/7mX/lvv/XveV32DFmXeiplk9TNJrcmVVmTeprSelpIc5orW1pXbMybbJYie5drsz007yZltPCuNAu7++57e7ShDF/0Ra+57bZ/cnzpyGSbzewaTEMp25c99OLinmpDHc3s5M6BKLvHdtPsxtFhZBZZKfrmb/7GN/7IT3340c2ijvKq8HmKqS2Vw1d/zTd93itf8OwH7r9x/fj//NGfabHKPLdc+BTt+Oj4VG2trc8cLP7Yl3/RzQNOd48/+MkfKbtHLuSyLgvbXWStJvNwpc/5ZNft6X4AAJ68NB1KKZ32k8/qXVJkKkKTP/w797zn0WVfzda79bGVkr30UkLDsPjAGJf2h00MF+rQYz25qcd2f+jT9rMu9QutLHNbU7X1Y+XetDfKb5/0nl96uy5d1b13jLY79r5uPvuzNr/wtlM3Dt16kdc0C8mzF3Vrg/XF3FrfjFrG5zxHd905afd4sbTNq//mbWcP5665pk5LMU3LOjT3Yco6Dve/6hWxHMdQTMqx6+qx/4cPj20xROxHMeWsmDz6ZHPdvzjYZnnmRlF4XTTNiuW4ON4cH5zZL1eP7jrsQ/RFz0VXdymnUzZsNvOjP/OLdz704iytlbrb6uMppXOmzycX0qLqcx5cvvSF5UPH2821w9OeLlMfp1ayH/R5UN5Y2Me3Nkqnztxx8b3vUW0fXF+JM4MOY7j7nvaK59/2jKfJ06qnFIrRy64+veir/viXffc/+J5rh9l7hNzCS9lLtXmO6IvNZjvUwTV6GXsvGaq1zPO2z/NitD/+ui89f26vWEpxcr2cxa1NLJaSwszCd7uKulmpZlOfv+pPfOnf/4f/+OHfvrhc7U8Ru4tw09IzZO1mEaektDBLO9l2n2lKs+zNb27FkXumejTbHQhquxOqTJFnDhapHhH7+373XRcevf7bLWRWig3RymD9gWfe29vs1cysVp8+8ZmTp7nCD4+PT7ai9dhb+Kte+dAP/cs3SXl8dDwMw1D3h9XpG9cvL/fqW3/lXW/+t29tU1uuzh2tp2EcrUWLdrDas+n4YFlPHyxf9tIXZ8rL715HOBmpkHYTj8duAcrd9r8n/dag+wEAeCrhr8GyyRRSl1wheYmuaaHtxV9820sur7v8+pjbqrGnrEzuy764uti/869/wwv//J8sZZVztLGYfNjGdiU9+jtv+fK/MH7wokUdYj6YXHNcGqe9uufT5o7rl6687U0HX/kVzYaFKRd54Qs+9+3f/b0XYj6uk1VPO9kq3zxb9j33uR+11XBp7C/7L/5srBY108w8Zr3v/e9+w7+8c15fW23dYugebq0Ox9vNHeVgvnDu7Ne8NkbXJmO0ZtPlH/9x+9gjm5IpG9Jl0azMGuYy/vbB4nO/7VvG174mV0uL0sbaIz1Vivv6+s//7e+8+IafvufoaIi2DAv59SEP9xR9/o0f/9d3fvkfmV/2vI3KQraQPF395IMUPD77i+Y6uNsf+uvf/Mvv/siF931otTkOb1uLWEZmvyEdlaMa+5fGvWtnz77oOQ++9fv+8fntoZ/az66rZ26/7eu/8v5v+oY4e9B7msxObquKNEuzYrr3zuEvfN1Xf+f3/JAUi3FvnpVR0rwpZaUs9jOyF+8p97I79H9RzaI97zOf+S3f9A0He7KQuyJSVpVVMgszq0pXlsxUFGVNFckizKT9Pb3+9V/2nd/1fa2tTYu0XQtHZvjuURZJWVOZ6V0lI1Ke8lQJqeyuGs5BtpDK1Wu9zZY9I8LNZaMpzp0+NRQVjQqF6YUvfM7bf+M97vIyRnfJ9lf2whd+trmZiler1dW6p0WenD8bpktXr1uxzHTPPve/8hf/7C/90js+8vFri3Fh5pm53hwOy9pzun68HsbBy7jtsdhfRMytz4vRejsctf78V37u//i3/uqZU4Ora/d0y2PX8NNlRTJlsSxS8dgdcmSpzKdw5Cf7+wEAePKs53LKgy41KeSpMEWVqZ1Sv/LWXz7QdtTV4tdVr0S91uvhNB5vfHtliFMv/ZzDu552/Y474+67pvMX4vz5vOvC4W0X+rM++64XvfiGDz1rs8Xa99pw7vo4XR+6cn2vby+/5eeGMq0t5jJvBz/7wufe8bR7xq6hj8oxc2GxKLEY5sV+HAzz2HJxebG6+OA997/6IVfuR99TW24PP/aDP+gf/GDVdl7ENOY8RFvk5HOVTaMNL3+27jsbCpU+lWY3rrzr+//Faj6cF5c2y0tX9i5/fP/6xf3D9WIzl+n47GL84lfogbvnO+/UnffEheX2rrP97tuPL5za3n/bZ37Z54XPVdte5mZ9XXNeDDeyp3L54Y+/75//SG2tqJfd2qafTKjwRK1o9DL0xeqFL3j1T37/xx56wYGfu3OzOrcuB9MwaHlltTo6s/+0w9Xx2dvXr3/N5aOrZ976/lO+inZ67edv/9a/fP+3/zc6vb82z7pMaZRGuct6tvS0ouz6q3/pG77stZ93712ntseXqs/FujLaNJU69J5t9yLP3LbDMsyb9VXX8ek9+67v/NbbTq+sp6m13mQmcrGnrQAAIABJREFUuXKwrFK1XFiOHuZRLBbKZWqUivpqKIti+uo/8RW3nTmo7haD95X3pcVCKhbFo+66XzlkFsXCYrSoFkU5ZI6eZlldFrHKHD/yoevbdTdVj6KoytHT7rv3rt1HBOaZqZc89GDGUfVWTdG25vmVX/Elt51dVS+SStG5c6dczRW++wxKKcX1G5vdLRNmMY75wLPufvOb3vhFr3loKNv18RXTvBiGbHIbex8il62PZdhrXcWtSDltFta//HWv/r7v/bvPeubdQ5EpzJ74IK9JVVksR8vRY7DdMJ78NT7pNwdTaQAAngJXN3WXDyp5sk0lez8l1+9cvvSO99yuuVo7tY29uZcMKYZQV1yufu7+px8qe4an9iM9XKEzrpL9WS997jv/9Y+dmdfeJve6yPGezYHa4kDDfOnw8N+9Sx87PnV+FZ4hy/2zD7z+Kz/2Hd91bsqULLNI2a1ZjMoxbSrjxbnd/aLnx2geXSUzm3300nt/4k239VJjOHUYi7RllMjoJqVfXg2rV79sGqpS69FmbfWrD9/+jkfu3PhR9BJK5VQs5XuTR4buvFvnTk3q2+I1cpgWGsrQNHgx8ztf/NDVscjWVpqFy/xgWg1t1dLPbPXBH/uFB/7yx8dnPV3SXHRkWtabxzHicd2WYdsuDfMwtruf/nnf990f/qdv2P7qux79lV85dXW9anbuuj7Wpo889zPu/6/+3PnnPfvN3/q3z9bF1Qfv2fvi1zz/C75w+aqX9FK0ClM1qaZpd3BUMaXLbZo3i2FZ3f/R//Lf//Lb3vG//+C/+rmfe8vFK1cHG8aFz9PxUOvulKpxXJS6tlw///nPeM0rX/6Nf/7199x9W62SMmXVF3EzYJXb4kXqGc3M3dWb1WK745tK8d5SxZ5+721/62/+tb/xt/7nTcvdaf+WIXVlW43KrjT1SEmeffCeOZmVyGYWi1qizbtfW6lHH/1Yn7a1yjyk9CiW23vvud1NJxcSl3zOcx9cjvOcEX0aax2H+c99/VdnzyghWSl53313fugjHylZLVLpUsrKyV1c5plzztvFuNejf98/+fZ/8YM/8YY3/l/vete7p6O+XAzTtF0N48lUbbsu7pqn0eIlL/qcL3/dF7z+T/3h/T1ll7KbhdJPJruPecVnSKbe5qIINbV5GK31NpQxY37Sbw26HwCAJ6+5rWUhmWkhLXYP4JWiy+uLP/9/v//o+vbe00f91LL1opbWh56L5pOPR897ju661zQsTF2Sa3RFykzudfxjr3n/D3//ox/84LnlwfUb64O9U1rXlov9asdH+fGLV571nt+pZ+6YF6Mkq8PpL/3Db/o/fmjvIxeV5lFKWjetbVqYLydtpKPzZ1/0+a9oZRx771a28vUHPvzrF6/cce5UzXGv9bF5yVLCw9ajL993UL70814hHWQrMfhCex9658MfqoujM9bGs97TM+aibhp76a3c+7zn6/T5rca16jDIc7E1VVdKWz+zd8o2L3rp29/11mNt77C9aY4in3ofxr2yKR88vPzAe37rjvufLlMWNamZFqz3f9JpZqZGpeUYZWxqz7zvvm/7r7Ve3/ebv/XBn3zztd/87fs3y2d+/vPzq179zne8619/5z98zjPue8Ff+Tq98nN1z33rUrVV6Xm1rPdlg26dmZqWXtxCqkOVQm4r9Ve94kWvfPmLLl9tv/RLv/KTP/WzH/7whz926eL169cXi8Ud5+88ffr0K1/9otd+yZc+/e7bl8PunrWUuk5u6jWTpjaP41zKjd7Xi4VPbW3pFjpz5ulXr1w6e/qcaZYWpVhaFLOv+qo/8tGPfuS7vut/zWyS5FvZXHNz6eMfu/8ZF3qEV8/tFHm9FkXfeCkRsxcdX//4/t5tU4vloDbbdnu1+pHsuBQpZVZqzqcPyjz15WimmPrm2Q/e94qXf85vvud9i72Do8Pt/ffd+5zPfLoUZm6yqeV9T7vw1rdtzbpst6F+lvn68Gj31EDvKuOQMa0WQ1f501/7R//sn3ndL//ye3/kh370ve973zt/9Z3H09Z96NkPTh88+4FnvO5Lv+TlL3vxCz/7gaFa2X2iVWL3y0l2stXnFpNZbLfb5aopbwzeVkvfbI8GL+o21DP5ZDf62K0TSQEAwP9Xu9LZPXw3SGWWMjalLdX1yEV98P1amnSnppBmjU3RNUsq85mlffZnbsP3TdEmH7ty6FabNGa3eXP0a7+2P6em0PJA3aS15CohtdZVP+NFcWYVRZJ8lud2/s13Da0rXc0lUwktijJ13KQaOftnPGO67cKYdq30WeXc1avlPY8oJw2zZilNViWpH8uWoVkveZ4P+2raDHJpeN8j9siHtArFKXUpumqo7LY/VJ09owfvvZ59WYZx1nZUSKumbrpRdGaS/cbDOr6mVdW8r+NJe5PsYpZqN6RhaA8+rVy421S30lbaS9UmDby+nqhvlVv5Kn1oiqq0uWRTm6UmVV1Preq09PWVG2eOU/vSbS7tKfebVEJRNGteaHjMA7chl1xdksJPrtyaUiWzpnmktrPGUdN8siZdXe4nP9tCg8slZb+589ylkqlu87Ubmw9/+NB9FTlbbS4z1aL+4AN3ZqyLN4sDeU+1nilbffzy4cc/fqxcSimbZfPo82c9eF8qpNYVPcoHPvDoNFvkYF56Niu5tGWp6wfvP99iU33vyrX+yEcunWzQSSmGarkY+zOecfcch4MXqWYOMs1NaSpFKS1SZpnqrYd8ePjhj81Tpg03rw/2zLxwR7n9zOlF0e4CX2XvZiE3jV3m0ryNOnqkLl29cXy82TvYP316b3BZZjVztczutrj5Z8bJaT4nC/F5a8m/t74JxXo73jhMs0XLqdS08GKj++bglPbqku4HAOA/RvibsqSl1E2m4xJVvbbWynxkPXVuL2WmY2VVXykyYuOW0mkVTSmfVWdlTRu6apeHwqRIld35QF1ucysmRVEO3SyGdIuuQYqiTdEmp4WVUVbDwzSbtupSX6SNWWMbNpTussijarN0pvWxWR/z2GMhM1mThzTkHPPcx6XS9jeuonVRDQ3Kqfa1NddylGqe/BKh2JMNve8WShWmbbT9yVW9eXo5cpNy1XyqWisPwmxWH7eTTaaobTuUcbaxa1VlNRWmmuEtNLAr4fFCfVZ2ucnGtLKL4WpbzyPrRdrv2SKrqnmZSps1Nc1L7dc+uDS7PKMqysmOj5t3xJrJ7ObNuGHKzEkqspJZd8fj1FojQ5kmzzRJ6a2oyEyRlmklb84kXCpKdTs0jT2q5CGZNykUXlTcTFqn1m6nM9vubqw5spSFVPMT7670zOyzu0JNblJR7m529jTF7tyb9GItdVhkyjFzmSZZ7L4iU1Fa9CzVIqdUuLnC3Wub04r1LpVceI9MmZl8Dlma37yKOOzWFxYWJw8umCtylqtnKs3NLYvMIyNT7h6hzLQiS5n1jPTdjWb22BvqfPcvuxnmkiKzm82hJi23c6nVd3+4KCx7Ld5L2Zr26H4AAP7Au1/qpqawk1CyDPWMUn1W36qNGsbdGRx+c43PYvLmymqK6G7j1sYmrXar59KwbSp1U6OoD5uNiqvvZ4kYXFJpyu2xjQtZUSq9H5bdjwh1U7jKLrRCfeo9Sl0pTOtcnxpMcpOlSk/vqcFnV5VsvhlsPXOwjaW1WDbvg82ZS5nm1MKyp52soerkqE2LaJPXouJdMStMnhpNURRFOrlbOMN2exoyFF29qi/Dtr50ZWS3Xsci2SRVNe/15BMUPOEFF6lUeISpZJHZWtpKC+Xetqv7bthy8JYaesr75LZRGaVlV7belMNQ5fGYTne71YMWqb5db4Zx6V4zd3fRRo+5mJm5spx06slrWm1OsyyD6ROvjKKUbCuVzDrNEdEWywxtq1bKQSmpyzfK/cxubpHNzXvGzbt+b7ZwusK282ZcVil7RtFoOjn8Mm33edsQMcvWkhSjYizVZbvPQFy5kBTSNM0+WHG5FD1KDCo2z62OFppLprz2NLMSmcVOThvd/VZCIUX2Nm3bWBd1GHqT191NE+GKPvdiRbVmKkPl5ERO9S5zuUupec5hsDz5VOTWHMl162ROCykyLJXm03aOsR5I2s43VmONXtxGZcqO5ft0PwAAf+Ddn5pdoeiSycocYxaZoip218/6saLsDjE8eYDPla6M7tVSEV2t1Cbth2RqprqWmg73ciw5TrO8abOvVWyjRY7LQWbrlPVpqNVkm80UZVwN/eaBOFVpYRHKSIXqYGmaTAtNGWOT+m6vhhQZbuFWt5KkoszMonTPtq1W5r6t42hpmlJ1kKTYyHa9YkpXuIqFZZrlzb0fYyhN3XqqVZmlpKIwtVmaNJj6oLZQUS9zUUq1FS+SraWiNraiblrw+nq83bzRI63vlty7lY0kaX/30dO80WihYS5epLqWcj5ctQNzzaZS0ovtjkn1mBUhmdzlNT+x6yStmap2T5dqd59a3NyaYopd+t+cx+rkRZ0ms/jEjDBdmbmbN+zO4dRk1qMPbvXkJ+ZGZZmhkNxlJ6f0T7u/7eYWCpcVmVp083QrFnbr/Jv0SDXTmJmyyc0j3HezDm+yrtx9ApB2cq2AIsMVLrPdD1OXR+TGNchKT3OroYi2HUpVmszTemreXaZrGnbzlkjF7vjQzGrpcrWIoZuK5Cb1ntl7HT8xTPmJw6oeM0E6KfJPdL9yt4bQe1fxEiEvLXO2XJwc9+ntZFce3Q8AwB+crpSay7NnRphVWaQ3M3fVUHTVMsl2R3Z43qqnVJXUpd3pla4weU+5wsxnSVoPkrQKhZr57l+2e6owXbOURaMr1CfZ0K3K5FJKu7X7mllkzXKWSSrS2GcV3101kJ4qbrn7sEJDym13GKlcFtkGM4uQq0e4++5M8S5V9ZCaLOVFditkbq7+PzZyIhR+so3BdfNO0lRGzzpnjjoqrSjHKCF3WWkmU9Yuo/t/j+43hWUqSqbSZR4mS1moe04WRTlm2ZhJWjbJNXkbp1CLtqzhdWxSyTSF8tYun/KYHjy5nfnmf9TMNEtlyGR5cruaUo/dkH7zwqlbUWuf2LsiZchcmd08M8xUst98T+y+rNhtF9rdeP3Yje+mUHazolCa28l84NYsxTMylMVdqTCzDGWYnxwI1U9mIDr5LUfKdl/DrY02lvJI7XrdIt3MUmEZj3nYNnN32mZKcrOaYWa7i8lOqt0iJMsy3/ra7WSbUEgZmSlzK6Gb06DfNXC3uj+lzDiZbO2+O1Pmmb2ZVcXuTR4qT+YsfrofAICn1GHdtZX2IhQhSeabEpPqoL5KmywGTs97ouyWMcdkte6yqPjgJ7umd0+I5pNb0QTwe+EdBQDAU3Ky4O1u5kqp9Wq28Nmu3VBoHLpyZJSeMGqmOgxzyJsierW2HLrs5EYic1lnkIBPLdb7AQB4CiKlnN36zYccl6FUt6tXPvD3v/fqT/y0xTqd/9U+3tYXodXBZCXqR2s+87/7C8/46j8aVku3LNqapFxycxfwKcV6PwAAT4FnqldVk5pUUmmarC+Wpssfs3f/5ukxFkeNcXqc3ueMOK/9qv2yWNijj5jPIS8qJyfEE/0A3Q8AwKePJu12p9STE8Ul6chi4dORzVO1Y/XBOI/y8cZlV66nbe/RbHGuLdtaPdQHuWRFqv3WSScA6H4AAP5jK2kl3FIq6pJMGVklxbh/POyvDxaxLXH4afv7tyesqv8B7f/tbePea83JrqufMivKmlLsDlm5daURALofAIBPh24OUzO5msUsuUVVLGWafSoHF32vDKthYH//E2YXsR/L1aZrr5z6iPW9PD22pbIodjchNJUurRgo4FP55xXP9QIA8OTtrvG0DOtSDiHrOi4hl33gw3Hx8vWFTm9ZZXu8krZt0+DjsI5eBz3r7nrX7SVkkTH2WfNCXTpgoAC6HwCATw+pZtoqF+pVUjdNfbuqR5pX6qPymvqg04zT42yVki2lg5Rarkt290FadKnsbmBlvR+g+wEA+PQRmZ6bXaKmdjeDzpauuayb5qZYa9xjnB6vFpWiKZSSe3ifFivJxpRLaSl1Yzcy8Kl92zEEAAA8eZZdXXK1olBWzaYWuWz9t372TVd/8e2rNmfl+dQnTJcsVlZyO8213Fj5/a99zd0PvXSyoat6mtKaV05BAuh+AAA+XaR5kdfcqpSsUuZo2Yr78ew/8ZOnvv+Nez0tZwbqcYbumzEjp9umIff21xfusYdeOaqapSwsnakS8CnH2woAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAA/KcnlZJkdvMbjDEB6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAAD+/68yBAAAPGmTdEVxyuq+osu9mx1aPdW1t1mP8950Y8+PWy4ZqMfxrPt9qVaHKOOcQ2xlW6kqbOtWNNf1pNU+AwXQ/QAAfFpYhC6ke3Sl6qBu0qhm6bIjt2G1dzjPLc8xUI83zNu6relx3G4crEpNyZo07L436ROA7gcA4NOMp2SmomOL4l5MNbLG8mBaDtPesuUQG0bp8YPmebieZXWoq7BhyEGzDSal0rV1q4uBUQLofgAAPm2YWlWXpfJYWpoWRaOqZu35/lbDqFXxy4zT47s/6qk8HUMNG46vb5fHoea7pw5DmqXJNTJMAN0PAMCni5SHzJSupVQzJWuuzBxf9ZLWs9XetGacHqdE8fQpu8q4P/jeS57TRitKCxsUqeZq0h4DBXwKWWYyCgAAPEld6pJJHlmkMJu1Ge2Gzeey123XGLJTjNMTRFiTZMdrWy1vmM8qe9IyUt5Ck6tLZxkm4FOI9X4AAJ4Cl1xpMimkopR5kUYN3UpZxppnVD+ZlDeNkhZ7Y5wMnVxSdsldLhmjBHxqsd4PAMCTF9K0W+6XTFkirXkW9aIiKTWZFhkM1BPC32SWkqUkNZNMdTcDsJSnlLLCOAF0PwAAnyb9Ku3+R2qP+Ral3HazApL/k3J1V+7mSp9kMHfIfuBTis8eAQB4yul/y27lP1OZkrvku8VsfNIJU9jJfOnW3Gn3j8yWgN8HrPcDAPBU6jVTKbnlyRb/ZqrZPSXzlFlIRsb+XsN3q/RT3sOyyVxW05Qnx3oC+FRhvR8AgKfS/Qr9rqdQQwqTWzZlkw1FhYB9gq3UpXJz3Aal1GdFU1/IZEUqt27vBfApwXo/AAAA8J8+ViAAAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P34f9qxYyIAABAGYgsC0YQwtCGBGS6R0OmvAACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh/WdXvWAAAPfUlEQVQAAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACwi6y2AgAA/ObvBwAA3Q8AANw3Wclwp1bem70AAAAASUVORK5CYII="/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">128<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">o.o. <span class="_ _4"></span>jakie <span class="_ _3"></span>mogą <span class="_ _4"></span>wynikać <span class="_ _3"></span>z <span class="_ _4"></span>zawartych <span class="_ _3"></span>kontraktów. <span class="_ _4"></span>Maksymalna <span class="_ _3"></span>kwota <span class="_ _4"></span>zabezpieczenia <span class="_ _3"></span>wynosi <span class="_ _4"></span>20,0 <span class="_ _4"></span>mln <span class="_ _3"></span>EUR, <span class="_ _4"></span>poręczenie <span class="_ _3"></span>jest <span class="_ _4"></span>ważne <span class="_ _3"></span>do<span class="_ _3"></span><span class="ff6"> <span class="_ _4"></span>31 </span></div><div class="t m0 x1 hf y104 ff6 fs4 fc2 sc0 ls0 ws0">marca 2027 r. </div><div class="t m0 x17 hf y105 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">3 <span class="_ _9"></span>kwietnia <span class="_ _9"></span>2025<span class="_ _0"></span> <span class="_ _9"></span>r. <span class="_ _1"></span>UNIMOT <span class="_ _9"></span>S.A. <span class="_ _1"></span>udzieliła <span class="_ _9"></span>poręczenia <span class="_ _1"></span>na <span class="_ _9"></span>rzecz <span class="_ _9"></span>PKO<span class="_ _0"></span> <span class="_ _9"></span>BP S<span class="_ _1"></span>.A. <span class="_ _9"></span>za <span class="_ _1"></span>spłatę <span class="_ _9"></span>wierzytelności <span class="_ _1"></span>pieniężnych <span class="_ _9"></span>Banku <span class="_ _1"></span>przez <span class="_ _9"></span>UNI<span class="_ _0"></span><span class="ff6">MOT<span class="_ _0"></span> <span class="_ _9"></span>Terminale </span></div><div class="t m0 x1 hf y79f ff7 fs4 fc2 sc0 ls0 ws0">sp. <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _1"></span>o.o., <span class="_ _1"></span>UNIMOT <span class="_ _9"></span>Bitumen <span class="_ _1"></span>Sp. <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _1"></span>o.o., <span class="_ _9"></span>R<span class="_ _0"></span>CEkoenergia <span class="_ _9"></span>Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o. <span class="_ _1"></span>(Kredytobiorcy), <span class="_ _9"></span>któ<span class="_ _0"></span>re <span class="_ _9"></span>mo<span class="_ _0"></span>gą <span class="_ _1"></span>wynikać <span class="_ _9"></span>z tyt<span class="_ _1"></span>ułu <span class="_ _9"></span>z<span class="_ _0"></span>awartej <span class="ff6">z <span class="_ _1"></span>Bankiem <span class="_ _9"></span>Umowy limit<span class="_ _1"></span>u </span></div><div class="t m0 x1 hf y7a0 ff7 fs4 fc2 sc0 ls0 ws0">kredytowego <span class="_ _14"> </span>wielocelowego. <span class="_ _14"> </span>Maksymalna <span class="_ _14"> </span>kwota  poręczeni<span class="_ _1"></span>a <span class="_ _14"> </span>wynosi  150 <span class="_ _5"> </span>mln  złotych, <span class="_ _14"> </span>data <span class="_ _14"> </span>końcowa <span class="_ _14"> </span>o<span class="_ _0"></span>bowiązywania <span class="_ _14"> </span>poręczenia <span class="_ _14"> </span>to <span class="_ _14"> </span>30 </div><div class="t m0 x1 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">września 2030 r. Zabezpieczeniem kredytu jest również hipoteka ustanowiona na nieruchomościach należących do U<span class="_ _0"></span><span class="ff6">NIMOT T<span class="_ _0"></span>erminale Sp. z </span></div><div class="t m0 x1 hf y7a2 ff6 fs4 fc2 sc0 ls0 ws0">o.o. oraz UNIMOT Bitumen Sp. z o.o.  </div><div class="t m0 x17 hf y7a3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a4 ff7 fs4 fc2 sc0 ls0 ws0">4 kwie<span class="_ _1"></span>tnia 2025 <span class="_ _9"></span>r.<span class="_ _0"></span> UN<span class="_ _1"></span>IMOT S.A<span class="_ _1"></span>. udzieliła <span class="_ _1"></span>poręczenia <span class="_ _1"></span>na rzecz <span class="_ _9"></span>mBank S.A. z <span class="_ _9"></span>tytułu zabezpieczenia <span class="_ _1"></span>spłaty wierzyte<span class="_ _1"></span>lności Banku <span class="_ _9"></span>w<span class="_ _3"></span><span class="ff6">obec UNIMOT </span></div><div class="t m0 x1 hf y640 ff7 fs4 fc2 sc0 ls0 ws0">Terminale <span class="_ _4"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"> </span>o.o. <span class="_ _5"> </span>o<span class="_ _0"></span>raz <span class="_ _4"></span>UNIMOT <span class="_ _5"> </span>Bitumen <span class="_ _4"></span>Sp. <span class="_ _5"> </span>z <span class="_ _5"> </span>o.o<span class="_ _0"></span>. <span class="_ _5"></span>(Kredytobiorcy), <span class="_ _4"></span>któ<span class="_ _0"></span>re <span class="_ _4"></span>mogą <span class="_ _5"> </span>pojawić <span class="_ _5"> </span>się <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _5"></span>związku <span class="_ _5"></span>z <span class="_ _5"></span>podpisan<span class="_ _1"></span>ą <span class="_ _5"></span>Umową<span class="_ _3"></span><span class="ff6"> <span class="_ _5"></span></span>ramową </div><div class="t m0 x1 hf y7a5 ff7 fs4 fc2 sc0 ls0 ws0">wieloproduktową. <span class="_ _14"> </span>Maksymalna <span class="_ _14"> </span>kwota <span class="_ _14"> </span>poręczenia <span class="_ _14"> </span>wynosi <span class="_ _5"> </span>75 <span class="_ _14"> </span>mln <span class="_ _14"> </span>zło<span class="_ _0"></span>tych, <span class="_ _14"> </span>maksymalny <span class="_ _14"> </span>okres <span class="_ _5"> </span>ważności <span class="_ _14"> </span>upływa <span class="_ _14"> </span>15 <span class="_ _14"> </span>października <span class="_ _14"> </span>2027 <span class="_ _14"> </span>r. </div><div class="t m0 x1 hf y7a6 ff7 fs4 fc2 sc0 ls0 ws0">Zabezpieczeniem kredytu jest również hipoteka ustanowiona na nieruch<span class="_ _1"></span>omościach należących do UNIMOT Terminale Sp. z o.o.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf y611 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a7 ff7 fs4 fc2 sc0 ls0 ws0">17 kw<span class="_ _0"></span>ietnia 2025 <span class="_ _0"></span>r.<span class="_ _0"></span> UNIMOT <span class="_ _0"></span>S.<span class="_ _0"></span>A. udzieliła <span class="_ _0"></span>poręczenia <span class="_ _0"></span>(First <span class="_ _0"></span>D<span class="_ _0"></span>emand <span class="_ _0"></span>Guarantee) <span class="_ _0"></span>na rzecz<span class="_ _0"></span> <span class="_ _0"></span>ING <span class="_ _0"></span>Bank <span class="_ _0"></span>N.V. <span class="_ _0"></span>Amsterdam, <span class="_ _0"></span>Lancy/Geneva <span class="_ _4"></span><span class="ff6">branch </span></div><div class="t m0 x1 hf y7a8 ff7 fs4 fc2 sc0 ls0 ws0">za <span class="_ _5"></span>zobowiązania <span class="_ _4"></span>spółki <span class="_ _5"> </span>UNIMOT <span class="_ _4"></span>S.A. <span class="_ _5"> </span>z <span class="_ _5"> </span>siedzibą <span class="_ _4"></span>w <span class="_ _5"> </span>Genewie, <span class="_ _5"></span>które <span class="_ _4"></span>mo<span class="_ _0"></span>gą <span class="_ _4"></span>w<span class="_ _0"></span>ynikać <span class="_ _4"></span>z <span class="_ _5"> </span>udzielonej <span class="_ _4"></span>prz<span class="_ _0"></span>ez <span class="_ _4"></span>Ba<span class="_ _0"></span>nk <span class="_ _4"></span>linii <span class="_ _5"></span>na <span class="_ _4"></span>finansowanie <span class="_ _5"></span>(B<span class="_ _3"></span><span class="ff6">anking </span></div><div class="t m0 x1 hf y7a9 ff7 fs4 fc2 sc0 ls0 ws0">Faclities). Maksymalna kwota poręczenia to 70 mln US<span class="_ _1"></span>D. Na dzień bilansowy wykorzystanie linii finansowej wynosiło 0 USD. <span class="ff6"> </span></div><div class="t m0 x17 hf y7aa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7ab ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _3"></span>Bitumen <span class="_ _0"></span>Sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>zawarła <span class="_ _3"></span>Umowę <span class="_ _0"></span>o <span class="_ _3"></span>gwarancję <span class="_ _3"></span>ubezpieczeniową <span class="_ _3"></span>terminowych <span class="_ _3"></span>płatności <span class="_ _0"></span>wystawio<span class="_ _0"></span>ną <span class="_ _3"></span>przez <span class="_ _0"></span>STU <span class="_ _3"></span>Ergo <span class="_ _3"></span>Hestia <span class="_ _0"></span>S.<span class="_ _3"></span><span class="ff6">A. </span></div><div class="t m0 x1 hf y7ac ff7 fs4 fc2 sc0 ls0 ws0">Kwota gwarancji wynosi 70 <span class="_ _0"></span>mln złotych a jej beneficjentem jest Orlen S.A. T<span class="_ _0"></span>ermin ważności gwarancji <span class="_ _0"></span>obowiązuje od 29 <span class="_ _0"></span>kwietni<span class="_ _1"></span>a<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span><span class="ls7">20</span>25 r. <span class="_ _0"></span>do </span></div><div class="t m0 x1 hf y7fb ff7 fs4 fc2 sc0 ls0 ws0">28 kwi<span class="_ _1"></span>etnia <span class="_ _1"></span>2026 <span class="_ _1"></span>r. <span class="_ _1"></span>UNIMOT S.A. <span class="_ _9"></span>j<span class="_ _0"></span>est <span class="_ _1"></span>poręczycielem <span class="_ _1"></span>weksla <span class="_ _1"></span>złożonego <span class="_ _1"></span>jako zabezpi<span class="_ _1"></span>eczenie <span class="_ _1"></span>roszczeń Ub<span class="_ _1"></span>ezpieczyciela <span class="_ _1"></span>w <span class="_ _1"></span>związku <span class="_ _1"></span>z w<span class="_ _0"></span>ystawioną </div><div class="t m0 x1 hf y789 ff7 fs4 fc2 sc0 ls0 ws0">gwarancją. <span class="ff6"> </span></div><div class="t m0 x1 hf y2be ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y324 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _5"></span>Paliwa <span class="_ _5"> </span>Sp. <span class="_ _5"> </span>z <span class="_ _14"> </span>o.o. <span class="_ _4"></span>o <span class="_ _14"> </span>jest <span class="_ _4"></span>zleceniodawcą <span class="_ _5"> </span>wystawienia <span class="_ _5"> </span>w <span class="_ _5"></span>dniu <span class="_ _5"></span>5 <span class="_ _5"> </span>maja <span class="_ _5"> </span>2025 <span class="_ _14"> </span>r. <span class="_ _5"></span>bankowej <span class="_ _5"> </span>gwarancji <span class="_ _5"></span>należytego <span class="_ _5"></span>wykonania <span class="_ _5"></span>umowy<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y34d ff7 fs4 fc2 sc0 ls0 ws0">wystawionej <span class="_ _1"></span>przez <span class="_ _1"></span>mBank S.A <span class="_ _1"></span>na rzecz <span class="_ _9"></span>O<span class="_ _0"></span>rlen <span class="_ _1"></span>Paliwa <span class="_ _1"></span>Sp. <span class="_ _1"></span>z o.o. <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _1"></span>jest <span class="_ _1"></span>poręczycielem e<span class="_ _1"></span>wentualnych zobowiązań <span class="_ _1"></span>wobec <span class="_ _1"></span>Ban<span class="_ _0"></span><span class="ff6">ku, jakie </span></div><div class="t m0 x1 hf yadc ff7 fs4 fc2 sc0 ls0 ws0">mogą p<span class="_ _1"></span>ojawić się <span class="_ _9"></span>w związku z <span class="_ _9"></span>wys<span class="_ _0"></span>tawieniem gwarancji. <span class="_ _9"></span>Kwo<span class="_ _0"></span>ta g<span class="_ _1"></span>warancji wyn<span class="_ _1"></span>osi 15,5 <span class="_ _9"></span>ml<span class="_ _0"></span>n <span class="_ _1"></span>złotych. Gwarancja je<span class="_ _1"></span>st <span class="_ _1"></span>ważna d<span class="_ _1"></span>o 30 <span class="_ _1"></span>kwie<span class="_ _0"></span><span class="ff6">tnia 2026 </span></div><div class="t m0 x1 hf y56a ff6 fs4 fc2 sc0 ls21 ws0">r.<span class="ls0"> </span></div><div class="t m0 x1 hf yadd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y2c3 ff7 fs4 fc2 sc0 ls0 ws0">4  czerwca<span class="_ _1"></span> <span class="_ _14"> </span>2025  UNIMOT <span class="_ _14"> </span>S.A.  u<span class="_ _1"></span>dzieliła <span class="_ _14"> </span>poręczenia <span class="_ _14"> </span>(Guarantee  of <span class="_ _14"> </span>Payment <span class="_ _14"> </span>and  Performance) <span class="_ _14"> </span>na  rzecz <span class="_ _14"> </span>Marex <span class="_ _14"> </span>Financial,  stan<span class="_ _1"></span>owiącego<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yade ff7 fs4 fc2 sc0 ls0 ws0">zabezpieczenie umowy <span class="_ _0"></span>o <span class="_ _0"></span>świadczenie <span class="_ _0"></span>usług finansowych <span class="_ _0"></span>zaw<span class="_ _0"></span>artej między <span class="_ _0"></span>Marex <span class="_ _0"></span>a <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>SA z <span class="_ _0"></span>siedzibą <span class="_ _0"></span>w <span class="_ _0"></span>Genewie. <span class="_ _0"></span>Z uwagi <span class="_ _0"></span>na <span class="_ _0"></span>chara<span class="_ _3"></span><span class="ff6">kter </span></div><div class="t m0 x1 hf y172 ff7 fs4 fc2 sc0 ls0 ws0">transakcji <span class="_ _3"></span>jaki<span class="_ _0"></span>e <span class="_ _4"></span>mogą <span class="_ _4"></span>być <span class="_ _4"></span>zawierane <span class="_ _4"></span>na <span class="_ _4"></span>podstawie <span class="_ _4"></span>ww. <span class="_ _4"></span>umow<span class="_ _0"></span>y <span class="_ _4"></span>w <span class="_ _4"></span>treści <span class="_ _4"></span>poręczenia <span class="_ _4"></span>nie <span class="_ _4"></span>została <span class="_ _4"></span>określona <span class="_ _4"></span>maksymalna <span class="_ _4"></span>kwota <span class="_ _4"></span>an<span class="_ _0"></span>i <span class="_ _4"></span>ter<span class="_ _0"></span><span class="ff6">mi<span class="_ _0"></span>n </span></div><div class="t m0 x1 hf y7ea ff7 fs4 fc2 sc0 ls0 ws0">obowiązywania poręczenia. <span class="ff6"> </span></div><div class="t m0 x1 hf yadf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yae0 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _3"></span>Paliwa <span class="_ _3"></span>Sp. <span class="_ _4"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>o <span class="_ _4"></span>jest <span class="_ _3"></span>zleceniodawcą <span class="_ _3"></span>wystawienia <span class="_ _3"></span>w <span class="_ _3"></span>dniu <span class="_ _3"></span>27 <span class="_ _4"></span>czerwca <span class="_ _3"></span>2025 <span class="_ _3"></span>r. <span class="_ _4"></span>bankowej <span class="_ _3"></span>gwarancji <span class="_ _3"></span>płatności, <span class="_ _3"></span>wystawio<span class="_ _0"></span>nej<span class="_ _0"></span><span class="ff6"> <span class="_ _4"></span>przez </span></div><div class="t m0 x1 hf yae1 ff7 fs4 fc2 sc0 ls0 ws0">mBank <span class="_ _9"></span>S.A <span class="_ _9"></span>na rzecz <span class="_ _9"></span>BP <span class="_ _9"></span>E<span class="_ _0"></span>uropa <span class="_ _9"></span>SE. <span class="_ _1"></span> <span class="_ _9"></span>UNIMOT <span class="_ _1"></span>S.A. <span class="_ _a"></span>jest p<span class="_ _1"></span>oręczycielem <span class="_ _9"></span>ewentualnych <span class="_ _1"></span>zobowiązań <span class="_ _9"></span>wobec <span class="_ _9"></span>Banku, <span class="_ _1"></span>jakie <span class="_ _9"></span>mogą <span class="_ _9"></span>pojaw<span class="_ _0"></span>ić <span class="_ _9"></span>się<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span><span class="ff7">w <span class="_ _9"></span>zw<span class="_ _0"></span>iązku </span></span></div><div class="t m0 x1 hf y625 ff7 fs4 fc2 sc0 ls0 ws0">z wystawieniem gwarancji. Kwota gwarancji wynosi 1,5 mln złotych. Gwarancja jest ważna do 31 maja 2026 r.<span class="ff6"> </span></div><div class="t m0 x17 hf y604 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5c0 ff7 fs4 fc2 sc0 ls0 ws0">16 <span class="_ _3"></span>lipca <span class="_ _4"></span>2025 <span class="_ _4"></span>r. <span class="_ _4"></span>UNIMOT <span class="_ _3"></span>S.A.<span class="_ _0"></span> <span class="_ _4"></span>udzieliła <span class="_ _3"></span>poręczenia <span class="_ _4"></span>(Deed <span class="_ _3"></span>o<span class="_ _0"></span>f <span class="_ _4"></span>Guarantee <span class="_ _4"></span>and <span class="_ _3"></span>Indemnity) <span class="_ _4"></span>na <span class="_ _4"></span>rzecz <span class="_ _4"></span>Macquarie <span class="_ _3"></span>Ba<span class="_ _0"></span>nk <span class="_ _3"></span>Europe <span class="_ _4"></span>DAC <span class="_ _4"></span>za <span class="_ _4"></span>prz<span class="_ _3"></span>yszłe </div><div class="t m0 x1 hf y69c ff7 fs4 fc2 sc0 ls0 ws0">zobowiązania  UNIMOT  Paliwa  Sp.  z  o.o.,  jakie  mogą  powstać  w  trakcie  zawieranych  transakcji  z  Beneficjentem.  Maksymalna<span class="_ _0"></span>  kwota </div><div class="t m0 x1 hf y3f5 ff7 fs4 fc2 sc0 ls0 ws0">poręczenia to 20 mln USD. <span class="ff6"> </span></div><div class="t m0 x17 hf yf58 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf59 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Pa<span class="_ _0"></span>liwa Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>jest zlec<span class="_ _0"></span>eniodawcą w<span class="_ _0"></span>ystawienia przez <span class="_ _0"></span>mBank <span class="_ _0"></span>S.A. <span class="_ _0"></span>w <span class="_ _0"></span>dniu <span class="_ _0"></span>17 <span class="_ _0"></span>lipca <span class="_ _0"></span>2025 <span class="_ _0"></span>r. <span class="_ _0"></span>bankowej <span class="_ _0"></span>gwarancji <span class="_ _0"></span>na rzecz<span class="_ _0"></span> <span class="_ _3"></span><span class="ff6">PE<span class="_ _0"></span>RN S.A.<span class="_ _0"></span> </span></div><div class="t m0 x1 hf yf5a ff7 fs4 fc2 sc0 ls0 ws0">Kwota <span class="_ _14"> </span>gwarancji <span class="_ _5"> </span>wynosi <span class="_ _14"> </span>3,3 <span class="_ _5"> </span>mln <span class="_ _14"> </span>złotych. <span class="_ _14"> </span>Gwarancja <span class="_ _5"> </span>jest <span class="_ _14"> </span>ważna <span class="_ _5"> </span>do <span class="_ _14"> </span>30 <span class="_ _5"> </span>cz<span class="_ _0"></span>erwca <span class="_ _5"> </span>2026 <span class="_ _14"> </span>r. <span class="_ _5"> </span>UNIMOT <span class="_ _14"> </span>S.A. <span class="_ _5"> </span>jest <span class="_ _14"> </span>poręczycielem <span class="_ _5"></span>ewentua<span class="_ _0"></span><span class="ff6">lnych </span></div><div class="t m0 x1 hf yd32 ff7 fs4 fc2 sc0 ls0 ws0">zobowiązań wobec Banku, jakie mogą pojawić się w związku z wystawie<span class="_ _1"></span>niem gwarancji.<span class="ff6"> </span></div><div class="t m0 x17 hf yf5b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf5c ff7 fs4 fc2 sc0 ls0 ws0">30 l<span class="_ _1"></span>ipca <span class="_ _1"></span>2025 r. <span class="_ _9"></span>UNIMOT S.A. <span class="_ _1"></span>udzieliła <span class="_ _1"></span>poręczenia <span class="_ _1"></span>na <span class="_ _1"></span>rzecz <span class="_ _1"></span>Banku <span class="_ _1"></span>Pekao S.A. <span class="_ _9"></span>za zobowiązania UNIMOT <span class="_ _9"></span>T<span class="_ _0"></span>erminale <span class="_ _9"></span>Sp. z <span class="_ _1"></span>o.o., UNIM<span class="ff6">OT<span class="_ _0"></span> <span class="_ _1"></span>Bitumen </span></div><div class="t m0 x1 hf yf5d ff7 fs4 fc2 sc0 ls0 ws0">Sp. z <span class="_ _0"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>oraz <span class="_ _0"></span>RCEkonenergia Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o<span class="_ _0"></span>. (Kredytobiorcy), <span class="_ _0"></span>które <span class="_ _0"></span>mogą w<span class="_ _0"></span>ynikać z <span class="_ _0"></span>zaw<span class="_ _0"></span>artej z <span class="_ _0"></span>Ba<span class="_ _0"></span>nkiem umowy <span class="_ _0"></span>kredytowej. <span class="_ _0"></span>Maks<span class="_ _3"></span><span class="ff6">ymalna <span class="_ _0"></span>kwota </span></div><div class="t m0 x1 hf y7f ff7 fs4 fc2 sc0 ls0 ws0">poręczenia wynosi 330 mln złotych, data końcowa obowiązywania poręczenia to 4 paździe<span class="_ _1"></span>rnika 2031 r.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf yf5e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya2f ff7 fs4 fc2 sc0 ls0 ws0">13 <span class="_ _3"></span>sierpnia <span class="_ _0"></span>2025<span class="_ _0"></span> <span class="_ _3"></span>r. <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _3"></span>udzieliła <span class="_ _3"></span>nowego <span class="_ _3"></span>poręczenia <span class="_ _3"></span>za <span class="_ _3"></span>zobowiązania <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>Paliwa <span class="_ _3"></span>Sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>wobec <span class="_ _3"></span>Shell <span class="_ _3"></span>Deutschland <span class="_ _5"></span><span class="ff6">GmbH </span></div><div class="t m0 x1 hf y20c ff7 fs4 fc2 sc0 ls0 ws0">oraz/lub <span class="_ _1"></span>innych <span class="_ _1"></span>spółek <span class="_ _1"></span>z G<span class="_ _1"></span>rupy Royal <span class="_ _1"></span>Dutch <span class="_ _1"></span>Shell <span class="_ _9"></span>PL<span class="_ _0"></span>C, jakie <span class="_ _9"></span>mogą powstać w <span class="_ _1"></span>ramach <span class="_ _1"></span>współpracy <span class="_ _1"></span>handlowej. <span class="_ _1"></span>Dokument <span class="_ _1"></span>zastępuje <span class="_ _1"></span>do<span class="_ _0"></span><span class="ff6">tychczas </span></div><div class="t m0 x1 hf ybb5 ff7 fs4 fc2 sc0 ls0 ws0">obowiązujący. Maksymalna kwota zobowiązania wynosi 15 mln EUR a poręczenie jes<span class="_ _1"></span>t ważne minimum dwa lata. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf ye72 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya78 ff7 fs4 fc2 sc0 ls0 ws0">28 sierp<span class="_ _1"></span>nia 2025 r. <span class="_ _1"></span>UNIMOT <span class="_ _1"></span>Terminale <span class="_ _1"></span>Sp. z o.<span class="_ _1"></span>o. zawarła <span class="_ _1"></span>z mBank <span class="_ _1"></span>S.A. <span class="_ _1"></span>umowę ustan<span class="_ _1"></span>awiającą hipotekę, <span class="_ _1"></span>która stanowi <span class="_ _9"></span>zabezpieczen<span class="_ _0"></span><span class="ff6">ie umowy </span></div><div class="t m0 x1 hf yf5f ff7 fs4 fc2 sc0 ls0 ws0">o kredyt w rachunku bieżącym zawartą pomiędzy Bankiem a UN<span class="_ _1"></span>IMOT S.A. Łączna kwota hipoteki wynosi 75,0 mln złotych. <span class="_ _0"></span><span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf81" class="pf w0 h0" ><div class="pc pc81 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">129<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x17 hf yca ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _4"></span>S.A. <span class="_ _4"></span>jest <span class="_ _4"></span>poręczycielem <span class="_ _4"></span>w<span class="_ _0"></span>ekslowym <span class="_ _4"></span>umowy <span class="_ _4"></span>leasingu <span class="_ _4"></span>zawartej <span class="_ _4"></span>pomiędzy <span class="_ _5"></span>UNIMOT <span class="_ _4"></span>Aviation <span class="_ _4"></span>Sp. <span class="_ _4"></span>z <span class="_ _4"></span>o.o. <span class="_ _4"></span>a <span class="_ _5"></span>Pekao <span class="_ _4"></span>Leasing <span class="_ _4"></span>Sp. <span class="_ _4"></span>z <span class="_ _4"></span>o<span class="_ _0"></span>.<span class="_ _3"></span><span class="ff6">o. </span></div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">Umowa obowiązuje od 24 września 2025 do 30 września 2030 r. Saldo zobowiązania na dzień bilansowy wynosiło 1,1 mln USD. <span class="ff6"> </span></div><div class="t m0 x17 hf y79e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y79f ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _9"></span>S.A. <span class="_ _1"></span>jest <span class="_ _9"></span>zleceniodawcą <span class="_ _1"></span>wystawienia <span class="_ _a"></span>przez <span class="_ _1"></span>mBank <span class="_ _1"></span>S.A. <span class="_ _a"></span>w<span class="_ _0"></span> <span class="_ _1"></span>dniu <span class="_ _9"></span>13 <span class="_ _9"></span>października <span class="_ _1"></span>2025 <span class="_ _9"></span>r. <span class="_ _1"></span>bankowej <span class="_ _1"></span>gwarancji <span class="_ _9"></span>na <span class="_ _9"></span>rzecz MET <span class="_ _a"></span>In<span class="_ _3"></span><span class="ff6">ternational </span></div><div class="t m0 x1 hf y7a0 ff7 fs4 fc2 sc0 ls0 ws0">AG <span class="_ _9"></span>zabezpieczając<span class="_ _0"></span>ej <span class="_ _1"></span>ewentualne <span class="_ _9"></span>roszcz<span class="_ _0"></span>enia <span class="_ _9"></span>jakie mogą <span class="_ _9"></span>wynikać <span class="_ _1"></span>z <span class="_ _1"></span>zawartej <span class="_ _9"></span>umow<span class="_ _0"></span>y <span class="_ _1"></span>handlowej. <span class="_ _9"></span>Kwota gwarancji <span class="_ _9"></span>wynosi <span class="_ _1"></span>1 <span class="_ _1"></span>mln <span class="_ _9"></span>E<span class="_ _3"></span><span class="ff6">UR. <span class="_ _1"></span>Gwarancja </span></div><div class="t m0 x1 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">jest ważna do 28 lutego 2026 r. <span class="ff6"> </span></div><div class="t m0 x17 hf y7a2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a3 ff7 fs4 fc2 sc0 ls0 ws0">31 <span class="_ _5"> </span>października <span class="_ _14"> </span>2025 <span class="_ _5"> </span>r. <span class="_ _14"> </span>został <span class="_ _14"> </span>podpisany <span class="_ _5"> </span>kolejny <span class="_ _14"> </span>aneks <span class="_ _14"> </span>do <span class="_ _5"> </span>Umowy <span class="_ _14"> </span>Poręczenia <span class="_ _14"> </span>pomiędzy <span class="_ _5"></span>UNIMOT <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>a <span class="_ _5"> </span>PKO <span class="_ _14"> </span>BP <span class="_ _14"> </span>S.A. <span class="_ _5"> </span>zabezpieczając<span class="_ _0"></span>e<span class="_ _0"></span><span class="ff6 ls27">j </span></div><div class="t m0 x1 hf y7a4 ff7 fs4 fc2 sc0 ls0 ws0">wierzytelności, <span class="_ _0"></span>jakie <span class="_ _3"></span>mogą <span class="_ _3"></span>powstać <span class="_ _3"></span>w <span class="_ _0"></span>zw<span class="_ _0"></span>iązku <span class="_ _0"></span>z <span class="_ _3"></span>podpisaną <span class="_ _3"></span>pomiędzy <span class="_ _0"></span>PKO <span class="_ _3"></span>BP <span class="_ _3"></span>S.A. <span class="_ _0"></span>a <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>Energia <span class="_ _0"></span>i <span class="_ _3"></span>Gaz <span class="_ _3"></span>Sp.<span class="_ _0"></span><span class="ff6">  <span class="_ _3"></span></span>o.o. <span class="_ _3"></span>Umową <span class="_ _3"></span>Limitu. <span class="_ _0"></span>Kwo<span class="_ _0"></span>t<span class="ff6 ls27">a </span></div><div class="t m0 x1 hf y640 ff7 fs4 fc2 sc0 ls0 ws0">poręczenia wynosi 30 mln złotych i obowiązuje do 31 lipca 2035 r. <span class="ff6"> </span></div><div class="t m0 x17 hf y7a5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a6 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT Terminale<span class="_ _1"></span> Sp. <span class="_ _1"></span>z o.o. o <span class="_ _1"></span>jest <span class="_ _1"></span>zleceniodawcą <span class="_ _1"></span>wystawienia g<span class="_ _1"></span>warancji ubezp<span class="_ _1"></span>ieczeniowej wystawionej p<span class="_ _1"></span>rzez TU Eule<span class="_ _1"></span>r Hermes<span class="_ _1"></span> S.A<span class="ff6">. (<span class="_ _0"></span>Allianz </span></div><div class="t m0 x1 hf y611 ff7 fs4 fc2 sc0 ls0 ws0">Trade) <span class="_ _3"></span>zabezpieczającej <span class="_ _4"></span>zobowiązania <span class="_ _3"></span>jakie <span class="_ _4"></span>mogą <span class="_ _4"></span>wynikać <span class="_ _3"></span>w <span class="_ _4"></span>związku <span class="_ _4"></span>z <span class="_ _4"></span>wykonywaniem <span class="_ _3"></span>działalności <span class="_ _4"></span>gospodarczej <span class="_ _3"></span>w <span class="_ _4"></span>zakresie <span class="_ _3"></span>wy<span class="_ _3"></span><span class="ff6">tw<span class="_ _0"></span>arzania </span></div><div class="t m0 x1 hf y7a7 ff7 fs4 fc2 sc0 ls0 ws0">paliw ciekłych <span class="_ _0"></span>przez <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>Terminale Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>Kwota gwarancji <span class="_ _0"></span>wynosi <span class="_ _0"></span>10 mln <span class="_ _0"></span>zło<span class="_ _0"></span>tych i <span class="_ _0"></span>obowiązuje od <span class="_ _0"></span>1 <span class="_ _0"></span>grudnia 2025 <span class="_ _0"></span>r <span class="_ _0"></span>do <span class="_ _0"></span>30<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span>listopada </span></div><div class="t m0 x1 hf y7a8 ff7 fs4 fc2 sc0 ls0 ws0">2027 <span class="_ _1"></span>r. <span class="_ _9"></span>Beneficjentem <span class="_ _1"></span>gwarancji <span class="_ _9"></span>jest N<span class="_ _1"></span>aczelnik <span class="_ _1"></span>Drugiego <span class="_ _9"></span>Urzędu S<span class="_ _1"></span>karbowego <span class="_ _1"></span>w <span class="_ _1"></span>Bielsku<span class="ff6">-</span>Białej. <span class="_ _1"></span><span class="ff6">UNIMOT <span class="_ _1"></span>S.A. <span class="_ _9"></span>jest <span class="_ _1"></span>p<span class="ff7">oręczycielem <span class="_ _9"></span>ewentualnych </span></span></div><div class="t m0 x1 hf y7a9 ff7 fs4 fc2 sc0 ls0 ws0">roszczeń Ubezpieczyciela, które mogą wyniknąć z tytułu wystawienia gwaran<span class="_ _1"></span>cji.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf y7aa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7ab ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"> </span>dniu <span class="_ _14"> </span>2 <span class="_ _14"> </span>grudnia <span class="_ _5"> </span>2025<span class="_ _0"></span> <span class="_ _14"> </span>r. <span class="_ _5"> </span>UNI<span class="_ _0"></span>MOT <span class="_ _14"> </span>S.A. <span class="_ _5"> </span>udzieliła <span class="_ _14"> </span>poręczenia <span class="_ _14"> </span>na <span class="_ _5"> </span>rzecz<span class="_ _0"></span> <span class="_ _5"> </span>ING <span class="_ _14"> </span>Bank <span class="_ _14"> </span>Śląski <span class="_ _14"> </span>S.A. <span class="_ _5"> </span>jako<span class="_ _0"></span> <span class="_ _5"> </span>z<span class="_ _0"></span>abezpieczenie <span class="_ _5"> </span>ewentualnych <span class="_ _14"> </span>rosz<span class="_ _3"></span>czeń </div><div class="t m0 x1 hf y7ac ff7 fs4 fc2 sc0 ls0 ws0">Beneficjenta <span class="_ _0"></span>mogących <span class="_ _3"></span>powstać <span class="_ _3"></span>z <span class="_ _0"></span>tytułu <span class="_ _3"></span>podpisanej <span class="_ _0"></span>z <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>Paliwa <span class="_ _0"></span>Sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>Umowy <span class="_ _0"></span>kredytowej <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _3"></span>20 <span class="_ _0"></span>maja <span class="_ _3"></span>2024 <span class="_ _0"></span>r. <span class="_ _3"></span>Maksymalna <span class="_ _3"></span>kw<span class="_ _3"></span><span class="ff6">ota </span></div><div class="t m0 x1 hf y7fb ff7 fs4 fc2 sc0 ls0 ws0">poręczenia wynosi 180 mln złotych a maksymalna data obowiązywania to 9 maja 2029 r. <span class="ff6"> </span></div><div class="t m0 x17 hf y789 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y2be ff7 fs4 fc2 sc0 ls0 ws0">11 grudnia <span class="_ _1"></span>2025 r. UNIMOT S<span class="_ _1"></span>.A. udzieliła poręczeni<span class="_ _1"></span>a na rzecz Vitol <span class="_ _1"></span>Gas and <span class="_ _1"></span>Power B.V. stanowiącego zabezpi<span class="_ _1"></span>eczenie ewentualn<span class="_ _1"></span>yc<span class="_ _0"></span>h<span class="_ _0"></span> roszczeń </div><div class="t m0 x1 hf y324 ff7 fs4 fc2 sc0 ls0 ws0">Beneficjenta <span class="_ _1"></span>mogących p<span class="_ _1"></span>owstać w <span class="_ _1"></span>przyszłości <span class="_ _1"></span>z <span class="_ _1"></span>tytułu <span class="_ _1"></span>zawieranych <span class="_ _1"></span>z <span class="_ _1"></span>UNIMOT Ene<span class="_ _1"></span>rgia i <span class="_ _1"></span>Gaz <span class="_ _1"></span>Sp. <span class="_ _1"></span>z <span class="_ _1"></span>o.o. umów h<span class="_ _1"></span>andlowych. <span class="_ _1"></span>Maks<span class="_ _0"></span><span class="ff6">ymalna kwota </span></div><div class="t m0 x1 hf y34d ff7 fs4 fc2 sc0 ls0 ws0">poręczenia wynosi 5 mln EUR. <span class="ff6"> </span></div><div class="t m0 x17 hf yadc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y56a ff5 fs4 fc0 sc0 ls0 ws0">Po dniu bilansowym:<span class="ff6 fsa fc2"> </span></div><div class="t m0 x17 hf yadd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y2c3 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _3"></span>Paliwa <span class="_ _3"></span>Sp. <span class="_ _4"></span>z <span class="_ _3"></span>o.o. <span class="_ _4"></span>zawarła <span class="_ _3"></span>Umowę <span class="_ _3"></span>o <span class="_ _4"></span>nową <span class="_ _3"></span>gwarancję <span class="_ _3"></span>ubezpieczeniową <span class="_ _3"></span>wystawioną <span class="_ _3"></span>przez <span class="_ _4"></span>UNIQA <span class="_ _3"></span>Towarzystwo <span class="_ _3"></span>Ubezpieczeń <span class="_ _3"></span>S.A., </div><div class="t m0 x1 hf yade ff7 fs4 fc2 sc0 ls0 ws0">składaną jako <span class="_ _1"></span>zabezpieczenie akcyzowe. Kwota <span class="_ _1"></span>gwarancji wynosi <span class="_ _1"></span>7,2 mln <span class="_ _1"></span>złotych, a jej <span class="_ _1"></span>termin <span class="_ _1"></span>ważności obowiązuje od <span class="_ _1"></span>04 styczni<span class="ff6">a 2026 r. do </span></div><div class="t m0 x1 hf y172 ff7 fs4 fc2 sc0 ls0 ws0">3  stycz<span class="_ _0"></span>nia  2027 <span class="_ _15"> </span>r. <span class="_ _18"> </span>Ben<span class="_ _0"></span>eficjentem <span class="_ _15"> </span>gwarancji  jest <span class="_ _15"> </span>Naczelnik  D<span class="_ _0"></span>rugiego  Urzęd<span class="_ _0"></span>u  S<span class="_ _0"></span>karbowego  w<span class="_ _0"></span> <span class="_ _18"> </span>Opolu. <span class="_ _27"> </span><span class="ff6">UNIMOT <span class="_ _15"> </span></span>S.A.  j<span class="_ _0"></span>est <span class="_ _15"> </span>poręczycielem </div><div class="t m0 x1 hf y7ea ff7 fs4 fc2 sc0 ls0 ws0">ewentualnych roszczeń Ubezpieczyciela, które mogą wyniknąć z tytu<span class="_ _1"></span>łu wystawienia gwarancji.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17 hf yadf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yae0 ff7 fs4 fc2 sc0 ls0 ws0">9 <span class="_ _0"></span>lutego <span class="_ _0"></span>2026 <span class="_ _3"></span>r. <span class="_ _0"></span>na <span class="_ _0"></span>z<span class="_ _0"></span>lecenie <span class="_ _0"></span>UNIMOT<span class="_ _0"></span> <span class="_ _0"></span>Paliwa <span class="_ _0"></span>Sp. <span class="_ _3"></span>z <span class="_ _0"></span>o.o. <span class="_ _3"></span>została <span class="_ _0"></span>wystawiona <span class="_ _0"></span>nowa <span class="_ _3"></span>gwarancja <span class="_ _0"></span>(Bűrgschaftsurkunde) <span class="_ _0"></span>na <span class="_ _3"></span>rzecz <span class="_ _0"></span>Urzędu <span class="_ _4"></span><span class="ff6">Celnego </span></div><div class="t m0 x1 hf yae1 ff7 fs4 fc2 sc0 ls0 ws0">(Hauptzollamt <span class="_ _0"></span>Sicherheit) <span class="_ _3"></span>w <span class="_ _3"></span>Niemczech, <span class="_ _3"></span>stanowiącej <span class="_ _0"></span>zabezpieczenie <span class="_ _3"></span>akcyzowe <span class="_ _0"></span>dla <span class="_ _3"></span>transportów <span class="_ _3"></span>paliw <span class="_ _3"></span>realizowanych <span class="_ _0"></span>poprzez <span class="_ _3"></span>term<span class="_ _3"></span><span class="ff6">inal <span class="_ _0"></span>H<span class="_ _0"></span>ES </span></div><div class="t m0 x1 hf y625 ff6 fs4 fc2 sc0 ls0 ws0">Wilhelmshaven. Kwota <span class="_ _0"></span>zabezpieczenia wynosi 7,7 <span class="_ _0"></span>mln EUR.<span class="_ _0"></span> <span class="_ _0"></span>UNIM<span class="_ _0"></span>OT <span class="_ _0"></span><span class="ff7">S.A. jest poręczycielem <span class="_ _0"></span>ewentualnych roszczeń <span class="_ _0"></span>Ubezpieczyciela, które </span></div><div class="t m0 x1 hf y604 ff7 fs4 fc2 sc0 ls0 ws0">mogą wyniknąć z tytułu wystawienia gwarancji.<span class="ff6"> </span></div><div class="t m0 x17 hf y5c0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y69c ff7 fs4 fc2 sc0 ls0 ws0">9 lutego 2026 została zwiększona z 17,2 na 20 mln złotych kwota g<span class="_ _1"></span>warancji należytego wykonania umowy wystawionej na zleceni<span class="_ _1"></span>e <span class="_ _0"></span><span class="ff6">UNIMOT </span></div><div class="t m0 x1 hf y3f5 ff7 fs4 fc2 sc0 ls0 ws0">Energia i Gaz Sp. z o.o. TU<span class="_ _1"></span> Euler Herme<span class="_ _1"></span>s S.A. (Allianz Trade) na rzecz Polskiej Sp<span class="_ _1"></span>ółki Gazownictwa Sp. z o.o. Kwota gwarancj<span class="ff6">i wynosi 17,2 mln </span></div><div class="t m0 x1 hf yf58 ff7 fs4 fc2 sc0 ls0 ws0">złotych. <span class="_ _0"></span>Gwarancja <span class="_ _0"></span>jest <span class="_ _0"></span>w<span class="_ _0"></span>ażna <span class="_ _0"></span>do <span class="_ _0"></span>2 <span class="_ _0"></span>listopada <span class="_ _0"></span>2026 <span class="_ _3"></span>r. <span class="_ _0"></span><span class="ff6">UNIMOT <span class="_ _3"></span></span>S.A. <span class="_ _0"></span>jest <span class="_ _0"></span>poręczycielem <span class="_ _0"></span>ewentualnych <span class="_ _3"></span>roszczeń <span class="_ _0"></span>Ubezpieczyciela, które <span class="_ _3"></span>mogą </div><div class="t m0 x1 hf yf59 ff7 fs4 fc2 sc0 ls0 ws0">wyniknąć z tytułu wystawienia gwarancji.<span class="ff6"> </span></div><div class="t m0 x17 hf yf5a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yd32 ff7 fs4 fc2 sc0 ls0 ws0">11 <span class="_ _3"></span>lutego <span class="_ _3"></span>2026 <span class="_ _3"></span>r. <span class="_ _4"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _3"></span>udzieliła <span class="_ _3"></span>z <span class="_ _3"></span>ORLEN <span class="_ _3"></span>S.A. <span class="_ _3"></span>now<span class="_ _0"></span>ego <span class="_ _3"></span>poręczenia <span class="_ _0"></span>stanowiącego <span class="_ _4"></span>zabezpieczenie <span class="_ _0"></span>w<span class="_ _0"></span>ierzytelności <span class="_ _3"></span>ORLEN <span class="_ _3"></span>S.A. <span class="_ _5"></span><span class="ff6">wobec </span></div><div class="t m0 x1 hf yf5b ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT <span class="_ _0"></span>Bitumen <span class="_ _0"></span>Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o<span class="_ _0"></span>.o. w<span class="_ _0"></span>ynikających <span class="_ _0"></span>z <span class="_ _0"></span>Warunkowej <span class="_ _0"></span>Ramowej <span class="_ _0"></span>Umowy <span class="_ _0"></span>Sprzedaży <span class="_ _0"></span>z <span class="_ _3"></span>dnia 12 <span class="_ _0"></span>stycznia <span class="_ _3"></span>2022 r. <span class="_ _0"></span>(<span class="_ _0"></span>&quot;Zabezpieczona <span class="_ _0"></span>Umowa&quot;<span class="_ _0"></span><span class="ff6">). </span></div><div class="t m0 x1 hf yf5c ff7 fs4 fc2 sc0 ls0 ws0">Maksymalna <span class="_ _9"></span>wartość zabezpie<span class="_ _1"></span>czenia <span class="_ _1"></span>wynosi <span class="_ _1"></span>ponownie <span class="_ _9"></span>110 <span class="_ _1"></span>mln <span class="_ _1"></span>złotych, <span class="_ _1"></span>a <span class="_ _9"></span>maksymalny <span class="_ _1"></span>okres <span class="_ _9"></span>z<span class="_ _0"></span>abezpieczenia <span class="_ _9"></span>upływa z <span class="_ _9"></span>dniem <span class="_ _1"></span>31 <span class="_ _1"></span>grudni<span class="_ _0"></span><span class="ff6">a <span class="_ _1"></span>2026 </span></div><div class="t m0 x1 hf yf5d ff6 fs4 fc2 sc0 ls21 ws0">r.<span class="ls0"> </span></div><div class="t m0 x1 hf y7f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y5a4 ff5 fs5 fc5 sc0 ls12 ws0">7.9.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff5">AKTUALNA I PRZEWIDYWANA SYTUACJA FINANSOWA EMITENTA </span></span></div><div class="t m0 x1 hf y79a ff6 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _4"></span>UNIMOT <span class="_ _5"></span><span class="ff7">nie <span class="_ _4"></span>publikuje <span class="_ _4"></span>pr<span class="_ _0"></span>ognoz <span class="_ _4"></span>finansowych <span class="_ _4"></span>na <span class="_ _5"></span>lata <span class="_ _4"></span>przysz<span class="_ _0"></span>łe, <span class="_ _4"></span>dodatkowo <span class="_ _5"></span>Zarząd <span class="_ _4"></span>Emitenta <span class="_ _4"></span>podjął <span class="_ _4"></span>decyzję <span class="_ _5"></span>o<span class="_ _3"></span></span> <span class="ff7">odstąpie<span class="_ _1"></span>niu <span class="_ _4"></span>pu<span class="_ _0"></span>blikacji </span></div><div class="t m0 x1 hf yc54 ff6 fs4 fc2 sc0 ls0 ws0">prognozy <span class="_ _1"></span>skonsolidowanej <span class="_ _1"></span>EBITDA <span class="_ _1"></span>skorygowanej <span class="_ _1"></span>za <span class="ls7">202</span>5 <span class="ff7">rok, maj<span class="_ _1"></span>ąc n<span class="_ _1"></span>a<span class="ff6"> </span>uwadze <span class="_ _1"></span>zewnętrzne <span class="_ _9"></span>c<span class="_ _0"></span>zynniki rynkowe <span class="_ _9"></span>niezależne od<span class="ff6"> </span>Spółki, związane </span></div><div class="t m0 x1 hf y80f ff6 fs4 fc2 sc0 ls0 ws0">z <span class="ff7">dużą <span class="_ _0"></span>zmiennością <span class="_ _0"></span>i</span> <span class="ff7">niepewnością <span class="_ _3"></span>sytuacji na<span class="_ _0"></span></span> <span class="ff7">rynku <span class="_ _0"></span>paliw <span class="_ _0"></span>wywo<span class="_ _0"></span>łaną <span class="_ _0"></span>trwającym <span class="_ _0"></span>konfliktem <span class="_ _0"></span>zbrojnym <span class="_ _3"></span>w</span> Ukrainie <span class="_ _0"></span>i skutkami <span class="_ _0"></span>gospodarczymi </div><div class="t m0 x1 hf y74e ff6 fs4 fc2 sc0 ls0 ws0">sankcji na <span class="ff7">Rosję i</span> <span class="ff7">Białoruś nakładanych w</span> <span class="ff7">związku z</span> tym wydarzeniem.  </div></div></div><div class="pi" ></div></div><div id="pf82" class="pf w0 h0" ><div class="pc pc82 w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">130<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hd y25c ff5 fs5 fc5 sc0 ls0 ws0">7.10.<span class="ff3"> <span class="_ _44"> </span></span>INFO<span class="_ _0"></span>RMACJE O FIRMIE AUDYTORSKIEJ </div><div class="t m0 x1 hf ydcc ff7 fs4 fc2 sc0 ls0 ws0">Podmiotem <span class="_ _16"> </span>uprawnionym <span class="_ _16"> </span>do <span class="_ _16"> </span>badania <span class="_ _27"> </span>skonsolidow<span class="_ _0"></span>anego <span class="_ _16"> </span>sprawozdania <span class="_ _16"> </span>finansowego <span class="_ _16"> </span>Grupy <span class="_ _16"> </span>Kapitałowej <span class="_ _16"> </span>UNIMOT <span class="_ _16"> </span>za <span class="_ _16"> </span>rok <span class="_ _16"> </span>obrotowy </div><div class="t m0 x1 hf ydcd ff7 fs4 fc2 sc0 ls0 ws0">zakończony <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia 2025 <span class="_ _0"></span>r. <span class="_ _0"></span>j<span class="_ _0"></span>est <span class="_ _0"></span>PricewaterhouseCoopers Po<span class="_ _0"></span>lska <span class="_ _0"></span>Sp. z<span class="_ _0"></span> <span class="_ _0"></span>o.o. <span class="_ _0"></span>Audyt <span class="_ _0"></span>Sp. <span class="_ _0"></span>k. <span class="_ _0"></span>(„PWC”). <span class="_ _0"></span>Wyboru <span class="_ _0"></span>firmy <span class="_ _0"></span>audytorskiej <span class="_ _0"></span>d<span class="_ _3"></span>okonała <span class="_ _0"></span>w </div><div class="t m0 x1 hf ydce ff6 fs4 fc2 sc0 ls0 ws0">dniu 15 kwietnia 2025 r. Rada Nadzorcza UNIMOT S.A. </div><div class="t m0 x1 hf y3b7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydcf ff7 fs4 fc2 sc0 ls0 ws0">Umowa pomiędzy UNIMOT S.A. a<span class="_ _1"></span> PWC została podpisan<span class="_ _1"></span>a w dniu 9 czerwca 2025 r. i<span class="_ _1"></span> dotyczy badania sp<span class="_ _1"></span>rawozdań finansowych UNIMOT S<span class="ff6">.A. </span></div><div class="t m0 x1 hf y993 ff6 fs4 fc2 sc0 ls0 ws0">za <span class="_ _3"></span>lata <span class="_ _3"></span>2025<span class="_ _0"></span>-<span class="ff7">2027, <span class="_ _3"></span>skonsolidowanych <span class="_ _3"></span>sprawo<span class="_ _0"></span>zdań <span class="_ _3"></span>finansowych <span class="_ _3"></span>Grupy <span class="_ _3"></span>za <span class="_ _4"></span>lata <span class="_ _3"></span>2025<span class="_ _0"></span></span>-<span class="ff7">2027, <span class="_ _3"></span>wyko<span class="_ _0"></span>nania <span class="_ _3"></span>przeglądu <span class="_ _3"></span>śródrocz<span class="_ _0"></span>nych <span class="_ _3"></span>sprawo<span class="_ _0"></span>zdań</span> </div><div class="t m0 x1 hf ydd0 ff7 fs4 fc2 sc0 ls0 ws0">finansowych <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _4"></span>za <span class="_ _3"></span>pierwsze <span class="_ _4"></span>półrocza <span class="_ _3"></span>2025<span class="_ _0"></span><span class="ff6">-</span>2027 <span class="_ _4"></span>roku <span class="_ _3"></span>oraz <span class="_ _3"></span>śródrocznych <span class="_ _4"></span>skonsolidowanych <span class="_ _3"></span>sprawozdań <span class="_ _3"></span>finansowych <span class="_ _4"></span>Grupy <span class="_ _3"></span>za </div><div class="t m0 x1 hf ydd1 ff7 fs4 fc2 sc0 ls0 ws0">pierwsze półrocza 2025<span class="ff6">-2027 roku. </span></div><div class="t m0 x1 hf y60d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yaeb ff7 fs4 fc2 sc0 ls0 ws0">Badania sprawozdań finansowych spółek zależnych <span class="_ _0"></span>za rok obrotowy zakończony <span class="_ _0"></span>31 grudnia 2025 r. zostały przeprowadzone przez <span class="_ _0"></span>au<span class="_ _0"></span><span class="ff6">dytora<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y642 ff6 fs4 fc2 sc0 ls0 ws0">Grupy oraz inne firmy audytorskie.  </div><div class="t m0 x1 hf ydd2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydd3 ff7 fs4 fc2 sc0 ls0 ws0">Atestacja <span class="_ _5"> </span>Sprawozdania <span class="_ _5"> </span>Zró<span class="_ _0"></span>wnoważonego <span class="_ _5"> </span>Ro<span class="_ _0"></span>zwoju, <span class="_ _5"></span>które <span class="_ _5"> </span>zostało <span class="_ _14"> </span>sporządzone <span class="_ _4"></span>przez <span class="_ _14"> </span>Grupę <span class="_ _5"></span>za <span class="_ _5"> </span>r<span class="_ _0"></span>ok <span class="_ _5"> </span>2025 <span class="_ _14"> </span>stanowiącego <span class="_ _5"></span>integralną <span class="_ _5"> </span>cz<span class="_ _0"></span>ęś<span class="_ _3"></span><span class="ls2f">ć </span></div><div class="t m0 x1 hf ydd4 ff7 fs4 fc2 sc0 ls0 ws0">Sprawozdania <span class="_ _0"></span>Zarządu <span class="_ _3"></span>z <span class="_ _0"></span>działalności <span class="_ _3"></span>Grupy <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>i <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _0"></span>została <span class="_ _3"></span>przeprowadzona <span class="_ _0"></span>przez <span class="_ _0"></span>inną <span class="_ _3"></span>firmę <span class="_ _0"></span>audytorską, <span class="_ _3"></span>tj. <span class="_ _0"></span>Forvis<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span>Mazars </span></div><div class="t m0 x1 hf ydd5 ff7 fs4 fc2 sc0 ls0 ws0">Audyt <span class="_ _0"></span>S<span class="_ _0"></span>p. <span class="_ _3"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>Firma <span class="_ _0"></span>ta <span class="_ _3"></span>została <span class="_ _3"></span>wybrana <span class="_ _0"></span>przez <span class="_ _3"></span>Radę <span class="_ _3"></span>Nadzorczą <span class="_ _3"></span>uchwałą <span class="_ _3"></span>z <span class="_ _3"></span>dnia <span class="_ _0"></span>7 <span class="_ _3"></span>lipca <span class="_ _3"></span>2025 <span class="_ _3"></span>roku <span class="_ _0"></span>w <span class="_ _3"></span>zakresie <span class="_ _3"></span>atestacji <span class="_ _3"></span>sprawozd<span class="_ _0"></span>ań <span class="_ _3"></span>za <span class="_ _3"></span>lata </div><div class="t m0 x1 hf y68a ff7 fs4 fc2 sc0 ls0 ws0">obrotowe 2025, 2026 i 2027. Umowa pomiędzy UNIMOT S.A. a Forvis Mazaris została podpis<span class="_ _1"></span>ania dnia 23 września 2025 r. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ydd6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 yf90 ff8 fs9 fc2 sc0 ls0 ws0">Wysokość wyna<span class="_ _1"></span>grodzenia audyt<span class="_ _1"></span>ora za usłu<span class="_ _1"></span>gi świadczone n<span class="_ _1"></span>a rzecz <span class="ff5">Grupy UNI<span class="_ _1"></span>MOT   </span></div></div><div class="c x1 y4dd wf8 h110"><div class="t m0 xa h13 y9b2 ffa fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x126 y1052 wf9 h7c"><div class="t m0 xa h1a y2db ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x11a y4dd wfa h110"><div class="t m0 x5c h14 y1053 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2025 </div><div class="t m0 x5c h14 y880 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x172 y4dd wfb h110"><div class="t m0 x25 h14 y1053 ff5 fs9 fc2 sc0 ls0 ws0">01.01.2024 </div><div class="t m0 x25 h14 y880 ff5 fs9 fc2 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x126 y4dd wf9 h86"><div class="t m0 x16 h14 y0 ff5 fs9 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yf1a wfc h111"><div class="t m0 xa h1a y33f ff7 fs9 fc2 sc0 ls0 ws0">Z tytułu umów o<span class="_ _1"></span> przeprowadzeni<span class="_ _1"></span>e badania sp<span class="_ _1"></span>rawozdań fina<span class="_ _1"></span>nsowych Je<span class="_ _1"></span>dnostki Dominu<span class="_ _1"></span>jącej i Grupy<span class="ff6"> </span></div></div><div class="c x11a yf1a wfa h111"><div class="t m0 xa1 h1a y33f ff6 fs9 fc2 sc0 ls6 ws0">125<span class="ls0"> </span></div></div><div class="c x172 yf1a wfb h111"><div class="t m0 x91 h1a y33f ff6 fs9 fc2 sc0 ls6 ws0">152<span class="ls0"> </span></div></div><div class="c x1 y1054 wfc h112"><div class="t m0 xa h1a y1055 ff7 fs9 fc2 sc0 ls0 ws0">Z tytułu umów o<span class="_ _1"></span> przeprowadzeni<span class="_ _1"></span>e przeglądu spr<span class="_ _1"></span>awozdań finans<span class="_ _1"></span>owych Jedn<span class="_ _1"></span>ostki D<span class="_ _1"></span>ominującej i Grup<span class="_ _1"></span>y<span class="ff6"> </span></div></div><div class="c x11a y1054 wfa h112"><div class="t m0 xa1 h1a y1055 ff6 fs9 fc2 sc0 ls6 ws0">100<span class="ls0"> </span></div></div><div class="c x172 y1054 wfb h112"><div class="t m0 x91 h1a y1055 ff6 fs9 fc2 sc0 ls6 ws0">114<span class="ls0"> </span></div></div><div class="c x1 y1056 wfc h113"><div class="t m0 xa h1a y1057 ff7 fs9 fc2 sc0 ls0 ws0">Z tytułu we<span class="_ _1"></span>ryfikacji sprawo<span class="_ _1"></span>zdania o wynagrodze<span class="_ _1"></span>niach Zarządu <span class="_ _1"></span>i Rady Nad<span class="_ _1"></span>zorczej Jednost<span class="_ _1"></span>ki Dominujące<span class="_ _1"></span>j<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x11a y1056 wfa h113"><div class="t m0 x11 h1a y1057 ff6 fs9 fc2 sc0 ls6 ws0">29<span class="ls0"> </span></div></div><div class="c x172 y1056 wfb h113"><div class="t m0 x33 h1a y1057 ff6 fs9 fc2 sc0 ls6 ws0">30<span class="ls0"> </span></div></div><div class="c x1 y1058 wfc h2d"><div class="t m0 xa h1a y174 ff7 fs9 fc2 sc0 ls0 ws0">Z tytułu we<span class="_ _1"></span>ryfikacji sprawo<span class="_ _1"></span>zdań finansowych w f<span class="_ _1"></span>ormacie ESEF<span class="ff6"> </span></div></div><div class="c x11a y1058 wfa h2d"><div class="t m0 x11 h1a y174 ff6 fs9 fc2 sc0 ls6 ws0">25<span class="ls0"> </span></div></div><div class="c x172 y1058 wfb h2d"><div class="t m0 x33 h1a y174 ff6 fs9 fc2 sc0 ls6 ws0">35<span class="ls0"> </span></div></div><div class="c x1 ya68 wfc h114"><div class="t m0 xa h1a y1059 ff7 fs9 fc2 sc0 ls0 ws0">Z tytułu umowy<span class="_ _1"></span> o atest<span class="_ _1"></span>ację Sprawozdania Zr<span class="_ _1"></span>ównoważonego Rozwoju pr<span class="_ _1"></span>zeprowadzo<span class="_ _1"></span>ną przez inną fi<span class="_ _1"></span>rmą </div><div class="t m0 xa h1a y1016 ff7 fs9 fc2 sc0 ls0 ws0">audytorsk<span class="_ _1"></span>ą<span class="ff6"> </span></div></div><div class="c x11a ya68 wfa h114"><div class="t m0 xa1 h1a y19e ff6 fs9 fc2 sc0 ls6 ws0">175<span class="ls0"> </span></div></div><div class="c x172 ya68 wfb h114"><div class="t m0 x91 h1a y19e ff6 fs9 fc2 sc0 ls6 ws0">175<span class="ls0"> </span></div></div><div class="c x1 y105a wf8 had"><div class="t m0 xa h14 y1a2 ff5 fs9 fc2 sc0 ls0 ws0">Razem </div></div><div class="c x126 y105a wf9 had"><div class="t m0 xa h1a y1a2 ff6 fs9 fc2 sc0 ls0 ws0">  </div></div><div class="c x11a y105a wfa had"><div class="t m0 xa1 h14 y1a2 ff5 fs9 fc2 sc0 ls6 ws0">454<span class="ls0"> </span></div></div><div class="c x172 y105a wfb had"><div class="t m0 x91 h14 y1a2 ff5 fs9 fc2 sc0 ls6 ws0">506<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y105b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7ec ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y302 ff5 fs5 fc5 sc0 ls0 ws0">7.11.<span class="ff3"> <span class="_ _44"> </span><span class="ff8">TRANSAK<span class="_ _0"></span>CJE Z PODMIOTAMI POWIĄZANYMI UNIMOT </span></span> </div><div class="t m0 x1 hf y105c ff7 fs4 fc2 sc0 ls0 ws0">Opis <span class="_ _1"></span>transakcji <span class="_ _1"></span>zawartych <span class="_ _1"></span>przez <span class="_ _1"></span>UNIMOT <span class="_ _9"></span>z jego <span class="_ _1"></span>podmiotami <span class="_ _1"></span>powiązanymi <span class="_ _9"></span>z<span class="_ _0"></span>ostał <span class="_ _1"></span>przedstawiony <span class="_ _9"></span>w<span class="_ _0"></span> Je<span class="_ _1"></span>dnostkowym <span class="_ _1"></span>Sprawozdaniu <span class="_ _9"></span>Finanso<span class="_ _3"></span><span class="ff6">wym </span></div><div class="t m0 x1 hf y105d ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT S.A. za rok obrotowy zakończony 31 grudnia 2025 r. w nocie 9.3. <span class="ff6"> </span></div><div class="t m0 x1 hf y105e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y59f ff7 fs4 fc2 sc0 ls0 ws0">Wszystkie <span class="_ _1"></span>transakcje <span class="_ _1"></span>zawierane <span class="_ _1"></span>pomiędzy UN<span class="_ _1"></span>IMOT i <span class="_ _9"></span>podmiotami powiązanymi były <span class="_ _1"></span>przeprowadzane <span class="_ _9"></span>na warunkach <span class="_ _1"></span>rynkowych, co <span class="_ _1"></span>zapewn<span class="ff6">ia<span class="_ _0"></span> </span></div><div class="t m0 x1 hf yece ff7 fs4 fc2 sc0 ls0 ws0">ich <span class="_ _0"></span>zgodność <span class="_ _0"></span>z <span class="_ _3"></span>przepisami <span class="_ _0"></span>dotyczącymi <span class="_ _3"></span>cen tran<span class="_ _0"></span>sferowych. <span class="_ _0"></span>Transakcje <span class="_ _3"></span>te miały <span class="_ _3"></span>charakter <span class="_ _0"></span>standardo<span class="_ _0"></span>wy <span class="_ _0"></span>i <span class="_ _3"></span>były <span class="_ _0"></span>zawierane <span class="_ _0"></span>w <span class="_ _0"></span>ramach <span class="_ _4"></span><span class="ff6">bie</span>żącej </div><div class="t m0 x1 hf yd2c ff7 fs4 fc2 sc0 ls0 ws0">działalności operacyjnej.<span class="ff6"> </span></div><div class="t m0 x1 hc y105f ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y47b ff5 fs5 fc5 sc0 ls0 ws0">7.12.<span class="ff3"> <span class="_ _44"> </span></span>ISTO<span class="_ _0"></span>TNE POZYCJE POZABILANSOWE       </div><div class="t m0 x1 hf y1060 ff6 fs4 fc2 sc0 ls20 ws0">W <span class="_ _1"></span><span class="ff7 ls0">księg<span class="_ _1"></span>ach <span class="_ _1"></span>U<span class="ff6">NIMOT <span class="_ _9"></span>S.A. <span class="ff7">n<span class="_ _1"></span>ie <span class="_ _9"></span>w<span class="_ _0"></span>ystępują <span class="_ _9"></span>istot<span class="_ _0"></span>ne <span class="_ _1"></span>pozycje <span class="_ _9"></span>pozabilansowe, z <span class="_ _9"></span>wyjątkiem<span class="ff6"> </span>u<span class="_ _1"></span>jawnionych <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _1"></span>sprawozdaniu <span class="_ _9"></span>zobowiązań warunkowych.<span class="ff6"> </span></span></span></span></div><div class="t m0 x1 hf y185 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ybc4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1061 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div></div><div class="pi" ></div></div><div id="pf83" class="pf w0 h0" ><div class="pc pc83 w0 h0"><img class="bi x5 y59 w25 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">131<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h35 y1b9 ff5 fs2 fca sc0 lsf ws0">8.<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff8">OŚWIADCZENIA O <span class="_ _1"></span>STOSOWANIU <span class="_ _1"></span>ŁADU KORPORAC<span class="_ _1"></span>YJNEGO    <span class="_ _1"></span> <span class="ff5"> </span></span></span></div><div class="t m0 x47 hd y35b ff5 fs5 fc5 sc0 ls12 ws0">8.1.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">WSKAZANIE ZBIORU ZA<span class="_ _1"></span>SAD ŁADU KORPORACYJNEGO, KTÓREMU PODLEGA EMITENT ORAZ </span></span></div><div class="t m0 x49 hd y5ee ff8 fs5 fc5 sc0 ls0 ws0">MIEJSCA, GDZIE TEKST ZBIORU ZASAD JEST PUBLICZNIE DOSTĘPNY  <span class="ff5"> </span></div><div class="t m0 x1 hf y9c5 ff7 fs4 fc2 sc0 ls0 ws0">W 2025 roku Emitent podlegał zbiorowi zasad ładu korporacyjnego przyjętemu w dokumencie „Dobre Praktyki Spółek Notowanych na <span class="_ _0"></span><span class="ff6">GPW </span></div><div class="t m0 x1 hf y754 ff7 fs4 fc2 sc0 ls0 ws0">2021”, <span class="_ _3"></span>wprowadzonemu <span class="_ _3"></span>Uchwałą <span class="_ _0"></span>Nr <span class="_ _3"></span>13/1834/2021 <span class="_ _3"></span>Rady <span class="_ _3"></span>Giełdy <span class="_ _3"></span>z <span class="_ _3"></span>dnia <span class="_ _3"></span>29.03.2021 <span class="_ _3"></span>r. <span class="_ _3"></span>(„Dobre <span class="_ _0"></span>Praktyki <span class="_ _3"></span>2021”), <span class="_ _3"></span>zgodnie <span class="_ _3"></span>z <span class="_ _3"></span>§ <span class="_ _3"></span>29 <span class="_ _3"></span>Regulam<span class="_ _0"></span><span class="ff6 ls17">in<span class="ls2b">u </span></span></div><div class="t m0 x1 hf y9c6 ff7 fs4 fc2 sc0 ls0 ws0">Giełdy. Nowy zbiór zasad wszed<span class="_ _1"></span>ł w życie z d<span class="_ _1"></span>niem 01.07.2021 r. i o<span class="_ _1"></span>d tego dnia jes<span class="_ _1"></span>t stosowany przez Sp<span class="_ _1"></span>ółkę. Pełna treść Dobrych<span class="ff6"> Praktyk 2021 </span></div><div class="t m0 x1 hf y667 ff7 fs4 fc2 sc0 ls0 ws0">dostępna jest na <span class="_ _0"></span>stronie internetow<span class="_ _0"></span>ej Giełdy Papierów Wartościow<span class="_ _0"></span>ych w <span class="_ _0"></span>Warszawie S.A. pod li<span class="_ _0"></span>nkiem: <span class="_ _3"></span><span class="ff6 fc11">https://www.gpw.pl/dobre-praktyki-</span></div><div class="t m0 x1 hf y9c7 ff6 fs4 fc11 sc0 ls7 ws0">2021<span class="fc2 ls0">. </span></div><div class="t m0 x1 hf y190 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y15f ff7 fs4 fc2 sc0 ls0 ws0">Emitent nie zdecydował się na stosowanie inn<span class="_ _1"></span>ego zbioru zasad ładu korporacyjnego.<span class="ff6"> </span></div><div class="t m0 x1 hf y9c8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y433 ff7 fs4 fc2 sc0 ls0 ws0">Informacja <span class="_ _5"> </span>na <span class="_ _5"> </span>temat <span class="_ _14"> </span>stanu <span class="_ _4"></span>stosowania <span class="_ _14"> </span>przez <span class="_ _5"></span>Spółkę <span class="_ _4"></span>zasad <span class="_ _5"> </span>z<span class="_ _0"></span>awartych <span class="_ _5"></span>w <span class="_ _5"> </span>„Dobrych <span class="_ _5"> </span>Praktykach <span class="_ _5"> </span>2021” <span class="_ _5"> </span>została <span class="_ _14"> </span>pierwszy <span class="_ _5"></span>raz <span class="_ _4"></span>opublikowa<span class="_ _3"></span><span class="ff6">na </span></div><div class="t m0 x1 hf y9c9 ff7 fs4 fc2 sc0 ls0 ws0">30.07.2021 <span class="_ _3"></span>r. <span class="_ _3"></span>w <span class="_ _0"></span>raporcie <span class="_ _3"></span>bieżącym <span class="_ _3"></span>EBI <span class="_ _3"></span>2/2021. <span class="_ _0"></span>Przyjęcie <span class="_ _3"></span>„Dobrych <span class="_ _0"></span>Praktyk <span class="_ _3"></span>2021” <span class="_ _3"></span>poprzedzone <span class="_ _3"></span>było <span class="_ _3"></span>analizą <span class="_ _0"></span>w<span class="_ _0"></span>skazówek <span class="_ _3"></span>Komitetu<span class="_ _1"></span> <span class="_ _3"></span>ds<span class="_ _0"></span>. <span class="_ _3"></span>Ł<span class="ff6">adu </span></div><div class="t m0 x1 hf y616 ff7 fs4 fc2 sc0 ls0 ws0">Korporacyjnego w zakresie stosowania zasad dobrych praktyk i konsultacjami z większościowym akcj<span class="_ _0"></span>onariuszem, dyskusją w gronie<span class="_ _0"></span><span class="ff6"> </span>Zarządu </div><div class="t m0 x1 hf y9ca ff6 fs4 fc2 sc0 ls0 ws0">i Rady Nadzorczej.  </div><div class="t m0 x1 hf y9cb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9cc ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>dniu <span class="_ _4"></span>24 <span class="_ _14"> </span>sierpnia <span class="_ _4"></span>2021 <span class="_ _5"> </span>r., <span class="_ _5"> </span>tj.<span class="_ _0"></span> <span class="_ _5"> </span>na <span class="_ _5"></span>pierwszym <span class="_ _5"></span>możliwym <span class="_ _5"> </span>posiedzeniu <span class="_ _4"></span>Rady<span class="_ _0"></span> <span class="_ _5"></span>Nadzorczej, <span class="_ _5"> </span>zbiór <span class="_ _5"> </span>„Dobrych <span class="_ _5"></span>Praktyk <span class="_ _4"></span>2021”<span class="_ _0"></span> <span class="_ _5"></span>został <span class="_ _5"></span>pozyty<span class="_ _3"></span><span class="ff6">wnie </span></div><div class="t m0 x1 hf y998 ff7 fs4 fc2 sc0 ls0 ws0">oceniony <span class="_ _5"></span>i <span class="_ _5"> </span>przyjęty <span class="_ _5"> </span>do <span class="_ _14"> </span>stosowania <span class="_ _5"></span>przez <span class="_ _5"></span>Radę <span class="_ _5"> </span>Nadzorczą <span class="_ _14"> </span>w <span class="_ _5"></span>drodze <span class="_ _5"></span>uchwały, <span class="_ _5"> </span>z<span class="_ _0"></span>godnie <span class="_ _4"></span>z<span class="_ _0"></span>e <span class="_ _5"></span>złożoną <span class="_ _5"> </span>przez <span class="_ _5"> </span>Spółkę <span class="_ _5"> </span>deklaracją. <span class="_ _5"> </span>Zarząd <span class="_ _14"> </span>S<span class="_ _3"></span><span class="ff6">p</span>ółki </div><div class="t m0 x1 hf yeb ff7 fs4 fc2 sc0 ls0 ws0">przedstawił <span class="_ _5"> </span>oświadczenie <span class="_ _5"> </span>o<span class="_ _0"></span> <span class="_ _5"> </span>stoso<span class="_ _0"></span>waniu <span class="_ _5"> </span>zasad <span class="_ _14"> </span>„Dobrych <span class="_ _5"> </span>Praktyk <span class="_ _14"> </span>2021” <span class="_ _5"> </span>na <span class="_ _14"> </span>walnym <span class="_ _5"> </span>z<span class="_ _0"></span>gromadzeniu. <span class="_ _5"></span> <span class="_ _14"> </span>Potwierdzenie <span class="_ _5"></span>stosowania <span class="_ _14"> </span>„Dobrych<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1062 ff7 fs4 fc2 sc0 ls0 ws0">Praktyk 2021” zostało przyjęte uchwałą nr 20 Zwyczajnego Walnego Zgromadzenia Un<span class="_ _1"></span>imot Spółki Akcyjnej w dniu 29 czerwca 2022 r<span class="ff6">. </span></div><div class="t m0 x1 hf y508 ff7 fs4 fc2 sc0 ls0 ws0">Zakres <span class="_ _15"> </span>stoso<span class="_ _0"></span>wania <span class="_ _27"> </span>„Dobrych <span class="_ _27"> </span>Praktyk <span class="_ _27"> </span>2021”, <span class="_ _16"> </span>wraz <span class="_ _27"> </span>z <span class="_ _27"> </span>treścią <span class="_ _27"> </span>tego <span class="_ _27"> </span>zbioru <span class="_ _27"> </span>zasad, <span class="_ _16"> </span>są <span class="_ _15"> </span>z<span class="_ _0"></span>amieszczone <span class="_ _15"> </span>na <span class="_ _27"> </span>stronie <span class="_ _27"> </span>internetowej <span class="_ _16"> </span>Emitenta:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1063 ff7 fs4 fc2 sc0 ls0 ws0">www.unimot.pl w zakładce Relacji Inwestorskich<span class="_ _1"></span>.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1064 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye65 ff7 fs4 fc2 sc0 ls0 ws0">Inwestorzy <span class="_ _14"> </span>mogą <span class="_ _14"> </span>również <span class="_ _5"> </span>zapoznać <span class="_ _14"> </span>się <span class="_ _14"> </span>z <span class="_ _14"> </span>oświadczeniem <span class="_ _5"> </span>Spółki  porównując <span class="_ _5"> </span>stan <span class="_ _14"> </span>stosowania <span class="_ _14"> </span>zasad <span class="_ _14"> </span>przez <span class="_ _14"> </span>Spółkę <span class="_ _5"> </span>do <span class="_ _14"> </span>innych <span class="_ _14"> </span>emitentów </div><div class="t m0 x1 hf ya20 ff7 fs4 fc2 sc0 ls0 ws0">papierów wartościowych notowanych na GPW poprzez Skaner Dobrych Praktyk: <span class="ff6 fc11">https://www.gpw.pl/dpsn-skaner<span class="fc2">. </span></span></div><div class="t m0 x1 hf yef8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y5b7 ff7 fs4 fc2 sc0 ls0 ws0">Według aktual<span class="_ _0"></span>nego <span class="_ _0"></span>stanu <span class="_ _3"></span>stosowania Do<span class="_ _0"></span>brych <span class="_ _0"></span>Praktyk <span class="_ _0"></span>Spółka <span class="_ _3"></span>nie <span class="_ _0"></span>stosuje <span class="_ _0"></span>3 <span class="_ _0"></span>zasad: <span class="_ _3"></span>2.1., <span class="_ _0"></span>2.2., <span class="_ _0"></span>2.11.6.<span class="_ _0"></span>, <span class="_ _0"></span>zasada<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span>3.7. <span class="_ _0"></span>nie <span class="_ _0"></span>znajduje <span class="_ _0"></span>z<span class="_ _0"></span>astosowania </span></div><div class="t m0 x1 hf y1065 ff7 fs4 fc2 sc0 ls0 ws0">do <span class="_ _9"></span>Spółki. <span class="_ _1"></span>W <span class="_ _9"></span>roku <span class="_ _9"></span>s<span class="_ _0"></span>prawozdawczym <span class="_ _9"></span>Spółka <span class="_ _1"></span>nie <span class="_ _9"></span>zmieniała <span class="_ _1"></span>oświadczenia <span class="_ _9"></span>o <span class="_ _1"></span>zakresie <span class="_ _9"></span>stosowania <span class="_ _9"></span>Dobryc<span class="_ _0"></span>h <span class="_ _9"></span>Praktyk. <span class="_ _1"></span>Ostatnia <span class="_ _9"></span>zmiana <span class="_ _1"></span>mia<span class="_ _0"></span>ła mie<span class="_ _1"></span>jsce </div><div class="t m0 x1 hf y1066 ff7 fs4 fc2 sc0 ls0 ws0">w dniu <span class="_ _1"></span>16 grudnia <span class="_ _1"></span>2024 r. <span class="_ _1"></span>po przeglądzie <span class="_ _1"></span>stanu s<span class="_ _1"></span>tosowania Dobrych Praktyk, <span class="_ _1"></span>Spółka zmieniła oświadczenie <span class="_ _1"></span>o zakresie<span class="_ _1"></span> stosowania, d<span class="_ _1"></span>eklarując </div><div class="t m0 x1 hf yec8 ff7 fs4 fc2 sc0 ls0 ws0">przestrzeganie <span class="_ _3"></span>zasad <span class="_ _4"></span>ładu <span class="_ _3"></span>korpo<span class="_ _0"></span>racyjnego <span class="_ _4"></span>numer: <span class="_ _3"></span>1.3.1., <span class="_ _4"></span>1.3.2., <span class="_ _4"></span>1.4., <span class="_ _3"></span>1.4.1.,<span class="_ _0"></span> <span class="_ _4"></span>1.4.2. <span class="_ _4"></span>–<span class="ff6"> <span class="_ _4"></span></span>co <span class="_ _4"></span>miało <span class="_ _3"></span>związek <span class="_ _3"></span>z <span class="_ _4"></span>przyjęciem <span class="_ _4"></span>nowej <span class="_ _3"></span>strategii <span class="_ _4"></span>Grupy </div><div class="t m0 x1 hf yddc ff7 fs4 fc2 sc0 ls0 ws0">kapitałowej na okres od 2024 do 2028 roku, uwzględn<span class="_ _1"></span>iającego strategię ESG.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y766 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y599 ff7 fs4 fc2 sc0 ls0 ws0">Powyższe, <span class="_ _3"></span>z<span class="_ _0"></span>godnie <span class="_ _3"></span>z <span class="_ _4"></span>zestawieniami <span class="_ _3"></span>dostępnymi <span class="_ _4"></span>na <span class="_ _3"></span>dzień <span class="_ _4"></span>przygotowania <span class="_ _4"></span>niniejszego <span class="_ _3"></span>raportu <span class="_ _4"></span>na <span class="_ _3"></span>st<span class="_ _0"></span>ronie <span class="_ _3"></span>Skanera <span class="_ _4"></span>Dobrych <span class="_ _4"></span>Praktyk <span class="_ _3"></span>o<span class="_ _0"></span>z<span class="_ _3"></span><span class="ff6">nacza </span></div><div class="t m0 x1 hf y1067 ff7 fs4 fc2 sc0 ls0 ws0">osiągnięcie <span class="_ _1"></span>współczynnika <span class="_ _1"></span>COMPLY (dekl<span class="_ _1"></span>arowany poziom <span class="_ _9"></span>zgodności z <span class="_ _1"></span>DPSN <span class="_ _1"></span>2021) <span class="_ _1"></span>na <span class="_ _1"></span>poziomie <span class="_ _1"></span>95%, <span class="_ _1"></span>wobec <span class="_ _1"></span>86% dl<span class="_ _1"></span>a s<span class="_ _1"></span>ektora <span class="_ _1"></span>Paliwa i<span class="_ _1"></span> G<span class="ff6">az oraz </span></div><div class="t m0 x1 hf y1068 ff7 fs4 fc2 sc0 ls0 ws0">79% dla spółek indeksu WIG. Spółka na bieżąco monitoruje stosowanie zasad i w razie ich narus<span class="_ _1"></span>zenia opublikuje odpowiednią inf<span class="_ _0"></span>ormację.<span class="_ _0"></span><span class="ff6"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:831.560000px;bottom:1341.380000px;width:139.220000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1316.120000px;width:22.746000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:670.200000px;bottom:886.540000px;width:127.110000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf84" class="pf w0 h0" ><div class="pc pc84 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">132<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x127 hf y7fe ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h1a y3ec ff7 fs9 fc2 sc0 ls0 ws0">Źródło: htt<span class="_ _1"></span>ps://www.gpw.pl/dpsn<span class="ff6">-sk<span class="_ _1"></span>aner </span></div><div class="t m0 x1 hf y71f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1069 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y106a ff5 fs5 fc5 sc0 ls12 ws0">8.2.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">OPIS SPOSOBU STOSOWANIA PR<span class="_ _1"></span>ZEZ SPÓŁKĘ ZASAD ZAWARTYCH W DOBRYCH </span></span></div><div class="t m0 x49 hd y9ce ff5 fs5 fc5 sc0 ls0 ws0">PRAKTYKACH 2021 </div><div class="t m0 x1 hf y106b ff7 fs4 fc2 sc0 ls0 ws0">Poniżej <span class="_ _15"> </span>Emitent <span class="_ _15"> </span>przedstawia <span class="_ _15"> </span>opis <span class="_ _15"> </span>stosowania <span class="_ _27"> </span>wybranych <span class="_ _15"> </span>„Dobrych <span class="_ _15"> </span>Praktyk <span class="_ _27"> </span>2021”, <span class="_ _15"> </span>co <span class="_ _15"> </span>do <span class="_ _15"> </span>których <span class="_ _15"> </span>składał <span class="_ _27"> </span>deklaracje <span class="_ _15"> </span>związaną <span class="_ _15"> </span>z <span class="_ _27"> </span>ich<span class="ff6"> </span></div><div class="t m0 x1 hf y2c8 ff6 fs4 fc2 sc0 ls0 ws0">stosowaniem: </div><div class="t m0 x1 hf y106c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x60 h10 y9ed ff5 fs3 fc5 sc0 ls16 ws0">8.2.1.<span class="ff3 ls0"> <span class="_ _64"> </span><span class="ff8">ZASADY DOTYCZĄCE POL<span class="_ _0"></span>ITYKI INFORM<span class="_ _0"></span>ACYJNEJ I KOMUNI<span class="_ _0"></span>KACJI Z INWESTORAMI<span class="_ _3"></span><span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y106d ff7 fs4 fc2 sc0 ls0 ws0">Spółka  w<span class="_ _0"></span>ykorzystuje  różnorodne  kanały <span class="_ _15"> </span>komunikacji <span class="_ _18"> </span>z <span class="_ _15"> </span>uczestnikami  rynku  kapitałowego. <span class="_ _15"> </span>Informacje  dedykowane <span class="_ _15"> </span>dla  inwestorów <span class="_ _15"> </span>są </div><div class="t m0 x1 hf y29b ff7 fs4 fc2 sc0 ls0 ws0">zamieszczane i <span class="_ _1"></span>na bi<span class="_ _1"></span>eżąco aktuali<span class="_ _1"></span>zowane na s<span class="_ _1"></span>tronie in<span class="_ _1"></span>ternetowej <span class="_ _1"></span>Spółki w <span class="_ _1"></span>zakładce Relacji <span class="_ _1"></span>inwestorski<span class="_ _1"></span>ch. Spółka <span class="_ _1"></span>utrzymuje b<span class="_ _1"></span>ie<span class="_ _0"></span>żące k<span class="ff6">ontakty </span></div><div class="t m0 x1 hf y106e ff7 fs4 fc2 sc0 ls0 ws0">z  inwestorami  (instytucjonalnymi  i  indywidualnymi)  oraz  analitykami.  Komunikuje  się  z  nimi  podczas  konferencji  organizowanych<span class="_ _0"></span><span class="ff6">  po </span></div><div class="t m0 x1 hf y106f ff7 fs4 fc2 sc0 ls0 ws0">publikacji  każdego <span class="_ _14"> </span>raportu  okresow<span class="_ _0"></span>ego,  spotkań <span class="_ _14"> </span>indywidualnych  organizowanych  na  prośbę <span class="_ _14"> </span>in<span class="_ _0"></span>westorów  i  anali<span class="_ _1"></span>tyków  oraz  reg<span class="_ _0"></span><span class="ff6">ularnie </span></div><div class="t m0 x1 hf y1070 ff7 fs4 fc2 sc0 ls0 ws0">organizowanych <span class="_ _27"> </span>cz<span class="_ _0"></span>atów <span class="_ _27"> </span>dla <span class="_ _16"> </span>inwestorów <span class="_ _16"> </span>indywidualnych. <span class="_ _27"> </span>S<span class="_ _0"></span>półka <span class="_ _16"> </span>organizuje <span class="_ _27"> </span>też <span class="_ _16"> </span>o <span class="_ _16"> </span>wideokonferencje <span class="_ _27"> </span>z<span class="_ _0"></span> <span class="_ _27"> </span>u<span class="_ _0"></span>działem <span class="_ _16"> </span>członków <span class="_ _16"> </span>Zarządu, </div><div class="t m0 x1 hf y1071 ff7 fs4 fc2 sc0 ls0 ws0">organizowane  w  przypadku  nadzwyczajnych  wydarzeń  mających  wpływ  na  działalność  Spółki  lub  jej  oto<span class="_ _0"></span>czenie  rynkowe,  obejmujące </div><div class="t m0 x1 hf y309 ff6 fs4 fc2 sc0 ls0 ws0">p<span class="ff7">rezentację  oraz  sesję  pytań <span class="_ _18"> </span>i <span class="_ _18"> </span>o<span class="_ _0"></span>dpowiedzi.  Spółka  bierze  również  udział <span class="_ _18"> </span>w<span class="_ _0"></span>  licznych  ko<span class="_ _0"></span>nferencjach  branżowych  oraz  kierowanym  do<span class="_ _3"></span></span> </div><div class="t m0 x1 hf yeeb ff7 fs4 fc2 sc0 ls0 ws0">uczestników <span class="_ _4"></span>rynku <span class="_ _5"></span>kapitałowego, <span class="_ _5"> </span>podczas <span class="_ _5"> </span>których <span class="_ _5"></span>również <span class="_ _5"></span>prowadzi <span class="_ _4"></span>komunikację <span class="_ _5"></span>z <span class="_ _5"></span>inwestorami, <span class="_ _5"></span>analitykami <span class="_ _4"></span>i <span class="_ _5"> </span>dziennikarzami <span class="_ _5"> </span>w <span class="_ _5"> </span>ty<span class="_ _3"></span><span class="ff6">m <span class="_ _5"></span>w </span></div><div class="t m0 x1 hf y1072 ff6 fs4 fc2 sc0 ls0 ws0">K<span class="ff7">onferencji <span class="_ _14"> </span>WallStreet <span class="_ _14"> </span>oraz <span class="_ _14"> </span>Targach <span class="_ _14"> </span>ForFin. <span class="_ _14"> </span>Na  s<span class="_ _1"></span>tronie <span class="_ _14"> </span>internetowej  S<span class="_ _1"></span>półki <span class="_ _14"> </span>pod <span class="_ _14"> </span>adresem: <span class="_ _14"> </span>https://www.unimot.pl/relacje<span class="_ _0"></span><span class="ff6">-inwest<span class="_ _0"></span>orskie/ </span></span></div><div class="t m0 x1 hf yfd8 ff7 fs4 fc2 sc0 ls0 ws0">znajdują <span class="_ _3"></span>się <span class="_ _3"></span>dane <span class="_ _4"></span>kontaktowe <span class="_ _3"></span>dla <span class="_ _3"></span>inwestorów <span class="_ _4"></span>wraz <span class="_ _3"></span>z <span class="_ _4"></span>dostępn<span class="_ _1"></span>ymi <span class="_ _3"></span>numerami <span class="_ _4"></span>telefonów <span class="_ _3"></span>oraz <span class="_ _4"></span>adresami <span class="_ _3"></span>e<span class="ff6">-</span>mail. <span class="_ _4"></span>Inwestorzy <span class="_ _3"></span>mogą <span class="_ _4"></span>korzystać </div><div class="t m0 x1 hf ya76 ff7 fs4 fc2 sc0 ls0 ws0">również z subskrypcji powiadomień o najważniejszych wydarzen<span class="_ _1"></span>iach oraz wynikach finansowych Grupy UNIMOT (zasada 1.1.).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1073 ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _2b"> </span>sporządza <span class="_ _2b"> </span>i <span class="_ _2a"> </span>publikuje <span class="_ _2a"> </span>na <span class="_ _2b"> </span>stronie <span class="_ _2b"> </span>i<span class="_ _0"></span>nternetowej <span class="_ _2b"> </span>Spółki <span class="_ _2a"> </span>pod <span class="_ _2b"> </span>adresem <span class="_ _2a"> </span>https://www.unimot.pl/relacje<span class="_ _0"></span><span class="ff6">-inwestorskie/raporty-i-</span></div><div class="t m0 x1 hf y1074 ff6 fs4 fc2 sc0 ls0 ws0">strategia/raporty-<span class="ff7">okresowe <span class="_ _5"></span>w <span class="_ _5"> </span>m<span class="_ _0"></span>ożliwie <span class="_ _5"></span>najkrótszym <span class="_ _5"> </span>czasie <span class="_ _5"> </span>po <span class="_ _14"> </span>zakończeniu <span class="_ _5"> </span>okresu <span class="_ _14"> </span>sprawozdawczego. <span class="_ _5"></span>W <span class="_ _5"> </span>celu <span class="_ _14"> </span>ograniczenia <span class="_ _5"></span>niepewności </span></div><div class="t m0 x1 hf y775 ff6 fs4 fc2 sc0 ls0 ws0">inw<span class="ff7">estorów w zakres<span class="_ _1"></span>ie sytu<span class="_ _1"></span>acji finansowej S<span class="_ _1"></span>półki, każdorazowo przed<span class="_ _1"></span> publikacją <span class="_ _1"></span>raportów okresowych, S<span class="_ _1"></span>półka publ<span class="_ _1"></span>ikuje szacunkowe <span class="_ _0"></span><span class="ff6">wyniki </span></span></div><div class="t m0 x1 hf ya9f ff6 fs4 fc2 sc0 ls0 ws0">finansowe (zasada 1.2.). </div><div class="t m0 x1 hf y1075 ff7 fs4 fc2 sc0 ls0 ws0">W nowej s<span class="_ _1"></span>trategii <span class="_ _1"></span>biznesowej Grupy <span class="_ _1"></span>UNIMOT, Spółka u<span class="_ _1"></span>względnia <span class="_ _1"></span>tematykę ESG, <span class="_ _1"></span>uwzględniając w <span class="_ _1"></span>niej zagadn<span class="_ _1"></span>ienia środowiskowe, <span class="_ _1"></span>kon<span class="_ _0"></span><span class="ff6">kretne </span></div><div class="t m0 x1 hf y1076 ff7 fs4 fc2 sc0 ls0 ws0">mierniki i ryzy<span class="_ _0"></span>ka związane z<span class="_ _0"></span>e zmianami <span class="_ _0"></span>klimatu, a <span class="_ _0"></span>także zaga<span class="_ _0"></span>dnienia zrównow<span class="_ _0"></span>ażonego rozwoju, sprawy <span class="_ _0"></span>społeczne oraz <span class="_ _0"></span>pracownicz<span class="_ _3"></span><span class="ff6">e (w <span class="_ _0"></span>tym </span></div></div></div><div class="pi" ></div></div><div id="pf85" class="pf w0 h0" ><div class="pc pc85 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">133<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">dotyczące <span class="_ _3"></span>równouprawnienia <span class="_ _3"></span>płci, <span class="_ _3"></span>należytych <span class="_ _3"></span>w<span class="_ _0"></span>arunków <span class="_ _3"></span>pracy, <span class="_ _3"></span>poszanowania <span class="_ _3"></span>praw <span class="_ _4"></span>pracowników, <span class="_ _3"></span>dialogu <span class="_ _3"></span>ze <span class="_ _3"></span>społecznościami <span class="_ _3"></span>lokalny<span class="_ _0"></span><span class="ff6">mi <span class="_ _3"></span>i </span></div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">relacjami z klientami). W związku z powyższym Spółka deklaru<span class="_ _1"></span>je stosowanie zasad: 1.3., 1.3.1. oraz 1.3.2.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y105 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">Informacje <span class="_ _14"> </span>odnośnie <span class="_ _14"> </span>do <span class="_ _14"> </span>przyjętej <span class="_ _14"> </span>strategii <span class="_ _14"> </span>obejmujące <span class="_ _14"> </span>m.in.  założenia <span class="_ _14"> </span>przyjętej <span class="_ _14"> </span>strategii, <span class="_ _14"> </span>mierzalne <span class="_ _14"> </span>cele, <span class="_ _14"> </span>w <span class="_ _14"> </span>tym <span class="_ _14"> </span>cele <span class="_ _14"> </span>długote<span class="_ _3"></span><span class="ff6">rminowe, </span></div><div class="t m0 x1 hf y79f ff7 fs4 fc2 sc0 ls0 ws0">planowane <span class="_ _0"></span>działania <span class="_ _0"></span>i <span class="_ _3"></span>postępy z<span class="_ _0"></span>amieszczane <span class="_ _0"></span>są <span class="_ _3"></span>na <span class="_ _0"></span>stronie <span class="_ _0"></span>interneto<span class="_ _0"></span>wej <span class="_ _0"></span>Spółki <span class="_ _0"></span>w <span class="_ _3"></span>zakładce <span class="_ _0"></span>Relacji <span class="_ _0"></span>i<span class="_ _0"></span>nwestorskich. I<span class="_ _0"></span>nformacje <span class="_ _4"></span>o <span class="_ _0"></span>postępach <span class="_ _0"></span>w </div><div class="t m0 x1 hf y7a0 ff7 fs4 fc2 sc0 ls0 ws0">realizacji <span class="_ _4"></span>strategii <span class="_ _5"></span>przedstawiane <span class="_ _5"> </span>są <span class="_ _5"> </span>w <span class="_ _5"> </span>raportach <span class="_ _5"></span>rocznych <span class="_ _5"></span>Grupy. <span class="_ _5"></span>Strategia <span class="_ _4"></span>ESG <span class="_ _5"> </span>uwzględnia <span class="_ _5"></span>obszary <span class="_ _5"> </span>związane <span class="_ _5"> </span>ze <span class="_ _5"></span>zmianą <span class="_ _5"></span>klimatu<span class="_ _3"></span><span class="ff6"> <span class="_ _4"></span>i <span class="_ _5"> </span>ryzyk </span></div><div class="t m0 x1 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">środowiskowych, a także dążenia dotyczące wyrównania luki p<span class="_ _1"></span>łacowej kobiet i mężczyzn (pkt. 1.4., 1.4.1. oraz<span class="_ _0"></span><span class="ff6"> 1.4.2.) </span></div><div class="t m0 x1 hf y7a2 ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _14"> </span>ujawnia <span class="_ _14"> </span>wydatki <span class="_ _14"> </span>ponoszone <span class="_ _14"> </span>przez <span class="_ _14"> </span>nią <span class="_ _14"> </span>i <span class="_ _14"> </span>jej <span class="_ _14"> </span>grupę <span class="_ _14"> </span>na <span class="_ _14"> </span>wspieranie <span class="_ _14"> </span>kultury, <span class="_ _14"> </span>sportu, <span class="_ _14"> </span>instytucji <span class="_ _14"> </span>charytatywnych, <span class="_ _14"> </span>mediów, <span class="_ _14"> </span>orga<span class="_ _3"></span><span class="ff6">nizacji </span></div><div class="t m0 x1 hf y7a3 ff7 fs4 fc2 sc0 ls0 ws0">społecznych, związków zawodowych itp. w ni<span class="_ _1"></span>niejszym Oświadczeniu w sprawie zasad ładu korporacyjnego w ramach pkt 9.11 (zasa<span class="_ _0"></span><span class="ff6">da 1.5.). </span></div><div class="t m0 x1 hf y7a4 ff7 fs4 fc2 sc0 ls0 ws0">Spółka o<span class="_ _0"></span>rganizuje spotkania i <span class="_ _0"></span>wywiady <span class="_ _0"></span>kierowane <span class="_ _0"></span>do <span class="_ _0"></span>inwestorów, analityków <span class="_ _0"></span>i <span class="_ _0"></span>przedstawicieli mediów <span class="_ _0"></span>każdorazowo <span class="_ _0"></span>po publikacji <span class="_ _3"></span><span class="ff6">wyników </span></div><div class="t m0 x1 hf y640 ff7 fs4 fc2 sc0 ls0 ws0">finansowych. <span class="_ _0"></span>Konferencje <span class="_ _0"></span>te <span class="_ _3"></span>są <span class="_ _3"></span>udostępniane <span class="_ _0"></span>online <span class="_ _0"></span>w <span class="_ _3"></span>czasie <span class="_ _3"></span>rzeczywistym <span class="_ _0"></span>wszystkim <span class="_ _3"></span>zainteresowanym. <span class="_ _0"></span>Podczas <span class="_ _3"></span>konferencji <span class="_ _0"></span>wyn<span class="_ _0"></span><span class="ff6">ik<span class="_ _0"></span>owych </span></div><div class="t m0 x1 hf y7a5 ff7 fs4 fc2 sc0 ls0 ws0">przedstawiciele Zarządu <span class="_ _0"></span>Spółki <span class="_ _0"></span>prezentują i <span class="_ _0"></span>komentują <span class="_ _0"></span>uzyskane w<span class="_ _0"></span>yniki, <span class="_ _0"></span>przyjętą strategię <span class="_ _0"></span>oraz <span class="_ _0"></span>jej <span class="_ _0"></span>realizację o<span class="_ _0"></span>raz <span class="_ _0"></span>najważniej<span class="_ _0"></span><span class="ff6">sze <span class="_ _0"></span>wydarzenia </span></div><div class="t m0 x1 hf y7a6 ff7 fs4 fc2 sc0 ls0 ws0">mające <span class="_ _9"></span>wpływ n<span class="_ _1"></span>a <span class="_ _9"></span>działalność <span class="_ _1"></span>Spółki<span class="_ _1"></span> <span class="_ _9"></span>i <span class="_ _1"></span>Grupy <span class="_ _9"></span>Kapitałowej <span class="_ _1"></span>UNIMOT, <span class="_ _9"></span>a <span class="_ _9"></span>także <span class="_ _1"></span>perspekt<span class="_ _1"></span>ywy <span class="_ _9"></span>na <span class="_ _1"></span>przyszłość. <span class="_ _9"></span>Po<span class="_ _0"></span>dczas <span class="_ _9"></span>or<span class="_ _3"></span>ganizowanych <span class="_ _a"></span>spotkań <span class="_ _1"></span>Zarząd </div><div class="t m0 x1 hf y611 ff7 fs4 fc2 sc0 ls0 ws0">Spółki publicznie udziela wyjaśnień i odpowiedzi n<span class="_ _1"></span>a zadane pytania (zasada 1.6.).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1077 ff7 fs4 fc2 sc0 ls0 ws0">Inwestorzy mogą ki<span class="_ _1"></span>erować swoje <span class="_ _9"></span>pytania pisemnie, tele<span class="_ _1"></span>fonicznie oraz za pom<span class="_ _1"></span>ocą wiadomości <span class="_ _1"></span>e<span class="_ _0"></span><span class="ff6">-</span>mail na <span class="_ _1"></span>adresy <span class="_ _1"></span>i nr te<span class="_ _1"></span>l., które <span class="_ _1"></span>dostępne są <span class="_ _1"></span>na </div><div class="t m0 x1 hf y1078 ff6 fs4 fc2 sc0 ls0 ws0">stronie <span class="_ _9"></span>internetowej <span class="_ _9"></span>h<span class="_ _0"></span>ttps://www.unimot.pl/relacje-<span class="ff7">inwestorskie/kontakt/. <span class="_ _1"></span>Odpowiedzi <span class="_ _9"></span>są <span class="_ _1"></span>udzielane <span class="_ _9"></span>niezwłocznie, <span class="_ _1"></span>a <span class="_ _9"></span>w <span class="_ _1"></span>przypadku <span class="_ _9"></span>z<span class="_ _0"></span>agadnień </span></div><div class="t m0 x1 hf y110 ff7 fs4 fc2 sc0 ls0 ws0">wymagających pogłębionych analiz/kalkulacji z zachowaniem 14 dniowego termin<span class="_ _1"></span>u (zasada 1.7.).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1079 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x60 h10 ye80 ff5 fs3 fc5 sc0 ls16 ws0">8.2.2.<span class="ff3 ls0"> <span class="_ _64"> </span><span class="ff8">ZASADY DOTYCZĄCE Z<span class="_ _0"></span>ARZĄDU I RAD<span class="_ _0"></span>Y NADZORCZEJ<span class="_ _3"></span><span class="ff5"> </span></span></span></div><div class="t m0 x1 hc y61c ff7 fs4 fc2 sc0 ls0 ws0">Przynajmniej <span class="_ _1"></span>dwóch <span class="_ _1"></span>członków <span class="_ _1"></span>Rady <span class="_ _1"></span>Nadzorczej <span class="_ _1"></span>(Andre<span class="_ _1"></span>as <span class="_ _1"></span>Golombek,<span class="_ _0"></span><span class="ff6 fs6"> <span class="_ _1"></span><span class="fs4">Piotr <span class="_ _1"></span>Prusakiewicz, <span class="_ _1"></span>Lidia <span class="_ _1"></span>Banach-<span class="ff7">Hoheker) <span class="_ _9"></span>sp<span class="_ _0"></span>ełnia <span class="_ _1"></span>kryteria <span class="_ _1"></span>niezależności </span></span></span></div><div class="t m0 x1 hf y839 ff7 fs4 fc2 sc0 ls0 ws0">wymienione <span class="_ _4"></span>w <span class="_ _4"></span>Ustawie <span class="_ _4"></span>z <span class="_ _5"></span>dnia <span class="_ _4"></span>11 <span class="_ _4"></span>maja <span class="_ _5"> </span>2017 <span class="_ _4"></span>r. <span class="_ _4"></span>o <span class="_ _5"></span>biegłych <span class="_ _4"></span>rewidentach, <span class="_ _4"></span>firmach <span class="_ _4"></span>audytorskich <span class="_ _4"></span>or<span class="_ _0"></span>az <span class="_ _4"></span>nadzorze <span class="_ _5"></span>publicznym, <span class="_ _4"></span>a <span class="_ _4"></span>także <span class="_ _4"></span>ni<span class="_ _3"></span><span class="ff6">e <span class="_ _4"></span>ma </span></div><div class="t m0 x1 hf y107a ff7 fs4 fc2 sc0 ls0 ws0">rzeczywistych i istotnych powiązań z akcjonariuszem posiadającym co najmniej 5% ogólnej liczby głosów w spółce (zasada 2.3.).<span class="ff6"> </span></div><div class="t m0 x1 hf y107b ff7 fs4 fc2 sc0 ls0 ws0">Spółka zapewnia, że głosowania Rady Nadzorczej i Zarządu s<span class="_ _1"></span>ą jawne, chyba że co innego wynika z przepisów prawa (zasada 2.4.).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y107c ff7 fs4 fc2 sc0 ls0 ws0">Z <span class="_ _4"></span>R<span class="_ _0"></span>egulaminu <span class="_ _4"></span>Zarządu <span class="_ _5"> </span>Spółki <span class="_ _5"> </span>wynika <span class="_ _5"> </span>możliwość <span class="_ _5"> </span>zgło<span class="_ _0"></span>szenia <span class="_ _4"></span>do <span class="_ _5"> </span>protokołu <span class="_ _5"></span>zdania <span class="_ _4"></span>o<span class="_ _0"></span>drębnego <span class="_ _4"></span>przez <span class="_ _5"> </span>gło<span class="_ _0"></span>sujących <span class="_ _4"></span>Czł<span class="_ _0"></span>onków <span class="_ _4"></span>Zarządu, <span class="_ _5"> </span>zda<span class="_ _3"></span><span class="ff6">nie </span></div><div class="t m0 x1 hf y41a ff7 fs4 fc2 sc0 ls0 ws0">odrębne mogą złożyć również członkowie Rady Nadzorczej (zasada 2.5.). <span class="ff6"> </span></div><div class="t m0 x1 hf y32b ff7 fs4 fc2 sc0 ls0 ws0">Pełnienie <span class="_ _0"></span>funkcji <span class="_ _0"></span>w <span class="_ _3"></span>Zarządzie <span class="_ _0"></span>Spółki <span class="_ _3"></span>stanowi głó<span class="_ _0"></span>wny <span class="_ _0"></span>obszar <span class="_ _0"></span>aktywności <span class="_ _3"></span>zawodowej <span class="_ _0"></span>Członków <span class="_ _3"></span>Zarządu, a <span class="_ _3"></span>pełnienie <span class="_ _0"></span>przez <span class="_ _0"></span>Czł<span class="_ _0"></span>onków <span class="_ _4"></span>Zarządu </div><div class="t m0 x1 hf y107d ff7 fs4 fc2 sc0 ls0 ws0">funkcji w <span class="_ _1"></span>organach podmiotów <span class="_ _1"></span>spoza grupy kapitałowej wymaga <span class="_ _1"></span>zgody <span class="_ _1"></span>Rady Nadzorczej (zasada <span class="_ _1"></span>2.6. oraz 2.7.). <span class="_ _1"></span>Członkowie <span class="_ _1"></span>Rady <span class="ff6">Nad<span class="_ _0"></span>zorczej </span></div><div class="t m0 x1 hf y107e ff7 fs4 fc2 sc0 ls0 ws0">są w stanie poświęcić niezbędną ilość czasu na wykonywanie swoich obowiązków (zasada 2.8.), Przewodniczący Rady Nadzorczej ni<span class="_ _0"></span><span class="ff6">e kieruje<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y49d ff7 fs4 fc2 sc0 ls0 ws0">pracami <span class="_ _1"></span>Komitetu A<span class="_ _1"></span>udytu (zasada <span class="_ _1"></span>2.9.), a <span class="_ _9"></span>środki administracyjne <span class="_ _1"></span>i finans<span class="_ _1"></span>owe są <span class="_ _1"></span>delegowane <span class="_ _9"></span>a<span class="_ _0"></span>dekwatnie do <span class="_ _1"></span>jej <span class="_ _1"></span>wi<span class="_ _0"></span>elkości i <span class="_ _1"></span>sytuacji <span class="_ _1"></span>finansowej </div><div class="t m0 x1 hf y3a5 ff7 fs4 fc2 sc0 ls0 ws0">Spółki w celu zapewnienia sprawnego fun<span class="_ _1"></span>kcjonowania Rady Nadzorczej (zasada 2.10.).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y107f ff7 fs4 fc2 sc0 ls0 ws0">Raz <span class="_ _3"></span>w <span class="_ _4"></span>roku <span class="_ _3"></span>Rada <span class="_ _3"></span>Nadzorcza <span class="_ _4"></span>sporządza <span class="_ _3"></span>i <span class="_ _3"></span>przedstawia <span class="_ _4"></span>Zwyczajnemu <span class="_ _3"></span>WZ <span class="_ _3"></span>do <span class="_ _4"></span>zatwierdzenia <span class="_ _3"></span>roczne <span class="_ _3"></span>sprawozdanie, <span class="_ _3"></span>które <span class="_ _4"></span>zawiera <span class="_ _3"></span>co <span class="_ _3"></span>n<span class="_ _0"></span>ajmn<span class="_ _3"></span><span class="ff6">iej </span></div><div class="t m0 x1 hf y9d2 ff7 fs4 fc2 sc0 ls0 ws0">informacje wskazane w zasadzie 2.11., z wyłączeniem kwestii s<span class="_ _1"></span>tosowania polityki różnorodności, której Spółka nie posiada.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yfe9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x60 h10 y1080 ff5 fs3 fc5 sc0 ls16 ws0">8.2.3.<span class="ff3 ls0"> <span class="_ _64"> </span><span class="ff8">ZASADY DOTYCZĄCE SYS<span class="_ _0"></span>TEMÓW I FUNKCJI WE<span class="_ _0"></span>WNĘTRZNY<span class="_ _0"></span>CH<span class="_ _0"></span><span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y478 ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _17"> </span>utrzymuje <span class="_ _16"> </span>skuteczne <span class="_ _17"> </span>systemy: <span class="_ _17"> </span>kontroli <span class="_ _16"> </span>w<span class="_ _0"></span>ewnętrznej, <span class="_ _17"> </span>zarządzania <span class="_ _16"> </span>ryzykiem <span class="_ _17"> </span>oraz <span class="_ _17"> </span>nadzoru <span class="_ _17"> </span>zgodności <span class="_ _16"> </span>działalności <span class="_ _17"> </span>z <span class="_ _17"> </span>prawem </div><div class="t m0 x1 hf yf61 ff7 fs4 fc2 sc0 ls0 ws0">(compliance), a<span class="_ _1"></span> <span class="_ _1"></span>także <span class="_ _1"></span>skuteczną <span class="_ _1"></span>fu<span class="_ _1"></span>nkcję <span class="_ _1"></span>audytu <span class="_ _1"></span>wewnętrznego, <span class="_ _9"></span>o<span class="_ _0"></span>dpowiednie <span class="_ _9"></span>do wielkości <span class="_ _1"></span>Spółki <span class="_ _1"></span>i <span class="_ _1"></span>rodzaju <span class="_ _9"></span>oraz<span class="_ _0"></span> s<span class="_ _1"></span>kali <span class="_ _1"></span>prowadzonej<span class="ff6"> </span>działalności </div><div class="t m0 x1 hf y1081 ff7 fs4 fc2 sc0 ls0 ws0">(zasada <span class="_ _15"> </span>3.1.). <span class="_ _27"> </span>W <span class="_ _15"> </span>Spółce <span class="_ _15"> </span>są <span class="_ _27"> </span>wyodrębnione <span class="_ _18"> </span>jed<span class="_ _0"></span>nostki <span class="_ _15"> </span>odpowiedzialne <span class="_ _15"> </span>za <span class="_ _27"> </span>zadania <span class="_ _15"> </span>poszczególnych <span class="_ _15"> </span>systemów <span class="_ _27"> </span>lub <span class="_ _15"> </span>funkcji <span class="_ _15"> </span>(zasada <span class="_ _27"> </span>3.2.)<span class="_ _3"></span><span class="ff6 lsb">. </span></div><div class="t m0 x1 hf y1082 ff7 fs4 fc2 sc0 ls0 ws0">Szczegółowe <span class="_ _16"> </span>informacje <span class="_ _17"> </span>o <span class="_ _16"> </span>funkcjonowaniu <span class="_ _17"> </span>powyższych <span class="_ _16"> </span>systemów <span class="_ _17"> </span>znajdują <span class="_ _16"> </span>się <span class="_ _16"> </span>w <span class="_ _17"> </span>pun<span class="_ _1"></span>kcie <span class="_ _16"> </span>9.<span class="_ _0"></span>4.1. <span class="_ _16"> </span>O<span class="_ _0"></span>świadczenia <span class="_ _16"> </span>o <span class="_ _17"> </span>stosowaniu<span class="_ _1"></span> <span class="_ _16"> </span>ładu </div><div class="t m0 x1 hf yab2 ff6 fs4 fc2 sc0 ls0 ws0">korporacyjnego. </div><div class="t m0 x1 hf y6c3 ff7 fs4 fc2 sc0 ls0 ws0">W  Spółce <span class="_ _14"> </span>powołano  audytora <span class="_ _14"> </span>wewnętrznego,  który  kieru<span class="_ _1"></span>je  funkcją  au<span class="_ _1"></span>dytu  wewn<span class="_ _1"></span>ętrznego  działając <span class="_ _14"> </span>zgodnie  z  powszechnie<span class="_ _1"></span>  uznanymi </div><div class="t m0 x1 hf y3fe ff7 fs4 fc2 sc0 ls0 ws0">międzynarodowymi standardami praktyki zawodowej audytu wewnętrzn<span class="_ _1"></span>ego (zasada 3.3.).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ya55 ff7 fs4 fc2 sc0 ls0 ws0">Wynagrodzenie osób <span class="_ _3"></span>odpowiedzialnych z<span class="_ _0"></span>a <span class="_ _0"></span>zarządzanie <span class="_ _0"></span>ryzykiem <span class="_ _0"></span>i <span class="_ _0"></span>co<span class="_ _0"></span>mpliance o<span class="_ _0"></span>raz <span class="_ _0"></span>kierującego <span class="_ _0"></span>audytem <span class="_ _0"></span>wewnętrznym <span class="_ _0"></span>uzależnione <span class="_ _0"></span>jes<span class="_ _3"></span><span class="ff6">t <span class="_ _0"></span>od </span></div><div class="t m0 x1 hf y1083 ff7 fs4 fc2 sc0 ls0 ws0">realizacji <span class="_ _0"></span>wyznaczonych <span class="_ _0"></span>zadań, <span class="_ _0"></span>a <span class="_ _0"></span>nie <span class="_ _0"></span>od <span class="_ _0"></span>krótkoterminowych <span class="_ _0"></span>w<span class="_ _0"></span>yników <span class="_ _0"></span>Spółki <span class="_ _0"></span>(zasada <span class="_ _0"></span>3.4.). <span class="_ _0"></span>Oso<span class="_ _0"></span>by odpowiedzialne <span class="_ _0"></span>za <span class="_ _3"></span>zarządzanie r<span class="_ _3"></span><span class="ff6">yzykiem <span class="_ _0"></span>i </span></div><div class="t m0 x1 hf ydca ff7 fs4 fc2 sc0 ls0 ws0">compliance podlegają bezpośrednio prezesowi lub innemu<span class="_ _1"></span> członkowi zarządu (zasada 3.5.). <span class="_ _0"></span><span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf86" class="pf w0 h0" ><div class="pc pc86 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">134<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Co <span class="_ _5"></span>najmniej <span class="_ _4"></span>raz <span class="_ _5"> </span>w <span class="_ _5"> </span>roku <span class="_ _5"> </span>osoba <span class="_ _5"> </span>odpowiedzialna <span class="_ _4"></span>z<span class="_ _0"></span>a <span class="_ _5"></span>audyt <span class="_ _5"></span>wewnętrzny <span class="_ _5"></span>przedstawia <span class="_ _4"></span>radzie <span class="_ _5"> </span>nadzorcz<span class="_ _0"></span>ej <span class="_ _5"></span>ocenę <span class="_ _4"></span>skuteczności <span class="_ _5"> </span>funkcjonow<span class="_ _0"></span>an<span class="_ _3"></span><span class="ff6">ia </span></div><div class="t m0 x1 hf y104 ff6 fs4 fc2 sc0 ls0 ws0">systemów  i <span class="_ _14"> </span>funkcji,  o  których <span class="_ _14"> </span>mow<span class="_ _0"></span>a  w <span class="_ _14"> </span>zasadzie  3.1,  wraz<span class="_ _1"></span>  z <span class="_ _14"> </span>odpowiednim  sprawozdaniem <span class="_ _14"> </span>(zasada  3.8.).  Komitet  Au<span class="_ _1"></span>dytu  monitoru<span class="_ _1"></span>je </div><div class="t m0 x1 hf y105 ff6 fs4 fc2 sc0 ls0 ws0">sku<span class="ff7">teczność <span class="_ _3"></span>systemu <span class="_ _3"></span>kontroli <span class="_ _3"></span>wew<span class="_ _0"></span>nętrznej, <span class="_ _3"></span>zarządzania <span class="_ _3"></span>ryzykiem, <span class="_ _3"></span>nadzoru <span class="_ _3"></span>z<span class="_ _0"></span>godności <span class="_ _3"></span>działalności <span class="_ _3"></span>z <span class="_ _4"></span>prawem <span class="_ _3"></span>(compliance), <span class="_ _3"></span>funkcję <span class="_ _3"></span>au<span class="_ _3"></span></span>dytu </div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznego <span class="_ _3"></span>a <span class="_ _4"></span>Rada <span class="_ _4"></span>Na<span class="_ _0"></span>dzorcza <span class="_ _4"></span>dokonuje <span class="_ _4"></span>rocznej <span class="_ _4"></span>oceny <span class="_ _4"></span>skuteczności <span class="_ _4"></span>funkcjonowania <span class="_ _4"></span>tych <span class="_ _4"></span>systemów <span class="_ _4"></span>i <span class="_ _4"></span>funkcji <span class="_ _4"></span>(zasada <span class="_ _4"></span>3.9.). <span class="_ _4"></span>W <span class="_ _4"></span>202<span class="_ _3"></span><span class="ff6">6 <span class="_ _4"></span>r. </span></div><div class="t m0 x1 hf yf3d ff7 fs4 fc2 sc0 ls0 ws0">będzie przeprowadzona niezależna ocena funkcji audytu wewnę<span class="_ _1"></span>trznego (zasada 3.10.).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1084 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x60 h10 y1085 ff5 fs3 fc5 sc0 ls16 ws0">8.2.4.<span class="ff3 ls0"> <span class="_ _64"> </span><span class="ff8">ZASADY DOTYCZĄCE WA<span class="_ _0"></span>LNEGO ZGROMADZE<span class="_ _0"></span>NIA I RELACJI Z AKCJONARI<span class="_ _0"></span>USZAMI<span class="_ _3"></span><span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y77f ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _27"> </span>z <span class="_ _27"> </span>Regulaminem <span class="_ _27"> </span>Wal<span class="_ _0"></span>nego <span class="_ _27"> </span>Zgromadzenia <span class="_ _16"> </span>Spółka <span class="_ _27"> </span>ustala <span class="_ _27"> </span>miejsce <span class="_ _27"> </span>i<span class="_ _0"></span> <span class="_ _27"> </span>termin, <span class="_ _16"> </span>a <span class="_ _27"> </span>także <span class="_ _27"> </span>fo<span class="_ _0"></span>rmę <span class="_ _27"> </span>Walnego <span class="_ _27"> </span>Z<span class="_ _0"></span>gromadzenia <span class="_ _27"> </span>w <span class="_ _16"> </span>sposób </div><div class="t m0 x1 hf y55c ff7 fs4 fc2 sc0 ls0 ws0">umożliwiający udział w obradach jak największej li<span class="_ _1"></span>czbie akcjonariuszy (zasada 4.2.).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1086 ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _14"> </span>zapewnia <span class="_ _14"> </span>powszechnie <span class="_ _14"> </span>dostępną <span class="_ _14"> </span>tra<span class="_ _0"></span>nsmisję <span class="_ _14"> </span>obrad <span class="_ _14"> </span>Walnego  Zg<span class="_ _1"></span>romadzenia <span class="_ _14"> </span>w <span class="_ _14"> </span>cz<span class="_ _0"></span>asie <span class="_ _14"> </span>rzeczywistym, <span class="_ _14"> </span>a  przeds<span class="_ _1"></span>tawicielom <span class="_ _14"> </span>mediów </div><div class="t m0 x1 hf y5f3 ff7 fs4 fc2 sc0 ls0 ws0">umożliwia się obecność na walnych zgromadzeniach (zasada 4.3. i zasada 4.4.).<span class="ff6"> </span></div><div class="t m0 x1 hf y1087 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>przypadku, <span class="_ _0"></span>gdy <span class="_ _3"></span>Walne <span class="_ _3"></span>Zgromadzenie <span class="_ _0"></span>jest <span class="_ _3"></span>zwoływ<span class="_ _0"></span>ane <span class="_ _3"></span>przez <span class="_ _0"></span>podmiot <span class="_ _3"></span>lub <span class="_ _3"></span>organ <span class="_ _0"></span>inny <span class="_ _3"></span>niż <span class="_ _3"></span>Zarząd <span class="_ _3"></span>na <span class="_ _3"></span>podstawie <span class="_ _0"></span>przepisów <span class="_ _3"></span>Ko<span class="_ _0"></span>deksu <span class="_ _0"></span>spó<span class="_ _3"></span>łek </div><div class="t m0 x1 hf y410 ff7 fs4 fc2 sc0 ls0 ws0">handlowych, <span class="_ _4"></span>Zarząd <span class="_ _5"> </span>dokonuje <span class="_ _5"> </span>w<span class="_ _0"></span>szelkich <span class="_ _4"></span>wymaganych <span class="_ _5"> </span>cz<span class="_ _0"></span>ynności <span class="_ _5"></span>w <span class="_ _5"></span>celu <span class="_ _4"></span>zw<span class="_ _0"></span>ołania, <span class="_ _5"></span>organizacji <span class="_ _5"></span>i <span class="_ _4"></span>pr<span class="_ _0"></span>zeprowadzenia <span class="_ _4"></span>Walnego <span class="_ _5"> </span>Zgroma<span class="_ _0"></span>dzeni<span class="_ _0"></span><span class="ff6 lse">a </span></div><div class="t m0 x1 hf y1088 ff6 fs4 fc2 sc0 ls0 ws0">(zasada 4.5.). </div><div class="t m0 x1 hf y1089 ff7 fs4 fc2 sc0 ls0 ws0">Projekty <span class="_ _4"></span>uchwał <span class="_ _4"></span>Walnego <span class="_ _4"></span>Zgromadzenia <span class="_ _3"></span>dotycząc<span class="_ _0"></span>e <span class="_ _4"></span>spraw <span class="_ _4"></span>i <span class="_ _3"></span>ro<span class="_ _0"></span>zstrzygnięć <span class="_ _3"></span>innyc<span class="_ _0"></span>h <span class="_ _4"></span>niż <span class="_ _4"></span>o <span class="_ _4"></span>charakterze <span class="_ _4"></span>porządkowym <span class="_ _4"></span>zawierają <span class="_ _4"></span>uzasadnie<span class="_ _0"></span><span class="ff6">nie, </span></div><div class="t m0 x1 hf y108a ff7 fs4 fc2 sc0 ls0 ws0">chyba, że wynika ono z dokumentacji przeds<span class="_ _1"></span>tawianej Walnemu Zgromadzeniu (zasada 4.6.).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y81d ff7 fs4 fc2 sc0 ls0 ws0">Rada Nadzorcza opiniuje projekty uchwał wnoszonych przez Zarząd do porządku obrad<span class="_ _1"></span> Walnego Zgromadzenia (zasada 4.7.).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1cb ff7 fs4 fc2 sc0 ls0 ws0">Akcjonariusze <span class="_ _9"></span>pow<span class="_ _0"></span>inni <span class="_ _9"></span>zgłosić projekty <span class="_ _9"></span>uchwał Walneg<span class="_ _1"></span>o <span class="_ _1"></span>Zgromadzenia <span class="_ _1"></span>do <span class="_ _1"></span>spraw <span class="_ _9"></span>w<span class="_ _0"></span>prowadzonych <span class="_ _1"></span>do <span class="_ _9"></span>porządku obrad<span class="_ _1"></span> <span class="_ _1"></span>Walnego <span class="_ _9"></span>Z<span class="_ _0"></span>gromadze<span class="_ _0"></span><span class="ff6">nia </span></div><div class="t m0 x1 hf y108b ff7 fs4 fc2 sc0 ls0 ws0">najpóźniej na 3 dni przed Walnym Zgromadzeniem (zasada 4.8.). <span class="ff6"> </span></div><div class="t m0 x1 hf y108c ff7 fs4 fc2 sc0 ls0 ws0">Akcjonariusze <span class="_ _0"></span>zamierzający <span class="_ _3"></span>z<span class="_ _0"></span>głosić <span class="_ _3"></span>kandydatów <span class="_ _3"></span>na <span class="_ _0"></span>c<span class="_ _0"></span>złonków <span class="_ _3"></span>Rady <span class="_ _3"></span>Nadzorczej <span class="_ _3"></span>powinni <span class="_ _0"></span>u<span class="_ _0"></span>dostępnić <span class="_ _3"></span>Spółce <span class="_ _3"></span>uzasadnienia <span class="_ _3"></span>kandydatur <span class="_ _3"></span>w<span class="_ _3"></span><span class="ff6">raz <span class="_ _3"></span>z </span></div><div class="t m0 x1 hf y108d ff7 fs4 fc2 sc0 ls0 ws0">życiorysami <span class="_ _4"></span>zawodowymi <span class="_ _5"></span>kandydatów <span class="_ _4"></span>i <span class="_ _4"></span>kompletem <span class="_ _4"></span>mater<span class="_ _0"></span>iałów <span class="_ _4"></span>ich <span class="_ _4"></span>dotycz<span class="_ _0"></span>ących <span class="_ _4"></span>w <span class="_ _5"></span>terminie <span class="_ _4"></span>umożliwiającym <span class="_ _5"></span>pozostałym <span class="_ _4"></span>akcjonariuszom </div><div class="t m0 x1 hf y5b7 ff7 fs4 fc2 sc0 ls0 ws0">zapoznanie <span class="_ _14"> </span>się <span class="_ _5"> </span>z <span class="_ _14"> </span>nimi  p<span class="_ _1"></span>rzed <span class="_ _14"> </span>odbyciem <span class="_ _14"> </span>się <span class="_ _5"> </span>Walnego <span class="_ _14"> </span>Zgromadze<span class="_ _0"></span>nia <span class="_ _14"> </span>oraz <span class="_ _14"> </span>podjęcie <span class="_ _5"> </span>decyzji <span class="_ _14"> </span>w  s<span class="_ _1"></span>prawie <span class="_ _14"> </span>wyboru <span class="_ _14"> </span>członka <span class="_ _14"> </span>Rady <span class="_ _14"> </span>Nadzorczej  <span class="ff6 ls24">z </span></div><div class="t m0 x1 hf y108e ff7 fs4 fc2 sc0 ls0 ws0">należytym  rozeznanie<span class="_ _1"></span>m,  lecz  n<span class="_ _1"></span>ie <span class="_ _14"> </span>później  niż  na <span class="_ _14"> </span>3  dni  p<span class="_ _1"></span>rzed  W<span class="_ _1"></span>alnym  Zgromadzen<span class="_ _1"></span>iem.  Informacje <span class="_ _14"> </span>otrzymane  od  akcjonarius<span class="_ _1"></span>zy  Spółka<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y108f ff6 fs4 fc2 sc0 ls0 ws0">nie<span class="ff7">zwłocznie  udostępnia <span class="_ _15"> </span>pozostałym <span class="_ _15"> </span>akcjonariuszom <span class="_ _18"> </span>w <span class="_ _15"> </span>trybie <span class="_ _15"> </span>określonym  w <span class="_ _15"> </span>ogłoszeniu  o<span class="_ _0"></span> <span class="_ _18"> </span>Walnym <span class="_ _15"> </span>Zgromadzeniu <span class="_ _18"> </span>dla <span class="_ _15"> </span>udostępniania </span></div><div class="t m0 x1 hf yec8 ff7 fs4 fc2 sc0 ls0 ws0">dokumentacji <span class="_ _9"></span>i projektów <span class="_ _9"></span>uchwał, które <span class="_ _9"></span>mają b<span class="_ _1"></span>yć <span class="_ _1"></span>przedstawione<span class="_ _1"></span> <span class="_ _1"></span>Walnemu <span class="_ _9"></span>Z<span class="_ _0"></span>gromadzeniu. <span class="_ _1"></span>Akcjonariusz <span class="_ _9"></span>zgłaszając<span class="_ _0"></span>y <span class="_ _1"></span>kandydatów <span class="_ _9"></span>na członków </div><div class="t m0 x1 hf yddc ff6 fs4 fc2 sc0 ls0 ws0">Rady <span class="_ _14"> </span><span class="ff7">Nadzorczej <span class="_ _5"> </span>składa <span class="_ _14"> </span>Spółce, <span class="_ _5"> </span>wraz<span class="_ _0"></span> <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _5"> </span>uzasadnieniem <span class="_ _14"> </span>kandydatury, <span class="_ _5"> </span>o<span class="_ _0"></span>świadczenie <span class="_ _5"></span>kandydata <span class="_ _14"> </span>o <span class="_ _14"> </span>spełnianiu <span class="_ _5"> </span>lub <span class="_ _14"> </span>niespełnianiu <span class="_ _5"> </span>prz<span class="_ _0"></span>ez <span class="_ _14"> </span>tego </span></div><div class="t m0 x1 hf y4e6 ff7 fs4 fc2 sc0 ls0 ws0">kandydata <span class="_ _4"></span>kryteriów <span class="_ _5"> </span>niezależności <span class="_ _5"> </span>wymienionych <span class="_ _5"></span>w <span class="_ _5"></span>Ustawie <span class="_ _5"></span>z <span class="_ _5"></span>dnia <span class="_ _5"></span>11 <span class="_ _5"></span>maja <span class="_ _5"></span>2017 <span class="_ _5"></span>r. <span class="_ _5"></span>o <span class="_ _5"></span>biegłych <span class="_ _5"></span>rewidentach, <span class="_ _5"></span>firmach <span class="_ _4"></span>au<span class="_ _0"></span>dytorskich <span class="_ _14"> </span><span class="ff6">oraz </span></div><div class="t m0 x1 hf y1090 ff7 fs4 fc2 sc0 ls0 ws0">nadzorze publicznym, a także <span class="_ _0"></span>istnieniu bądź nieistnieniu rzeczyw<span class="_ _0"></span>istych i istotnych powiązań <span class="_ _0"></span>tego kandydata z akcj<span class="_ _0"></span>onariuszem p<span class="_ _0"></span>osiadającym </div><div class="t m0 x1 hf y8d9 ff7 fs4 fc2 sc0 ls0 ws0">co najmniej 5% ogólnej liczby głosów w Spółce (zasada 4.9.).<span class="ff6"> </span></div><div class="t m0 x1 hf y1091 ff7 fs4 fc2 sc0 ls0 ws0">Członkowie Zarządu i Rady Nadzorczej uczestni<span class="_ _1"></span>czą w obradach Walnego Zgromadzeni<span class="_ _1"></span>a w składzie umożliwiającym udzielenie merytor<span class="_ _0"></span><span class="ff6">ycznej </span></div><div class="t m0 x1 hf y605 ff7 fs4 fc2 sc0 ls0 ws0">odpowiedzi na pytania zadawane w trakcie<span class="_ _1"></span> Walnego Zgromadzen<span class="_ _1"></span>ia. Członkowie Zarządu oraz <span class="_ _1"></span>Rady Nadzorczej oraz bie<span class="_ _1"></span>gły rewident spółki w </div><div class="t m0 x1 hf ybea ff7 fs4 fc2 sc0 ls0 ws0">granicach <span class="_ _5"> </span>swo<span class="_ _0"></span>ich <span class="_ _5"> </span>ko<span class="_ _0"></span>mpetencji <span class="_ _5"> </span>i <span class="_ _14"> </span>w <span class="_ _14"> </span>zakresie <span class="_ _14"> </span>niezbędnym <span class="_ _5"></span>dla <span class="_ _14"> </span>oceny <span class="_ _5"> </span>sp<span class="_ _0"></span>rawy <span class="_ _14"> </span>objętej <span class="_ _5"> </span>porządkiem <span class="_ _14"> </span>obrad <span class="_ _5"> </span>W<span class="_ _0"></span>alnego <span class="_ _5"> </span>Z<span class="_ _0"></span>gromadzenia, <span class="_ _14"> </span>udzielaj<span class="_ _0"></span><span class="ls50">ą </span></div><div class="t m0 x1 hf y422 ff7 fs4 fc2 sc0 ls0 ws0">uczestnikom Zgromadzenia <span class="_ _0"></span>wyjaśnień <span class="_ _0"></span>i <span class="_ _0"></span>informacji <span class="_ _0"></span>dotyczących <span class="_ _0"></span>Spółki. <span class="_ _0"></span>Zarząd <span class="_ _0"></span>prezentuje <span class="_ _0"></span>uczestnikom Zw<span class="_ _0"></span>yczajnego W<span class="_ _0"></span>alnego Zg<span class="_ _3"></span><span class="ff6">romadzenia </span></div><div class="t m0 x1 hf y1092 ff7 fs4 fc2 sc0 ls0 ws0">wyniki <span class="_ _14"> </span>finansowe  Spółki <span class="_ _14"> </span>oraz  inne <span class="_ _14"> </span>istotne  informacje <span class="_ _14"> </span>z<span class="_ _0"></span>awarte <span class="_ _14"> </span>w<span class="_ _0"></span>  s<span class="_ _1"></span>prawozdaniu <span class="_ _14"> </span>finansowym  podlegającym  zatwierd<span class="_ _1"></span>zeniu <span class="_ _14"> </span>przez<span class="_ _0"></span>  Waln<span class="_ _1"></span>e<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y4eb ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzenie (zasada 4.11.). </div><div class="t m0 x1 hf y1093 ff7 fs4 fc2 sc0 ls0 ws0">Uchwała <span class="_ _4"></span>Walnego <span class="_ _4"></span>Zgromadzenia <span class="_ _5"></span>w <span class="_ _5"></span>sprawie <span class="_ _4"></span>emisji <span class="_ _4"></span>akcji <span class="_ _5"></span>z <span class="_ _5"> </span>prawem <span class="_ _5"></span>poboru, <span class="_ _4"></span>precyzuje <span class="_ _4"></span>c<span class="_ _0"></span>enę <span class="_ _4"></span>emisyjną <span class="_ _5"></span>albo <span class="_ _4"></span>mecha<span class="_ _0"></span>nizm <span class="_ _4"></span>jej <span class="_ _5"></span>ustalenia, <span class="_ _4"></span>bą<span class="_ _3"></span>dź </div><div class="t m0 x1 hf yf62 ff7 fs4 fc2 sc0 ls0 ws0">zobowiązuje <span class="_ _18"> </span>o<span class="_ _0"></span>rgan  do <span class="_ _15"> </span>tego  up<span class="_ _0"></span>oważniony <span class="_ _18"> </span>do <span class="_ _15"> </span>ustalenia  jej <span class="_ _15"> </span>przed <span class="_ _15"> </span>dniem  praw<span class="_ _0"></span>a <span class="_ _18"> </span>poboru, <span class="_ _15"> </span>w <span class="_ _18"> </span>terminie <span class="_ _15"> </span>umożliwiającym <span class="_ _15"> </span>podjęcie  decyzji </div><div class="t m0 x1 hf y681 ff6 fs4 fc2 sc0 ls0 ws0">inwe<span class="ff7">stycyjnej. Od dnia wejścia w ż<span class="_ _0"></span>ycie Dobrych Praktyk 2021 nie były podejmowane uchwały Walnego Zgromadzenia w sprawie emisji ak<span class="_ _3"></span></span>cji </div><div class="t m0 x1 hf y98a ff6 fs4 fc2 sc0 ls0 ws0">z prawem poboru (zasada 4.12.). </div><div class="t m0 x1 hf ya2e ff7 fs4 fc2 sc0 ls0 ws0">Uchwała <span class="_ _3"></span>o <span class="_ _3"></span>nowej <span class="_ _3"></span>emisji <span class="_ _0"></span>akcji <span class="_ _3"></span>z <span class="_ _3"></span>wyłączeniem <span class="_ _3"></span>prawa <span class="_ _3"></span>poboru, <span class="_ _3"></span>która <span class="_ _0"></span>jednocześnie <span class="_ _3"></span>przyznaje <span class="_ _3"></span>prawo <span class="_ _3"></span>pierwszeństwa <span class="_ _3"></span>objęcia <span class="_ _3"></span>akcji <span class="_ _0"></span>now<span class="_ _0"></span>ej<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span>emisji </span></div><div class="t m0 x1 hf yd0e ff7 fs4 fc2 sc0 ls0 ws0">wybranym  akcjonarius<span class="_ _1"></span>zom  lub <span class="_ _14"> </span>innym  podmiotom,  może <span class="_ _14"> </span>być  podjęta,  jeżeli <span class="_ _14"> </span>spełnione  są <span class="_ _14"> </span>co<span class="_ _0"></span>  najmnie<span class="_ _1"></span>j  poniższe <span class="_ _14"> </span>przesłanki:  Spółka <span class="_ _15"> </span><span class="ff6">ma </span></div><div class="t m0 x1 hf y1094 ff7 fs4 fc2 sc0 ls0 ws0">racjonalną, <span class="_ _4"></span>uzasadnioną <span class="_ _4"></span>gospodarczo <span class="_ _4"></span>potrzebę <span class="_ _4"></span>pilnego <span class="_ _4"></span>pozyskania <span class="_ _4"></span>kapitału <span class="_ _3"></span>l<span class="_ _0"></span>ub <span class="_ _4"></span>emisja <span class="_ _4"></span>akcji <span class="_ _4"></span>związana <span class="_ _4"></span>jest <span class="_ _4"></span>z <span class="_ _4"></span>racjonalnymi, <span class="_ _4"></span>uzasa<span class="_ _3"></span><span class="ff6">dnionymi </span></div><div class="t m0 x1 hf y3ff ff7 fs4 fc2 sc0 ls0 ws0">gospodarczo transakcjami, <span class="_ _1"></span>m.in. t<span class="_ _1"></span>akimi jak <span class="_ _1"></span>łączenie <span class="_ _1"></span>się <span class="_ _1"></span>z inną <span class="_ _1"></span>spółką lub <span class="_ _1"></span>jej przeję<span class="_ _1"></span>ciem, lub<span class="_ _1"></span> też akcje <span class="_ _9"></span>maj<span class="_ _0"></span>ą zostać <span class="_ _1"></span>obj<span class="_ _0"></span>ęte w ramach<span class="_ _1"></span> przyję<span class="_ _1"></span>tego </div><div class="t m0 x1 hf y1095 ff7 fs4 fc2 sc0 ls0 ws0">przez Spółkę programu motywacyjnego, o<span class="_ _0"></span>soby, którym przysługiwać będzie prawo <span class="_ _0"></span>pierwszeństwa, zostaną wskazane według obiektywn<span class="_ _3"></span><span class="ff6">ych </span></div><div class="t m0 x1 hf y1096 ff7 fs4 fc2 sc0 ls0 ws0">kryteriów <span class="_ _3"></span>ogólnych, <span class="_ _0"></span>c<span class="_ _0"></span>ena <span class="_ _3"></span>objęcia <span class="_ _0"></span>akcj<span class="_ _0"></span>i <span class="_ _3"></span>będzie <span class="_ _0"></span>pozostawać<span class="_ _0"></span> <span class="_ _3"></span>w <span class="_ _3"></span>racjonalnej <span class="_ _0"></span>r<span class="_ _0"></span>elacji <span class="_ _3"></span>do <span class="_ _3"></span>bieżących <span class="_ _0"></span>notow<span class="_ _0"></span>ań <span class="_ _3"></span>akc<span class="_ _0"></span>ji <span class="_ _3"></span>Spółki <span class="_ _3"></span>lub <span class="_ _3"></span>zostanie <span class="_ _3"></span>ustalona <span class="_ _3"></span>w </div></div></div><div class="pi" ></div></div><div id="pf87" class="pf w0 h0" ><div class="pc pc87 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">135<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">wyniku <span class="_ _9"></span>rynkowego <span class="_ _1"></span>procesu <span class="_ _9"></span>budowania <span class="_ _1"></span>księgi <span class="_ _9"></span>popytu. <span class="_ _9"></span>Od<span class="_ _0"></span> <span class="_ _9"></span>dnia <span class="_ _1"></span>wejścia <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _9"></span>życie <span class="_ _1"></span>Dobrych <span class="_ _9"></span>Praktyk <span class="_ _9"></span>2021 nie<span class="_ _1"></span> <span class="_ _1"></span>były <span class="_ _9"></span>podejmowane <span class="_ _9"></span>uc<span class="_ _0"></span>hwały <span class="_ _9"></span>W<span class="_ _3"></span><span class="ff6">alnego </span></div><div class="t m0 x1 hf ycb ff7 fs4 fc2 sc0 ls0 ws0">Zgromadzenia o nowej emisji akcji z wyłączeniem prawa poboru (zasada 4.13.).<span class="ff6"> </span></div><div class="t m0 x1 hf yf2b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x60 h10 y1097 ff5 fs3 fc5 sc0 ls16 ws0">8.2.5.<span class="ff3 ls0"> <span class="_ _64"> </span><span class="ff8">ZASADY DOTYCZĄCE KONF<span class="_ _0"></span>LIKTU INTERESÓ<span class="_ _0"></span>W I TRANSAKC<span class="_ _0"></span>JI Z PODMIOTAMI PO<span class="_ _0"></span>WIĄZANYMI<span class="_ _3"></span><span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y9fb ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie z <span class="_ _3"></span>Regulaminem identyfik<span class="_ _0"></span>acji, <span class="_ _0"></span>zarządzania <span class="_ _0"></span>i <span class="_ _0"></span>z<span class="_ _0"></span>apobiegania Konfliktom <span class="_ _3"></span>Interes<span class="_ _1"></span>ów <span class="_ _0"></span>Czł<span class="_ _0"></span>onków <span class="_ _0"></span>Organów <span class="_ _0"></span>Członkowie <span class="_ _0"></span>Organów <span class="_ _0"></span>info<span class="_ _3"></span>rmują </div><div class="t m0 x1 hf y45a ff7 fs4 fc2 sc0 ls0 ws0">Przewodniczącego Rady N<span class="_ _1"></span>adzorczej o z<span class="_ _1"></span>aistniałym <span class="_ _1"></span>konflikcie in<span class="_ _1"></span>teresów lub możliwości <span class="_ _1"></span>jego po<span class="_ _1"></span>wstania oraz n<span class="_ _1"></span>ie bi<span class="_ _1"></span>orą udziału <span class="_ _1"></span>w ro<span class="_ _0"></span><span class="ff6">zpatrywaniu </span></div><div class="t m0 x1 hf y1098 ff7 fs4 fc2 sc0 ls0 ws0">sprawy, w której w stosunku do nich może wystąpić konflikt in<span class="_ _1"></span>teresów (zasada 5.1.).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1099 ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie z Regulaminem <span class="_ _0"></span>Zarządu <span class="_ _0"></span>w <span class="_ _0"></span>przypadku uznania przez<span class="_ _0"></span> Członka <span class="_ _0"></span>Zarządu, że <span class="_ _0"></span>decyzja, o<span class="_ _0"></span>dpowiednio Zarządu lub <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej,<span class="_ _3"></span><span class="ff6"> stoi <span class="_ _0"></span>w </span></div><div class="t m0 x1 hf y109a ff7 fs4 fc2 sc0 ls0 ws0">sprzeczności <span class="_ _3"></span>z <span class="_ _4"></span>interesem <span class="_ _4"></span>Spółki, <span class="_ _4"></span>powinien <span class="_ _3"></span>zaż<span class="_ _0"></span>ądać <span class="_ _4"></span>zamieszczenia <span class="_ _3"></span>w <span class="_ _4"></span>protokole <span class="_ _3"></span>posi<span class="_ _0"></span>edzenia <span class="_ _3"></span>Zarząd<span class="_ _0"></span>u <span class="_ _3"></span>jego <span class="_ _4"></span>zdania <span class="_ _4"></span>odrębnego <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>tej<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span>s<span class="_ _0"></span>prawie </span></div><div class="t m0 x1 hf y109b ff6 fs4 fc2 sc0 ls0 ws0">(zasada 5.2.). </div><div class="t m0 x1 hf y715 ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _4"></span>z <span class="_ _14"> </span>procedurami <span class="_ _5"></span>wdrożonymi <span class="_ _5"> </span>w <span class="_ _14"> </span>Spółce <span class="_ _5"></span>żaden <span class="_ _4"></span>akcjo<span class="_ _0"></span>nariusz <span class="_ _5"></span>nie <span class="_ _5"></span>jest <span class="_ _5"></span>uprzywilejowany <span class="_ _5"> </span>w <span class="_ _5"> </span>stosunku <span class="_ _5"> </span>do <span class="_ _14"> </span>pozostałych <span class="_ _5"></span>akcjonariuszy<span class="_ _0"></span><span class="ff6"> <span class="_ _14"> </span><span class="ls1f">w </span></span></div><div class="t m0 x1 hf ya01 ff7 fs4 fc2 sc0 ls0 ws0">zakresie <span class="_ _1"></span>transakcji z podmiotami powiązanymi. Dotyczy to <span class="_ _1"></span>także trans<span class="_ _1"></span>akcji akcjonariuszy S<span class="_ _1"></span>półki zawieranych z podmiotami <span class="_ _1"></span>należ<span class="_ _0"></span>ący<span class="ff6">mi do jej </span></div><div class="t m0 x1 hf y109c ff6 fs4 fc2 sc0 ls0 ws0">grupy (zasada 5.3.). </div><div class="t m0 x1 hf y109d ff7 fs4 fc2 sc0 ls0 ws0">Uchwała  Walnego <span class="_ _14"> </span>Zgromadzenia  upoważniająca  Zarząd  Spółki  do <span class="_ _14"> </span>podjęcia  działań  zmierzających <span class="_ _14"> </span>do  nabycia  akcji,  które <span class="_ _14"> </span>mają<span class="_ _0"></span>  zosta<span class="_ _0"></span><span class="ls2f">ć </span></div><div class="t m0 x1 hf y109e ff7 fs4 fc2 sc0 ls0 ws0">umorzone, określa warunki nabycia akcji przez Spółkę (buy<span class="ff6">-</span>back), zapewniające poszanowanie praw wszystkich akcjonariuszy (zasada <span class="ff6">5.4.).  </span></div><div class="t m0 x1 hf y109f ff7 fs4 fc2 sc0 ls0 ws0">W  p<span class="_ _1"></span>rzypadku  gdy <span class="_ _14"> </span>transakcja  Spółki  z <span class="_ _14"> </span>podmiotem  p<span class="_ _1"></span>owiązanym  wymaga <span class="_ _14"> </span>zgody  Rady <span class="_ _14"> </span>Na<span class="_ _0"></span>dzorczej,  przed<span class="_ _1"></span>  podjęciem <span class="_ _14"> </span>uchwały  w <span class="_ _14"> </span>s<span class="_ _0"></span>prawie </div><div class="t m0 x1 hf y10a0 ff7 fs4 fc2 sc0 ls0 ws0">wyrażenia <span class="_ _17"> </span>zgody <span class="_ _17"> </span>Rada <span class="_ _17"> </span>Nadzorcza <span class="_ _17"> </span>o<span class="_ _0"></span>cenia <span class="_ _17"> </span>czy <span class="_ _17"> </span>istnieje <span class="_ _17"> </span>konieczność <span class="_ _17"> </span>uprzedniego <span class="_ _17"> </span>zasięgnięcia <span class="_ _17"> </span>opinii <span class="_ _17"> </span>podmiotu <span class="_ _17"> </span>zewnętrznego<span class="_ _0"></span>, <span class="_ _17"> </span>który </div><div class="t m0 x1 hf yef7 ff6 fs4 fc2 sc0 ls0 ws0">przeprowadz<span class="ff7">i wycenę transakcji oraz analizę jej skutków ekonomicznych (zasada 5.5.). </span> </div><div class="t m0 x1 hf y10a1 ff7 fs4 fc2 sc0 ls0 ws0">Natomiast <span class="_ _4"></span>jeżeli <span class="_ _4"></span>zawarcie <span class="_ _4"></span>transakcj<span class="_ _0"></span>i <span class="_ _4"></span>z <span class="_ _5"></span>podmiotem <span class="_ _4"></span>powiązanym <span class="_ _4"></span>wymaga <span class="_ _5"></span>zgody <span class="_ _4"></span>Walnego <span class="_ _4"></span>Zgromadzenia, <span class="_ _4"></span>Rada <span class="_ _4"></span>sporządza <span class="_ _5"></span>opinię <span class="_ _4"></span>na <span class="_ _5"></span>temat<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y10a2 ff7 fs4 fc2 sc0 ls0 ws0">zasadności <span class="_ _3"></span>zawarcia <span class="_ _4"></span>takiej <span class="_ _4"></span>transakcji <span class="_ _4"></span>i <span class="_ _3"></span>ocenia <span class="_ _4"></span>w <span class="_ _4"></span>takim <span class="_ _4"></span>przypadku <span class="_ _4"></span>konieczność <span class="_ _3"></span>uprzedniego <span class="_ _4"></span>zasięgnięcia <span class="_ _3"></span>o<span class="_ _0"></span>pinii <span class="_ _4"></span>podmiotu <span class="_ _3"></span>zewnętr<span class="_ _3"></span><span class="ff6">znego, <span class="_ _4"></span>o </span></div><div class="t m0 x1 hf y78d ff6 fs4 fc2 sc0 ls0 ws0">której mowa w zdaniu poprzednim (zasada 5.6.). </div><div class="t m0 x1 hf ydee ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>przypadku, <span class="_ _0"></span>gdy <span class="_ _0"></span>decyzję <span class="_ _3"></span>w <span class="_ _0"></span>sprawie <span class="_ _0"></span>zawarcia <span class="_ _0"></span>przez <span class="_ _3"></span>Spółkę istotnej <span class="_ _0"></span>transakcji <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>podmiotem <span class="_ _0"></span>powiązanym <span class="_ _3"></span>podejmuje Walne <span class="_ _0"></span>Z<span class="_ _0"></span>gromadze<span class="_ _0"></span><span class="ff6">nie,<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y10a3 ff7 fs4 fc2 sc0 ls0 ws0">przed <span class="_ _0"></span>podjęciem <span class="_ _0"></span>takiej <span class="_ _3"></span>decyzji <span class="_ _0"></span>Spół<span class="_ _0"></span>ka <span class="_ _0"></span>zapewnia <span class="_ _0"></span>wszystkim <span class="_ _0"></span>akcjo<span class="_ _0"></span>nariuszom <span class="_ _0"></span>dostęp <span class="_ _3"></span>do <span class="_ _0"></span>informacji <span class="_ _0"></span>niezbędnych <span class="_ _3"></span>do <span class="_ _0"></span>dokonania <span class="_ _0"></span>oc<span class="_ _0"></span>eny <span class="_ _3"></span>w<span class="_ _0"></span><span class="ff6">p</span>ływ<span class="_ _0"></span>u </div><div class="t m0 x1 hf yefa ff7 fs4 fc2 sc0 ls0 ws0">tej transakcji na interes Spółki, w tym przedstawia opinię Rady N<span class="_ _1"></span>adzo<span class="_ _0"></span>rczej, o której mowa w zasadzie 5.6. (zasada 5.7.).<span class="ff6"> </span></div><div class="t m0 x1 hf y4c0 ff7 fs4 fc2 sc0 ls0 ws0">Spółka pub<span class="_ _1"></span>likuje na <span class="_ _1"></span>stronie in<span class="_ _1"></span>ternetowej wykaz is<span class="_ _1"></span>totnych trans<span class="_ _1"></span>akcji z podmiotami p<span class="_ _1"></span>owiązanymi sp<span class="_ _1"></span>orządzony zgodnie <span class="_ _1"></span>z art. 90i<span class="_ _1"></span> U<span class="ff6">stawy z dnia<span class="_ _1"></span> </span></div><div class="t m0 x1 hf y767 ff6 fs4 fc2 sc0 ls0 ws0">29 <span class="_ _4"></span>lipca <span class="_ _4"></span>2005 <span class="_ _4"></span>r. <span class="_ _3"></span>o <span class="_ _4"></span>ofercie <span class="_ _4"></span>publicznej <span class="_ _4"></span>i <span class="_ _4"></span>warunkach <span class="_ _3"></span>w<span class="_ _0"></span>prowadzania <span class="_ _3"></span>instrumentów <span class="_ _4"></span>finansowych <span class="_ _4"></span>do <span class="_ _4"></span>zorganizowanego <span class="_ _4"></span>systemu <span class="_ _3"></span>obr<span class="_ _3"></span>otu <span class="_ _4"></span>oraz <span class="_ _4"></span>o </div><div class="t m0 x1 hf y10a4 ff7 fs4 fc2 sc0 ls0 ws0">spółkach publicznych<span class="ff6"> </span></div><div class="t m0 x1 hf y10a5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x60 h10 y76b ff5 fs3 fc5 sc0 ls16 ws0">8.2.6.<span class="ff3 ls0"> <span class="_ _64"> </span><span class="ff8">ZASADY DOTYCZĄCE WYN<span class="_ _0"></span>AGRODZEŃ<span class="_ _0"></span><span class="ff5"> </span></span></span></div><div class="t m0 x1 hf ydf4 ff7 fs4 fc2 sc0 ls0 ws0">W spółce wynagrodzeni<span class="_ _1"></span>e Członków Zarządu i Rady Nadzorczej ora<span class="_ _1"></span>z kluczowych mene<span class="_ _1"></span>dżerów jest wystarczające dla pozyskania, utrzy<span class="ff6">mania i </span></div><div class="t m0 x1 hf y87f ff7 fs4 fc2 sc0 ls0 ws0">motywacji osób o kompete<span class="_ _1"></span>ncjach niezbędnych dla właściwego kierowania Sp<span class="_ _1"></span>ółką i sprawowania nad<span class="_ _1"></span> nią nadzoru. Wysokość wynagro<span class="ff6">dzenia </span></div><div class="t m0 x1 hf y10a6 ff7 fs4 fc2 sc0 ls0 ws0">jest <span class="_ _14"> </span>adekwatna <span class="_ _14"> </span>do <span class="_ _14"> </span>zadań <span class="_ _14"> </span>i <span class="_ _14"> </span>obowiązków<span class="_ _0"></span> <span class="_ _5"> </span>w<span class="_ _0"></span>ykonywanych <span class="_ _14"> </span>przez <span class="_ _14"> </span>poszczególne <span class="_ _5"> </span>o<span class="_ _0"></span>soby <span class="_ _14"> </span>i <span class="_ _14"> </span>związanej <span class="_ _14"> </span>z <span class="_ _14"> </span>tym <span class="_ _14"> </span>odpowiedzialnością <span class="_ _14"> </span>(zasada <span class="_ _14"> </span>6.1.)<span class="_ _3"></span><span class="ff6 lsb">. </span></div><div class="t m0 x1 hf y10a7 ff7 fs4 fc2 sc0 ls0 ws0">Wysokość wynagrodzenia Członków Rady Nadzorczej nie jest u<span class="_ _1"></span>zależniona od krótkoterminowych wyników Spółki<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y4c9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y772 ff5 fs5 fc5 sc0 ls12 ws0">8.3.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">WSKAZANIE, W JAKIM Z<span class="_ _1"></span>AKRESIE EMITENT ODSTĄPIŁ OD POSTANOWIEŃ<span class="_ _1"></span> ZBIORU ZASAD </span></span></div><div class="t m0 x49 hd y4cb ff8 fs5 fc5 sc0 ls0 ws0">ŁADU KORPORACYJNEGO WRAZ Z WYJAŚNIENIEM  <span class="ff5"> </span></div><div class="t m0 x1 hf y33c ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>zakresie <span class="_ _0"></span>&quot;Dobrych <span class="_ _3"></span>Praktyk <span class="_ _3"></span>2021&quot;, <span class="_ _3"></span>E<span class="_ _0"></span>mitent <span class="_ _0"></span>zł<span class="_ _0"></span>ożył <span class="_ _3"></span>oświadczenie <span class="_ _3"></span>o <span class="_ _3"></span>niestosowaniu<span class="_ _1"></span> <span class="_ _3"></span>trzech <span class="_ _3"></span>zasad. <span class="_ _3"></span>Poniżej <span class="_ _3"></span>zaprezentowano <span class="_ _3"></span>te <span class="_ _0"></span>z<span class="_ _0"></span>asady<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span>wraz <span class="_ _3"></span>z </span></div><div class="t m0 x1 hf y10a8 ff7 fs4 fc2 sc0 ls0 ws0">wyjaśnieniem przyczyn dokonania odstępstwa od stosowania tych zasad. <span class="ff6"> </span></div><div class="t m0 x1 h102 y456 ff13 fs4 fc2 sc0 ls0 ws0">Zasada <span class="_ _4"></span>2.1. <span class="_ _4"> </span>- <span class="_ _4"> </span><span class="ff18">Sp<span class="_ _0"></span>ółka <span class="_ _4"></span>powinna <span class="_ _4"></span>posiadać <span class="_ _4"></span>politykę <span class="_ _4"></span>różnorodności <span class="_ _3"></span>wob<span class="_ _0"></span>ec <span class="_ _4"></span>zarządu <span class="_ _4"></span>oraz <span class="_ _4"></span>rady <span class="_ _4"></span>nadzorczej, <span class="_ _4"></span>przyjętą <span class="_ _4"></span>odpowiednio <span class="_ _4"></span>przez <span class="_ _4"></span>radę </span></div><div class="t m0 x1 h102 y10a9 ff18 fs4 fc2 sc0 ls0 ws0">nadzorczą <span class="_ _1"></span>lub <span class="_ _a"></span>wa<span class="_ _0"></span>lne <span class="_ _9"></span>zgromadzenie. <span class="_ _9"></span>Polityka <span class="_ _1"></span>różnorodności <span class="_ _9"></span>określa <span class="_ _1"></span>cele <span class="_ _9"></span>i <span class="_ _9"></span>kryteria <span class="_ _9"></span>różn<span class="_ _0"></span>orodności <span class="_ _1"></span>m.<span class="_ _1"></span>in. <span class="_ _9"></span>w <span class="_ _1"></span>takich <span class="_ _9"></span>obszarach <span class="_ _1"></span>jak <span class="_ _9"></span>p<span class="_ _3"></span><span class="ls2a">łe</span>ć, <span class="_ _9"></span>kierunek </div><div class="t m0 x1 h102 y10aa ff18 fs4 fc2 sc0 ls0 ws0">wykształcenia, <span class="_ _3"></span>specjalistyczna <span class="_ _3"></span>wi<span class="_ _1"></span>edza, <span class="_ _3"></span>wiek <span class="_ _3"></span>oraz <span class="_ _0"></span>d<span class="_ _0"></span>oświadczenie <span class="_ _0"></span>zawodo<span class="_ _0"></span>we, <span class="_ _0"></span>a<span class="_ _0"></span> <span class="_ _3"></span>także <span class="_ _3"></span>wskazuje <span class="_ _0"></span>termin <span class="_ _3"></span>i <span class="_ _3"></span>sposób <span class="_ _3"></span>monitorowania <span class="_ _0"></span>reali<span class="_ _3"></span><span class="ff13">zacji </span></div></div></div><div class="pi" ></div></div><div id="pf88" class="pf w0 h0" ><div class="pc pc88 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">136<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h102 yca ff18 fs4 fc2 sc0 ls0 ws0">tych celów. W<span class="_ _1"></span> zakresie <span class="_ _1"></span>zróżnicowania po<span class="_ _1"></span>d względem pł<span class="_ _1"></span>ci warunki<span class="_ _1"></span>em zapewnienia róż<span class="_ _1"></span>norodności orga<span class="_ _1"></span>nów spółki <span class="_ _1"></span>jest udział <span class="_ _1"></span>mniejsz<span class="_ _0"></span>ości w </div><div class="t m0 x1 h102 y104 ff18 fs4 fc2 sc0 ls0 ws0">danym organie na poziomie nie niższym niż 30%.<span class="ff13"> </span></div><div class="t m0 x1 hf yf2b ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _4"></span>nie <span class="_ _4"></span>posiada <span class="_ _4"></span>formalnie <span class="_ _4"></span>przyjętej <span class="_ _4"></span>polityki <span class="_ _4"></span>różnorodności <span class="_ _4"></span>wobec <span class="_ _4"></span>zarządu <span class="_ _4"></span>oraz <span class="_ _4"></span>rady <span class="_ _4"></span>nadzorczej <span class="_ _4"></span>co <span class="_ _4"></span>uniemożliwia <span class="_ _4"></span>formalne <span class="_ _4"></span>okr<span class="_ _3"></span>eślenie: </div><div class="t m0 x1 hf y4f9 ff6 fs4 fc2 sc0 ls0 ws0">celów, kryteriów oraz terminu i sposobu<span class="_ _1"></span> monitorowania realizacji celów. </div><div class="t m0 x1 hf y10ab ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1084 ff7 fs4 fc2 sc0 ls0 ws0">Mimo <span class="_ _4"></span>braku <span class="_ _4"></span>formalnej <span class="_ _5"></span>polityki <span class="_ _4"></span>róż<span class="_ _0"></span>norodności, <span class="_ _4"></span>Spółka <span class="_ _4"></span>dąży <span class="_ _5"></span>do <span class="_ _4"></span>utrzymania <span class="_ _5"></span>zróżnicowanego <span class="_ _4"></span>składu <span class="_ _4"></span>o<span class="_ _0"></span>rganów <span class="_ _4"></span>w <span class="_ _5"></span>sposób <span class="_ _4"></span>uwzględniający <span class="_ _14"> </span><span class="ff6">jej </span></div><div class="t m0 x1 hf y10ac ff7 fs4 fc2 sc0 ls0 ws0">potrzeby i specyfikę działalności. <span class="ff6"> </span></div><div class="t m0 x1 hf y10ad ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya19 ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _17"> </span>analizuje <span class="_ _19"> </span>możliwości <span class="_ _17"> </span>wprowadzenia <span class="_ _17"> </span>praktyk <span class="_ _17"> </span>w<span class="_ _0"></span>spierających <span class="_ _19"> </span>różnorodność <span class="_ _17"> </span>w <span class="_ _17"> </span>przyszłości, <span class="_ _17"> </span>dostosowując <span class="_ _19"> </span>swoje <span class="_ _17"> </span>podejście <span class="_ _17"> </span>do<span class="_ _0"></span> </div><div class="t m0 x1 hf y6cd ff7 fs4 fc2 sc0 ls0 ws0">zmieniających się wymagań rynkowych i oczekiwań interesariuszy.<span class="ff6"> </span></div><div class="t m0 x1 hf y10ae ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h102 y713 ff13 fs4 fc2 sc0 ls0 ws0">Zasada <span class="_ _16"> </span>2.2. <span class="_ _17"> </span>- <span class="_ _16"> </span><span class="ff18">Osoby <span class="_ _17"> </span>podejmujące <span class="_ _27"> </span>dec<span class="_ _0"></span>yzje <span class="_ _16"> </span>w <span class="_ _17"> </span>sprawie <span class="_ _16"> </span>wyboru <span class="_ _16"> </span>członków <span class="_ _16"> </span>za<span class="_ _0"></span>rządu <span class="_ _16"> </span>lub <span class="_ _17"> </span>rady <span class="_ _16"> </span>nadzorczej <span class="_ _16"> </span>spółki <span class="_ _16"> </span>po<span class="_ _0"></span>winny <span class="_ _16"> </span>zapewnić </span></div><div class="t m0 x1 h102 y10af ff18 fs4 fc2 sc0 ls0 ws0">wszechstronność <span class="_ _27"> </span>tych <span class="_ _27"> </span>organów <span class="_ _15"> </span>pop<span class="_ _0"></span>rzez <span class="_ _27"> </span>wybór <span class="_ _15"> </span>do<span class="_ _0"></span> <span class="_ _15"> </span>ich<span class="_ _0"></span> <span class="_ _15"> </span>s<span class="_ _0"></span>kładu <span class="_ _15"> </span>osób <span class="_ _27"> </span>zapewniających <span class="_ _27"> </span>różnorodność, <span class="_ _27"> </span>umożliwiając <span class="_ _27"> </span>m.in. <span class="_ _27"> </span>osiągnięcie </div><div class="t m0 x1 h102 ya3c ff18 fs4 fc2 sc0 ls0 ws0">docelowego <span class="_ _0"></span>ws<span class="_ _0"></span>kaźnika <span class="_ _0"></span>minimalnego <span class="_ _3"></span>udziału <span class="_ _0"></span>mniejszości <span class="_ _0"></span>okreś<span class="_ _0"></span>lonego <span class="_ _0"></span>na <span class="_ _3"></span>poziomie <span class="_ _0"></span>nie <span class="_ _3"></span>niższym <span class="_ _0"></span>niż <span class="_ _3"></span>30%, <span class="_ _0"></span>zgodnie <span class="_ _3"></span>z <span class="_ _0"></span>celami <span class="_ _0"></span>o<span class="_ _0"></span>kreślonymi <span class="_ _0"></span>w </div><div class="t m0 x1 h102 ya5f ff18 fs4 fc2 sc0 ls0 ws0">przyjętej polityce różnorodności, o której mowa w zasadzie 2.1.<span class="ff13"> </span></div><div class="t m0 x1 hf yaee ff7 fs4 fc2 sc0 ls0 ws0">Przy <span class="_ _0"></span>wyborze <span class="_ _0"></span>członków o<span class="_ _0"></span>rganów Spółka <span class="_ _0"></span>kieruje <span class="_ _0"></span>się <span class="_ _0"></span>różnorodnymi <span class="_ _0"></span>kryteriami, <span class="_ _0"></span>obejmującymi <span class="_ _0"></span>kierunek <span class="_ _0"></span>wykształcenia, specjalistyczn<span class="_ _3"></span>ą <span class="_ _0"></span>w<span class="_ _0"></span>iedzę </div><div class="t m0 x1 hf y10b0 ff7 fs4 fc2 sc0 ls0 ws0">oraz doświadczenie zawodowe, co pozwala na zapewnieni<span class="_ _1"></span>e kompetentnego i różnorodnego składu organów. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y10b1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y19a ff7 fs4 fc2 sc0 ls0 ws0">Kryteria, takie jak <span class="_ _0"></span>wiek czy <span class="_ _0"></span>płeć nie są <span class="_ _0"></span>decydujące podczas <span class="_ _0"></span>wyboru, jednak <span class="_ _0"></span>Spółka stara się <span class="_ _0"></span>uwzględniać je <span class="_ _0"></span>w procesie <span class="_ _0"></span>rekruta<span class="_ _3"></span><span class="ff6">cji i <span class="_ _0"></span>nominacji, </span></div><div class="t m0 x1 hf ye81 ff7 fs4 fc2 sc0 ls0 ws0">analizując aktualne możliwości rynku pracy.<span class="ff6"> </span></div><div class="t m0 x1 h102 y10b2 ff13 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h102 ya1e ff13 fs4 fc2 sc0 ls0 ws0">Zasada <span class="_ _3"></span>2.11.6 <span class="_ _4"></span>- <span class="_ _3"></span><span class="ff18">Poza <span class="_ _4"></span>czynnościami <span class="_ _3"></span>wynikającymi <span class="_ _3"></span>z <span class="_ _3"></span>przepisów <span class="_ _4"></span>prawa <span class="_ _3"></span>raz <span class="_ _4"></span>w <span class="_ _3"></span>roku <span class="_ _4"></span>rada <span class="_ _3"></span>nadzorcza <span class="_ _3"></span>sporządza <span class="_ _3"></span>i <span class="_ _4"></span>przedstawia <span class="_ _3"></span>zwyczajnemu </span></div><div class="t m0 x1 h102 y10b3 ff18 fs4 fc2 sc0 ls0 ws0">walnemu <span class="_ _9"></span>zg<span class="_ _0"></span>romadzeniu <span class="_ _9"></span>do <span class="_ _9"></span>za<span class="_ _0"></span>twierdzenia <span class="_ _9"></span>roczne <span class="_ _1"></span>sprawozdanie. <span class="_ _a"></span>Sp<span class="_ _0"></span>rawozdanie, <span class="_ _9"></span>o<span class="_ _0"></span> <span class="_ _9"></span>którym <span class="_ _9"></span>mowa <span class="_ _1"></span>powyżej, <span class="_ _9"></span>zawiera <span class="_ _1"></span>co <span class="_ _9"></span>najmniej <span class="_ _1"></span>ii <span class="_ _9"></span>inform<span class="_ _0"></span>ację<span class="_ _0"></span><span class="ff13"> </span></div><div class="t m0 x1 h102 y10b4 ff18 fs4 fc2 sc0 ls0 ws0">na <span class="_ _0"></span>temat stopn<span class="_ _0"></span>ia realizacji <span class="_ _0"></span>polityki różnorod<span class="_ _0"></span>ności w <span class="_ _0"></span>odniesieniu <span class="_ _0"></span>do <span class="_ _0"></span>zarządu <span class="_ _0"></span>i rady <span class="_ _0"></span>nadzo<span class="_ _0"></span>rczej, w <span class="_ _0"></span>tym rea<span class="_ _0"></span>lizacji celów, <span class="_ _0"></span>o <span class="_ _0"></span>któr<span class="_ _3"></span><span class="ff13">ych<span class="_ _0"></span> <span class="_ _0"></span>mowa <span class="_ _0"></span>w </span></div><div class="t m0 x1 h102 y10b5 ff13 fs4 fc2 sc0 ls0 ws0">zasadzie 2.1. </div><div class="t m0 x1 hf y800 ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _0"></span>nie <span class="_ _3"></span>posiada <span class="_ _0"></span>fo<span class="_ _0"></span>rmalnie <span class="_ _3"></span>przyjętej <span class="_ _0"></span>polityki <span class="_ _3"></span>różnorodności <span class="_ _0"></span>w <span class="_ _3"></span>odniesieniu <span class="_ _3"></span>do <span class="_ _0"></span>zarz<span class="_ _0"></span>ądu <span class="_ _0"></span>i <span class="_ _3"></span>rady <span class="_ _3"></span>nadzorczej, <span class="_ _3"></span>co <span class="_ _0"></span>uniemożliwia <span class="_ _3"></span>prz<span class="_ _0"></span><span class="ff6">ed<span class="_ _0"></span>stawienie </span></div><div class="t m0 x1 hf y10b6 ff7 fs4 fc2 sc0 ls0 ws0">informacji na temat stopnia realizacji celów określonych w zasadzie 2.1.<span class="ff6"> </span></div><div class="t m0 x1 hf y10b7 ff7 fs4 fc2 sc0 ls0 ws0">Ponadto, <span class="_ _3"></span>do <span class="_ _0"></span>Spółki <span class="_ _3"></span>nie <span class="_ _0"></span>znajduje <span class="_ _3"></span>zastosowania <span class="_ _3"></span>zasada <span class="_ _0"></span>3.7. <span class="_ _4"></span><span class="ff6">- <span class="_ _0"></span></span>w <span class="_ _3"></span>spółkach <span class="_ _3"></span>zależnych <span class="_ _0"></span>nie <span class="_ _0"></span>w<span class="_ _0"></span>yznaczono <span class="_ _3"></span>osób <span class="_ _0"></span>do <span class="_ _3"></span>wykonywania <span class="_ _3"></span>zadań <span class="_ _0"></span>w <span class="_ _3"></span>zakresie </div><div class="t m0 x1 hf y10b8 ff7 fs4 fc2 sc0 ls0 ws0">zarządzania ryzykiem, compliance i audytu wewnętrznego. Funkcje te<span class="_ _1"></span> pełnią komórki i osoby w spółce dominującej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ydde ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y105c ff5 fs5 fc5 sc0 ls12 ws0">8.4.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">OPIS GŁÓWNYCH CECH <span class="_ _1"></span>STOSOWANYCH W PRZEDSIĘBIORSTWIE EMITENTA I JEGO </span></span></div><div class="t m0 x49 hd y10b9 ff8 fs5 fc5 sc0 ls0 ws0">SPÓŁKACH ZALEŻNYCH SYSTEMÓW KONTROLI WEWNĘTRZNEJ, ZARZĄDZANIA RYZYKIEM <span class="_ _1"></span>I </div><div class="t m0 x49 hd yf9a ff8 fs5 fc5 sc0 ls0 ws0">AUDYTU WEWNĘTRZNEGO, W TYM W ODNIESIE<span class="_ _1"></span>NIU DO PROCESU SPORZĄDZANIA </div><div class="t m0 x49 hd y10ba ff8 fs5 fc5 sc0 ls0 ws0">SPRAWOZDAŃ FINANSOWYCH I SKONSOLIDOWANYCH SPRAWOZDAŃ FINANSOWYCH   <span class="ff5"> </span></div><div class="t m0 x60 h10 y3cf ff5 fs3 fc5 sc0 ls16 ws0">8.4.1.<span class="ff3 ls0"> <span class="_ _64"> </span><span class="ff8">OPIS CECH SYSTEMU KON<span class="_ _0"></span>TROLI WEWNĘ<span class="_ _0"></span>TRZNEJ<span class="_ _0"></span><span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y4a5 ff7 fs4 fc2 sc0 ls0 ws0">System kontroli wewnętrznej Grupy UNIMOT   opiera si<span class="_ _1"></span>ę o tzw. Model trzech linii obrony, który obejmuje:<span class="ff6"> </span></div><div class="t m0 x47 hf y10bb ff12 fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _4c"> </span><span class="ff7">ko<span class="_ _0"></span>ntrolę <span class="_ _3"></span>funkcjonalną <span class="_ _3"></span>(w <span class="_ _3"></span>ramach <span class="_ _4"></span>I <span class="_ _3"></span>linii <span class="_ _3"></span>obrony), <span class="_ _4"></span>realizowaną <span class="_ _3"></span>przez <span class="_ _3"></span>kierownictwo <span class="_ _3"></span>niższego <span class="_ _4"></span>i <span class="_ _3"></span>średniego <span class="_ _3"></span>szczebla <span class="_ _3"></span>oraz <span class="_ _4"></span>pozostałyc<span class="_ _3"></span><span class="ff6 ls4a">h </span></span></span></div><div class="t m0 x17 hf y10bc ff6 fs4 fc2 sc0 ls0 ws0">pracowników Grupy; </div><div class="t m0 x47 hf ya6 ff12 fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _4c"> </span><span class="ff7">ko<span class="_ _0"></span>ntrolę  n<span class="_ _1"></span>iezależną  (w <span class="_ _14"> </span>ramac<span class="_ _0"></span>h  II <span class="_ _14"> </span>linii  obrony),  sprawowaną  w <span class="_ _14"> </span>ramach  funkcji <span class="_ _14"> </span>zarządzania  ryzykiem,  zapewnienia <span class="_ _14"> </span>zgodności<span class="_ _0"></span> </span></span></div><div class="t m0 x17 hf y10bd ff7 fs4 fc2 sc0 ls0 ws0">działalności z prawem oraz zapewnieni<span class="_ _1"></span>a bezpieczeństwa;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y10be ff12 fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _4c"> </span><span class="ff7">ko<span class="_ _0"></span>ntrolę <span class="_ _4"></span>instytucjonalną <span class="_ _5"> </span>(w <span class="_ _5"> </span>ram<span class="_ _0"></span>ach <span class="_ _5"></span>III <span class="_ _5"></span>linii <span class="_ _4"></span>o<span class="_ _0"></span>brony) <span class="_ _5"></span>sprawowaną <span class="_ _5"></span>przez <span class="_ _5"></span>audyt <span class="_ _5"></span>wewnętrzny. <span class="_ _5"></span>Wyniki <span class="_ _5"></span>prac <span class="_ _5"> </span>niezależnego <span class="_ _5"></span>audytora </span></span></div><div class="t m0 x17 hf yab5 ff7 fs4 fc2 sc0 ls0 ws0">wewnętrznego są raportowane bezpośre<span class="_ _1"></span>dnio do Zarządu i Rady Nadzorczej oraz Komitetu Audytu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y684 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y10bf ff7 fs4 fc2 sc0 ls0 ws0">Grupa <span class="_ _9"></span>UNIMOT <span class="_ _1"></span>opiera <span class="_ _9"></span>ocenę <span class="_ _1"></span>systemu <span class="_ _9"></span>kontroli <span class="_ _1"></span>wewnętrznej <span class="_ _9"></span>o <span class="_ _9"></span>mo<span class="_ _0"></span>del <span class="_ _9"></span>COSO<span class="_ _0"></span><span class="ff6"> (COSO <span class="_ _a"></span>Int<span class="_ _0"></span>ernal <span class="_ _9"></span>Control <span class="ff7">–</span> <span class="_ _9"></span>Integrated <span class="_ _1"></span>Framework, <span class="_ _9"></span>tzw. <span class="_ _1"></span>COSO <span class="_ _9"></span>2013), </span></div><div class="t m0 x1 hf yc23 ff7 fs4 fc2 sc0 ls0 ws0">czyli ramowej struktury kształtowania systemów kontroli wewnętrznej. <span class="ff6"> </span></div><div class="t m0 x1 hf y10c0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y10c1 ff7 fs4 fc2 sc0 ls0 ws0">Ramy modelu COSO oparte zostały na następujących założeniach:<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf89" class="pf w0 h0" ><div class="pc pc89 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">137<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf y10c2 ff12 fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _4c"> </span><span class="ff7">ro<span class="_ _0"></span>lą <span class="_ _3"></span>systemu <span class="_ _0"></span>kontroli <span class="_ _3"></span>wewnętrznej <span class="_ _3"></span>jest <span class="_ _3"></span>dostarczenie <span class="_ _0"></span>tzw. <span class="_ _3"></span>racjo<span class="_ _0"></span>nalnego <span class="_ _0"></span>(tzn. <span class="_ _3"></span>nie <span class="_ _3"></span>absolutnego) <span class="_ _3"></span>zapewnienia, <span class="_ _0"></span>iż <span class="_ _3"></span>sposób <span class="_ _3"></span>organizac<span class="_ _3"></span><span class="ff6">ji </span></span></span></div><div class="t m0 x17 hf y10c3 ff7 fs4 fc2 sc0 ls0 ws0">procesów  wewnę<span class="_ _1"></span>trznych <span class="_ _14"> </span>w  efektywny <span class="_ _14"> </span>sposób  wspi<span class="_ _1"></span>era <span class="_ _14"> </span>osiągani<span class="_ _0"></span>e  ce<span class="_ _1"></span>lów  (operacyjnych, <span class="_ _14"> </span>taktycznych <span class="_ _14"> </span>lub  s<span class="_ _1"></span>trategicznych)  d<span class="_ _1"></span>anej </div><div class="t m0 x17 hf y10c4 ff6 fs4 fc2 sc0 ls0 ws0">organizacj<span class="ls17">i.</span> </div><div class="t m0 x47 hf y10c5 ff12 fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _4c"> </span><span class="ff7">efektywność <span class="_ _5"></span>systemu <span class="_ _4"></span>kontroli <span class="_ _4"></span>wewnętrznej <span class="_ _4"></span>zależy <span class="_ _5"></span>od <span class="_ _4"></span>osób <span class="_ _5"></span>zaangażowanych <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _4"></span>jego <span class="_ _4"></span>funkcjonowanie, <span class="_ _4"></span>a <span class="_ _5"></span>nie <span class="_ _4"></span>tylko <span class="_ _5"></span>od <span class="_ _4"></span>przyjętych </span></span></div><div class="t m0 x17 hf y10c6 ff7 fs4 fc2 sc0 ls0 ws0">polityk, wdrożonych procedur czy też wydanych ins<span class="_ _1"></span>trukcji.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y10c7 ff12 fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _4c"> </span><span class="ff7">ko<span class="_ _0"></span>ntrola wewnętrzna jest procesem i środkie<span class="_ _1"></span>m do celu (wsparcia osiągania celów danej organizacji), a nie celem samym w sobie.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y10c8 ff12 fs4 fc2 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _4c"> </span><span class="ff7">ko<span class="_ _0"></span>ntrola wewnętrzna jest nastawiona na osiągn<span class="_ _1"></span>ięcie celów w jednym lub kilku obszarach.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y10c9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y10ca ff7 fs4 fc2 sc0 ls0 ws0">Model COSO składa <span class="_ _0"></span>się z 5 <span class="_ _0"></span>podstawowych elementów, które rekomendowane są <span class="_ _0"></span>do wdrożenia w<span class="_ _0"></span> celu zbudowania <span class="_ _0"></span>efektywnie działające<span class="_ _3"></span><span class="ff6">go </span></div><div class="t m0 x1 hf y10cb ff7 fs4 fc2 sc0 ls0 ws0">systemu kontroli wewnętrznej:<span class="ff6"> </span></div><div class="t m0 x1 hf y40b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y10cc ff6 fs4 fc2 sc0 ls0 ws0">1. <span class="_ _5"></span><span class="ff8">Środowisko <span class="_ _4"></span>wewnętrzne <span class="_ _5"></span>systemu<span class="ff7">, <span class="_ _5"> </span>rozumiane <span class="_ _5"></span>jako <span class="_ _5"></span>zbiór <span class="_ _5"></span>standardów, <span class="_ _4"></span>procesów <span class="_ _5"> </span>i <span class="_ _5"> </span>struktur <span class="_ _4"></span>org<span class="_ _0"></span>anizacyjnych, <span class="_ _5"></span>które <span class="_ _4"></span>stanowią <span class="_ _5"> </span>podstawę </span></span></div><div class="t m0 x1 hf y131 ff7 fs4 fc2 sc0 ls0 ws0">funkcjonowania <span class="_ _17"> </span>kontroli <span class="_ _17"> </span>wewnętrznej <span class="_ _17"> </span>w <span class="_ _17"> </span>organizacji. <span class="_ _17"> </span>Środowisko <span class="_ _17"> </span>kontroli <span class="_ _17"> </span>obejmuje <span class="_ _17"> </span>wartości <span class="_ _17"> </span>etyczne <span class="_ _17"> </span>organiz<span class="_ _0"></span>acji; <span class="_ _17"> </span>zasady <span class="_ _17"> </span>realizac<span class="_ _3"></span><span class="ff6">ji </span></div><div class="t m0 x1 hf y132 ff7 fs4 fc2 sc0 ls0 ws0">obowiązków  w  zakresie  nadzoru  i<span class="_ _1"></span>  zarządzania;  strukturę  organizacyjną  oraz  przypisanie  i  podział  uprawnień  oraz  odpowiedzialności;<span class="_ _1"></span> </div><div class="t m0 x1 hf y10cd ff7 fs4 fc2 sc0 ls0 ws0">kompetencje <span class="_ _9"></span>oraz zasady <span class="_ _9"></span>w zakre<span class="_ _1"></span>sie <span class="_ _9"></span>zarządzania kap<span class="_ _1"></span>itałem <span class="_ _9"></span>ludzkim, pomiaru <span class="_ _9"></span>wyników ora<span class="_ _1"></span>z <span class="_ _1"></span>udziel<span class="_ _1"></span>ania <span class="_ _1"></span>zachęt <span class="_ _9"></span>i nagród. <span class="_ _9"></span>Oparte <span class="_ _1"></span>na <span class="ff6">p<span class="_ _1"></span><span class="ff7">owyższych </span></span></div><div class="t m0 x1 hf y10ce ff7 fs4 fc2 sc0 ls0 ws0">składnikach środowisko kontroli wpływa w wielowymiarowy sposób na cały system kontr<span class="_ _1"></span>oli wewnętrznej organizacji.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y110 ff6 fs4 fc2 sc0 ls0 ws0">2. <span class="_ _3"></span><span class="ff8">Cele <span class="_ _3"></span>i <span class="_ _3"></span>System <span class="_ _0"></span>zar<span class="_ _0"></span>ządzanie <span class="_ _3"></span>ryzykiem<span class="ff7">, <span class="_ _3"></span>w <span class="_ _3"></span>których <span class="_ _0"></span>mieści <span class="_ _3"></span>się <span class="_ _3"></span>ocena <span class="_ _3"></span>ryzyka <span class="_ _3"></span>obejmująca <span class="_ _3"></span>dynamiczny <span class="_ _0"></span>i <span class="_ _3"></span>iteracyjny <span class="_ _3"></span>proces <span class="_ _3"></span>identyfikacji <span class="_ _3"></span>i <span class="_ _3"></span>oceny </span></span></div><div class="t m0 x1 hf y10cf ff7 fs4 fc2 sc0 ls0 ws0">zagrożeń <span class="_ _4"></span>wpływających <span class="_ _4"></span>na <span class="_ _4"></span>możliwość <span class="_ _4"></span>osiągnięcia <span class="_ _3"></span>c<span class="_ _0"></span>elów. <span class="_ _4"></span>Ocena <span class="_ _4"></span>ryzyka <span class="_ _4"></span>stanowi <span class="_ _4"></span>podstawę <span class="_ _4"></span>do <span class="_ _4"></span>określen<span class="_ _1"></span>ia <span class="_ _4"></span>sposobów <span class="_ _4"></span>zarządzania <span class="_ _4"></span>ryzyki<span class="_ _3"></span><span class="ff6">em. </span></div><div class="t m0 x1 hf yad ff7 fs4 fc2 sc0 ls0 ws0">Warunkiem wstępnym oceny ryzyka jest ustalenie celów danej organizacji (na wszystkich istotnych poziomach jej działania).<span class="ff6"> </span></div><div class="t m0 x1 h16 yae ff6 fs4 fc2 sc0 ls0 ws0">3. <span class="ff5">Mechanizmy <span class="_ _1"></span>systemu kontroli<span class="ff7">, na które skład<span class="_ _1"></span>ają się działani<span class="_ _1"></span>a kontrolne ustalone za p<span class="_ _1"></span>omocą polityk i <span class="_ _1"></span>procedur, które <span class="_ _1"></span>pomagają zapewnić </span></span></div><div class="t m0 x1 hf y10d0 ff7 fs4 fc2 sc0 ls0 ws0">realizację oczekiwań i wytycznych kierownictwa organi<span class="_ _1"></span>zacji, podejmowane w celu ograniczenia ryzyka zagrażającego osiągnięciu <span class="ff6">jej c<span class="_ _0"></span>elów. </span></div><div class="t m0 x1 h16 yda ff6 fs4 fc2 sc0 ls0 ws0">4. <span class="_ _5"> </span><span class="ff8">Informacja <span class="_ _5"> </span>i <span class="_ _5"> </span>komunikacja <span class="_ _5"> </span>(ze<span class="_ _0"></span>wnętrzna <span class="_ _5"> </span>i <span class="_ _5"> </span>we<span class="_ _0"></span>wnętrzna)<span class="ff7">, <span class="_ _14"> </span>rozum<span class="_ _1"></span>iana <span class="_ _5"></span>jako <span class="_ _5"> </span>ciągły <span class="_ _14"> </span>i <span class="_ _5"></span>powtarzalny <span class="_ _5"></span>proces <span class="_ _5"></span>wielokierunkowego <span class="_ _4"></span>dostar<span class="_ _0"></span>czania, </span></span></div><div class="t m0 x1 hf y58e ff7 fs4 fc2 sc0 ls0 ws0">udostępniania i uzyskiwania niezbędnych i ade<span class="_ _1"></span>kwatnych informacji.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y5fc ff6 fs4 fc2 sc0 ls0 ws0">5. <span class="_ _5"> </span><span class="ff5">Monitorowanie <span class="_ _5"></span>i <span class="_ _5"></span>ocena<span class="ff7">, <span class="_ _14"> </span>na <span class="_ _5"></span>które <span class="_ _5"></span>składają <span class="_ _5"> </span>się <span class="_ _5"> </span>oceny <span class="_ _5"> </span>bieżące, <span class="_ _14"> </span>oceny <span class="_ _5"></span>okresowe <span class="_ _5"></span>lub <span class="_ _5"></span>ich <span class="_ _5"> </span>kombinacja, <span class="_ _5"> </span>służące <span class="_ _14"> </span>weryfikacji, <span class="_ _4"></span>czy <span class="_ _5"> </span>wszystkie </span></span></div><div class="t m0 x1 hf y10d1 ff7 fs4 fc2 sc0 ls0 ws0">elementy systemu kontroli wewnętrznej są ob<span class="_ _1"></span>ecne i funkcjonują zgodnie z przypisanymi im celami i sposobem zaprojektowania.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y10d2 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y10d3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x60 h10 y1014 ff5 fs3 fc5 sc0 ls16 ws0">8.4.2.<span class="ff3 ls0"> <span class="_ _64"> </span><span class="ff8">OPIS CECH SYSTEMU Z<span class="_ _0"></span>ARZĄDZANIA RYZY<span class="_ _0"></span>KIEM<span class="_ _0"></span><span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y10d4 ff7 fs4 fc2 sc0 ls0 ws0">Zarządzanie <span class="_ _9"></span>ryzykiem <span class="_ _9"></span>w <span class="_ _1"></span>Grupie <span class="_ _9"></span>ka<span class="_ _0"></span>pitałowej <span class="_ _9"></span>UNIMOT <span class="_ _1"></span>odbywa <span class="_ _9"></span>się <span class="_ _9"></span>na p<span class="_ _1"></span>oziomie <span class="_ _9"></span>o<span class="_ _0"></span>peracyjnym <span class="_ _9"></span>w <span class="_ _1"></span>ramach <span class="_ _9"></span>poszczególnych <span class="_ _9"></span>segmentów <span class="_ _1"></span>działal<span class="_ _0"></span>ności </div><div class="t m0 x1 hf ydd ff7 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _1"></span>przez <span class="_ _9"></span>zarządzając<span class="_ _0"></span>ych <span class="_ _1"></span>nimi <span class="_ _1"></span>menadżerów/kierowników <span class="_ _9"></span>i przez <span class="_ _1"></span>zarządy <span class="_ _9"></span>spółek zależnych<span class="_ _1"></span>, <span class="_ _1"></span>a <span class="_ _9"></span>ta<span class="_ _0"></span>kże <span class="_ _1"></span>na <span class="_ _1"></span>poziomie <span class="_ _1"></span>strategicznym <span class="_ _9"></span>Gr<span class="_ _3"></span><span class="ff6">upy, <span class="_ _1"></span>przez </span></div><div class="t m0 x1 hf ya0b ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _14"> </span>Spółki. <span class="_ _14"> </span>Wykorzystując  procesowe <span class="_ _14"> </span>podejście <span class="_ _14"> </span>do <span class="_ _14"> </span>zarządzania <span class="_ _14"> </span>ryzykiem,  można <span class="_ _14"> </span>efektywnie <span class="_ _14"> </span>i <span class="_ _14"> </span>optymalne <span class="_ _14"> </span>z  punktu <span class="_ _14"> </span>widzenia <span class="_ _14"> </span>Grup<span class="_ _3"></span><span class="ff6 ls26">y </span></div><div class="t m0 x1 hf ya0c ff7 fs4 fc2 sc0 ls0 ws0">zarządzać <span class="_ _3"></span>istotnym <span class="_ _0"></span>ryzykiem <span class="_ _3"></span>bizn<span class="_ _1"></span>esowym. <span class="_ _3"></span>Monitorowanie <span class="_ _0"></span>ryzyka <span class="_ _0"></span>odbywa <span class="_ _3"></span>się <span class="_ _0"></span>zaś <span class="_ _3"></span>w <span class="_ _3"></span>ramach <span class="_ _0"></span>regularnych <span class="_ _0"></span>spotkań <span class="_ _3"></span>operacyjnych,<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span>na <span class="_ _0"></span>których<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y10d5 ff7 fs4 fc2 sc0 ls0 ws0">omawiane są najistotniejsze dla <span class="_ _0"></span>Grupy ryzyka. Ustalany jest potencjalny w<span class="_ _0"></span>pływ tych ryzyk <span class="_ _0"></span>na działalność Grupy oraz określane <span class="_ _0"></span>są <span class="_ _0"></span>niezbędne </div><div class="t m0 x1 hf y10d6 ff7 fs4 fc2 sc0 ls0 ws0">działania <span class="_ _17"> </span>mitygujące. <span class="_ _19"> </span>Ocena <span class="_ _17"> </span>a<span class="_ _0"></span>dekwatności <span class="_ _17"> </span>i <span class="_ _19"> </span>skuteczności <span class="_ _17"> </span>prz<span class="_ _0"></span>yjętych <span class="_ _17"> </span>ro<span class="_ _0"></span>związań <span class="_ _19"> </span>dokonywana<span class="_ _1"></span> <span class="_ _19"> </span>je<span class="_ _1"></span>st <span class="_ _17"> </span>przez <span class="_ _19"> </span>Audytor<span class="_ _0"></span>a <span class="_ _19"> </span>Wewnętrznego. </div><div class="t m0 x1 hf y10d7 ff7 fs4 fc2 sc0 ls0 ws0">Kompleksowy nadzór nad zarządzaniem ziden<span class="_ _1"></span>tyfikowanymi kategoriami ryzyka sprawuje Rada Nadzorcza.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y49f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y10d8 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _17"> </span>okresie <span class="_ _17"> </span>sprawozdawczym <span class="_ _17"> </span>w <span class="_ _17"> </span>Grupie <span class="_ _16"> </span>UNIMOT <span class="_ _19"> </span>katal<span class="_ _1"></span>og <span class="_ _17"> </span>ryzyka <span class="_ _17"> </span>skupiał <span class="_ _17"> </span>się <span class="_ _16"> </span>na <span class="_ _17"> </span>cał<span class="_ _0"></span>ym <span class="_ _17"> </span>zakresie <span class="_ _17"> </span>ESG <span class="_ _17"> </span>(czyli <span class="_ _17"> </span>Środowisku, <span class="_ _17"> </span>Społecznej </div><div class="t m0 x1 hf yacf ff7 fs4 fc2 sc0 ls0 ws0">odpowiedzialności i Ładzie korporacyjnym), czego przykładem są ryzyka podzielone<span class="_ _1"></span> w dalszej części raportu na poniższe kategor<span class="_ _0"></span><span class="ff6">ie: </span></div><div class="t m0 x47 hf y10d9 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ryzyka operacyjne (mogące mieć wpływ na ciągłość działalności Gru<span class="_ _1"></span>py);<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y10da ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Ryzyka strategiczno-inwestycyjne; </span></span></div><div class="t m0 x47 hf yf74 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Ryzyka prawno-regulacyjne; </span></span></div><div class="t m0 x47 hf y5e6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Ryzyka finansowe; </span></span></div><div class="t m0 x47 hf y10db ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ryzyka środowiskowe;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y54f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ryzyka <span class="_ _1"></span>społeczne <span class="_ _9"></span>(w<span class="_ _0"></span> <span class="_ _1"></span>szczególności <span class="_ _9"></span>zw<span class="_ _0"></span>iązane <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _1"></span>utratą <span class="_ _1"></span>zdrowia <span class="_ _9"></span>i życia <span class="_ _1"></span>ludzkiego, <span class="_ _9"></span>są one <span class="_ _9"></span>nieakceptowalne i <span class="_ _9"></span>priorytetowo traktowa<span class="ff6">ne); </span></span></span></div><div class="t m0 x47 hf y529 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Ryzyka w obszarze ładu korporacyjnego;<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y14b ff7 fs4 fc2 sc0 ls0 ws0">a szczegółowo opisane w tabeli w dalszej części rap<span class="_ _1"></span>ortu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y52a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3d5 ff7 fs4 fc2 sc0 ls0 ws0">Obecnie  Grupa <span class="_ _15"> </span>skupia <span class="_ _15"> </span>szczególną <span class="_ _15"> </span>uwagę <span class="_ _15"> </span>na <span class="_ _15"> </span>ryzyku <span class="_ _18"> </span>transformacyjnym, <span class="_ _15"> </span>ze <span class="_ _15"> </span>względu <span class="_ _18"> </span>na <span class="_ _15"> </span>zmiany <span class="_ _15"> </span>w <span class="_ _15"> </span>regulacjach <span class="_ _15"> </span>Unii <span class="_ _15"> </span>Europejskiej, <span class="_ _18"> </span>o<span class="_ _0"></span>raz </div><div class="t m0 x1 hf y10dc ff7 fs4 fc2 sc0 ls0 ws0">zmieniających <span class="_ _3"></span>się <span class="_ _3"></span>warunkach <span class="_ _3"></span>na <span class="_ _3"></span>międzynarodowym <span class="_ _3"></span>rynku <span class="_ _3"></span>energetycznym. <span class="_ _3"></span>Grupa <span class="_ _3"></span>ma <span class="_ _3"></span>również <span class="_ _3"></span>na <span class="_ _4"></span>uwadze <span class="_ _0"></span>asp<span class="_ _0"></span>ekt <span class="_ _3"></span>reputacyjny <span class="_ _3"></span>(związany <span class="_ _3"></span>w<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y10dd ff7 fs4 fc2 sc0 ls0 ws0">głównej <span class="_ _14"> </span>mierze <span class="_ _14"> </span>z <span class="_ _14"> </span>sankcjami <span class="_ _14"> </span>nałożonymi <span class="_ _14"> </span>na <span class="_ _14"> </span>kraje <span class="_ _14"> </span>sprzymierzone <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>Federacją <span class="_ _5"> </span>Ro<span class="_ _0"></span>syjską <span class="_ _14"> </span>i <span class="_ _14"> </span>konsekwencje <span class="_ _5"> </span>ni<span class="_ _0"></span>e <span class="_ _14"> </span>tylko <span class="_ _14"> </span>finansowe <span class="_ _5"> </span>z<span class="_ _0"></span>wiązane <span class="_ _14"> </span>ze </div><div class="t m0 x1 hf y892 ff7 fs4 fc2 sc0 ls0 ws0">złamaniem <span class="_ _5"></span>tych <span class="_ _5"> </span>sankcji, <span class="_ _5"> </span>oraz<span class="_ _0"></span> <span class="_ _5"> </span>postrzeganie <span class="_ _5"> </span>działań <span class="_ _14"> </span>i <span class="_ _5"> </span>oddziaływań<span class="_ _0"></span> <span class="_ _5"> </span>grupy <span class="_ _5"> </span>na<span class="_ _0"></span> <span class="_ _5"> </span>najbliższe <span class="_ _5"> </span>jej <span class="_ _14"> </span>otoczenie <span class="_ _5"> </span>społeczne <span class="_ _5"> </span>i <span class="_ _14"> </span>gospodarcze). <span class="_ _5"> </span>N<span class="_ _3"></span>a <span class="_ _14"> </span>uwagę<span class="ff6"> </span></div><div class="t m0 x1 hf y52d ff7 fs4 fc2 sc0 ls0 ws0">zasługuje również przygotowanie do certyfikacji Grupy w ramach normy ISO 27001 (dot. Bezpieczeństwa informacji) co dodatkowo <span class="_ _0"></span><span class="ff6">zapewni </span></div><div class="t m0 x1 hf y52e ff7 fs4 fc2 sc0 ls0 ws0">lepszy odbiór Grupy na rynku i pośród potencjalnych klientów/kontrahentów.<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf8a" class="pf w0 h0" ><div class="pc pc8a w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">138<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye2 ff7 fs4 fc2 sc0 ls0 ws0">Bardziej szczegółowo <span class="ff6">s</span>ystem zarządzania ryzykiem został opisany w pkt. <span class="ff6">5</span>.4 niniejszego Sprawozdania z działalności Zarządu<span class="ff6">.<span class="fs9"> </span></span></div><div class="t m0 x1 h1a y638 ff6 fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x60 h10 y5ef ff5 fs3 fc5 sc0 ls16 ws0">8.4.3.<span class="ff3 ls0"> <span class="_ _64"> </span><span class="ff8">OPIS CECH SPRAWOW<span class="_ _0"></span>ANEJ FUNKCJI A<span class="_ _0"></span>UDYTU WEWNĘ<span class="_ _0"></span>TRZNEGO<span class="_ _0"></span><span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y100b ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _4"></span>Spółce <span class="_ _4"></span>funkcjonuj<span class="_ _0"></span>e <span class="_ _4"></span>audyt <span class="_ _4"></span>w<span class="_ _0"></span>ewnętrzny, <span class="_ _4"></span>który <span class="_ _5"></span>obejmuje <span class="_ _4"></span>wszystkie <span class="_ _5"></span>obszary <span class="_ _5"></span>działalności <span class="_ _4"></span>GK <span class="_ _5"></span>UNIMOT. <span class="_ _5"></span>Celem <span class="_ _4"></span>audytu <span class="_ _4"></span>wewnętrzn<span class="_ _0"></span>ego <span class="_ _4"></span>jes<span class="_ _3"></span><span class="ff6 ls51">t </span></div><div class="t m0 x1 hf y10de ff7 fs4 fc2 sc0 ls0 ws0">dokonywanie <span class="_ _17"> </span>niezależnej <span class="_ _19"> </span>i <span class="_ _17"> </span>obiektywnej <span class="_ _19"> </span>oceny <span class="_ _17"> </span>procesów <span class="_ _19"> </span>biznes<span class="_ _1"></span>owych <span class="_ _19"> </span>reali<span class="_ _1"></span>zowanych <span class="_ _19"> </span>przez <span class="_ _17"> </span>GK <span class="_ _17"> </span>UNIMOT <span class="_ _19"> </span>pod <span class="_ _17"> </span>kątem <span class="_ _19"> </span>wdrożonych </div><div class="t m0 x1 hf y10df ff6 fs4 fc2 sc0 ls0 ws0">mechanizmów  k<span class="ff7">ontrolnych<span class="_ _1"></span>  i<span class="_ _1"></span>  zar<span class="_ _1"></span>ządzania <span class="_ _14"> </span>ryzykiem.   <span class="_ _14"> </span>Audyt <span class="_ _14"> </span>w<span class="_ _0"></span>ewnętrzny <span class="_ _14"> </span>funkcjonuje  w <span class="_ _14"> </span>oparciu  o <span class="_ _14"> </span>Kartę  Au<span class="_ _1"></span>dytu <span class="_ _14"> </span>przyjętą  uchwałą  Rad<span class="_ _1"></span>y </span></div><div class="t m0 x1 hf y10e0 ff7 fs4 fc2 sc0 ls0 ws0">Nadzorczej. <span class="_ _0"></span>Audyt <span class="_ _0"></span>jest <span class="_ _0"></span>wyko<span class="_ _0"></span>nywany <span class="_ _0"></span>przez <span class="_ _0"></span>niezależnego <span class="_ _0"></span>au<span class="_ _0"></span>dytora <span class="_ _0"></span>wewnętrznego, <span class="_ _0"></span>który <span class="_ _0"></span>realizuje <span class="_ _0"></span>z<span class="_ _0"></span>aplanowane <span class="_ _0"></span>i <span class="_ _0"></span>doraź<span class="_ _0"></span>ne <span class="_ _0"></span>zadania <span class="_ _0"></span>aud<span class="_ _3"></span><span class="ff6">ytowe </span></div><div class="t m0 x1 hf y10e1 ff7 fs4 fc2 sc0 ls0 ws0">zapewniające <span class="_ _1"></span>i <span class="_ _9"></span>doradcze w<span class="_ _1"></span> <span class="_ _9"></span>c<span class="_ _0"></span>ałej <span class="_ _9"></span>Grupie <span class="_ _9"></span>Kapitało<span class="_ _0"></span>wej. <span class="_ _1"></span>Audyt <span class="_ _9"></span>wewnętrzny <span class="_ _9"></span>w<span class="_ _0"></span>spiera <span class="_ _9"></span>Grupę <span class="_ _1"></span>w <span class="_ _1"></span>osiągnięciu<span class="_ _1"></span> <span class="_ _1"></span>jej <span class="_ _9"></span>celów poprzez<span class="_ _1"></span> <span class="_ _1"></span>dostarczanie <span class="_ _9"></span>organom </div><div class="t m0 x1 hf y10e2 ff7 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _0"></span>S.A. <span class="_ _0"></span>oraz <span class="_ _3"></span>kadrze kierownicz<span class="_ _0"></span>ej <span class="_ _0"></span>informacji <span class="_ _0"></span>o <span class="_ _3"></span>skuteczności zarządzania <span class="_ _0"></span>ryzykiem, <span class="_ _3"></span>poprawności działania <span class="_ _3"></span>audytowanych proce<span class="_ _3"></span><span class="ff6">sów <span class="_ _3"></span>oraz </span></div><div class="t m0 x1 hf y10e3 ff7 fs4 fc2 sc0 ls0 ws0">poprzez <span class="_ _17"> </span>doradztwo <span class="_ _16"> </span>w <span class="_ _17"> </span>tym <span class="_ _17"> </span>zakre<span class="_ _1"></span>sie. <span class="_ _16"> </span>W <span class="_ _17"> </span>przypadku <span class="_ _17"> </span>zidentyfikowania <span class="_ _17"> </span>niep<span class="_ _1"></span>rawidłowości <span class="_ _17"> </span>audytor <span class="_ _16"> </span>w<span class="_ _0"></span>ewnętrzny <span class="_ _16"> </span>rekomenduje <span class="_ _17"> </span>podjęcie </div><div class="t m0 x1 hf y10e4 ff7 fs4 fc2 sc0 ls0 ws0">odpowiednich <span class="_ _4"></span>działań <span class="_ _5"></span>naprawczych. <span class="_ _4"></span>Wyniki <span class="_ _4"></span>a<span class="_ _0"></span>udytów <span class="_ _4"></span>raportowane <span class="_ _4"></span>są<span class="_ _0"></span> <span class="_ _4"></span>kiero<span class="_ _0"></span>wnictwu <span class="_ _4"></span>i <span class="_ _4"></span>Komitetow<span class="_ _0"></span>i <span class="_ _4"></span>Audytu. <span class="_ _5"> </span>Audytor <span class="_ _4"></span>Wewnętrzny <span class="_ _5"> </span>podlega </div><div class="t m0 x1 hf y10e5 ff6 fs4 fc2 sc0 ls0 ws0">organizacy<span class="ff7">jnie <span class="_ _4"></span>bezpośrednio <span class="_ _4"></span>Prezesowi <span class="_ _4"></span>Zarządu <span class="_ _4"></span>Unimot <span class="_ _4"></span>S.A., <span class="_ _3"></span>a <span class="_ _4"></span>f<span class="_ _0"></span>unkcjonalnie <span class="_ _4"></span>Radzie <span class="_ _4"></span>Nadzorczej <span class="_ _4"></span>i <span class="_ _4"></span>jest <span class="_ _4"></span>niezależny <span class="_ _4"></span>w <span class="_ _4"></span>wykonywaniu <span class="_ _4"></span>swoich </span></div><div class="t m0 x1 hf ya60 ff7 fs4 fc2 sc0 ls0 ws0">zadań. <span class="ff6"> </span></div><div class="t m0 x1 h16 y10e6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Zasady nadzoru nad sporządzaniem sprawozdań finanso<span class="_ _1"></span>wych<span class="ff5"> </span></span></span></div><div class="t m0 x47 h16 y58b ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y10e7 ff7 fs4 fc2 sc0 ls0 ws0">W Grupie stosowane są jednolite zasady rachunkowości zgodne z Międzynarodowymi Standardami Sprawozdawczości Finansowej (&quot;MSSF<span class="_ _0"></span><span class="ff6">&quot;) </span></div><div class="t m0 x1 hf y66f ff7 fs4 fc2 sc0 ls0 ws0">zatwierdzonymi <span class="_ _15"> </span>przez <span class="_ _27"> </span>UE. <span class="_ _27"> </span>Zasady <span class="_ _27"> </span>są <span class="_ _27"> </span>obowiąz<span class="_ _0"></span>ujące <span class="_ _15"> </span>dla <span class="_ _27"> </span>spółek<span class="_ _0"></span> <span class="_ _27"> </span>stosujących <span class="_ _15"> </span>MS<span class="_ _0"></span>SF <span class="_ _27"> </span>dla <span class="_ _27"> </span>sporządzenia <span class="_ _27"> </span>swoich <span class="_ _27"> </span>statutowych <span class="_ _27"> </span>sprawozdań </div><div class="t m0 x1 hf y10e8 ff6 fs4 fc2 sc0 ls0 ws0">finan<span class="ff7">sowych  oraz <span class="_ _15"> </span>przy <span class="_ _15"> </span>sporządzaniu <span class="_ _15"> </span>pakietów  sprawo<span class="_ _0"></span>zdawczych  z<span class="_ _0"></span>godnych <span class="_ _18"> </span>z <span class="_ _15"> </span>MSSF <span class="_ _15"> </span>dla <span class="_ _15"> </span>celów  ko<span class="_ _0"></span>nsolidacji.  Zasady <span class="_ _15"> </span>rachunkowości <span class="_ _15"> </span>są </span></div><div class="t m0 x1 hf y139 ff7 fs4 fc2 sc0 ls0 ws0">aktualizowane <span class="_ _9"></span>w <span class="_ _1"></span>przypadku<span class="_ _1"></span> <span class="_ _9"></span>zmia<span class="_ _0"></span>n <span class="_ _9"></span>przepisów <span class="_ _1"></span>lub <span class="_ _9"></span>w <span class="_ _9"></span>razie <span class="_ _1"></span>wystąpienia <span class="_ _9"></span>istotnych <span class="_ _9"></span>zdarzeń n<span class="_ _1"></span>ie <span class="_ _9"></span>ujętych <span class="_ _1"></span>poprzednio. <span class="_ _9"></span>Za <span class="_ _1"></span>przyjęte <span class="_ _9"></span>zasad<span class="_ _0"></span><span class="ff6">y <span class="_ _1"></span>odpowiada </span></div><div class="t m0 x1 hf y875 ff7 fs4 fc2 sc0 ls0 ws0">Zarząd jednostki dominującej.<span class="ff6"> </span></div><div class="t m0 x1 h16 yfd1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Mechanizm <span class="_ _3"></span>zarządzania <span class="_ _3"></span>system<span class="_ _0"></span>ami <span class="_ _3"></span>informatycznymi <span class="_ _3"></span>sł<span class="_ _0"></span>użącymi <span class="_ _3"></span>do <span class="_ _3"></span>ewiden<span class="_ _0"></span>cji <span class="_ _3"></span>i <span class="_ _3"></span>s<span class="_ _0"></span>prawozdawczości <span class="_ _3"></span>finansowej <span class="_ _4"></span>oraz <span class="_ _3"></span>mechanizmy <span class="_ _4"></span>ich </span></span></div><div class="t m0 x47 h16 y49a ff5 fs4 fc2 sc0 ls0 ws0">ochrony </div><div class="t m0 x47 h16 y593 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y49b ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _0"></span>prowadzi <span class="_ _3"></span>księgi <span class="_ _0"></span>rach<span class="_ _0"></span>unkowe <span class="_ _3"></span>w <span class="_ _0"></span>z<span class="_ _0"></span>integrowanym <span class="_ _0"></span>systemie <span class="_ _3"></span>informatycznym. <span class="_ _3"></span>System <span class="_ _0"></span>zapewni<span class="_ _0"></span>a <span class="_ _0"></span>podział <span class="_ _3"></span>kompetencji, <span class="_ _0"></span>s<span class="_ _0"></span>pójność <span class="_ _3"></span>zapi<span class="_ _0"></span><span class="ff6">sów </span></div><div class="t m0 x1 hf y41b ff7 fs4 fc2 sc0 ls0 ws0">operacji <span class="_ _4"></span>w <span class="_ _5"> </span>księgach <span class="_ _5"></span>oraz <span class="_ _5"></span>kontrolę <span class="_ _5"></span>pomiędzy <span class="_ _4"></span>księgą <span class="_ _5"></span>główną <span class="_ _5"></span>oraz <span class="_ _4"></span>księgami <span class="_ _5"></span>pomocniczymi. <span class="_ _5"></span>Istnieje <span class="_ _5"></span>możliwość <span class="_ _5"></span>modyfikacji <span class="_ _5"></span>funkcjona<span class="_ _0"></span><span class="ff6 ls17">ln</span>ości </div><div class="t m0 x1 hf y3c5 ff7 fs4 fc2 sc0 ls0 ws0">systemu <span class="_ _3"></span>w <span class="_ _3"></span>celu <span class="_ _4"></span>zapewnienia <span class="_ _3"></span>adekwatności <span class="_ _4"></span>rozwiązań <span class="_ _3"></span>technicznych <span class="_ _3"></span>do <span class="_ _3"></span>zmieniając<span class="_ _0"></span>ych <span class="_ _3"></span>się <span class="_ _3"></span>z<span class="_ _0"></span>asad <span class="_ _3"></span>rachunkowości <span class="_ _4"></span>i <span class="_ _3"></span>norm <span class="_ _3"></span>prawnych. <span class="_ _4"></span>Przy<span class="_ _3"></span>jęte </div><div class="t m0 x1 hf y3f1 ff7 fs4 fc2 sc0 ls0 ws0">rozwiązania informatyczne posiadają rozw<span class="_ _0"></span>iązania zapewniające kontrolę dostępu oraz <span class="_ _0"></span>ochronę przed nieuprawnioną ingerencją<span class="_ _3"></span>. Wdrożone </div><div class="t m0 x1 hf y10e9 ff7 fs4 fc2 sc0 ls0 ws0">są również zasady archiwizacji danych finansowo<span class="ff6">-</span>księgowych. <span class="ff6"> </span></div><div class="t m0 x1 hf y10ea ff7 fs4 fc2 sc0 ls0 ws0">Dostęp <span class="_ _19"> </span>do <span class="_ _2b"> </span>systemów <span class="_ _19"> </span>informatycz<span class="_ _0"></span>nych <span class="_ _19"> </span>zawierających <span class="_ _2b"> </span>dane <span class="_ _19"> </span>finansowe <span class="_ _19"> </span>je<span class="_ _0"></span>st <span class="_ _19"> </span>ograniczony <span class="_ _2b"> </span>poprzez <span class="_ _2b"> </span>nadanie <span class="_ _19"> </span>specjalnych <span class="_ _2b"> </span>uprawnień </div><div class="t m0 x1 hf yfe6 ff7 fs4 fc2 sc0 ls0 ws0">upoważnionym pracownikom wyłącznie w zakresie powierzonych im zadań.<span class="ff6"> </span></div><div class="t m0 x1 h16 y10eb ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3f"> </span><span class="ff8">Zasady<span class="_ _0"></span> weryfikacji i oceny sprawozdań<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y10ec ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y10ed ff7 fs4 fc2 sc0 ls0 ws0">Za <span class="_ _3"></span>przygotow<span class="_ _0"></span>anie <span class="_ _3"></span>pakietów <span class="_ _4"></span>sprawozdawczych <span class="_ _3"></span>podlegających <span class="_ _4"></span>konsolid<span class="_ _1"></span>acji <span class="_ _4"></span>odpowiadają <span class="_ _3"></span>pracownicy <span class="_ _4"></span>działu <span class="_ _3"></span>księgowości <span class="_ _4"></span>wyższego <span class="_ _3"></span>szcze<span class="_ _0"></span><span class="ff6">bla.<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y10ee ff7 fs4 fc2 sc0 ls0 ws0">Dane <span class="_ _16"> </span>sprawozdawcze <span class="_ _16"> </span>jednostek <span class="_ _16"> </span>zależnych <span class="_ _16"> </span>są <span class="_ _16"> </span>również <span class="_ _16"> </span>analizowane <span class="_ _16"> </span>przez <span class="_ _16"> </span>jednostkę <span class="_ _16"> </span>dominującą <span class="_ _17"> </span>pod <span class="_ _27"> </span>kątem <span class="_ _16"> </span>odchyleń <span class="_ _16"> </span>od <span class="_ _16"> </span>okresów </div><div class="t m0 x1 hf ye01 ff6 fs4 fc2 sc0 ls0 ws0">porównywalnych.  </div><div class="t m0 x1 hf ydbe ff7 fs4 fc2 sc0 ls0 ws0">Za przygotowanie jednostkowyc<span class="_ _0"></span>h i skonsolidowanych <span class="_ _0"></span>sprawozdań finansowych o<span class="_ _0"></span>dpowiada Główna <span class="_ _0"></span>Księgowa. Niezależna <span class="_ _0"></span>ocena rzetelno<span class="_ _3"></span>ści </div><div class="t m0 x1 hf ye55 ff7 fs4 fc2 sc0 ls0 ws0">i <span class="_ _1"></span>prawidłowości sp<span class="_ _1"></span>rawozdania fin<span class="_ _1"></span>ansowego <span class="_ _1"></span>oraz sp<span class="_ _1"></span>rawozdań fin<span class="_ _1"></span>ansowych s<span class="_ _1"></span>półek <span class="_ _1"></span>podlegających <span class="_ _1"></span>konsolidacji <span class="_ _9"></span>doko<span class="_ _0"></span>nywana <span class="_ _1"></span>jest <span class="_ _1"></span>przez <span class="ff6 ls2b">bi</span>egłych </div><div class="t m0 x1 hf ybfc ff6 fs4 fc2 sc0 ls0 ws0">rewidentów.  </div><div class="t m0 x1 hf ye32 ff7 fs4 fc2 sc0 ls0 ws0">Polityka <span class="_ _1"></span>wyboru <span class="_ _9"></span>firmy aud<span class="_ _1"></span>ytorskiej <span class="_ _1"></span>zapewnia <span class="_ _9"></span>z<span class="_ _0"></span>achowanie <span class="_ _1"></span>jego <span class="_ _1"></span>niezależności <span class="_ _9"></span>względem Sp<span class="_ _1"></span>ółki <span class="_ _1"></span>i <span class="_ _1"></span>Grupy <span class="_ _1"></span>Kapitałowej. <span class="_ _9"></span>Zgodnie <span class="_ _1"></span>z p<span class="_ _1"></span>oli<span class="_ _0"></span>tyką przyjętą </div><div class="t m0 x1 hf y10ef ff6 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _9"></span>Komitet <span class="_ _1"></span>Audytu <span class="_ _9"></span>w d<span class="_ _1"></span>niu <span class="_ _9"></span>11 grud<span class="_ _1"></span>nia <span class="_ _9"></span>2017 <span class="_ _1"></span>r. <span class="_ _9"></span>stoso<span class="_ _0"></span>wany <span class="_ _9"></span>je<span class="_ _0"></span>st <span class="_ _9"></span>mechanizm <span class="_ _1"></span>rotacji <span class="_ _9"></span>firmy <span class="_ _1"></span>audytorskiej: <span class="_ _9"></span>maksymalny <span class="_ _1"></span>nieprzerwany <span class="_ _1"></span>czas <span class="_ _9"></span>trwania<span class="_ _0"></span> </div><div class="t m0 x1 hf y10f0 ff7 fs4 fc2 sc0 ls0 ws0">zleceń <span class="_ _0"></span>badania u<span class="_ _0"></span>stawowego, <span class="_ _0"></span>przeprowadzanych <span class="_ _0"></span>przez <span class="_ _0"></span>tę <span class="_ _0"></span>samą <span class="_ _3"></span>firmę audytorską <span class="_ _0"></span>lub <span class="_ _0"></span>firmę <span class="_ _0"></span>audytorską <span class="_ _3"></span>powiązaną <span class="_ _0"></span>z <span class="_ _0"></span>tą <span class="_ _0"></span>firmą <span class="_ _0"></span>audytors<span class="_ _0"></span>ką <span class="_ _3"></span>lub </div><div class="t m0 x1 hf ybc4 ff7 fs4 fc2 sc0 ls0 ws0">jakiegokolwiek członka sieci działającej w państwach Unii Europe<span class="_ _1"></span>jskiej, do której należy ta firma audyto<span class="_ _0"></span>rska, nie może przekraczać 10 lat; po </div><div class="t m0 x1 hf y10f1 ff7 fs4 fc2 sc0 ls0 ws0">upływie <span class="_ _3"></span>maksymalnego <span class="_ _0"></span>cz<span class="_ _0"></span>asu <span class="_ _3"></span>trwania <span class="_ _3"></span>zlecenia <span class="_ _0"></span>ba<span class="_ _0"></span>dania <span class="_ _3"></span>ustawowego, <span class="_ _3"></span>firma <span class="_ _3"></span>audytorska <span class="_ _0"></span>an<span class="_ _0"></span>i, <span class="_ _3"></span>w <span class="_ _3"></span>stosownych <span class="_ _3"></span>przypadkach, <span class="_ _3"></span>żaden <span class="_ _3"></span>z <span class="_ _3"></span>człon<span class="_ _3"></span><span class="ff6">ków </span></div><div class="t m0 x1 hf y8de ff7 fs4 fc2 sc0 ls0 ws0">sieci danej <span class="_ _1"></span>firmy audytorskiej działającej w ramach<span class="_ _1"></span> Unii <span class="_ _1"></span>Europejskiej nie <span class="_ _1"></span>podejmuje badania ustawowego w Spółce w okre<span class="_ _1"></span>sie kolejnych 4 <span class="_ _1"></span>lat.<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf8b" class="pf w0 h0" ><div class="pc pc8b w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/0AAAXpCAIAAACryu+AAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde7RlV1Un/u+cc6299znnPupWKlWVpELeIW8gvAkE0yqitNoiPgagiKhti6Mb1G60G/31QOSndrd2izT6UwSVtwmCAeWZkBd5VN6ppPJ+VSX1vHVf57H3XmvO+fvj3KoESff4kR9hpMfYn1E16t4xzj2Pffap+11rzzUXuTs6nU6n0+l0AABuaBkEFAoQMqMFBCgMZJgE9AxQQ8oICQUSKFqEhibSGlABMxkI3YHsdJ51us9lp9PpdDqdJ9A3fyXwHpQAKMGkYLSMghnMkNDCFBSZ4HAgAtEB645ip9Pl/k6n0+l0Os92FsEKZAYBBGVkuIEBZiJylA0AEYANLoCBXQhAsZ77/cnDh06n0+X+TqfT6XQ6zz6k7GDiBBhAIIcwkYoZKIDKDDCciEAwwACGCRgQgGEI1gWMTqfL/Z1Op9PpdJ7VjJzd4BBiBxgyjf4OMJgzIABADkxLehQ4fDuBgXx6g06n0+X+TqfT6XQ6z14KYyUQmAGbZnomQBkGhISlMKlApQuTqDB4PeczAIeDMnHsjmOn0+X+TqfT6XQ6z2rOSIpSmtSWHjCuQQayqqAcBA0tVIsYGkYlilI2zkzABZjXK/rZAQW63N/pdLm/0+l0Op3OsxqhAKszODj2LV72nt/vj0al5nHEaoWFsYxkcasNZFwsnX7yy/7dz9vGBQ4FPWkpb9fOp9Ppcn+n0+l0Op1nuwwQc4JLO1795CV8yT8cvTqaz8lIlwuaSbS/9BntD3n2+NNOpf4gyOECH4BA5JCul0+n0+X+TqfT6XQ6z3KkEKGxjqq2uerjH908Xhmk4ZylDBsJk8nmpvI0ards2PaTr/OKauIAKIHhwZ2UA3dHsdPpcn+n0+l0Op1neTIgwNAnwp59k117wFibCdQiEy/OFGXmDa1j0KPTjsFJm9dCJLA4MsFg8C7ydzrPXt3ns9PpdDqdzhNqcngrwMNX3nDMmGdaaVUmVmrqh/GgN9yAVlcn9YYXPw+DyiCVAg1kvajfwF53B7HTeVYid++OQqfT6XQ6z5xDwAC5hMMCjNZ73ksCK6yCAglwIABVhjuUR9GMebal9d6ZAOoIriEJXKCNCAGhhawBBi1A85kAgsBa2ATBgT6sVIUDIdZAA8yvGSqCE3S9DT8mCRU3MZWIIGkJjrXSC9T57gfuXbr3vhOzSErDAuMoYlSoVb7pUZ5se/l5x2/ZChaAkQAAedrR39BT1BF9gKevFDWBspdOsGnLHwK6pj9PT9tAM0JPA2dqItYYPWCQgbZBGcHekISMJpghzSRDjijCdO/lEWmJNriC+kfyH2HaxCkjBDPnQAY4DsALtxmwwFPgFlB4gPenNwdAluARBLeWgsKL6f5tjonnxDwLqaECLwCAAapBGQjwCgpnJVJQYdYytwB5EpLS2YFm/Ry1aB5IQNNGUTmjaEADEBwTdzACaATd4NQSt0glOCpGLID3U+tFBKDmqqIMNqdAQiC4wGn6+qcfiIAGHuACwKzhkD0lkllrmAOBFWyg6fZ0OHz0snobiFRNpPBsFMSdAKbpndv0hZu7ETOczUG8TJiBBc+gAo7GoY6CVJgIGQgKtvWnB4YDxEfeLV9P8E+cE9MbOpRAAMxIiA6/tV3u73Q6nU7nu5nUgGhGUOXQgjIA0xmukzeJBsk5ehCGwxOsBEpDMq4Z5FQRTX/T7yVsdK9czREoqKMVF7TBk3touAruZXK4e+BGCI4AEzc3WAgOp1YD0yhQAgSUAYH33cSpBgqIJMChAZxBAdkRGGZmDGNSQuEQddQZFbfiRQJIjHwULAMMJK97JAEEhBGoACrPSgaAMyUXjkVhzu5Gztzt7/VtS1CBsTJAiTkTgrslLUmgZuyTSP1EdQRgFchMM1FpEQxjuJtAjYy9BPnh1djTARu5g4SMkB2MCVFQDe4k4oyGSeECL0DsBMDdnJwBOLuaEQkTUtIYjclNhTi7RzhPS8CIzaHkrJlCZDMTUbMAZObsJu6FOSBwMoKxMzlng5EX4pQYBKcJqJcdLgpHcGG0bS4kJOEMr6Dk0jgZ0HMDHEJmhExOYHcwuYChTvRNuZ9sQigIYgqIE5s7yNmN4BBxkIHWRzDT9GyemKCamZg5upFx606E4E7TFA5yJgXc3QACyAxkkRwgdzJIVleigimwg9ydbD3zg6Z/HU+8UdM/cnhIMX0mDnNPcGUCk7gLE39rXU9X39/pdDqdzjOrcMAYBHJiAgNFM0yXX1mwS2RPIqHngmDWcwcMiSNXq55mX/PKVfYeYgYUoPsfpwcejJEte/DootETsgIUqlk/YQu2bYUGBCoByopAzsHVeW3C42G++XYYlSU8QgxhOmmraEIcbl7YcMZzJRQYmkxnFu9/TO57EGQ2YLUclAt3uMNseaaaPel4Pm4zigoZjDyb28n2W8NwaL3ISeOK+oAiBU4Et1AkGDB7dHzJuQfQbuQiIyu47M6Mb59AOAsUFq2lVALBBDG4gTKxSEs6OLivxwlbtwCxMYQYjZ2g7EASxFgD/cM5chop3Y1IiOnBh/bvenyflD32FlSZFiyRsPbi809hyYAfnkI2wHbev2dpqYUHozrlSa+aFSqzTl70wlM0T3qxMMiju/bs3zdRL5tUE7eGJobinOeeNSMQ4pwzBSIPADn48X2jxx8/1LqbZEJiE/JIpC980cmKLMxEMI/bb7q3yWIhkcbgBXyV4+b+zMq5Z56orReRiCQ57bx719owMQNupuygsoqTyej4bVuec9wGmcZytyOT4swhKU0muOvuh5xMrSEJ7KVnCqybt8wce9zRpUy3spuOGExIkmbm0pzbhBigKEG47749t9+xM4SQcw6Rzzv3rFNO3AxCzhAG2KYHXpjAruara83d9zzM3Nds5C0Fdub1g03/vC+uT9O8K5ymFx8IBuSZfjj77FNzamIITPQUs/1d7u90Op1O55nmBCKAmB2lo4QvfeOW7f/m3RuXllYqVi5ZwYRoVqjWwR0iqBY3zXz/371/5pyzImgCPxH04Je/ctf7/huatUEsCKFxnTErstbkbdXb+ktvOvs//QcwZUYA4BkuGRycSMPiV6688rf+r62jZhI8swe3Qo2cG/fdveL0d/zc80/Z6uWGYo4ca3Rw6ao/+J38pWsG9WTMVlAsMyt7GzSoX3/Cmb/8h++RrVsaRhFA4wa33fW1n3j70aOmCc5KR0/CoWoMlFUKiW25n4JZ2HrMhV++ZLB1owC1qxEOVxp1vg08LaaKMPY+jNwNpogMlshwDFSxY8dXP/aJ7/vAf8+lltJHneuKBV6CwMjfkgYdRgw4ta3/Px/6yMc/eUmdSUApe5S5uq43bgw7dlwmiER5OkwADNDf/O3fvfrqW2OowJlEU+MwnpuNO+64qoq9ZM5Mn/mHf/ovf/BnkDkOMmlXg5i7/fTrf/x9v/ebvRIhFNMc3WYPwp/73Jfe83t/lBFMMpAZRCZB0tev/PSpzznOAVM0Wd/4M78wbrhFAyuilYRh68XzX7D50s/8db/suQJgd/7j//7By664fmV1WYIISs+kmmKB1/3Q9/3p//jd/nTcSXbkA9qaisR/+sqV73rX7yytrfZmB03TBKoEkpqVt/38T73nd991uEZtPYu7EyEyUWvgiDt2Pv7nf/7xm2++5YEHH656g9G4dncJVAQ+/rgtr77wlb/4C28++YQFpTZIIYDmmmDC8e67H3njG98xHMns3ELKo0kzcWKC0/rk/uH0709K82RwJhfAGUbIL3npeZ/+xAd7RZWzm1EoniL5d7m/0+l0Op1nFtn6L2CHK1nIzeLlV52yZ/noNBq3UtuocAYQzUqzlh3gwsK+0fjQFdcdf+bprqFvRQ6rJ7/w9F3N0vFtU6zsc2JQ7GVmt0RaRxy64RqMx+jPJyA4QA63FmCCHFrbfcmlzz20uLFxJ2VoodpzDwiOYmfsnfeq79FQjj07QobT1dfSNdtP27d/ljwbeh4ZtBpsrfCoeOVzzy7POrMRql1r4gFj7yc+e97eQ5WOJJaWrKL+QjokNqi8mJCNmqaXbWWkkyu+Ufz4ayESIYquyf/TG0QCjJYhbuTmxMoBxDWD0Fajenj59j1vfevRubx7/Bsn//ov+vnnSFkWDgIbQYXYUdk/LwBxt5RqKSpFHDdi0neIAY1Woeo3OuYwLSsRWq86cQCZe0oDpp5aQ1CnQOQrayMWJMuBCnWYi6JSK1MNkvlsbSBc8rmvnHnmuW976+sI6i7MHoKowbwA9RyVQZ2yAcRitrJ58xZzJzgLpZY4DHLj2QK8gkcicgmGIsRem6ffuwOP7Nq3uqZSbnJC21K/6ufJSGGXXXH97XfteuHzjy/oiQRP4MBh0vhH/uaTy6NE5cZhC6KeehBHKPD4/kPZAD5cdAOHM4GY0GZ8/cqb/+wvP3bjLbePh9HdQfPDVowLYs6w1OaHdg3v+auLL/nMl1720pf96jt+5HnnPLdgEQYzqZqbtKl0HiyNQFJQKODicF+vxTI6nPoBkDEAZSUXQMgBz0yJqBcDsiEIgfyJyxJPHjd2n6BOp9PpdJ5ZCiOAoOQTaoF6uP3mvudVSanIVrTD0K6WWOzhYIVh4Q3DQIPGx9ftRCvOJVpKYR5nnSEvfdEqV4ICMZJygziWKnMFyPi2ndizCLUAUM4gNVdjNAQ88MCuKy6foVHDXAvV4iul761oFbSGUJ19Fs45R7Q36z3ViHrw0MeuWHgsR+kdLOJqb+ZQKPcVxcGyHIbecpx54a+9FRu55TAw6RmFAwcf+KcvNuXk8U3N4+VyW6Td5XBxMFyuRgfK8aFqnMPYeEx5eMuH/4bHTUMwCrGb7H9acoQKCoMYOYdMMbgEg5P1SPnAwQff+TvblsbHrQ314ku3v/FX7a4dE0ohQ1pxiBEkg9snxqSHRxMei8IIxFVCVO+3SohVBtdJSaL5EyXmWK8hYVBJXA0npl61OboVRTHDFN0ROcAzCEyiRu4Fcz9bz3km5VhP7D3v+f29ew+ZchQQpktIoKZZyT0YSkVpiIbgHlJtBAGICMIhK6myeXAU6kGNVJmlICAwASDytrbJMAGVemw0ulR1UqNoFNYm6UMf+SgxfL1efxqQ2YDdj+276aY7iHpOvaxVtl72CtxXC7sf26d65IhNRws0XTb/tx/90s/9wq9fc8OOpWGmEEwosyklpTZRyuQZnmGh6h0aDr/y9a++6c3vvv3WZaKQUgUUIpEI6smktTBOMmwxNGqMGqXWKGVWpaSUlbIjOzXOdaI2U5upUTRKraEGtyRwAnFLvAZO33r+dLm/0+l0Op1nGOWWrM0KeIRhaSXvfDDmFhIoaZG8NAyIyTSJG0wptZzV6uV7HoB5E4CAXkYqZ8593Q+36Be5DK2UFsVLRclWFDnOrNa48SZoa+uzgo4gACTbg5deuo0DtC4U0QFTZVsrfKXilV4I55yKCGOBwQL6i4f2Xrt9rmnNmkzmUPRYQy5yO9P6hg0bcfq2tuwB09iFyX27w+KqUao5CVuRc8+pVFTm7glkmNRCLqSju+/jA0sZmJiSd/P9Tyv3A9kdZm7WQhxsjoZRweiBR69+x28Ndj1GRGM0R8ew6ZHHH/mrT87oKFOGQxJKA3L+1vTHxIBNK34I4hCwuyuYWMSg3zRx7NMASXAicK/oEZgpEHFKmSkIAdAwvTTgJBTgpOpMoupl2TNj5nDlFdeGQDAnWM41uQEWZX1qmw+fIUwiiEw8nWp3uIgAIGK4EZwFQsHUD0dbB9wtLy0txVi4sUg0NxLEMqi7Oa68+ppx7QCrKZzcyYwY4c4778zZYixVKcaSWQgMgIn27t2bEqbtcI4MgszxJ+//9O+977+0icYTdYQ2KSEwBVVlZsBTSiJFUqQMlqJVrKymn3vb2x96OItMuwOxAyEIyFg0RIc3QpnJTRMzE5ER+/pianVXchNyYmUyYmdS4ulhhDDcDfzUCb/L/Z1Op9PpPMPEWphEEdMyjfd++rNHHViJQC3BVKLKQH1mMuqnpkBbaF2g1l5NPKQH7h5fcwV7gwhMMCl5/vtfXpxx4kQQKDOaLHUKySkRNTNa33jJp9GOEqBiJqTuJVAsLa9c842FxcWgcKndxn3WylO0xtlXg2582blNCQJSnR3Yv/3GQT0KXgv7TOP9xiftOKOZVS08+AUvRn+uyGFGJbPD8oErr9/QtNFs0wgLtReGmcZ6bVU1Xpn31Oc9BkgANh1YHV1zQ/C24ADtTounIyIHarNoihKNY0ZNRtDm+ltu/Ym3b/3ajXMYLUafVFiR1XmZhA9dvOd33p9HB3PhUKBRq5DiZL1YxQHwk0t3AHdiBxupkYEUlADFE50rjwRIocOrfHl9HAD2aa05eL02HYCDHHB2J1gvls2k7fVnJxP95Kf+YdzADK4aAhNZER3eEpR9vcEQQdmJnHn9bsAwdiV3hgPTp9fC6PBD63TNMRxtnTwrA54zkynaZC2YzWl5dXjHjruTGYHXF98QHLjpxjuLWNWTNpJAFWbkbqruvroyrCdKgLsTyJzUccnnvvq+P/yT0YSTxqo3SxwYA01CJqQmsMJprpzxxKVsIMyk1GdZUMr7Dx34yZ/+6Ud27ctqWdU9pzQmy8iGVisS0UxZI6Inohwj+q4FWcVeBhTigc1Ync3ZjNxJ4UbCIIdphPfcnuKSWlff3+l0Op3OM8vJC7A5JCccXL3tbz99XqonzJOC3cjgQlYQ19oQhaBEwdc0DQa9uXF714c+df4rXplnyuAYQ+dOO+60t71hx923bZ40oaBxRMtKMOYctFm7/Y7m5jvKCy/kwBlwkpDQ7Ly7vn/nfJQ1qdoYkFWhllF4b5XKAwsbnvfSl40yF+DYYzgeveraiGYiOYIrK51jXbWQtmmxryiPes2FdSirkSOiKXLQcXPN9aUlEAatKPGBHgfjYW/DYGUkMSTPUYoJ8STQTJ4sX/+N4376NcOicOkK/J/eENLAtkRWoVc0gPgANZbX7vqt3zv+rodiM1yN7SHheacoMLTHTfjB9/3PtHH2qH/3lljNFoqWvCGehwFyuMhF1ivICSAFzOECZbjBDq/iPbxE5YnOkrSexWE+jdogkAFGDnbApxd1iGAEIzKC56xFDJNJ2+tvuOGmOy/+7OU/++MXcShVRywwa0EZbkQ0Lf7BtGH99HQhAApS0PoDTxexgJTW++UbgGl7zqy5Sa1ZyczILRdwM3NhDszVZLx26207nn/uaRLhQEpZpMiC666/1Tz0qn6TkwQWAoyhxsKTSdNkw+Hmn9k8A3/8/g/NzG85sLha9gaTumGmKNk4uY1+5AdfdeJJ21JtH//4Z7goko6buo29ygiOwsG7Hlu8+JIv/Yff+FlzO+20E/70/e8FBgqToDAruJi0eP+fffjOO+9Xj0xMgJCpNvNzvd/+j+8abGC4sD/Rz2d2JpjBzMoogBF1/Xw6nU6n0/muq4FgcHUQ4xs38UO7Ayyx91oqjcQxQRhs2RbWVnPTkLUwVUxqlQLF6vb7eP9wZWbDAtnAg6MYvOKCZmZDOW4MSYz6mctMGkJpacPq+PGvXXvSyy8EeyRKRGxYfOC+4JOmoLHFOOFIvUxZqFd4f0/Rw5nnYPNxZeipIyjictO7886gjUhCdgG3bhHKmiuiRH7MmWctAlsGBDVBi7WV5t4H5lWNSZxb4UngXka7dUuY7KoEnMk5KHNCCpyWHtx5nLsBDaHqzoynNYgEOICjA+6AYnn1sT/+oNx8a9ssJ2aWIITKqKibUJWLPnoOH3XXBz92wuu/f3zScSYDARkYsG/tp0TTiE9K0GlJCK2n/CMR0vHU4zUHzInXryIQnIicHJju1XZ45GBuqkDZ69dtDS7f/z8/9C+/98INGxBi1ZrHqnR805ZU0+WpTodXIk+3FDu8dRWcp0+Hfdr0kp2MQA6Mxo0ZAMa0O78zAAGbCTELlzvvergqg+VMZEQgxtIqHnlsf91af8DaaBAzEMzc3IQcNKlbeInptQfCNdfetmvPgeUVwAszqmLRpnGr+2cG5Tve+Yv/9u1vJICBd//HX37d637mznsemZufHbWr4OhphjSrxe033GWONttRR82+4ccuyg5yEMHdhDkDH/vU38aiYXDbrhVFYdbEQufm+E0/c8H6Ucf6jwAQckZOqQFNV2GHb32LuzqfTqfT6XSeWRkSlQshTJqbPvg3J0xsEuoJN3O1DhIK82ElG3/0B4575SuSR0jpJv1QNZZc62MfX2lvuHWEJonOJibt4djjF846r8glmxSZ5hvuZYk5BoRiefWRf/waltY8ZVggJ7g222+a57yWR6X2iqx9JwOEY2y8nZt7/r95sw5iSD6BgZM+9hjfdutgslJ5YuGayIl6kzQzbgBfOOPU4uRTCoM5wLnKw6WvfhX795SaC0XIIeRQZh40GLz6onZ21pMVrSOzpNBzCajX7roDt909m2DdafH0EMHijAV2oKJ0/713//I797z/z7eMllDaOOrEeSG5J4UUozalfjmMw+N2PX7FD79l+YMfldU1ylxAADsSnw9v3mWAMzK5gpQ0kgUygcm0gQw9sVfs9Gf0cIMZOKZbTZnRdJMruAsgCijYiZ5UL6TOVLcZUkEGOx/c8453/vaotuyRODRNO63oMRx+wOlGvWQKOJnTtG8pOdggDnaX9a+JFKRECmTwngOL2QBmdw+R4Q4X4dItwEtQdcMNt7atg4WJQmS1/Hd/f9niSu0U21ZjEQFlZGYLQRzgotq/uEQguAOYNOn//oM/GtcZXPZn5rO6aY4Bvcre8Pof/Ndv+0nx2tMhtnE/6Ht+552Bk+mE2ZI2TomDkIQbbrxt3/7VGIWRNI8icuE55KagFt7AVLUhcjgkROagZoAnbVNG6XWJpkSKpAEpoIXVbkmE3MkheKolNF3u73Q6nU7nGY5qEDRAxtqux/bdvrOX80o/D2dhQuPgK6Xun3f86IuLf3HOStmkgTcy1nap6GXh4bZmZfmaqwRLi5xB6gGjhbjwqhescl4rdVLkzLkRGxe2HK2YLcb7Dhx86AGUASkzGJN2dNuOuTZJSgtajPr1WjFaLUepakrKx5+57eiLnpepRT1RGsKXtn/2Y746oSwpS5LeqvRGoe/Uy1Ts7RUn/tS/Wt501NFjFEMEc6yuffGvP+ylt2JG5EQEicbBqXrtRb71qBSYhR0STarG+25zS6urF3+RliZFd1o8TQxjSpQJ2fK1H/jLta9euXU8LEKqm7UihCYWC40702KkoYgolqWtsfriexeX3vX+PZdeLiFUifyf3auvV+8APp3vJw/kkTwQhL61H+R6+f6RXvK+XstPfmQ5LqaF9kRORzpQaojkbhSKSc6NEaT3tcuvveHGHdmQHaEs1af3wEdy/3QeH9Nae5ivjz+miwvEIYAcubGBjMggh5aXMwAWcwthOm5h5sgWYFETP/7YvptvvpMO9+U00w/8+YdcSgoFS8yaVbMjAy7CKWcn2ndgESBVBfDIo7tvueP27FT1Z8ZNS8SAu+lzjj3pvb/7G/0ieLIy9ih7IXLBS89//jkv0oaYBsID50Ncjpu8lGzy9//whekFlSIUnkAIjNI1BCpdZbbaqKlw6wdeGI8pyILmkrxPDkIgBEJkF0ZkKpgqoBTuwwrP6/vydbm/0+l0Op3vqsIJwUCra/fcsmV5bXMrG4bFUcNgnke9BOhsbyPOPA8/8kPNYOao1dXSxrM0M7/UI5t9dMD7Hn30mGGcQ0+pbrAKyODUl+4tZyqXvherlnNFxZj6acuxy/qy/Q/r3be2iCj7rI6lx8P99/YmM0mOWS4OVe3GlmRDm+eG/mA5OOZHfwzFQk1hPNvfMOrhsdFjV38laF0XpcqgN8EAQ6KDVVuHtr+44djeD140Qy16WJq1ESm+fPO2Ow/M1i17riMOBBORGumOE1CeeHZ54SsOFDBMvKxBdTAsxhJW7Lz489C11ZxgqOHwjLpGqltYi/VycjiQuxPnqRjDDeVkkWq9+bpjP/Xxk1cWNR69aFukF5QPLYx4cVYOxdGML57YLB3X+ObxUXt6x948G1YKvfdv/opWdyPsX/FACqoVltzzmGQN0Y1m6kG/GbQCD61Jo5yMs8n6xQF/0uJeB4xbJ3cwvIQX5ELO5NPJ+gTyGaDwRlGpz5CV5OJcJNeI4bxPeu7uvbFUX/r69apaAdxq4cFdMlOm9Y1qCU4OArMLe2QTNmeoQAlKpERkcRUeBCjMotcFWBOIyJCcY87BmTiwaSYatnTAezbSmSuu3BGsBYaAPry32XdwF3ukJG4NU1sUfUeViZJz4Hk2Prj3IWdoaBX60EP7UG8paKPnUREmIi2ciYs3/PAFfYGwUYiOHmIfkqRsL3z184tIUEPWwgaeKgkbMvrXb7/LAEZFkBADBB6nL8V6Ym2z5kKZHbY6iC1soixgDwZQAMm0n+rh9qrEzABIwMVTZ/wu93c6nU6n88xKgEWH26Grt89JbMycObE7WZkpeth64qnozWF+YW7rcQYxiTV5Qi5MBzmv3HIH7n08OkDi8ABeOO90OnaLJqhm6ZepTUWILaex1WJ06PYdkhUOtO0jX/hHmzSZqeXERu5NMBp4aWb5hE2D770AQUpDcnem5b/7h2rnrvXKCoaxsysDHkIOfPRzT8W2YwIJEiJYxqPbPv25+dWGDJMg5FQpcbIKxXG9zZuO3XrKRa+qe1XwaG124QyfAfdb7R0aLX74UxsU5nA3d0ch09aMwUGO9fYxXSXQU8kBgCMVW1aGN/zZX2DURJoxTU6NKMc2QLKMquPqo9fomCuOP/Gmt/3I6h/+25f913e/8r3//hXv/a2zX/9Te+7Z57ZQkpsDgd0yEcQ9wKYlLEbPyIrr6ZR/XddFEcldAplmEVLD57/wxX37D6hBbbpPgD+piP/pfuhSmobg6VjFnVSzI4lQWfTbNlaVo84AACAASURBVAF28cV/vzbMlrODtt9wS27UzEKQaQtOM5teeyAiwFV1eXnF3ASirg8/souZp3P/Zga4w9z8wgsvFJkW6AumSzDcheXcc88JIRyJ5mYWQtCsu3fvbtonHaBnWJf7O51Op9N5ZhFhyAlN3Vxx05xJQzCi2rOxlwmq0jvjTN3Q100b49lnrkq5VhQrFbVV0KDZRgtrq/iLj8YGRIE9CAinbNly0QUc+m45BQ0eRLimRmLP3Jdvvj3k7ClhPLr77y+tjJroHC04+tFDokrLRBzOPw2nHZ+kqECRSJt65ycuPXt/Tc4gJLbMFl3Z0TA3vWr25S9CyQAhILpWux5buebGYxPEuAkC9wFIzIiK577gVb5QxO950eSME0ahyM4rhQ8rMrOo2hsN7/3kZ/ngKgsiiREpTAnizAp3pPW2LN2J8xRCQo6yHIVXVg596SszHuFcpIwiu4deWwZq+lbc06sWfuUXX/uZz5z+Uz+z++Zbv/qB//Gp//Z7n/2vv7/jj/8yf/qKcP9q2dYs0GAuDiA6KkCm4z2i//Wxf9rZdH0Y1+v1cpvOOfusGKUoSHUi0tu7f+k//fb7kiE7OfO0KdCTHvHbfVACMB6PD3/6piVMAfCidPXkTkTsbHv3Lu68+xEOg3HT3rD9TjN2BzFME8FS08p6Nb9NuwTt33+ASRQuFPbvPxhCYGZ/4gaoeuVztm1LCXBzW99k18zccc45Zw96FZkDPt0EgJmJePfu3SsroyeO7TN82ne5v9PpdDqdZ1bMKIDx1y7vPbgbOU2YCcJkHswkHirK3rnnTLi/hmLhlNPVo1g0JxNqObdFy3l4/+cvbe+535wIBbnVpZ/81jePin4AW0pCXOcanNvIY6C4/6F8w40Ebx94oNxxjziNkCpr3Exz6+QNySEOR7/6grEEJYZTgTS5Ywfuf3ihbskEgLJnyeReGrUSdotvedWLxzG6cRLENu+56ob54Qq34+AcciRwIDh0f6/A639ImTHXP+OiV5OHBRoEZWXk1HBBJNn27G5vvR1qatlIWvB6BxIFTVtCdj0+/1cclOye7VePdj0qElZI68CIjKQmtCa+EvnAS04871Pve/y8429/7weWf/w3jrv4q6fdff/L962dtWtxy6MP7/vAnz76o29Yu/M+5NyQZSYAbNPu+G7kmfAtu6p9R94PA9C2bQhhbm72ta/5Pk1j9gYk7uXXr7zxsiu3l/1ZNXVSgvK0D+gTiwO+vdy/vLyqau5ORO7TEG5bt86dcPwxpFLFKmmbKV53/U71WJSD666/jRAJQrCqlFNOOakqSyKBr0/nM8u+AwfNQS4GW1lZyTlPO4oSTa8q+Nzc7FFHzQcGEU9HTwQQA465waDX64EAcwITOGcFaLg23vP43m85ws/UB6DL/Z1Op9PpPMO531GN6js//PGZ0cgCLIgkL0HZ81BwYKaYO/u5AgT41pNPV+O5CW8ccn/sUb1iLnNbrK3d9YlPozGjaGSJCM8/u3/uOSCuMthJxUuyEazplZsOrTzyiUvQpgPbt5+wMmECB55pWzC7GwIOxXBofuOxL3wpQQnIJEHzwSuuOMotg9mJHOKqbMpWZBpD6JzTquedCaoIGBHYMLnsqh7nEU0ihUGOBjL2DKxu24h/cV7hcAqnXvDqIpRzxvO1zTSYyVyoVkiDerj/umthSgwFEcf1oEmgI60HpTtxnsJKAdm3f/hrvy93PVaefk4qimUeHexZ0DKC9/Q9vPY1Z17xqbnXfP8Lt52bHtyP4UohzZzr7NBmlD2krb1Je89VD37kE8jq8AQzO9wJkpDZjSH+v4vU3+ZAhYHDHXrgZnDzpUMH/vN/fufGhV6U5A7istXqbz566dzCJiWApqEfdKR0/f/boOKbDtTyCCAiOTy5HiXQ3AY568yTcpvdXQLVybbfdE/28oFHHnv4kb1MJcxynpjVLzr/eU3drG9MRjZ9FgcOHCInJgG4aVpg/bC5r9dGxRhCIGKY5fXrDAQiIgbzeoUPM4PW10GbWwghpXRkUPdM63J/p9PpdDrPMAL2La3cdpeQJnFVFUiUQEAbqK3KfPT8EpoaGp6zsDTLOUpPyoIiO2TczlrQldH+a66VurH1X94OeDj7jFZRtM5OUkRO6ixJ0Mu6uuMu7D04eejhGcvuJsSUNbkC4qZ1L9ZbN2PbiT3zEjZhQja6515pxysFAyyOYADMCOzUiBx1/jm2YY7NhGBwrA3HDzxSRIzFsufC4ObGziJ81Fy7MBiLjyPjlGNWZ/oTkAFMHpg55YHajObhQw9jbehYr4+ebj4EBmi90LzL/U8pw3Db7Udv39Hu2nvqK17FLffVPbCSmKGZn517y1ser2ZV53DOC1/43t986Lj+kDxrGErVxl5QWl45UM1X4b5dSNk8C0LW9c2TD8+tW1wvUfnOzjobACIiIm1Tr8TZZz8XqAGoela+5fadcxs2kfCTNwh7WsmWADTtevI2M4dNq3F6JT/nOVuLGDRl9Rxied+Du51w9dXb21YFzMxRIMFOOfnEQgI503TO310Nk3FDhDa3DJ7e+fRufb2bEcxseiyZGEDTNAC5r1++UtX1W7q7+3QYUJZlWZbftfOny/2dTqfT6XyHua+X8E6/mARbvf6mzUvjFGxCGojIwURurqpnn3IaBtV8HvXaNWybG504sxRz7TZitBwLrpDBsSzvvre57c5pl/XSob2quOCF495MiQjyOrcFoqh7SsRpeMdd+uWrRttvU6Rgxq2SBKJgRhE4GHDeW96M+VlYhmUFcGhFb7iuaCbjomAQmZVqAm8ZiqLZuOncn/+ZSSgqC6o+q+PJrbfVDz+C1DibMTKcAFInstOec1KYqKQmtC3m+n7WsY+VaVxgIhgHMQ6umT3tu+1WHDxEmhUpTrv3EEwAeOEQIHWlPk9lPk92fuGzgnrvP37xpB94bXj5+SWq45e1cN/bn3nBr/za/PdeNIPKCHkh2GtfcNrP/kSF0hh1oSG1WyZ5M5e5bfP2HTi4HB2Ah1Aao4U6QU1FRNYLZMgdRLweVp84uQGQuU2/ma5tDSFMoy0zu8O/6WeOfEVEBPe6nuSEt77lDYQJoREm4d7+A8NPfuoz8xsWHEow/v+3snc8mqxvPUbTByXN+ZhjNr38Jeeyt1FA4Oy0e8/BHTv3fvErVzpN+4G6U3P++Wc95/hNROZq5HA3gxVFubi0bI4iFOo6Nzdnpu4GoCiK6SLgybgej2uz9SdeluX0fwJzP3jw0PoiYDcQWMhMmSiEsLCw4YkJgmdYt19vp9PpdDrf4dBPhzuiTNNPS5Ol667f3PIyaVFVvNwae6sWEea4iHsOHnj7fxoWIStmSWcWV+bVS8U4UBM4ZGlIlkvZNqn3Xn3NiRe9qAUHpZZ98wUv3DE3v2lk5nUQ0dZ7kODNmHWT4f4/+rN25fFJ9EGjDJqESI7IMeU8c9rpW3/8hyc97pmDrAcc/PLl2LWr71S7KHIgEiCbO8lqLJ77L38QZ52RqEQGhOLK8Nq/+qsNdV0mK0ORTK2QSCEkzW7pxjvv+6V326rHng/QhIf3Vpp7zGuOOrJYEKdJYWnf3vE/fbl4+xsdLBRhmG4SG6e7M7F0Jf5Pndvq9s677ji+J5tvu/eWD/7pWe97x61vfvDUB/a3ZZMueMXcW39hVBVz1iAULUPQ2/ZTr7/4w39xSo2NzbhkVg9mRcjFYDjCww/xSQuCYBlewECAmysRwWAwJifm6Vm8Pv3uh9fJgpgCEYcQmGO2lHNmR4zRbAwCE5s6T+fu4U6YtuUkYqjBVQg/+AMXXPDy5112+f1VOZc1MBef/8KX+rMVHd6xd/0UoG83/jOA4XDk7keSNBMkyAnbjn3FS19geVWp5CDmtjaqP/LXl2y/cad5QQ6hLNy86Y3/amFDsX7xwx1MRGRKbaNtk2PfAcxvmIsxJlBWZRYCiYS14ejA4tKGo44xkGP9xTOJAfsOHlgdjkAMcjcVoZQVrkdv3rJl68IT1zfoycOk77xuvr/T6XQ6ne8kelIbxOlc4wzqlXvvo7oVlqaZSIARzCAIGNeTR3cvff6ymc9fU3z+G0v/eOX8obWqqQNcHEEhBgKRc9GM5P4HMJ4wAKdIZEdvKk8/ZdgrjL2ta+JC1Au1FNAX4kcfmxm3iRlkDs4UyVmtSbF37PnnY/NCDXKOoCCT9OBXLyucihBl0jiRu2dVdieS5arY8pqLIOLT3Vo944FHlu+4q1R3BZuDrEFyzexMRPrwrgOf+Pzgn64rLr3m0Ke+LLv2baAgbVuqszE5AxQMc0kfuuY6bia9w1OQT+4QT9+Nqc//M6nVi6s9C/O5Xrrsyn0P7Xrpe/793WcetWdzf2njHAZ9JShzskw1yIGTT0gvfn5DVZlDCrRShJr6sLlQsk5G7CTgwE+O2aaenUlEVNXMRMTdx5Mnj2ynS10xneSeDm7NbFq4oqpMT/4gPBE1p6MGM2PynLIQ3v4rvzA/X6o2MCcukmI0mtCT0v50j95vf/CNts1ENL1qAcDhlvWohY3zc+UJJxxTFpySxSoa+de+euVkrICJiFuanetf+OqXxxhdldeLeZQIZpaSTiYThzt00CsceqTIxwE4pzZPJpO1tZZIsmafvnyinLG8vJpzNoeZA55SA4CFNm3atH6c6LvRubbL/Z1Op9PpfIf5YdPMIXfc1dx5XwCCCwFGKuysRMolUGkzT63XhzivlN4K5Rx4LJ7ZexmFepXtqIkGb5avvx7LI1NTZkrZetXzfvVfP9AXZ+shOlUOZ84ObkbjDZaOqjVqmARNAreKjSS0iwsbj3/zm6xHheeM2CLIfQ80l39DLax5mkWrAiPXSGLMieyME/CK8xOXFRglRNuVv/jIpsf2z2ZqJYwAgpWm7N4IjcmqPDkTCjsgkwMbK4bkFR6PQ1a2MkuRY5lkfsJbh3nfN25I9z8cLQE+Df80rexnEBC7Pp5PbWZb/9hAOi7GZxwcr/36n9x17z3Pf/+7t/7KW8qqp48/Msi1mShzJLXVtmn11Rf96ObRXGiLCQrWWOWeYWbNsxy32QjIBAMpBESGhQ0bkmkWTDtUEpGqquYD+w+aHx4bTJvkwFdXV3LOqjptS09EOecQgtm0muXJpT525JsQgqrGQIBf9KpXvOvXf6kqjHl6fSC6Y7oZL9a7Cn375T4OAJPJBM5H+vm4pciyYW5DEfxNP/0jyG3gmHPiQI/vXdYcWabb2+qP/dhrt26a6/VKETx5iYOBUrK14RqDABx77DGq6m7rrTydzJxIvn7FVf1BkVRZYspugJpz4Msu/3rORkQkgRjTf831JS950fo2A0+8TOvm+zudTqfT+T/JdKbfzFJK7Qc/Mb+4EiGcIVGymGseUEUuCm3RtKHREt4Xp1QGqSmNCk/iBGuDNkEZStF9967xVy4rwO107WIIs9//PXMvPjcj9TmkRDmgllS4FCIIedYx08iw0lq4ygU5uUzk3LPxgnNazgOr2WHA8rU3nLi40iIOyxBDm1wztA1wR2Gy6VUv0bmCwEFRs6a15Yc+94Vta20/YyVirS9ieaOTu6+x22yppXmsx+WYSk15SMHa0lPFmcFOmbkJAtCM2oZx/dj/y969B92e1fWd/3y/a/1+e+/nec6t+/TpG3QD3aggcgnQICiIMSpBEzVxDCbGiTWZzJiLE61kxmQmNaaMMxVTmkpNKpo4lZpYiSOoGR3NGC8RNBpAGYJ4gQgNKDQ0nPt5nmfv/fut9f3OH/s5h7Ybq2a60TCp96u6qqvPpc95Vu99+r3WXr+13v5OS6VFd0kaJDN1U8qM+3o/qdXi3le/8mpemXU0Dn7Hxy+17/6BN/+pb1v92o0//CdfX5alXD8ermyW16/o3Q/7D/zwL/7db7/noecsammK43EadVh1db28Op1Z6N47uhWFqculKpny6U+/t4zDbNFa26W8mZn5W97ylt5TMqXMLSKOj4+vXLlSSrn1Adduc//dd9998hbYnYXzu94VNz8oaFMpbpab6fC//PN/6gXP/6w+T6WMGcpbs4ub+17y/1UEx2PKdneO51V3d3flbuudIuKO284r2+te94UXLpyPrrSQRWapdZXZWpv395df//V/umk6c2ZPuTu+8+Y+ozSpbLZrSdXKc5773HEcJZVSImL3LIRbecMb3nDt2iZl2h3maXL3y1eu/+zP/puUUp6pjKjVI2IYhte+9rX+ib09v++TXbofAIDfL5k5z/NH/+07DlqR5Olza17NTdbC0utq0UtaxrCZ7HC9N2U9XC+8hoWUabmtOh5yW3Mzb1Zub3vTmyW17FIqTdU+86EXlVqidS/VS5kzFDmO43o+MsWYPnt2l4dLlspzz35gNjWFIj3VpMP3P3ywbeZVy8V6OvTiMstikg5WB4t779qORVIxHWp65EO/48frU+GDtDXNg5vM522tw1S0zX7Yjo98uxd9NfXaNqsWeXRs0XcRNxVfV9tUT9OYuvRb75NlRKSd7O35xE2t3Nf7yRyNuvCKF9a9ensMj8b60jB91vX4gou6+sZ/9wN/6S/91Ld887/5tm9/2z/6njd9+3c8/Ke//t1/8ZvHRz+gO/36/rwd5rlu+7Cehuub8codz3ialmNKmttufX23tn7mzJlaa7Mspbh7b83MNpvtW9/61pO+jpQ0z/Ph4eHly5fned6l/G6SMAzD2bNnzU4OtPndU+HcVXJm1lojIqLtjctietlDD61Wq2maVqt95c2f+NQaeL0+3k2/d/twai3b9ebcudvN7f7773r+8567u5E3oi+Xe9PUzFVKOXXq1APPuuDSarXsvXvKZLLHnNjTT+4UO3/HHcNQdnOMiDA7WbT/wAc+8La3/0otZb3ZuiulHvnw+x++ePHizQlKpnbzhH7q4ODZz74t9biXO+v9AAB8egqp7bY8Z6a2UqRstgjNmd7m937/G6998N0e1zc+bWs7PZdTR+rujyw3c1mfPdyem9JiMdX9vrfYjjJb7m0WB9tFD9+MB9osz23LQaw3y+XB+rD+3JuPfvJnVynJmvLaqt7+dV97fPu9qRL1ap/XB+3sYh7n7VGM9WrdrHXtzuPFIqfD5SUr/ZHxgbMve14tR01D1APL44PDj17+d7+k1EHf2nqe6h3S0bltO7uul5f7bz0Yz7/q1Vst1grXfH5zY/NTP3uq9Uur6UN709mw267OzXVl0JzTwjROeSr2St/P3L++qIfjuLbYK4tFK0O3IdqybRZxaHZ0bbk+c/3ahZ9+h65cPyoZXWUtzb47QXS2ORYzL64nmjPOfP6rTv2hr7rmt5+zG3vx6NVy6civnZseecXD1z/zx99+/p/909N/5x/c8T3/2zN+/dcfjMlzpX5G/dy5eXF6axmjz7ftHT/tQ6/7MsXBamttv673IsqsyOzl1Z/7wqef369qvZlkxVvE2nz8oR/7+W/8lr/ztl9779rttz969Yd/9N/+ma/7a5u1u1tqkmmaQ9ZbXP3iL/l8N5mqIibLNI3zXu01rDef+zxY25uVc5mKl7Evakxf9zWvPbXYLpTbG7I43XJv9mhlI5liL3LZNHRJ6sruMZgis0cuJDdNpavpjq6amW7XzdY9dOla2/pik56p2i3aPJwe66llah7L9vVf8epTMY/zGG5zudbLobdBvb/8pc8uMa2UB8OpUsep+Np9O7aoR0Vm60WbZ49F1XDnmeEbvv5LTNciPbTfUukb2Y1NvfCN3/w//fxb3u2LGorW45GPTn/v7/1A2OlNb+mHtW7Uz0VrHje+6DUvqFJNuaq0+2QhTF7SldbN0uSRJXN2zUVhNnavfehP9vXDeT4AADwFJlU1WQ1ZqpSTb9x4HKndvj369//sjV98VEtm80yLuWqjWFg5P3uVtXGYpvVZn1dxaTtblLItWo/juPWzKleLNnvaKNvot63romm4uHnnP/+RV3zBF2ocSuigFN1x9/Ilf+jy5V+wFuEW6R7KsOZ5WNpicWq73a7qXs5Zut7/zPMvfvnnrm0vVCZp2V3//n033v3BkHnEsI1VHY+bbepiiLqcFudf+fz67Gfty4a0sPQsm59/R5WX1Dh3swzL7rlXh340LWSbXB+U0723fa03mhe+3Fhe7pv9YVG6NyvrQXMdZ9dSfYj15fd+4P5f/Q+nP//FrY4aJZfJBjk39v5eznaX+3O+45t+5jd/8QXvv3ZqWS+OpWSc3mylzIjTc9vrVy8uZKrScOfe2f7eh8fjy6fdP7SZy8HexU3Ps/vP/eIv1FjCLSSX95yqF1nsrxb/+dd97f/wHd9dyl6mmbu7WsvtVj/xr37+x37sJ4fiatHm5lbNT7tVL670g+Vq2l49f/7s1/xnfzJDYeHqUsha+JRepS7r5l0Z5hbeJJdb5PZZD9z5N/7mX/lvv/XveV32DFmXeiplk9TNJrcmVVmTeprSelpIc5orW1pXbMybbJYie5drsz007yZltPCuNAu7++57e7ShDF/0Ra+57bZ/cnzpyGSbzewaTEMp25c99OLinmpDHc3s5M6BKLvHdtPsxtFhZBZZKfrmb/7GN/7IT3340c2ijvKq8HmKqS2Vw1d/zTd93itf8OwH7r9x/fj//NGfabHKPLdc+BTt+Oj4VG2trc8cLP7Yl3/RzQNOd48/+MkfKbtHLuSyLgvbXWStJvNwpc/5ZNft6X4AAJ68NB1KKZ32k8/qXVJkKkKTP/w797zn0WVfzda79bGVkr30UkLDsPjAGJf2h00MF+rQYz25qcd2f+jT9rMu9QutLHNbU7X1Y+XetDfKb5/0nl96uy5d1b13jLY79r5uPvuzNr/wtlM3Dt16kdc0C8mzF3Vrg/XF3FrfjFrG5zxHd905afd4sbTNq//mbWcP5665pk5LMU3LOjT3Yco6Dve/6hWxHMdQTMqx6+qx/4cPj20xROxHMeWsmDz6ZHPdvzjYZnnmRlF4XTTNiuW4ON4cH5zZL1eP7jrsQ/RFz0VXdymnUzZsNvOjP/OLdz704iytlbrb6uMppXOmzycX0qLqcx5cvvSF5UPH2821w9OeLlMfp1ayH/R5UN5Y2Me3Nkqnztxx8b3vUW0fXF+JM4MOY7j7nvaK59/2jKfJ06qnFIrRy64+veir/viXffc/+J5rh9l7hNzCS9lLtXmO6IvNZjvUwTV6GXsvGaq1zPO2z/NitD/+ui89f26vWEpxcr2cxa1NLJaSwszCd7uKulmpZlOfv+pPfOnf/4f/+OHfvrhc7U8Ru4tw09IzZO1mEaektDBLO9l2n2lKs+zNb27FkXumejTbHQhquxOqTJFnDhapHhH7+373XRcevf7bLWRWig3RymD9gWfe29vs1cysVp8+8ZmTp7nCD4+PT7ai9dhb+Kte+dAP/cs3SXl8dDwMw1D3h9XpG9cvL/fqW3/lXW/+t29tU1uuzh2tp2EcrUWLdrDas+n4YFlPHyxf9tIXZ8rL715HOBmpkHYTj8duAcrd9r8n/dag+wEAeCrhr8GyyRRSl1wheYmuaaHtxV9820sur7v8+pjbqrGnrEzuy764uti/869/wwv//J8sZZVztLGYfNjGdiU9+jtv+fK/MH7wokUdYj6YXHNcGqe9uufT5o7rl6687U0HX/kVzYaFKRd54Qs+9+3f/b0XYj6uk1VPO9kq3zxb9j33uR+11XBp7C/7L/5srBY108w8Zr3v/e9+w7+8c15fW23dYugebq0Ox9vNHeVgvnDu7Ne8NkbXJmO0ZtPlH/9x+9gjm5IpG9Jl0azMGuYy/vbB4nO/7VvG174mV0uL0sbaIz1Vivv6+s//7e+8+IafvufoaIi2DAv59SEP9xR9/o0f/9d3fvkfmV/2vI3KQraQPF395IMUPD77i+Y6uNsf+uvf/Mvv/siF931otTkOb1uLWEZmvyEdlaMa+5fGvWtnz77oOQ++9fv+8fntoZ/az66rZ26/7eu/8v5v+oY4e9B7msxObquKNEuzYrr3zuEvfN1Xf+f3/JAUi3FvnpVR0rwpZaUs9jOyF+8p97I79H9RzaI97zOf+S3f9A0He7KQuyJSVpVVMgszq0pXlsxUFGVNFckizKT9Pb3+9V/2nd/1fa2tTYu0XQtHZvjuURZJWVOZ6V0lI1Ke8lQJqeyuGs5BtpDK1Wu9zZY9I8LNZaMpzp0+NRQVjQqF6YUvfM7bf+M97vIyRnfJ9lf2whd+trmZiler1dW6p0WenD8bpktXr1uxzHTPPve/8hf/7C/90js+8vFri3Fh5pm53hwOy9pzun68HsbBy7jtsdhfRMytz4vRejsctf78V37u//i3/uqZU4Ora/d0y2PX8NNlRTJlsSxS8dgdcmSpzKdw5Cf7+wEAePKs53LKgy41KeSpMEWVqZ1Sv/LWXz7QdtTV4tdVr0S91uvhNB5vfHtliFMv/ZzDu552/Y474+67pvMX4vz5vOvC4W0X+rM++64XvfiGDz1rs8Xa99pw7vo4XR+6cn2vby+/5eeGMq0t5jJvBz/7wufe8bR7xq6hj8oxc2GxKLEY5sV+HAzz2HJxebG6+OA997/6IVfuR99TW24PP/aDP+gf/GDVdl7ENOY8RFvk5HOVTaMNL3+27jsbCpU+lWY3rrzr+//Faj6cF5c2y0tX9i5/fP/6xf3D9WIzl+n47GL84lfogbvnO+/UnffEheX2rrP97tuPL5za3n/bZ37Z54XPVdte5mZ9XXNeDDeyp3L54Y+/75//SG2tqJfd2qafTKjwRK1o9DL0xeqFL3j1T37/xx56wYGfu3OzOrcuB9MwaHlltTo6s/+0w9Xx2dvXr3/N5aOrZ976/lO+inZ67edv/9a/fP+3/zc6vb82z7pMaZRGuct6tvS0ouz6q3/pG77stZ93712ntseXqs/FujLaNJU69J5t9yLP3LbDMsyb9VXX8ek9+67v/NbbTq+sp6m13mQmcrGnrQAAIABJREFUuXKwrFK1XFiOHuZRLBbKZWqUivpqKIti+uo/8RW3nTmo7haD95X3pcVCKhbFo+66XzlkFsXCYrSoFkU5ZI6eZlldFrHKHD/yoevbdTdVj6KoytHT7rv3rt1HBOaZqZc89GDGUfVWTdG25vmVX/Elt51dVS+SStG5c6dczRW++wxKKcX1G5vdLRNmMY75wLPufvOb3vhFr3loKNv18RXTvBiGbHIbex8il62PZdhrXcWtSDltFta//HWv/r7v/bvPeubdQ5EpzJ74IK9JVVksR8vRY7DdMJ78NT7pNwdTaQAAngJXN3WXDyp5sk0lez8l1+9cvvSO99yuuVo7tY29uZcMKYZQV1yufu7+px8qe4an9iM9XKEzrpL9WS997jv/9Y+dmdfeJve6yPGezYHa4kDDfOnw8N+9Sx87PnV+FZ4hy/2zD7z+Kz/2Hd91bsqULLNI2a1ZjMoxbSrjxbnd/aLnx2geXSUzm3300nt/4k239VJjOHUYi7RllMjoJqVfXg2rV79sGqpS69FmbfWrD9/+jkfu3PhR9BJK5VQs5XuTR4buvFvnTk3q2+I1cpgWGsrQNHgx8ztf/NDVscjWVpqFy/xgWg1t1dLPbPXBH/uFB/7yx8dnPV3SXHRkWtabxzHicd2WYdsuDfMwtruf/nnf990f/qdv2P7qux79lV85dXW9anbuuj7Wpo889zPu/6/+3PnnPfvN3/q3z9bF1Qfv2fvi1zz/C75w+aqX9FK0ClM1qaZpd3BUMaXLbZo3i2FZ3f/R//Lf//Lb3vG//+C/+rmfe8vFK1cHG8aFz9PxUOvulKpxXJS6tlw///nPeM0rX/6Nf/7199x9W62SMmXVF3EzYJXb4kXqGc3M3dWb1WK745tK8d5SxZ5+721/62/+tb/xt/7nTcvdaf+WIXVlW43KrjT1SEmeffCeOZmVyGYWi1qizbtfW6lHH/1Yn7a1yjyk9CiW23vvud1NJxcSl3zOcx9cjvOcEX0aax2H+c99/VdnzyghWSl53313fugjHylZLVLpUsrKyV1c5plzztvFuNejf98/+fZ/8YM/8YY3/l/vete7p6O+XAzTtF0N48lUbbsu7pqn0eIlL/qcL3/dF7z+T/3h/T1ll7KbhdJPJruPecVnSKbe5qIINbV5GK31NpQxY37Sbw26HwCAJ6+5rWUhmWkhLXYP4JWiy+uLP/9/v//o+vbe00f91LL1opbWh56L5pOPR897ju661zQsTF2Sa3RFykzudfxjr3n/D3//ox/84LnlwfUb64O9U1rXlov9asdH+fGLV571nt+pZ+6YF6Mkq8PpL/3Db/o/fmjvIxeV5lFKWjetbVqYLydtpKPzZ1/0+a9oZRx771a28vUHPvzrF6/cce5UzXGv9bF5yVLCw9ajL993UL70814hHWQrMfhCex9658MfqoujM9bGs97TM+aibhp76a3c+7zn6/T5rca16jDIc7E1VVdKWz+zd8o2L3rp29/11mNt77C9aY4in3ofxr2yKR88vPzAe37rjvufLlMWNamZFqz3f9JpZqZGpeUYZWxqz7zvvm/7r7Ve3/ebv/XBn3zztd/87fs3y2d+/vPzq179zne8619/5z98zjPue8Ff+Tq98nN1z33rUrVV6Xm1rPdlg26dmZqWXtxCqkOVQm4r9Ve94kWvfPmLLl9tv/RLv/KTP/WzH/7whz926eL169cXi8Ud5+88ffr0K1/9otd+yZc+/e7bl8PunrWUuk5u6jWTpjaP41zKjd7Xi4VPbW3pFjpz5ulXr1w6e/qcaZYWpVhaFLOv+qo/8tGPfuS7vut/zWyS5FvZXHNz6eMfu/8ZF3qEV8/tFHm9FkXfeCkRsxcdX//4/t5tU4vloDbbdnu1+pHsuBQpZVZqzqcPyjz15WimmPrm2Q/e94qXf85vvud9i72Do8Pt/ffd+5zPfLoUZm6yqeV9T7vw1rdtzbpst6F+lvn68Gj31EDvKuOQMa0WQ1f501/7R//sn3ndL//ye3/kh370ve973zt/9Z3H09Z96NkPTh88+4FnvO5Lv+TlL3vxCz/7gaFa2X2iVWL3y0l2stXnFpNZbLfb5aopbwzeVkvfbI8GL+o21DP5ZDf62K0TSQEAwP9Xu9LZPXw3SGWWMjalLdX1yEV98P1amnSnppBmjU3RNUsq85mlffZnbsP3TdEmH7ty6FabNGa3eXP0a7+2P6em0PJA3aS15CohtdZVP+NFcWYVRZJ8lud2/s13Da0rXc0lUwktijJ13KQaOftnPGO67cKYdq30WeXc1avlPY8oJw2zZilNViWpH8uWoVkveZ4P+2raDHJpeN8j9siHtArFKXUpumqo7LY/VJ09owfvvZ59WYZx1nZUSKumbrpRdGaS/cbDOr6mVdW8r+NJe5PsYpZqN6RhaA8+rVy421S30lbaS9UmDby+nqhvlVv5Kn1oiqq0uWRTm6UmVV1Preq09PWVG2eOU/vSbS7tKfebVEJRNGteaHjMA7chl1xdksJPrtyaUiWzpnmktrPGUdN8siZdXe4nP9tCg8slZb+589ylkqlu87Ubmw9/+NB9FTlbbS4z1aL+4AN3ZqyLN4sDeU+1nilbffzy4cc/fqxcSimbZfPo82c9eF8qpNYVPcoHPvDoNFvkYF56Niu5tGWp6wfvP99iU33vyrX+yEcunWzQSSmGarkY+zOecfcch4MXqWYOMs1NaSpFKS1SZpnqrYd8ePjhj81Tpg03rw/2zLxwR7n9zOlF0e4CX2XvZiE3jV3m0ryNOnqkLl29cXy82TvYP316b3BZZjVztczutrj5Z8bJaT4nC/F5a8m/t74JxXo73jhMs0XLqdS08GKj++bglPbqku4HAOA/RvibsqSl1E2m4xJVvbbWynxkPXVuL2WmY2VVXykyYuOW0mkVTSmfVWdlTRu6apeHwqRIld35QF1ucysmRVEO3SyGdIuuQYqiTdEmp4WVUVbDwzSbtupSX6SNWWMbNpTussijarN0pvWxWR/z2GMhM1mThzTkHPPcx6XS9jeuonVRDQ3Kqfa1NddylGqe/BKh2JMNve8WShWmbbT9yVW9eXo5cpNy1XyqWisPwmxWH7eTTaaobTuUcbaxa1VlNRWmmuEtNLAr4fFCfVZ2ucnGtLKL4WpbzyPrRdrv2SKrqnmZSps1Nc1L7dc+uDS7PKMqysmOj5t3xJrJ7ObNuGHKzEkqspJZd8fj1FojQ5kmzzRJ6a2oyEyRlmklb84kXCpKdTs0jT2q5CGZNykUXlTcTFqn1m6nM9vubqw5spSFVPMT7670zOyzu0JNblJR7m529jTF7tyb9GItdVhkyjFzmSZZ7L4iU1Fa9CzVIqdUuLnC3Wub04r1LpVceI9MmZl8Dlma37yKOOzWFxYWJw8umCtylqtnKs3NLYvMIyNT7h6hzLQiS5n1jPTdjWb22BvqfPcvuxnmkiKzm82hJi23c6nVd3+4KCx7Ld5L2Zr26H4AAP7Au1/qpqawk1CyDPWMUn1W36qNGsbdGRx+c43PYvLmymqK6G7j1sYmrXar59KwbSp1U6OoD5uNiqvvZ4kYXFJpyu2xjQtZUSq9H5bdjwh1U7jKLrRCfeo9Sl0pTOtcnxpMcpOlSk/vqcFnV5VsvhlsPXOwjaW1WDbvg82ZS5nm1MKyp52soerkqE2LaJPXouJdMStMnhpNURRFOrlbOMN2exoyFF29qi/Dtr50ZWS3Xsci2SRVNe/15BMUPOEFF6lUeISpZJHZWtpKC+Xetqv7bthy8JYaesr75LZRGaVlV7belMNQ5fGYTne71YMWqb5db4Zx6V4zd3fRRo+5mJm5spx06slrWm1OsyyD6ROvjKKUbCuVzDrNEdEWywxtq1bKQSmpyzfK/cxubpHNzXvGzbt+b7ZwusK282ZcVil7RtFoOjn8Mm33edsQMcvWkhSjYizVZbvPQFy5kBTSNM0+WHG5FD1KDCo2z62OFppLprz2NLMSmcVOThvd/VZCIUX2Nm3bWBd1GHqT191NE+GKPvdiRbVmKkPl5ERO9S5zuUupec5hsDz5VOTWHMl162ROCykyLJXm03aOsR5I2s43VmONXtxGZcqO5ft0PwAAf+Ddn5pdoeiSycocYxaZoip218/6saLsDjE8eYDPla6M7tVSEV2t1Cbth2RqprqWmg73ciw5TrO8abOvVWyjRY7LQWbrlPVpqNVkm80UZVwN/eaBOFVpYRHKSIXqYGmaTAtNGWOT+m6vhhQZbuFWt5KkoszMonTPtq1W5r6t42hpmlJ1kKTYyHa9YkpXuIqFZZrlzb0fYyhN3XqqVZmlpKIwtVmaNJj6oLZQUS9zUUq1FS+SraWiNraiblrw+nq83bzRI63vlty7lY0kaX/30dO80WihYS5epLqWcj5ctQNzzaZS0ovtjkn1mBUhmdzlNT+x6yStmap2T5dqd59a3NyaYopd+t+cx+rkRZ0ms/jEjDBdmbmbN+zO4dRk1qMPbvXkJ+ZGZZmhkNxlJ6f0T7u/7eYWCpcVmVp083QrFnbr/Jv0SDXTmJmyyc0j3HezDm+yrtx9ApB2cq2AIsMVLrPdD1OXR+TGNchKT3OroYi2HUpVmszTemreXaZrGnbzlkjF7vjQzGrpcrWIoZuK5Cb1ntl7HT8xTPmJw6oeM0E6KfJPdL9yt4bQe1fxEiEvLXO2XJwc9+ntZFce3Q8AwB+crpSay7NnRphVWaQ3M3fVUHTVMsl2R3Z43qqnVJXUpd3pla4weU+5wsxnSVoPkrQKhZr57l+2e6owXbOURaMr1CfZ0K3K5FJKu7X7mllkzXKWSSrS2GcV3101kJ4qbrn7sEJDym13GKlcFtkGM4uQq0e4++5M8S5V9ZCaLOVFditkbq7+PzZyIhR+so3BdfNO0lRGzzpnjjoqrSjHKCF3WWkmU9Yuo/t/j+43hWUqSqbSZR4mS1moe04WRTlm2ZhJWjbJNXkbp1CLtqzhdWxSyTSF8tYun/KYHjy5nfnmf9TMNEtlyGR5cruaUo/dkH7zwqlbUWuf2LsiZchcmd08M8xUst98T+y+rNhtF9rdeP3Yje+mUHazolCa28l84NYsxTMylMVdqTCzDGWYnxwI1U9mIDr5LUfKdl/DrY02lvJI7XrdIt3MUmEZj3nYNnN32mZKcrOaYWa7i8lOqt0iJMsy3/ra7WSbUEgZmSlzK6Gb06DfNXC3uj+lzDiZbO2+O1Pmmb2ZVcXuTR4qT+YsfrofAICn1GHdtZX2IhQhSeabEpPqoL5KmywGTs97ouyWMcdkte6yqPjgJ7umd0+I5pNb0QTwe+EdBQDAU3Ky4O1u5kqp9Wq28Nmu3VBoHLpyZJSeMGqmOgxzyJsierW2HLrs5EYic1lnkIBPLdb7AQB4CiKlnN36zYccl6FUt6tXPvD3v/fqT/y0xTqd/9U+3tYXodXBZCXqR2s+87/7C8/46j8aVku3LNqapFxycxfwKcV6PwAAT4FnqldVk5pUUmmarC+Wpssfs3f/5ukxFkeNcXqc3ueMOK/9qv2yWNijj5jPIS8qJyfEE/0A3Q8AwKePJu12p9STE8Ul6chi4dORzVO1Y/XBOI/y8cZlV66nbe/RbHGuLdtaPdQHuWRFqv3WSScA6H4AAP5jK2kl3FIq6pJMGVklxbh/POyvDxaxLXH4afv7tyesqv8B7f/tbePea83JrqufMivKmlLsDlm5daURALofAIBPh24OUzO5msUsuUVVLGWafSoHF32vDKthYH//E2YXsR/L1aZrr5z6iPW9PD22pbIodjchNJUurRgo4FP55xXP9QIA8OTtrvG0DOtSDiHrOi4hl33gw3Hx8vWFTm9ZZXu8krZt0+DjsI5eBz3r7nrX7SVkkTH2WfNCXTpgoAC6HwCATw+pZtoqF+pVUjdNfbuqR5pX6qPymvqg04zT42yVki2lg5Rarkt290FadKnsbmBlvR+g+wEA+PQRmZ6bXaKmdjeDzpauuayb5qZYa9xjnB6vFpWiKZSSe3ifFivJxpRLaSl1Yzcy8Kl92zEEAAA8eZZdXXK1olBWzaYWuWz9t372TVd/8e2rNmfl+dQnTJcsVlZyO8213Fj5/a99zd0PvXSyoat6mtKaV05BAuh+AAA+XaR5kdfcqpSsUuZo2Yr78ew/8ZOnvv+Nez0tZwbqcYbumzEjp9umIff21xfusYdeOaqapSwsnakS8CnH2woAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAA/KcnlZJkdvMbjDEB6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAAD+/68yBAAAPGmTdEVxyuq+osu9mx1aPdW1t1mP8950Y8+PWy4ZqMfxrPt9qVaHKOOcQ2xlW6kqbOtWNNf1pNU+AwXQ/QAAfFpYhC6ke3Sl6qBu0qhm6bIjt2G1dzjPLc8xUI83zNu6relx3G4crEpNyZo07L436ROA7gcA4NOMp2SmomOL4l5MNbLG8mBaDtPesuUQG0bp8YPmebieZXWoq7BhyEGzDSal0rV1q4uBUQLofgAAPm2YWlWXpfJYWpoWRaOqZu35/lbDqFXxy4zT47s/6qk8HUMNG46vb5fHoea7pw5DmqXJNTJMAN0PAMCni5SHzJSupVQzJWuuzBxf9ZLWs9XetGacHqdE8fQpu8q4P/jeS57TRitKCxsUqeZq0h4DBXwKWWYyCgAAPEld6pJJHlmkMJu1Ge2Gzeey123XGLJTjNMTRFiTZMdrWy1vmM8qe9IyUt5Ck6tLZxkm4FOI9X4AAJ4Cl1xpMimkopR5kUYN3UpZxppnVD+ZlDeNkhZ7Y5wMnVxSdsldLhmjBHxqsd4PAMCTF9K0W+6XTFkirXkW9aIiKTWZFhkM1BPC32SWkqUkNZNMdTcDsJSnlLLCOAF0PwAAnyb9Ku3+R2qP+Ral3HazApL/k3J1V+7mSp9kMHfIfuBTis8eAQB4yul/y27lP1OZkrvku8VsfNIJU9jJfOnW3Gn3j8yWgN8HrPcDAPBU6jVTKbnlyRb/ZqrZPSXzlFlIRsb+XsN3q/RT3sOyyVxW05Qnx3oC+FRhvR8AgKfS/Qr9rqdQQwqTWzZlkw1FhYB9gq3UpXJz3Aal1GdFU1/IZEUqt27vBfApwXo/AAAA8J8+ViAAAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P34f9qxYyIAABAGYgsC0YQwtCGBGS6R0OmvAACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh/WdXvWAAAPfUlEQVQAAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACwi6y2AgAA/ObvBwAA3Q8AANw3Wclwp1bem70AAAAASUVORK5CYII="/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">139<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Sprawozdania <span class="_ _1"></span>finansowe <span class="_ _1"></span>sporządzane s<span class="_ _1"></span>ą n<span class="_ _1"></span>a podstawie <span class="_ _1"></span>danych <span class="_ _9"></span>o<span class="_ _0"></span>trzymanych od <span class="_ _1"></span>osób <span class="_ _1"></span>odpowiedzialnych <span class="_ _1"></span>za <span class="_ _1"></span>poszczególne <span class="_ _1"></span>działy <span class="_ _1"></span>w G<span class="_ _1"></span>rupi<span class="_ _0"></span><span class="ff6">e oraz </span></div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">na <span class="_ _1"></span>podstawie p<span class="_ _1"></span>rzyjętych <span class="_ _1"></span>i <span class="_ _1"></span>zweryfikowanych dowodów <span class="_ _1"></span>księg<span class="_ _1"></span>owych. Czynności <span class="_ _9"></span>księgowe podlegają <span class="_ _9"></span>p<span class="_ _0"></span>rocedurom operacyjnym <span class="_ _9"></span>i akceptac<span class="_ _0"></span><span class="ff6">yjnym </span></div><div class="t m0 x1 hf yea7 ff6 fs4 fc2 sc0 ls0 ws0">przez kierownictwo.  </div><div class="t m0 x1 hf y12c ff7 fs4 fc2 sc0 ls0 ws0">Za <span class="_ _17"> </span>poprawne <span class="_ _17"> </span>prowadzenie <span class="_ _17"> </span>ksiąg <span class="_ _17"> </span>rachunkowych <span class="_ _17"> </span>na <span class="_ _17"> </span>podstawie <span class="_ _17"> </span>obow<span class="_ _0"></span>iązującego <span class="_ _17"> </span>prawa <span class="_ _17"> </span>odpowiada <span class="_ _17"> </span>Główna <span class="_ _17"> </span>Księgowa. <span class="_ _17"> </span>Nadzór <span class="_ _19"> </span>n<span class="_ _1"></span>ad </div><div class="t m0 x1 hf y10f2 ff7 fs4 fc2 sc0 ls0 ws0">prawidłowym prowadzen<span class="_ _1"></span>iem <span class="_ _1"></span>ksiąg <span class="_ _1"></span>rachunkowych <span class="_ _9"></span>pełni członek <span class="_ _1"></span>Zarządu <span class="_ _1"></span>–<span class="ff6"> <span class="_ _1"></span><span class="ff7">Wiceprezes <span class="_ _9"></span>Zarządu ds. <span class="_ _1"></span>Finansowych. <span class="_ _1"></span>Główny Dyr<span class="_ _1"></span>ektor <span class="_ _1"></span>Finansowy </span></span></div><div class="t m0 x1 hf y10f3 ff6 fs4 fc2 sc0 ls0 ws0">sprawuje te<span class="ff7">ż bezpośredni nadzór nad przygotowaniem sprawozdań finansowych, kompletności danych i zakresu<span class="_ _1"></span> ich przedstawienia. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf y10f4 ff7 fs4 fc2 sc0 ls0 ws0">Proces <span class="_ _4"></span>weryfikacji <span class="_ _4"></span>i <span class="_ _5"></span>oceny <span class="_ _5"></span>Sprawozdania <span class="_ _5"></span>Zrównoważonego <span class="_ _4"></span>Rozwoju <span class="_ _5"></span>Grupy <span class="_ _4"></span>UNIMOT <span class="_ _5"></span>opiera <span class="_ _4"></span>się <span class="_ _5"> </span>na <span class="_ _4"></span>w<span class="_ _0"></span>ielopoziomowym <span class="_ _4"></span>systemie <span class="_ _5"></span>nadzoru, </div><div class="t m0 x1 hf y130 ff7 fs4 fc2 sc0 ls0 ws0">obejmującym  zarówno <span class="_ _15"> </span>mechanizmy  kontroli  wewnętrznej,  jak  i <span class="_ _15"> </span>obowiązkową  atestację  zewnętrzną.  Celem <span class="_ _18"> </span>przyjętego <span class="_ _18"> </span>podejścia <span class="_ _15"> </span>jest </div><div class="t m0 x1 hf y15c ff6 fs4 fc2 sc0 ls0 ws0">zapewni<span class="ff7">enie <span class="_ _9"></span>rzetelności, <span class="_ _9"></span>przejrzy<span class="_ _0"></span>stości <span class="_ _9"></span>oraz zgodn<span class="_ _1"></span>ości <span class="_ _9"></span>raportowanych <span class="_ _9"></span>informacji <span class="_ _1"></span>z <span class="_ _9"></span>wymo<span class="_ _0"></span>gami <span class="_ _9"></span>dyrektywy <span class="_ _9"></span>CSRD <span class="_ _1"></span>oraz <span class="_ _9"></span>Europejskich <span class="_ _9"></span>Standard<span class="_ _0"></span><span class="ff6">ów<span class="_ _0"></span> </span></span></div><div class="t m0 x1 hf y10f5 ff7 fs4 fc2 sc0 ls0 ws0">Sprawozdawczości Zrównoważonego Rozwoju (ESRS).<span class="ff6"> </span></div><div class="t m0 x1 hf y10f6 ff7 fs4 fc2 sc0 ls0 ws0">Sprawozdanie <span class="_ _3"></span>Zrównow<span class="_ _0"></span>ażonego <span class="_ _4"></span>Rozwoju <span class="_ _4"></span>podlega <span class="_ _3"></span>obow<span class="_ _0"></span>iązkowej <span class="_ _3"></span>weryfikacji <span class="_ _4"></span>zewnętrznej <span class="_ _3"></span>przeprowadzanej <span class="_ _4"></span>przez <span class="_ _4"></span>niezależną, <span class="_ _4"></span>uprawnioną<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yd5 ff7 fs4 fc2 sc0 ls0 ws0">firmę audytorską. W przypadku raportu za rok 2025 usługę<span class="_ _1"></span> atestacyjną realizowała spółka Forvis Mazars Audyt Sp. z o.o.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y6d2 ff7 fs4 fc2 sc0 ls0 ws0">Weryfikacja przep<span class="_ _1"></span>rowadzana jest zgodnie<span class="_ _1"></span> z Krajowym S<span class="_ _1"></span>tandardem Us<span class="_ _1"></span>ług Atestacyjnych <span class="_ _1"></span>3000 (KSUA<span class="_ _1"></span> 3000) oraz Kraj<span class="_ _1"></span>owym Standard<span class="_ _1"></span>em U<span class="_ _0"></span>sług </div><div class="t m0 x1 hf yf40 ff7 fs4 fc2 sc0 ls0 ws0">Atestacyjnych <span class="_ _18"> </span>3002, <span class="_ _15"> </span>dotycz<span class="_ _0"></span>ącym <span class="_ _15"> </span>usług <span class="_ _15"> </span>atestacyjnych <span class="_ _15"> </span>dających <span class="_ _15"> </span>ograniczoną <span class="_ _15"> </span>pewność <span class="_ _15"> </span>w <span class="_ _15"> </span>zakresie <span class="_ _15"> </span>sprawoz<span class="_ _0"></span>dawczości <span class="_ _15"> </span>zrównoważonego </div><div class="t m0 x1 hf y564 ff6 fs4 fc2 sc0 ls0 ws0">rozwoju. </div><div class="t m0 x1 hf y439 ff7 fs4 fc2 sc0 ls0 ws0">Funkcję <span class="_ _9"></span>na<span class="_ _0"></span>dzorczą w <span class="_ _9"></span>Grupie <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _1"></span>weryfikacji <span class="_ _9"></span>i oceny <span class="_ _9"></span>sprawoz<span class="_ _0"></span>dań <span class="_ _1"></span>spełnia <span class="_ _9"></span>pow<span class="_ _0"></span>ołany <span class="_ _1"></span>w <span class="_ _1"></span>ramach <span class="_ _1"></span>Rady <span class="_ _9"></span>Nadzorczej Komitet <span class="_ _9"></span>Audytu<span class="_ _3"></span>, <span class="_ _1"></span>w <span class="_ _1"></span>skład </div><div class="t m0 x1 hf y10f7 ff7 fs4 fc2 sc0 ls0 ws0">którego <span class="_ _3"></span>wc<span class="_ _0"></span>hodzą <span class="_ _3"></span>o<span class="_ _0"></span>soby <span class="_ _3"></span>spełniające <span class="_ _4"></span>kryteria, <span class="_ _3"></span>wymagane <span class="_ _3"></span>z<span class="_ _0"></span>godnie <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _3"></span>przepisami <span class="_ _4"></span>Ustawy <span class="_ _3"></span>z <span class="_ _4"></span>dnia <span class="_ _3"></span>11.<span class="_ _0"></span>05.2017 <span class="_ _4"></span>o <span class="_ _3"></span>biegłych <span class="_ _4"></span>rewidentach<span class="_ _0"></span><span class="ff6">, <span class="_ _4"></span>firmach </span></div><div class="t m0 x1 hf y19b ff7 fs4 fc2 sc0 ls0 ws0">audytorskich oraz <span class="_ _0"></span>nadzorze <span class="_ _0"></span>publicznym <span class="_ _0"></span>(Dz.U. <span class="_ _0"></span>z <span class="_ _0"></span>2017 <span class="_ _0"></span>r. <span class="_ _0"></span>poz. <span class="_ _0"></span>1089). W <span class="_ _0"></span>ramach <span class="_ _0"></span>swoich <span class="_ _0"></span>zadań <span class="_ _0"></span>Komitet <span class="_ _0"></span>Audytu monitoruje <span class="_ _0"></span>m.in. <span class="_ _0"></span>niez<span class="_ _3"></span>ależność </div><div class="t m0 x1 hf y114 ff7 fs4 fc2 sc0 ls0 ws0">biegłego <span class="_ _1"></span>rewidenta, <span class="_ _1"></span>monitorowanie <span class="_ _9"></span>sk<span class="_ _0"></span>uteczności <span class="_ _1"></span>systemów kontroli <span class="_ _1"></span>wewnętrznej, <span class="_ _9"></span>prze<span class="_ _0"></span>gląd <span class="_ _1"></span>okresowych i <span class="_ _9"></span>roc<span class="_ _0"></span>znych <span class="_ _1"></span>spr<span class="_ _0"></span>awozdań finansowych </div><div class="t m0 x1 hf y10f8 ff7 fs4 fc2 sc0 ls0 ws0">Spółki. <span class="_ _0"></span>Komitet <span class="_ _0"></span>Audytu <span class="_ _3"></span>pełni <span class="_ _0"></span>istotną <span class="_ _0"></span>ro<span class="_ _0"></span>lę <span class="_ _0"></span>w <span class="_ _0"></span>mo<span class="_ _0"></span>nitorowaniu <span class="_ _0"></span>procesu <span class="_ _3"></span>sprawozdawczości <span class="_ _0"></span>zrównoważonego <span class="_ _0"></span>rozwo<span class="_ _0"></span>ju. <span class="_ _0"></span>Do <span class="_ _0"></span>jego <span class="_ _3"></span>zadań <span class="_ _0"></span>nale<span class="_ _3"></span>ży <span class="_ _0"></span>w </div><div class="t m0 x1 hf y10f9 ff7 fs4 fc2 sc0 ls0 ws0">szczególności <span class="_ _18"> </span>przegląd <span class="_ _15"> </span>sprawozdań <span class="_ _15"> </span>poddanych <span class="_ _15"> </span>atestacji, <span class="_ _15"> </span>informowanie <span class="_ _15"> </span>Rady <span class="_ _15"> </span>Nadzorczej <span class="_ _15"> </span>o <span class="_ _15"> </span>wynikach  w<span class="_ _0"></span>eryfikacji<span class="_ _0"></span><span class="ff6"> <span class="_ _15"> </span>oraz <span class="_ _15"> </span>przedstawianie </span></div><div class="t m0 x1 hf y540 ff7 fs4 fc2 sc0 ls0 ws0">rekomendacji służących <span class="_ _0"></span>zapewnieniu rzetelności <span class="_ _0"></span>i przejrzystości <span class="_ _0"></span>proc<span class="_ _0"></span>esu raportowania. <span class="_ _0"></span>Komitet <span class="_ _0"></span>opracowuje rów<span class="_ _0"></span>nież politykę <span class="_ _0"></span>wyb<span class="_ _0"></span><span class="ff6">o<span class="_ _0"></span>ru firmy </span></div><div class="t m0 x1 hf y4b9 ff6 fs4 fc2 sc0 ls0 ws0">audytorskiej odpowiedzialnej za przeprowadzenie<span class="_ _1"></span> atestacji.<span class="_ _0"></span> </div><div class="t m0 x1 hf ye67 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _14"> </span>Grupie <span class="_ _14"> </span>została <span class="_ _14"> </span>przyjęta <span class="_ _14"> </span>polityka <span class="_ _14"> </span>w <span class="_ _14"> </span>zakresie <span class="_ _5"> </span>w<span class="_ _0"></span>yboru <span class="_ _14"> </span>firmy <span class="_ _14"> </span>audytorskiej <span class="_ _5"> </span>oraz<span class="_ _0"></span> <span class="_ _14"> </span>w <span class="_ _14"> </span>zakresie <span class="_ _5"> </span>świa<span class="_ _0"></span>dczenia <span class="_ _14"> </span>dodatkowych <span class="_ _14"> </span>usług <span class="_ _14"> </span>przez <span class="_ _14"> </span>f<span class="_ _3"></span>irmę </div><div class="t m0 x1 hf y10fa ff7 fs4 fc2 sc0 ls0 ws0">audytorską. <span class="ff6"> </span></div><div class="t m0 x1 hf y10fb ff7 fs4 fc2 sc0 ls0 ws0">Główne <span class="_ _14"> </span>założ<span class="_ _0"></span>enia <span class="_ _14"> </span>polityki <span class="_ _14"> </span>wyboru  fir<span class="_ _1"></span>my  au<span class="_ _1"></span>dytorskiej <span class="_ _14"> </span>zostały  określone <span class="_ _14"> </span>w <span class="_ _14"> </span>dokumencie  „Polityka <span class="_ _14"> </span>i <span class="_ _14"> </span>Procedura  w <span class="_ _14"> </span>zakresie <span class="_ _14"> </span>wyboru  fi<span class="_ _0"></span><span class="ff6">rmy </span></div><div class="t m0 x1 hf y597 ff7 fs4 fc2 sc0 ls0 ws0">audytorskiej <span class="_ _a"></span>U<span class="_ _0"></span>nimot <span class="_ _9"></span>S.A. <span class="_ _1"></span>z <span class="_ _9"></span>siedzibą <span class="_ _1"></span>w <span class="_ _9"></span>Zawadzkiem”, <span class="_ _9"></span>stanowiącym <span class="_ _1"></span>załącznik <span class="_ _9"></span>nr <span class="_ _9"></span>1 <span class="_ _1"></span>do <span class="_ _9"></span>uchwały <span class="_ _1"></span>Komitetu<span class="_ _1"></span> <span class="_ _9"></span>Audytu <span class="_ _9"></span>nr <span class="_ _1"></span>2/11/2024 <span class="_ _9"></span>z <span class="_ _1"></span>dnia <span class="_ _1"></span><span class="ff6 ls7">14<span class="ls0"> <span class="_ _9"></span>listopada </span></span></div><div class="t m0 x1 hf y11b ff6 fs4 fc2 sc0 ls0 ws0">2024 r. </div><div class="t m0 x1 hf yf96 ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _4"></span>z <span class="_ _5"> </span>tym <span class="_ _14"> </span>dokumentem, <span class="_ _4"></span>przy <span class="_ _5"> </span>przygotow<span class="_ _0"></span>ywaniu <span class="_ _4"></span>rekomendacji <span class="_ _5"> </span>wyboru <span class="_ _5"> </span>firmy <span class="_ _5"></span>audytorskiej <span class="_ _5"></span>(do <span class="_ _5"> </span>badania <span class="_ _5"> </span>sprawozdań <span class="_ _5"></span>finansowyc<span class="_ _0"></span>h <span class="_ _4"></span>lu<span class="_ _0"></span>b </div><div class="t m0 x1 hf y5e0 ff7 fs4 fc2 sc0 ls0 ws0">atestacji sprawozdawczości zrównoważonego rozwoju), Komitet Au<span class="_ _1"></span>dytu kieruje się następującymi wytycznymi i kryteriami:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf yb76 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span></span>Cena: Koszt usługi zaproponowany przez firmę audytorską.<span class="ff6"> </span></div><div class="t m0 x47 hf yeb8 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span></span>Kompleksowość usług: Możliwo<span class="_ _0"></span>ść zapewnienia pełnego zakresu badania oraz <span class="_ _0"></span>spełnienie wymogów ustawowych dotyczących </div><div class="t m0 x79 hf y10fc ff6 fs4 fc2 sc0 ls0 ws0">badania lub atestacji. </div><div class="t m0 x47 hf y1047 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span></span>Doświadczenie: <span class="_ _14"> </span>Dotyczące  zaró<span class="_ _1"></span>wno <span class="_ _14"> </span>badania <span class="_ _14"> </span>jednostek <span class="_ _14"> </span>o  podobnym <span class="_ _14"> </span>profilu <span class="_ _14"> </span>działalności, <span class="_ _14"> </span>jak <span class="_ _14"> </span>i  je<span class="_ _1"></span>dnostek <span class="_ _14"> </span>zainteresowania </div><div class="t m0 x79 hf y10fd ff6 fs4 fc2 sc0 ls0 ws0">publicznego (publicznych). </div><div class="t m0 x47 hf y2d ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span></span>Zasoby i kadra: <span class="_ _1"></span>Reputacja firmy, doświadczenie<span class="_ _1"></span> zawodowe i <span class="_ _1"></span>kwalifikacje kluczowego bi<span class="_ _1"></span>egłego rewidenta <span class="_ _1"></span>oraz zespołu, a <span class="_ _1"></span>także </div><div class="t m0 x79 hf y9d7 ff7 fs4 fc2 sc0 ls0 ws0">odpowiednia liczba osób dostępnych do przeprowadzeni<span class="_ _1"></span>a badania.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y10fe ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span></span>Terminowość: Zdolność do przeprowadzenia prac w terminach określonych p<span class="_ _1"></span>rzez Spółkę.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y10ff ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span></span>Niezależność i etyka: Potwierdzenie wymagane<span class="_ _1"></span>j przepisami niezależności firmy oraz kluczowych osób w zespole.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y1100 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span></span>Wiarygodność <span class="_ _1"></span>regul<span class="_ _1"></span>acyjna: <span class="_ _1"></span>Analiza <span class="_ _9"></span>informacji z <span class="_ _9"></span>kontroli <span class="_ _1"></span>przeprowad<span class="_ _1"></span>zonych <span class="_ _1"></span>przez <span class="_ _9"></span>Polską Ag<span class="_ _1"></span>encję <span class="_ _9"></span>Nadzoru A<span class="_ _1"></span>udytowego <span class="_ _9"></span>(PANA) </div><div class="t m0 x79 hf y5c8 ff7 fs4 fc2 sc0 ls0 ws0">oraz zapewnienie, że firma nie jest przedmiote<span class="_ _1"></span>m postępowań dyscyplinarnych ani nie ma nałożonych kar przez PANA.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf ye6f ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span></span>Kryteria wykluczające: Polityka nie wyklucza z udziału firm, które uzyskały mnie<span class="_ _1"></span>j niż 15% swojego całkowitego wynagrodzenia </div><div class="t m0 x79 hf y72f ff7 fs4 fc2 sc0 ls0 ws0">z tytułu badań jednostek zainteresowania publicznego w kraju.<span class="ff6"> </span></div><div class="t m0 x1 hf yab6 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>przypadku <span class="_ _0"></span>przedłużania <span class="_ _3"></span>umowy, <span class="_ _0"></span>dodatkowo <span class="_ _0"></span>ocenia <span class="_ _0"></span>się <span class="_ _0"></span>jako<span class="_ _0"></span>ść <span class="_ _0"></span>i <span class="_ _0"></span>cz<span class="_ _0"></span>ęstotliwość <span class="_ _0"></span>interakcji <span class="_ _0"></span>zespołu <span class="_ _0"></span>audytorskiego <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>Komitetem <span class="_ _0"></span>Audy<span class="_ _3"></span><span class="ff6">tu <span class="_ _0"></span>oraz<span class="_ _0"></span> </span></div><div class="t m0 x1 hf ye23 ff7 fs4 fc2 sc0 ls0 ws0">terminowość dotychczas świadczonych usług<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf8c" class="pf w0 h0" ><div class="pc pc8c w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">140<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Półroczne sprawozdania <span class="_ _1"></span>finansowe Emitenta <span class="_ _1"></span>i Grupy <span class="_ _1"></span>Kapitałowej podl<span class="_ _1"></span>egają przeglądowi, <span class="_ _1"></span>a roczne s<span class="_ _1"></span>prawozdania badan<span class="_ _1"></span>iu przez n<span class="_ _1"></span>iez<span class="_ _0"></span>ależnego </div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">biegłego <span class="_ _3"></span>r<span class="_ _0"></span>ewidenta. <span class="_ _4"></span>Członkowie <span class="_ _4"></span>Komitetu <span class="_ _4"></span>Audytu <span class="_ _4"></span>mają <span class="_ _4"></span>bezpośredni <span class="_ _4"></span>kontakt <span class="_ _4"></span>z <span class="_ _4"></span>Dyrektorem <span class="_ _4"></span>Biura <span class="_ _4"></span>biegłego <span class="_ _4"></span>rewidenta. <span class="_ _4"></span>Audytor <span class="_ _4"></span>w <span class="_ _4"></span>r<span class="_ _3"></span><span class="ff6">amach </span></div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">swych  procedu<span class="_ _1"></span>r  jest  zoblig<span class="_ _1"></span>owany  raportować  lub  w <span class="_ _14"> </span>razie  potrzeby  konsultować  s<span class="_ _1"></span>ię  z <span class="_ _14"> </span>Komitetem  Audytu.  Niezależnie <span class="_ _14"> </span>od  tego  przed<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y79e ff7 fs4 fc2 sc0 ls0 ws0">zakończeniem badania sprawozdań finansowych Audytor sp<span class="_ _1"></span>orządza i przekazuje do Komitetu Audytu pisemny raport.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hd y316 ff5 fs5 fc5 sc0 ls12 ws0">8.5.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">WSKAZANIE AKCJONARIUS<span class="_ _1"></span>ZY POSIADAJĄCYCH BEZPOŚREDNIO LUB POŚREDNIO ZNACZNE </span></span></div><div class="t m0 x49 hd y1101 ff8 fs5 fc5 sc0 ls0 ws0">PAKIETY AKCJI WG STANU NA 31.12.2025 I NA DZIEŃ SPORZĄDZENI<span class="_ _1"></span>A SPRAWOZDANIA   <span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x1 hf y1102 ff7 fs4 fc2 sc0 ls0 ws0">Akcjonariusze  posiadający  bezp<span class="_ _0"></span>ośrednio  lub <span class="_ _18"> </span>pośrednio  poprzez<span class="_ _0"></span>  podmioty <span class="_ _18"> </span>z<span class="_ _0"></span>ależne  co  najmniej<span class="_ _0"></span>  5% <span class="_ _15"> </span>ogólnej  liczby  głosów <span class="_ _15"> </span>na  Walnym </div><div class="t m0 x1 hf y1103 ff7 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu Emitenta na dzień 01.01.2025 r.<span class="ff6"> </span></div></div><div class="c x1 y45e wfd h7a"><div class="t m0 xa hf1 y1a3 ff5 fsa fc2 sc0 ls0 ws0">Akcjonariusz  </div></div><div class="c xd4 y45e wfe h7a"><div class="t m0 xa3 hf1 y1a3 ff5 fsa fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xc6 y45e wff h7a"><div class="t m0 x5a hf1 y1a3 ff8 fsa fc2 sc0 ls0 ws0">Udział w kapitale<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x173 y45e w100 h7a"><div class="t m0 x5d hf1 y1a3 ff8 fsa fc2 sc0 ls0 ws0">Liczba głosów<span class="ff5"> </span></div></div><div class="c x174 y45e w101 h7a"><div class="t m0 x5a hf1 y1a3 ff8 fsa fc2 sc0 ls0 ws0">Udział w głosach<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x1 y1104 wfd h75"><div class="t m0 xa hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">Unimot Express sp. z o.o.</div><div class="t m0 x175 h115 ye56 ff5 fs1c fc2 sc0 ls0 ws0">1</div><div class="t m0 x17 hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c xd4 y1104 wfe h75"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c xc6 y1104 wff h75"><div class="t m0 xc hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">43,84% </div></div><div class="c x173 y1104 w100 h75"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x174 y1104 w101 h75"><div class="t m0 xc hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">42,04% </div></div><div class="c x1 y1105 wfd h73"><div class="t m0 xa hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">Zemadon Limited</div><div class="t m0 x3a h115 ye56 ff5 fs1c fc2 sc0 ls0 ws0">1</div><div class="t m0 xc3 hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c xd4 y1105 wfe h73"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">1 616 661 </div></div><div class="c xc6 y1105 wff h73"><div class="t m0 xc hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">19,72% </div></div><div class="c x173 y1105 w100 h73"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">1 966 661 </div></div><div class="c x174 y1105 w101 h73"><div class="t m0 xc hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">23,01% </div></div><div class="c x1 y1106 wfd h116"><div class="t m0 xa hf1 y1107 ff5 fsa fc2 sc0 ls0 ws0">Nationale-Nederlanden<span class="_ _0"></span> Powszechne To<span class="_ _0"></span>warzy<span class="_ _0"></span>stwo Emerytalne S.A </div><div class="t m0 xa hf1 y1108 ff5 fsa fc2 sc0 ls0 ws0">(portfel) </div><div class="t m0 x4 h115 y253 ff5 fs1c fc2 sc0 ls0 ws0">2</div><div class="t m0 xa2 hf1 y1108 ff5 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c xd4 y1106 wfe h116"><div class="t m0 x1b hf1 y1109 ff5 fsa fc2 sc0 ls0 ws0">542 400 </div></div><div class="c xc6 y1106 wff h116"><div class="t m0 x65 hf1 y1109 ff5 fsa fc2 sc0 ls0 ws0">6,62% </div></div><div class="c x173 y1106 w100 h116"><div class="t m0 xa1 hf1 y1109 ff5 fsa fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x174 y1106 w101 h116"><div class="t m0 x65 hf1 y1109 ff5 fsa fc2 sc0 ls0 ws0">6,35% </div></div><div class="c x1 y110a wfd h7a"><div class="t m0 xa h95 y1a3 ff6 fsa fc2 sc0 ls0 ws0">w tym: Nationale-<span class="_ _0"></span>Nederlanden Otwart<span class="_ _0"></span>y Fundus<span class="_ _0"></span>z Emerytalny<span class="_ _0"></span> </div></div><div class="c xd4 y110a wfe h7a"><div class="t m0 x1b h95 y1a3 ff6 fsa fc2 sc0 ls0 ws0">428 719 </div></div><div class="c xc6 y110a wff h7a"><div class="t m0 x65 h95 y1a3 ff6 fsa fc2 sc0 ls0 ws0">5,23% </div></div><div class="c x173 y110a w100 h7a"><div class="t m0 xa1 h95 y1a3 ff6 fsa fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x174 y110a w101 h7a"><div class="t m0 x65 h95 y1a3 ff6 fsa fc2 sc0 ls0 ws0">5,02% </div></div><div class="c x1 y110b wfd h75"><div class="t m0 xa hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">Zbigniew Juroszek<span class="_ _0"></span> <span class="ff8">pośrednio i</span> <span class="ff8">bez<span class="_ _0"></span>pośrednio<span class="_ _0"></span></span> </div></div><div class="c xd4 y110b wfe h75"><div class="t m0 x1b hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">556 845 </div></div><div class="c xc6 y110b wff h75"><div class="t m0 x65 hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">6,79% </div></div><div class="c x173 y110b w100 h75"><div class="t m0 xa1 hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x174 y110b w101 h75"><div class="t m0 x65 hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">6,51% </div></div><div class="c x1 y109f wfd h90"><div class="t m0 xa h95 y60e ff6 fsa fc2 sc0 ls0 ws0">w tym: Fundacja<span class="_ _0"></span> Zbigniewa Juroszka Fu<span class="_ _0"></span>ndacja Rod<span class="_ _0"></span>zinna<span class="_ _0"></span> </div></div><div class="c xd4 y109f wfe h90"><div class="t m0 x1b h95 y60e ff6 fsa fc2 sc0 ls0 ws0">393 345 </div></div><div class="c xc6 y109f wff h90"><div class="t m0 x65 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">4,80% </div></div><div class="c x173 y109f w100 h90"><div class="t m0 xa1 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x174 y109f w101 h90"><div class="t m0 x65 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">4,60% </div></div><div class="c x1 y110c wfd h90"><div class="t m0 xa h95 y60e ff6 fsa fc2 sc0 ls0 ws0">Juroszek Hodling Sp.<span class="_ _0"></span> z o.o. </div></div><div class="c xd4 y110c wfe h90"><div class="t m0 x1b h95 y60e ff6 fsa fc2 sc0 ls0 ws0">105 000 </div></div><div class="c xc6 y110c wff h90"><div class="t m0 x65 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">1,28% </div></div><div class="c x173 y110c w100 h90"><div class="t m0 xa1 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x174 y110c w101 h90"><div class="t m0 x65 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">1,23% </div></div><div class="c x1 y110d wfd h73"><div class="t m0 xa h95 yc0d ff6 fsa fc2 sc0 ls0 ws0">Zbigniew Juroszek<span class="_ _0"></span> </div></div><div class="c xd4 y110d wfe h73"><div class="t m0 x11 h95 yc0d ff6 fsa fc2 sc0 ls0 ws0">58 500 </div></div><div class="c xc6 y110d wff h73"><div class="t m0 x65 h95 yc0d ff6 fsa fc2 sc0 ls0 ws0">0,71% </div></div><div class="c x173 y110d w100 h73"><div class="t m0 x11 h95 yc0d ff6 fsa fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x174 y110d w101 h73"><div class="t m0 x65 h95 yc0d ff6 fsa fc2 sc0 ls0 ws0">0,68% </div></div><div class="c x1 y110e wfd h75"><div class="t m0 xa hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">Pozostali </div></div><div class="c xd4 y110e wfe h75"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c xc6 y110e wff h75"><div class="t m0 xc hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">23,03% </div></div><div class="c x173 y110e w100 h75"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x174 y110e w101 h75"><div class="t m0 xc hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">22,09% </div></div><div class="c x1 y110f wfd h73"><div class="t m0 x67 hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">Razem </div></div><div class="c xd4 y110f wfe h73"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">8 197 818 </div></div><div class="c xc6 y110f wff h73"><div class="t m0 xaa hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x173 y110f w100 h73"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">8 547 818 </div></div><div class="c x174 y110f w101 h73"><div class="t m0 xaa hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y1110 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yf6e ff7 fs4 fc2 sc0 ls0 ws0">Akcjonariusze  posiadający  bezp<span class="_ _0"></span>ośrednio  lub <span class="_ _18"> </span>pośrednio  poprzez<span class="_ _0"></span>  podmioty <span class="_ _18"> </span>z<span class="_ _0"></span>ależne  co  najmniej<span class="_ _0"></span>  5% <span class="_ _15"> </span>ogólnej  liczby  głosów <span class="_ _15"> </span>na  Walnym </div><div class="t m0 x1 hf y6de ff7 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu Emitenta 31.12.2025 r. i na dzień przekazania niniejszego raportu okresowego:<span class="ff6"> </span></div></div><div class="c x1 y1111 w102 haf"><div class="t m0 xa hf1 y170 ff5 fsa fc2 sc0 ls0 ws0">Akcjonariusz  </div></div><div class="c xd4 y1111 wfe haf"><div class="t m0 xa3 hf1 y170 ff5 fsa fc2 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x90 y1111 w103 haf"><div class="t m0 x5a hf1 y170 ff8 fsa fc2 sc0 ls0 ws0">Udział w kapitale<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x173 y1111 wfe haf"><div class="t m0 x5d hf1 y170 ff8 fsa fc2 sc0 ls0 ws0">Liczba głosów<span class="ff5"> </span></div></div><div class="c x174 y1111 w104 haf"><div class="t m0 x5a hf1 y170 ff8 fsa fc2 sc0 ls0 ws0">Udział w głosach<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c x1 y10d6 w102 h75"><div class="t m0 xa hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">Unimot Express sp. z o.o.</div><div class="t m0 x175 h115 y2f7 ff5 fs1c fc2 sc0 ls0 ws0">1</div><div class="t m0 x17 hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c xd4 y10d6 wfe h75"><div class="t m0 x4c hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x90 y10d6 w103 h75"><div class="t m0 xc hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">43,84% </div></div><div class="c x173 y10d6 wfe h75"><div class="t m0 x4c hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">3 593 625 </div></div><div class="c x174 y10d6 w104 h75"><div class="t m0 xc hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">42,04% </div></div><div class="c x1 y3ca w102 h73"><div class="t m0 xa hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">Zemadon Limited</div><div class="t m0 x3a h115 ye56 ff5 fs1c fc2 sc0 ls0 ws0">1</div><div class="t m0 xc3 hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c xd4 y3ca wfe h73"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">1 616 661 </div></div><div class="c x90 y3ca w103 h73"><div class="t m0 xc hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">19,72% </div></div><div class="c x173 y3ca wfe h73"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">1 966 661 </div></div><div class="c x174 y3ca w104 h73"><div class="t m0 xc hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">23,01% </div></div><div class="c x1 y549 w102 h117"><div class="t m0 xa hf1 y157 ff5 fsa fc2 sc0 ls0 ws0">Nationale-Nederlanden<span class="_ _0"></span> Powszechne To<span class="_ _0"></span>warzy<span class="_ _0"></span>stwo Emerytalne S.A </div><div class="t m0 xa hf1 y9ee ff5 fsa fc2 sc0 ls0 ws0">(portfel) </div><div class="t m0 x4 h115 ya1b ff5 fs1c fc2 sc0 ls0 ws0">2</div><div class="t m0 xa2 hf1 y9ee ff5 fsa fc2 sc0 ls0 ws0"> </div></div><div class="c xd4 y549 wfe h117"><div class="t m0 x1b hf1 y1057 ff5 fsa fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x90 y549 w103 h117"><div class="t m0 x65 hf1 y1057 ff5 fsa fc2 sc0 ls0 ws0">6,62% </div></div><div class="c x173 y549 wfe h117"><div class="t m0 x1b hf1 y1057 ff5 fsa fc2 sc0 ls0 ws0">542 400 </div></div><div class="c x174 y549 w104 h117"><div class="t m0 x65 hf1 y1057 ff5 fsa fc2 sc0 ls0 ws0">6,35% </div></div><div class="c x1 y1112 w102 h7a"><div class="t m0 xa h95 y170 ff6 fsa fc2 sc0 ls0 ws0">w tym: Nationale-<span class="_ _0"></span>Nederlanden Otwart<span class="_ _0"></span>y Fundus<span class="_ _0"></span>z Emerytalny<span class="_ _0"></span> </div></div><div class="c xd4 y1112 wfe h7a"><div class="t m0 x1b h95 y170 ff6 fsa fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x90 y1112 w103 h7a"><div class="t m0 x65 h95 y170 ff6 fsa fc2 sc0 ls0 ws0">5,23% </div></div><div class="c x173 y1112 wfe h7a"><div class="t m0 x1b h95 y170 ff6 fsa fc2 sc0 ls0 ws0">428 719 </div></div><div class="c x174 y1112 w104 h7a"><div class="t m0 x65 h95 y170 ff6 fsa fc2 sc0 ls0 ws0">5,02% </div></div><div class="c x1 y1113 w102 h73"><div class="t m0 xa hf1 yc0d ff8 fsa fc2 sc0 ls0 ws0">Zbigniew Juroszek po<span class="_ _0"></span>średnio i<span class="ff5"> </span>bez<span class="_ _0"></span>pośrednio<span class="_ _0"></span><span class="ff5"> </span></div></div><div class="c xd4 y1113 wfe h73"><div class="t m0 x1b hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x90 y1113 w103 h73"><div class="t m0 x65 hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">6,79% </div></div><div class="c x173 y1113 wfe h73"><div class="t m0 x1b hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">556 845 </div></div><div class="c x174 y1113 w104 h73"><div class="t m0 x65 hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">6,51% </div></div><div class="c x1 y1114 w102 h90"><div class="t m0 xa h95 y60e ff6 fsa fc2 sc0 ls0 ws0">w tym: Fundacja<span class="_ _0"></span> Zbigniewa Juroszka Fu<span class="_ _0"></span>ndacja Rod<span class="_ _0"></span>zinna<span class="_ _0"></span> </div></div><div class="c xd4 y1114 wfe h90"><div class="t m0 x1b h95 y60e ff6 fsa fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x90 y1114 w103 h90"><div class="t m0 x65 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">4,80% </div></div><div class="c x173 y1114 wfe h90"><div class="t m0 x1b h95 y60e ff6 fsa fc2 sc0 ls0 ws0">393 345 </div></div><div class="c x174 y1114 w104 h90"><div class="t m0 x65 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">4,60% </div></div><div class="c x1 y1115 w102 h90"><div class="t m0 xa h95 y60e ff6 fsa fc2 sc0 ls0 ws0">Juroszek Hodling Sp.<span class="_ _0"></span> z o.o. </div></div><div class="c xd4 y1115 wfe h90"><div class="t m0 x1b h95 y60e ff6 fsa fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x90 y1115 w103 h90"><div class="t m0 x65 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">1,28% </div></div><div class="c x173 y1115 wfe h90"><div class="t m0 x1b h95 y60e ff6 fsa fc2 sc0 ls0 ws0">105 000 </div></div><div class="c x174 y1115 w104 h90"><div class="t m0 x65 h95 y60e ff6 fsa fc2 sc0 ls0 ws0">1,23% </div></div><div class="c x1 y1116 w102 h73"><div class="t m0 xa h95 yc0d ff6 fsa fc2 sc0 ls0 ws0">Zbigniew Juroszek<span class="_ _0"></span> </div></div><div class="c xd4 y1116 wfe h73"><div class="t m0 x11 h95 yc0d ff6 fsa fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x90 y1116 w103 h73"><div class="t m0 x65 h95 yc0d ff6 fsa fc2 sc0 ls0 ws0">0,71% </div></div><div class="c x173 y1116 wfe h73"><div class="t m0 x11 h95 yc0d ff6 fsa fc2 sc0 ls0 ws0">58 500 </div></div><div class="c x174 y1116 w104 h73"><div class="t m0 x65 h95 yc0d ff6 fsa fc2 sc0 ls0 ws0">0,68% </div></div><div class="c x1 y1117 w102 h75"><div class="t m0 xa hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">Pozostali </div></div><div class="c xd4 y1117 wfe h75"><div class="t m0 x4c hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x90 y1117 w103 h75"><div class="t m0 xc hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">23,03% </div></div><div class="c x173 y1117 wfe h75"><div class="t m0 x4c hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">1 888 287 </div></div><div class="c x174 y1117 w104 h75"><div class="t m0 xc hf1 y2ef ff5 fsa fc2 sc0 ls0 ws0">22,09% </div></div><div class="c x1 y1118 w102 h7d"><div class="t m0 x67 hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">Razem </div></div><div class="c xd4 y1118 wfe h7d"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">8 197 818 </div></div><div class="c x90 y1118 w103 h7d"><div class="t m0 xaa hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x173 y1118 wfe h7d"><div class="t m0 x4c hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">8 547 818 </div></div><div class="c x174 y1118 w104 h7d"><div class="t m0 xaa hf1 yc0d ff5 fsa fc2 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h13 ya76 ff9 fs9 fc2 sc0 ls0 ws0">1 <span class="_ _3"></span> <span class="_ _3"></span> <span class="_ _4"></span>Pośredni<span class="_ _1"></span>o <span class="_ _3"></span>kontrolują<span class="_ _1"></span>cym <span class="_ _3"></span>Emitenta <span class="_ _3"></span>oraz <span class="_ _3"></span>spółki <span class="_ _3"></span>Unimot <span class="_ _3"></span>Express <span class="_ _3"></span>sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>oraz <span class="_ _3"></span>Zemadon<span class="_ _0"></span><span class="ffa"> <span class="_ _3"></span></span>Ltd., <span class="_ _3"></span>za <span class="_ _3"></span>pośrednictwem <span class="_ _3"></span>„Family <span class="_ _3"></span>First <span class="_ _3"></span>Foundation” <span class="_ _3"></span>i <span class="_ _3"></span>w <span class="_ _3"></span>związku <span class="_ _3"></span>z </div><div class="t m0 x1 h13 y1119 ff9 fs9 fc2 sc0 ls0 ws0">porozumieni<span class="_ _1"></span>em <span class="_ _0"></span>zawartym <span class="_ _0"></span>dnia 5.12.2016 <span class="_ _3"></span>r. <span class="_ _0"></span>pomiędzy małżonkami Adamem <span class="_ _0"></span>Antonim <span class="_ _0"></span>Sikorskim i <span class="_ _0"></span>Magdaleną <span class="_ _0"></span>Sikorską <span class="_ _0"></span>i <span class="_ _0"></span>ich <span class="_ _0"></span>córkami <span class="_ _0"></span>(ane<span class="_ _0"></span><span class="ffa">ksowanym <span class="_ _0"></span>w <span class="_ _3"></span>dniu<span class="_ _1"></span> <span class="_ _0"></span>9 </span></div><div class="t m0 x1 h13 y186 ff9 fs9 fc2 sc0 ls0 ws0">grudnia 2025 r.) („Porozumienie”) co do prowadzen<span class="ffa">ia wspólnej polityki wobec Unimot Express sp. z o.o. oraz Unimot S.A., <span class="_ _0"></span>jest Pan Adam Antoni Sikorski wraz </span></div><div class="t m0 x1 h13 yfe ff9 fs9 fc2 sc0 ls0 ws0">z rodziną. Szczegó<span class="_ _1"></span>łowy opis st<span class="_ _1"></span>ruktury pod<span class="_ _1"></span>miotów sprawu<span class="_ _1"></span>jących kontrol<span class="_ _1"></span>ę nad Emitent<span class="_ _1"></span>em znajduje si<span class="_ _1"></span>ę w punkcie <span class="ffa">3.1 Sprawozdani<span class="_ _1"></span>a.  </span></div><div class="t m0 x1 h13 y111a ffa fs9 fc2 sc0 ls0 ws0">2 <span class="_ _5"> </span>   <span class="_ _5"> </span>Nationale-<span class="ff9">Nederlan<span class="_ _1"></span>den <span class="_ _5"> </span>Powszechne <span class="_ _5"> </span>T<span class="_ _0"></span>owarzystwo <span class="_ _5"> </span>Emerytalne <span class="_ _5"> </span>S.A. <span class="_ _14"> </span>za <span class="_ _5"> </span>pośrednictwem <span class="_ _5"> </span>wskazanego <span class="_ _5"> </span>powyżej <span class="_ _14"> </span>Natio<span class="_ _1"></span>nale<span class="ffa">-Nederlanden <span class="_ _5"> </span>Otwarty <span class="_ _14"> </span>Fundusz </span></span></div><div class="t m0 x1 h13 y581 ffa fs9 fc2 sc0 ls0 ws0">Emerytalny  oraz:  Natio<span class="_ _1"></span>nale-Nederlanden<span class="_ _1"></span>  Dobrowolny  Fundu<span class="_ _1"></span>sz  Emerytalny,  Nationale-Nederland<span class="_ _1"></span>en  Dobrowolny  Fundu<span class="_ _1"></span>sz  Emerytalny  Nasze  Jutro  2025, </div><div class="t m0 x1 h13 y111b ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _14"> </span>Dobrowo<span class="_ _1"></span>lny  Fundusz <span class="_ _14"> </span>Emerytalny <span class="_ _5"> </span>Nasze  Jutro  2030, <span class="_ _5"> </span>Nationale-Nederlanden <span class="_ _14"> </span>Dobrowolny <span class="_ _5"> </span>F<span class="_ _0"></span>undusz  Emeryta<span class="_ _1"></span>lny <span class="_ _14"> </span>Nasze  J<span class="_ _1"></span>utro  2035, </div></div></div><div class="pi" ></div></div><div id="pf8d" class="pf w0 h0" ><div class="pc pc8d w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">141<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 h13 y111c ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _14"> </span>Dobrowo<span class="_ _1"></span>lny  Fundusz <span class="_ _14"> </span>Emerytalny <span class="_ _5"> </span>Nasze  Jutro  2040, <span class="_ _5"> </span>Nationale-Nederlanden <span class="_ _14"> </span>Dobrowolny <span class="_ _5"> </span>F<span class="_ _0"></span>undusz  Emeryta<span class="_ _1"></span>lny <span class="_ _14"> </span>Nasze  J<span class="_ _1"></span>utro  2045, </div><div class="t m0 x1 h13 y111d ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden <span class="_ _14"> </span>Dobrowo<span class="_ _1"></span>lny  Fundusz <span class="_ _14"> </span>Emerytalny <span class="_ _5"> </span>Nasze  Jutro  2050, <span class="_ _5"> </span>Nationale-Nederlanden <span class="_ _14"> </span>Dobrowolny <span class="_ _5"> </span>F<span class="_ _0"></span>undusz  Emerytaln<span class="_ _1"></span>y  Nasze <span class="_ _5"> </span>Jutro  2055, </div><div class="t m0 x1 h13 y111e ffa fs9 fc2 sc0 ls0 ws0">National<span class="_ _1"></span>e-Nederlanden<span class="_ _1"></span> Dobrowolny Fundu<span class="_ _1"></span>sz Emerytalny Na<span class="_ _1"></span>sze Jutro 2060 i<span class="_ _1"></span> National<span class="_ _1"></span>e-Nederlanden Dobro<span class="_ _1"></span>wolny Fundusz Emeryta<span class="_ _1"></span>lny Nasze Ju<span class="_ _1"></span>tro 2065. </div><div class="t m0 x1 h13 y111f ffa fs9 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1120 ff7 fs4 fc2 sc0 ls0 ws0">W okresie <span class="_ _1"></span>od 01.01.2025 <span class="_ _1"></span>r. do <span class="_ _1"></span>dnia <span class="_ _1"></span>publikacji <span class="_ _1"></span>raportu okresowego <span class="_ _1"></span>nie b<span class="_ _1"></span>yło zmiany w s<span class="_ _1"></span>trukturze <span class="_ _1"></span>własności <span class="_ _1"></span>znacznych pakietów <span class="_ _1"></span>ak<span class="_ _0"></span><span class="ff6">cji UNIMOT<span class="_ _1"></span> </span></div><div class="t m0 x1 hf y1121 ff6 fs4 fc2 sc0 ls0 ws0">S.A. </div><div class="t m0 x47 hd y15a ff5 fs5 fc5 sc0 ls12 ws0">8.6.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">WSKAZANIE POSIADACZ<span class="_ _1"></span>Y WSZELKICH PAPIERÓW WARTOŚCIOWYCH, KTÓRE DAJĄ </span></span></div><div class="t m0 x49 hd y1122 ff8 fs5 fc5 sc0 ls0 ws0">SPECJALNE UPRAWNIENIA KONTROLNE, WRAZ Z OPISEM TYCH UPRAWNIEŃ   <span class="ff5"> </span></div><div class="t m0 x1 hf y1123 ff6 fs4 fc2 sc0 ls0 ws0">Zemadon <span class="_ _0"></span>Ltd. <span class="_ _0"></span>posiada <span class="_ _0"></span>350 <span class="ff7">000 <span class="_ _3"></span>akcji serii <span class="_ _0"></span>B <span class="_ _3"></span>Emitenta uprzywilejowanych <span class="_ _0"></span>co <span class="_ _3"></span>do <span class="_ _0"></span>głosu w<span class="_ _0"></span> <span class="_ _0"></span>ten <span class="_ _0"></span>sposób, <span class="_ _0"></span>że <span class="_ _0"></span>na <span class="_ _3"></span>jedną akcję <span class="_ _0"></span>przypadają <span class="_ _3"></span>dwa <span class="_ _0"></span>głosy </span></div><div class="t m0 x1 hf y1124 ff7 fs4 fc2 sc0 ls0 ws0">na WZA, stanowiących 4,27% w kapitale zakładowym i uprawni<span class="_ _1"></span>ających do 700 000 głosów, tj. 8,19% głosów na walnym zgromadzeniu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1125 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y1126 ff5 fs5 fc5 sc0 ls12 ws0">8.7.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">WSKAZANIE WSZELKICH <span class="_ _1"></span>OGRANICZEŃ ODNOŚNIE DO WYKONYWANIA PRAWA GŁOSU LUB </span></span></div><div class="t m0 x49 hd yfcd ff8 fs5 fc5 sc0 ls0 ws0">ZAPISY, ZGODNIE Z KTÓRYMI, PRZY WSPÓŁPRACY SPÓŁKI, PRAWA KAPI<span class="_ _1"></span>TAŁOWE ZWIĄZANE </div><div class="t m0 x49 hd y3bc ff8 fs5 fc5 sc0 ls0 ws0">Z PAPIERAMI WARTOŚCIOWYMI SĄ ODDZIELONE OD POSIADANIA PAPIE<span class="_ _1"></span>RÓW </div><div class="t m0 x49 hd ye63 ff8 fs5 fc5 sc0 ls0 ws0">WARTOŚCIOWYCH   <span class="ff5"> </span></div><div class="t m0 x1 hf ye12 ff7 fs4 fc2 sc0 ls0 ws0">Akcje <span class="_ _4"></span>Emitenta <span class="_ _4"></span>nie <span class="_ _5"></span>posiadają <span class="_ _4"></span>ża<span class="_ _0"></span>dnych <span class="_ _4"></span>ograniczeń <span class="_ _4"></span>odnoś<span class="_ _0"></span>nie <span class="_ _4"></span>do <span class="_ _5"></span>wykonywania <span class="_ _4"></span>praw <span class="_ _4"></span>gło<span class="_ _0"></span>su <span class="_ _4"></span>na <span class="_ _4"></span>WZ<span class="_ _0"></span>A. <span class="_ _4"></span>Ograniczenia <span class="_ _4"></span>mo<span class="_ _0"></span>gą <span class="_ _4"></span>wynikać <span class="_ _5"></span>z <span class="_ _4"></span>ogólni<span class="_ _3"></span><span class="ff6 ls3c">e </span></div><div class="t m0 x1 hf y1127 ff7 fs4 fc2 sc0 ls0 ws0">obowiązujących przepisów prawa m.in. Ustawy o ofercie w przypadku<span class="_ _1"></span> naruszenia przepisów dotyczących wezwań na akcje i Kodeksu Spół<span class="ff6">ek<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y789 ff7 fs4 fc2 sc0 ls0 ws0">Handlowych <span class="_ _14"> </span>art. <span class="_ _14"> </span>6.  W <span class="_ _14"> </span>Statucie  Sp<span class="_ _1"></span>ółki <span class="_ _14"> </span>nie  przewidziano <span class="_ _14"> </span>również <span class="_ _14"> </span>żadnych  uprawnień <span class="_ _14"> </span>osobistych <span class="_ _14"> </span>oddzielonych  od <span class="_ _14"> </span>posiadania <span class="_ _14"> </span>papieró<span class="_ _3"></span><span class="ff6 ls41">w </span></div><div class="t m0 x1 hf y2be ff7 fs4 fc2 sc0 ls0 ws0">wartościowych.<span class="ff6"> </span></div><div class="t m0 x1 hf y8d1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y1128 ff5 fs5 fc5 sc0 ls12 ws0">8.8.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">WSKAZANIE WSZELKICH <span class="_ _1"></span>OGRANICZEŃ DOTYCZĄCYCH PRZENOSZENIA PRAWA WŁASNOŚCI </span></span></div><div class="t m0 x49 hd y1129 ff8 fs5 fc5 sc0 ls0 ws0">PAPIERÓW WARTOŚCIOWYCH EMITENTA   <span class="ff5"> </span></div><div class="t m0 x1 hf y112a ff7 fs4 fc2 sc0 ls0 ws0">Nie istnieją ograniczenia w przenoszeniu praw własności akcji na okaziciela. <span class="ff6"> </span></div><div class="t m0 x1 hf ye4b ff7 fs4 fc2 sc0 ls0 ws0">Zbywalność imiennych uprzywilejowanych co do głosu Akcji Serii B jest ograniczona na podstawie § 10 Statutu Spółki. Prawo pie<span class="_ _0"></span>rwszeństwa </div><div class="t m0 x1 hf y112b ff7 fs4 fc2 sc0 ls0 ws0">nabycia <span class="_ _14"> </span>akcji <span class="_ _14"> </span>imiennych <span class="_ _14"> </span>w  Spółce <span class="_ _14"> </span>przysługuje <span class="_ _14"> </span>pozostałym  akcj<span class="_ _1"></span>onariu<span class="_ _1"></span>szom <span class="_ _14"> </span>akcji  imie<span class="_ _1"></span>nnych, <span class="_ _14"> </span>proporcjonalnie <span class="_ _14"> </span>do  i<span class="_ _1"></span>lości <span class="_ _14"> </span>posiad<span class="_ _0"></span><span class="ff6">a<span class="_ _0"></span>nych  akcji </span></div><div class="t m0 x1 hf y6f4 ff6 fs4 fc2 sc0 ls0 ws0">imiennych. </div><div class="t m0 x1 hf yd7e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y112c ff5 fs5 fc5 sc0 ls12 ws0">8.9.<span class="ff3 ls0"> <span class="_ _12"> </span><span class="ff8">OPIS ZASAD ZMIANY STATUTU LUB UM<span class="_ _1"></span>OWY SPÓŁKI EMITENTA     <span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y1068 ff7 fs4 fc2 sc0 ls0 ws0">Zmiana <span class="_ _4"></span>Statutu <span class="_ _4"></span>dokonywana <span class="_ _4"></span>jest <span class="_ _4"></span>na <span class="_ _4"></span>podstawie <span class="_ _4"></span>Kodeksu <span class="_ _4"></span>Spółek <span class="_ _4"></span>Handlowych. <span class="_ _4"></span>Zmiana <span class="_ _4"></span>Statutu <span class="_ _4"></span>wymaga <span class="_ _4"></span>uchwały <span class="_ _4"></span>Walnego <span class="_ _4"></span>Zgromadzenia <span class="_ _4"></span>i<span class="_ _0"></span> </div><div class="t m0 x1 hf y331 ff7 fs4 fc2 sc0 ls0 ws0">wpisu <span class="_ _0"></span>do <span class="_ _3"></span>r<span class="_ _0"></span>ejestru. <span class="_ _3"></span>Uchwała <span class="_ _3"></span>o <span class="_ _3"></span>zmianie <span class="_ _3"></span>Statutu <span class="_ _0"></span>S<span class="_ _0"></span>półki <span class="_ _3"></span>zapada <span class="_ _3"></span>większością <span class="_ _3"></span>trzech <span class="_ _3"></span>czwartych <span class="_ _3"></span>głosów. <span class="_ _0"></span>Zmianę <span class="_ _3"></span>statutu <span class="_ _3"></span>Zarząd <span class="_ _3"></span>zgłasza<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span></span>do <span class="_ _3"></span>Sąd<span class="ff6 ls2b">u </span></div><div class="t m0 x1 hf y112d ff7 fs4 fc2 sc0 ls0 ws0">Rejestrowego. <span class="_ _19"> </span>Walne<span class="_ _1"></span> <span class="_ _19"> </span>Zgromadzenie<span class="_ _1"></span> <span class="_ _19"> </span>może <span class="_ _19"> </span>up<span class="_ _1"></span>oważnić <span class="_ _19"> </span>Radę <span class="_ _17"> </span>Nadzorczą <span class="_ _19"> </span>do <span class="_ _19"> </span>ustalenia <span class="_ _17"> </span>jednolitego <span class="_ _19"> </span>tekstu <span class="_ _17"> </span>zmienio<span class="_ _0"></span>nego <span class="_ _19"> </span>Statutu<span class="_ _1"></span> <span class="_ _19"> </span>lub </div><div class="t m0 x1 hf y79 ff7 fs4 fc2 sc0 ls0 ws0">wprowadzenia innych zmian o <span class="_ _0"></span>charakterze redakcyjnym określonych <span class="_ _0"></span>w Uchwale <span class="_ _0"></span>Walnego Zgromadzenia. Zmiany Statutu Spółki <span class="_ _0"></span>obowiąz<span class="_ _3"></span>ują </div><div class="t m0 x1 hf y112e ff6 fs4 fc2 sc0 ls0 ws0">od dni<span class="ff7">a ich wpisu do rejestru przedsiębiorców.</span> </div><div class="t m0 x1 hf y10fd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y112f ff5 fs5 fc5 sc0 ls0 ws0">8.10.<span class="ff3"> <span class="_ _44"> </span><span class="ff8">SPOSÓB DZIA<span class="_ _0"></span>ŁANIA WALNEGO ZGROMADZENIA<span class="_ _1"></span> I JEGO ZASADNICZE UPRAWNIENIA ORAZ </span></span></div><div class="t m0 x49 hd yf9 ff5 fs5 fc5 sc0 ls0 ws0">OPIS PRAW AKCJONARIUSZY I SPOSOBU ICH WYKONYWANIA   </div><div class="t m0 x1 hf y30b ff7 fs4 fc2 sc0 ls0 ws0">Nadrzędnym <span class="_ _9"></span>aktem prawn<span class="_ _1"></span>ym <span class="_ _1"></span>regulującym <span class="_ _9"></span>działanie <span class="_ _1"></span>Walnego <span class="_ _1"></span>Zgromadzenia <span class="_ _9"></span>jest <span class="_ _1"></span>Kodeks <span class="_ _9"></span>Spółek Handlowych. <span class="_ _9"></span>Szczegółowe działani<span class="_ _1"></span>a <span class="_ _9"></span>Waln<span class="_ _0"></span><span class="ff6">ego<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y64e ff7 fs4 fc2 sc0 ls0 ws0">Zgromadzenia określone<span class="_ _1"></span> są przez Statu<span class="_ _1"></span>t Spółki i Regulamin <span class="_ _1"></span>obrad Walnego <span class="_ _1"></span>Zgromadzenia Akcjonariuszy S<span class="_ _1"></span>półki Unimot S<span class="_ _1"></span>.A. przyjęty uchwałą </div><div class="t m0 x1 hf ydf7 ff7 fs4 fc2 sc0 ls0 ws0">nr <span class="_ _4"></span>2 <span class="_ _4"></span>Zwyczajnego <span class="_ _4"></span>Walnego <span class="_ _5"></span>Zgromadzenia <span class="_ _4"></span>Unimot <span class="_ _4"></span>S.A. <span class="_ _4"></span>z <span class="_ _5"></span>dnia <span class="_ _4"></span>3 <span class="_ _4"></span>czerwca <span class="_ _5"></span>2020 <span class="_ _4"></span>r. <span class="_ _4"></span>oraz <span class="_ _4"></span>Regulamin <span class="_ _4"></span>zasad <span class="_ _4"></span>udziału <span class="_ _5"></span>w <span class="_ _4"></span>Walnym <span class="_ _4"></span>Zgromadzeniu<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y4a8 ff7 fs4 fc2 sc0 ls0 ws0">UNIMOT S.A. przy wykorzystywaniu ś<span class="_ _1"></span>rodków komunikacji elektronicznej przyjęty<span class="ff6"> </span>uchwałą nr 3 Zwyczajnego Walnego Zgromadzenia<span class="ff6"> Unimot </span></div><div class="t m0 x1 hc y1130 ff7 fs4 fc2 sc0 ls0 ws0">S.A.  z  dnia  3  czerwca  2020  rok<span class="_ _1"></span>u.  Dokumenty  te  s<span class="_ _1"></span>ą  dostępne  na  stronie  internetowej  Sp<span class="_ _1"></span>ółki: <span class="_ _15"> </span><span class="ff6 fs6 fc11">www.unimot.pl</span><span class="ff6">  </span>w  zakładce <span class="_ _14"> </span>Relacje<span class="_ _0"></span> </div><div class="t m0 x1 hf y52c ff7 fs4 fc2 sc0 ls0 ws0">Inwestorskie i Ład Korporacyjny.<span class="ff6"> </span></div><div class="t m0 x1 hf y42d ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _18"> </span>2025 <span class="_ _15"> </span>roku <span class="_ _18"> </span>odbyło <span class="_ _15"> </span>się <span class="_ _18"> </span>jedno <span class="_ _15"> </span>zwyczajne <span class="_ _18"> </span>walne <span class="_ _15"> </span>zgromadzenie  Spółki <span class="_ _15"> </span>i <span class="_ _18"> </span>je<span class="_ _0"></span>dno  nadzwycz<span class="_ _0"></span>ajne <span class="_ _18"> </span>w<span class="_ _0"></span>alne  zgromadzenie <span class="_ _15"> </span>Spółki,  w<span class="_ _0"></span> <span class="_ _18"> </span>których </div><div class="t m0 x1 hf y1131 ff7 fs4 fc2 sc0 ls0 ws0">akcjonariusze <span class="_ _5"></span>mogli <span class="_ _5"></span>wziąć <span class="_ _5"> </span>udział <span class="_ _5"> </span>i <span class="_ _14"> </span>głosować <span class="_ _4"></span>z <span class="_ _5"> </span>wyko<span class="_ _0"></span>rzystanie<span class="_ _1"></span>m <span class="_ _5"> </span>środków <span class="_ _5"> </span>komunikacji <span class="_ _5"> </span>elektronicznej. <span class="_ _5"> </span>Obrady <span class="_ _5"> </span>walnego <span class="_ _5"> </span>z<span class="_ _0"></span>gromadzenia <span class="_ _14"> </span>były </div><div class="t m0 x1 hf y1132 ff6 fs4 fc2 sc0 ls0 ws0">rów<span class="ff7">nież transmitowane online w sieci In<span class="_ _1"></span>ternet.<span class="ff6"> </span></span></div></div><span class="d m1" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">142<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h16 y10c2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Zwołanie, odwołanie i ogłoszenie przerwy w obradach walnego zgromadzenia S<span class="_ _1"></span>półki<span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y10c3 ff7 fs4 fc2 sc0 ls0 ws0">Walne <span class="_ _9"></span>Zgromadzenie <span class="_ _9"></span>zwo<span class="_ _0"></span>ływane <span class="_ _9"></span>jest <span class="_ _1"></span>w <span class="_ _9"></span>sposób <span class="_ _1"></span>i <span class="_ _9"></span>w <span class="_ _9"></span>przypa<span class="_ _0"></span>dkach <span class="_ _9"></span>wskaz<span class="_ _0"></span>anych <span class="_ _9"></span>w <span class="_ _1"></span>Kodeksie <span class="_ _9"></span>spółek <span class="_ _1"></span>handlowych <span class="_ _9"></span>oraz <span class="_ _1"></span>Statucie <span class="_ _a"></span>S<span class="_ _0"></span>półki. <span class="_ _9"></span>Szcz<span class="_ _3"></span>egółowy </div><div class="t m0 x1 hf y1133 ff7 fs4 fc2 sc0 ls0 ws0">sposób zwoływania i odwoływania Walnego Zgromadzen<span class="_ _1"></span>ia Spółki określony jest w Regulaminie Walnego Zgromadzenia. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1134 ff7 fs4 fc2 sc0 ls0 ws0">Walne <span class="_ _3"></span>Zgromadzenie <span class="_ _3"></span>zwołuje <span class="_ _3"></span>Zarząd <span class="_ _3"></span>Spółki <span class="_ _4"></span>z <span class="_ _3"></span>własnej <span class="_ _3"></span>inicjatywy, <span class="_ _3"></span>podejmując <span class="_ _3"></span>stosowną <span class="_ _4"></span>uchwałę <span class="_ _3"></span>i <span class="_ _3"></span>ustalając <span class="_ _3"></span>porządek <span class="_ _3"></span>o<span class="_ _0"></span>brad <span class="_ _3"></span>tego <span class="_ _3"></span>wa<span class="_ _3"></span><span class="ff6">lnego </span></div><div class="t m0 x1 hf y1135 ff6 fs4 fc2 sc0 ls0 ws0">zgromadzenia.  </div><div class="t m0 x1 hf y1136 ff7 fs4 fc2 sc0 ls0 ws0">Walne Zgromadzenie może być zwyczajne lub nadzwyczajne. <span class="ff6"> </span></div><div class="t m0 x1 hf y1137 ff7 fs4 fc2 sc0 ls0 ws0">Zwyczajne <span class="_ _0"></span>Walne <span class="_ _0"></span>Zgromadzenie <span class="_ _0"></span>zw<span class="_ _0"></span>oływane <span class="_ _0"></span>jest <span class="_ _0"></span>corocznie <span class="_ _0"></span>nie <span class="_ _0"></span>później <span class="_ _0"></span>niż <span class="_ _0"></span>na <span class="_ _3"></span>dzień 30 <span class="_ _3"></span>czerwca <span class="_ _0"></span>każdego <span class="_ _0"></span>roku. <span class="_ _0"></span>Jeżeli <span class="_ _0"></span>Zarząd <span class="_ _0"></span>Spółki <span class="_ _4"></span>nie <span class="_ _0"></span>zwoła </div><div class="t m0 x1 hf y1138 ff7 fs4 fc2 sc0 ls0 ws0">zwyczajnego <span class="_ _16"> </span>walnego <span class="_ _17"> </span>zgromadzen<span class="_ _1"></span>ia <span class="_ _16"> </span>w <span class="_ _17"> </span>kodeksowym <span class="_ _16"> </span>terminie, <span class="_ _16"> </span>samodzielne <span class="_ _16"> </span>prawo <span class="_ _17"> </span>do <span class="_ _16"> </span>jego <span class="_ _16"> </span>zwołania <span class="_ _17"> </span>posiada <span class="_ _16"> </span>Rada <span class="_ _16"> </span>Nadzorcza <span class="_ _17"> </span>lub </div><div class="t m0 x1 hf y1139 ff6 fs4 fc2 sc0 ls0 ws0">akc<span class="ff7">jonariusze reprezentujący co najmniej połowę kapitału zakładowego lub głosów w Spółce.</span> </div><div class="t m0 x1 hf ya80 ff7 fs4 fc2 sc0 ls0 ws0">Nadzwyczajne Walne <span class="_ _1"></span>Zgromadzenie<span class="_ _1"></span> może zwołać <span class="_ _1"></span>Zarząd z <span class="_ _9"></span>w<span class="_ _0"></span>łasnej in<span class="_ _1"></span>icjatywy i jeżel<span class="_ _1"></span>i uzna <span class="_ _1"></span>to za <span class="_ _1"></span>wskazane <span class="_ _1"></span>również Rada <span class="_ _1"></span>Nadzorcza. <span class="ff6">Prawo do </span></div><div class="t m0 x1 hf y113a ff7 fs4 fc2 sc0 ls0 ws0">żądania zwołania Nadzwyczajnego Walnego Zgromadzeni<span class="_ _1"></span>a mają akcjonariusze reprezentujący co najmniej 1/20 kapitału zakładowe<span class="ff6">go<span class="_ _0"></span>. </span></div><div class="t m0 x1 hf y7a8 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>przypadku, gdy <span class="_ _0"></span>Walne <span class="_ _0"></span>Zgroma<span class="_ _0"></span>dzenie <span class="_ _0"></span>zwoływane <span class="_ _0"></span>jest przez <span class="_ _0"></span>org<span class="_ _0"></span>an in<span class="_ _0"></span>ny <span class="_ _0"></span>niż <span class="_ _0"></span>Zarząd <span class="_ _0"></span>lub <span class="_ _0"></span>na <span class="_ _0"></span>żądanie <span class="_ _0"></span>osoby <span class="_ _0"></span>trzeciej, <span class="_ _0"></span>Zarząd <span class="_ _0"></span>zobowiąz<span class="_ _4"></span><span class="ff6">any jest </span></div><div class="t m0 x1 hf y113b ff7 fs4 fc2 sc0 ls0 ws0">do <span class="_ _3"></span>współpracy <span class="_ _3"></span>przy <span class="_ _4"></span>zwołaniu <span class="_ _3"></span>Walnego <span class="_ _3"></span>Zgromadzenia <span class="_ _3"></span>i <span class="_ _4"></span>dokonania <span class="_ _3"></span>wszelkich <span class="_ _3"></span>cz<span class="_ _0"></span>ynności <span class="_ _3"></span>określonych <span class="_ _3"></span>prawem <span class="_ _3"></span>w <span class="_ _4"></span>celu <span class="_ _3"></span>zwo<span class="_ _0"></span>łania, <span class="_ _3"></span>organ<span class="_ _0"></span><span class="ff6">izac<span class="_ _0"></span>ji <span class="_ _3"></span>i </span></div><div class="t m0 x1 hf y113c ff6 fs4 fc2 sc0 ls0 ws0">przeprowadzenia Walnego Zgromadzenia. </div><div class="t m0 x1 hf y113d ff7 fs4 fc2 sc0 ls0 ws0">Zwołanie <span class="_ _15"> </span>W<span class="_ _0"></span>alnego <span class="_ _15"> </span>Zgromadzenia <span class="_ _27"> </span>powinno <span class="_ _15"> </span>nastąpić <span class="_ _27"> </span>w <span class="_ _27"> </span>ciągu <span class="_ _27"> </span>dwóch <span class="_ _27"> </span>tygodni <span class="_ _15"> </span>od <span class="_ _27"> </span>daty <span class="_ _27"> </span>zgłoszenia <span class="_ _15"> </span>żądania <span class="_ _27"> </span>przez <span class="_ _27"> </span>Radę <span class="_ _27"> </span>Nadzorczą <span class="_ _15"> </span>lub </div><div class="t m0 x1 hf y113e ff7 fs4 fc2 sc0 ls0 ws0">uprawnionych <span class="_ _1"></span>akcjonariuszy. Jeżeli <span class="_ _1"></span>w terminie <span class="_ _1"></span>dwóch tygodni<span class="_ _1"></span> od d<span class="_ _1"></span>nia przedstawienia <span class="_ _1"></span>żądania Walne <span class="_ _1"></span>Zgromadzenie <span class="_ _1"></span>nie zostało zwołane, sąd </div><div class="t m0 x1 hf yaf1 ff7 fs4 fc2 sc0 ls0 ws0">rejestrowy może upoważnić do zwołania Nadzwyczajnego Walnego Zgromadzenia akcjonariu<span class="_ _1"></span>szy występujących z tym żądaniem. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y113f ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _15"> </span>z <span class="_ _27"> </span>przepisami <span class="_ _27"> </span>Kodeksu <span class="_ _27"> </span>Spółek <span class="_ _27"> </span>Handlowych <span class="_ _27"> </span>(art. <span class="_ _27"> </span>402¹ <span class="_ _16"> </span>–<span class="ff6"> <span class="_ _27"> </span></span>402³) <span class="_ _27"> </span>zw<span class="_ _0"></span>ołanie <span class="_ _15"> </span>W<span class="_ _0"></span>alnego <span class="_ _15"> </span>Zgromadzenia <span class="_ _27"> </span>następuje <span class="_ _27"> </span>przez <span class="_ _27"> </span>ogłoszenie </div><div class="t m0 x1 hf ye64 ff7 fs4 fc2 sc0 ls0 ws0">dokonywane  na <span class="_ _15"> </span>stronie <span class="_ _15"> </span>internetowej <span class="_ _18"> </span>Emitenta <span class="_ _15"> </span>oraz <span class="_ _18"> </span>w<span class="_ _0"></span>  sposób<span class="_ _0"></span> <span class="_ _18"> </span>określony <span class="_ _15"> </span>dla <span class="_ _18"> </span>prze<span class="_ _0"></span>kazywania <span class="_ _18"> </span>i<span class="_ _0"></span>nformacji <span class="_ _18"> </span>bieżących <span class="_ _15"> </span>(w <span class="_ _15"> </span>formie  raportu </div><div class="t m0 x1 hf y760 ff7 fs4 fc2 sc0 ls0 ws0">bieżącego). Ogłoszenie jest dokonywane co najmniej na 26 dni przed terminem walnego zgromadzenia.<span class="ff6"> </span></div><div class="t m0 x1 hf y761 ff7 fs4 fc2 sc0 ls0 ws0">Porządek obrad Walnego Zgromadzenia ustala Zarząd i jest on zawarty w ogłoszeniu o zwołaniu Walnego Zgromadzen<span class="_ _1"></span>ia. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1140 ff7 fs4 fc2 sc0 ls0 ws0">Rada <span class="_ _14"> </span>Nadzorcza <span class="_ _14"> </span>albo <span class="_ _14"> </span>inny <span class="_ _5"> </span>podmiot <span class="_ _14"> </span>uprawniony <span class="_ _14"> </span>do <span class="_ _14"> </span>zwołania <span class="_ _5"> </span>Walnego <span class="_ _14"> </span>Zgromadzenia <span class="_ _14"> </span>na <span class="_ _14"> </span>podstawie <span class="_ _14"> </span>odrębnych <span class="_ _5"> </span>przepisów <span class="_ _14"> </span>prawa <span class="_ _14"> </span>ustala </div><div class="t m0 x1 hf y1141 ff7 fs4 fc2 sc0 ls0 ws0">porządek obrad tylko w przypadku niezwołania albo nieustal<span class="_ _1"></span>enia porządku obrad Walnego Zgromadzenia przez Zarząd. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1142 ff7 fs4 fc2 sc0 ls0 ws0">Rada Nadzorcza <span class="_ _0"></span>jak również akcjonariusz lub <span class="_ _0"></span>akcjonariusze reprezentujący co <span class="_ _0"></span>najmniej jedną dwud<span class="_ _0"></span>ziestą kapitału zakładowego <span class="_ _0"></span>mo<span class="_ _3"></span>gą żądać </div><div class="t m0 x1 hf y1143 ff7 fs4 fc2 sc0 ls0 ws0">umieszczenia <span class="_ _1"></span>określonych spraw w <span class="_ _1"></span>porządku obrad <span class="_ _1"></span>najbliższego waln<span class="_ _1"></span>ego zgromadzenia. <span class="_ _1"></span>Termin do zgłoszenia <span class="_ _1"></span>takiego żądan<span class="_ _1"></span>ia wy<span class="_ _0"></span><span class="ff6">nosi 21 dni </span></div><div class="t m0 x1 hf y1111 ff6 fs4 fc2 sc0 ls0 ws0">przed wyznaczonym terminem walneg<span class="_ _1"></span>o zgromadzenia.<span class="_ _0"></span> </div><div class="t m0 x1 hf y1144 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>sprawach <span class="_ _0"></span>nieobjętych <span class="_ _3"></span>porządkiem <span class="_ _0"></span>obrad <span class="_ _3"></span>nie <span class="_ _0"></span>można <span class="_ _0"></span>powziąć <span class="_ _3"></span>uchwały, <span class="_ _0"></span>chyba <span class="_ _0"></span>że <span class="_ _3"></span>cały <span class="_ _0"></span>kapitał <span class="_ _0"></span>zakł<span class="_ _0"></span>adowy <span class="_ _0"></span>jest <span class="_ _0"></span>reprezentow<span class="_ _0"></span>any <span class="_ _0"></span>na <span class="_ _3"></span>Wal<span class="_ _0"></span><span class="ff6">nym<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y1145 ff7 fs4 fc2 sc0 ls0 ws0">Zgromadzeniu, <span class="_ _4"></span>a <span class="_ _14"> </span>nikt <span class="_ _5"></span>z <span class="_ _5"> </span>uczestników<span class="_ _0"></span> <span class="_ _5"></span>nie <span class="_ _5"></span>zgłosi <span class="_ _5"> </span>sprzeciwu <span class="_ _5"> </span>dotycząc<span class="_ _0"></span>ego <span class="_ _5"></span>podjęcia <span class="_ _5"> </span>uchwały. <span class="_ _14"> </span>Uchwała <span class="_ _4"></span>o<span class="_ _0"></span> <span class="_ _5"> </span>zwołaniu <span class="_ _5"> </span>nadzwyczajnego <span class="_ _5"> </span>Walne<span class="_ _3"></span><span class="ff6 lsc">go<span class="ls0"> </span></span></div><div class="t m0 x1 hf y59c ff7 fs4 fc2 sc0 ls0 ws0">Zgromadzenia oraz uchwały o charakterze porządkowym mogą być podjęte, mimo że nie<span class="_ _1"></span> były umieszczone w porządku obrad.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ydb5 ff7 fs4 fc2 sc0 ls0 ws0">Akcjonariusz <span class="_ _16"> </span>l<span class="_ _0"></span>ub <span class="_ _16"> </span>akcj<span class="_ _0"></span>onariusze <span class="_ _17"> </span>reprezentujący <span class="_ _17"> </span>co <span class="_ _17"> </span>najmniej <span class="_ _16"> </span>jedną <span class="_ _17"> </span>dwudziestą <span class="_ _17"> </span>kapitału <span class="_ _17"> </span>zakładowego <span class="_ _17"> </span>mogą <span class="_ _16"> </span>z<span class="_ _0"></span>głaszać <span class="_ _17"> </span>przed <span class="_ _16"> </span>walnym<span class="_ _0"></span> </div><div class="t m0 x1 hf y76c ff7 fs4 fc2 sc0 ls0 ws0">zgromadzeniem  projekty <span class="_ _15"> </span>uchwał <span class="_ _18"> </span>do <span class="_ _15"> </span>spraw <span class="_ _18"> </span>w<span class="_ _0"></span>prowadzonych <span class="_ _18"> </span>do <span class="_ _15"> </span>porządku  obrad <span class="_ _18"> </span>w<span class="_ _0"></span>alnego <span class="_ _18"> </span>zgromadzenia, <span class="_ _15"> </span>zaś <span class="_ _18"> </span>podczas <span class="_ _15"> </span>obrad <span class="_ _15"> </span>walnego </div><div class="t m0 x1 hf y608 ff6 fs4 fc2 sc0 ls0 ws0">zgromadzenia t<span class="ff7">akie prawo ma każdy akcjonariusz uczestn<span class="_ _1"></span>iczący w obradach. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf yefe ff7 fs4 fc2 sc0 ls0 ws0">Odwołanie <span class="_ _3"></span>oraz <span class="_ _4"></span>ewentualn<span class="_ _1"></span>a <span class="_ _3"></span>zmiana <span class="_ _3"></span>terminu <span class="_ _4"></span>Walnego <span class="_ _3"></span>Zgromadzenia <span class="_ _3"></span>następuje <span class="_ _3"></span>poprzez <span class="_ _3"></span>o<span class="_ _0"></span>głoszenie <span class="_ _3"></span>zamieszczone <span class="_ _3"></span>na <span class="_ _3"></span>stronie <span class="_ _3"></span>internetow<span class="_ _3"></span><span class="ff6">ej </span></div><div class="t m0 x1 hf y1146 ff7 fs4 fc2 sc0 ls0 ws0">Spółki. <span class="_ _1"></span>Spółka <span class="_ _1"></span>dokłada s<span class="_ _1"></span>tarań, <span class="_ _1"></span>aby odwołanie <span class="_ _9"></span>Walnego Zgromadzenia <span class="_ _9"></span>lub zmiana <span class="_ _1"></span>jego <span class="_ _1"></span>terminu <span class="_ _1"></span>miała jak <span class="_ _1"></span>najmnie<span class="_ _1"></span>jsze ujemne <span class="_ _9"></span>skutki<span class="_ _3"></span><span class="ff6"> <span class="_ _1"></span><span class="ls2b">dl<span class="ff7 ls0">a <span class="_ _1"></span>Spółki </span></span></span></div><div class="t m0 x1 hf y1147 ff6 fs4 fc2 sc0 ls0 ws0">i akcjonariuszy. </div><div class="t m0 x1 hf y7d2 ff7 fs4 fc2 sc0 ls0 ws0">Odwołanie oraz <span class="_ _9"></span>z<span class="_ _0"></span>miana <span class="_ _1"></span>terminu Walne<span class="_ _1"></span>go Zg<span class="_ _1"></span>romadzenia p<span class="_ _1"></span>owinna nastąpić <span class="_ _1"></span>niezwłocznie <span class="_ _1"></span>po wystąp<span class="_ _1"></span>ieniu p<span class="_ _1"></span>rzesłanki u<span class="_ _1"></span>zasadniającej odw<span class="_ _0"></span>ołanie </div><div class="t m0 x1 hf y797 ff7 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _3"></span>zmianę <span class="_ _3"></span>terminu, <span class="_ _3"></span>ale <span class="_ _4"></span>nie <span class="_ _3"></span>później <span class="_ _3"></span>niż <span class="_ _3"></span>na <span class="_ _3"></span>siedem <span class="_ _3"></span>dni <span class="_ _3"></span>prze<span class="_ _0"></span>d <span class="_ _3"></span>terminem <span class="_ _3"></span>Walnego <span class="_ _3"></span>Zgromadzenia, <span class="_ _4"></span>chyba <span class="_ _3"></span>że <span class="_ _3"></span>z <span class="_ _4"></span>okoliczności <span class="_ _3"></span>wynika, <span class="_ _3"></span>ż<span class="_ _0"></span><span class="ff6">e <span class="_ _3"></span>jest <span class="_ _3"></span>to<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y798 ff7 fs4 fc2 sc0 ls0 ws0">niemożliwe <span class="_ _5"></span>lub <span class="_ _5"></span>nadmiernie <span class="_ _5"></span>utrudnione, <span class="_ _4"></span>w<span class="_ _0"></span>ówczas <span class="_ _5"></span>zmiana <span class="_ _5"> </span>terminu <span class="_ _5"></span>albo <span class="_ _5"> </span>odwołanie <span class="_ _5"> </span>moż<span class="_ _0"></span>e <span class="_ _5"></span>nastąpić <span class="_ _5"></span>w <span class="_ _5"> </span>każdym <span class="_ _5"> </span>czasie <span class="_ _5"> </span>przed <span class="_ _5"> </span>datą <span class="_ _5"> </span>Walnego </div><div class="t m0 x1 hf y552 ff6 fs4 fc2 sc0 ls0 ws0">Zgromadzenia. </div><div class="t m0 x1 hf yf65 ff7 fs4 fc2 sc0 ls0 ws0">Walne <span class="_ _3"></span>Zgromadzenie <span class="_ _4"></span>może <span class="_ _3"></span>z<span class="_ _0"></span>arządzić <span class="_ _4"></span>przerwę <span class="_ _3"></span>w <span class="_ _4"></span>obradach <span class="_ _3"></span>Walnego <span class="_ _4"></span>Zgromadzenia, <span class="_ _3"></span>pod<span class="_ _0"></span>ejmując <span class="_ _4"></span>uchwałę <span class="_ _3"></span>większością <span class="_ _4"></span>2/3 <span class="_ _4"></span>głosów. <span class="_ _3"></span>Łącznie<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y378 ff7 fs4 fc2 sc0 ls0 ws0">przerwy nie mogą trwać dłużej niż 30 dni. Uchwała o przerwie w obradach powinna określać dzień i godzinę oraz miejsce wznowie<span class="_ _0"></span><span class="ff6">nia obrad </span></div><div class="t m0 x1 hf y98e ff6 fs4 fc2 sc0 ls0 ws0">Walnego Zgromadzenia. </div><div class="t m0 x1 hf y1148 ff7 fs4 fc2 sc0 ls0 ws0">Walne Zgromadzenia odbywają się w siedzibie Spółki w Częstochowie lu<span class="_ _1"></span>b w Warszawie.<span class="_ _0"></span><span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf8f" class="pf w0 h0" ><div class="pc pc8f w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">143<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h16 y10c2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Kompetencje Walnego Zgromadzenia Spółki<span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y10c3 ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _27"> </span>z <span class="_ _17"> </span>przepisami <span class="_ _16"> </span>Kodeksu <span class="_ _16"> </span>spółek <span class="_ _16"> </span>handlowych <span class="_ _17"> </span>oraz <span class="_ _16"> </span>postanowieniami <span class="_ _27"> </span>Statutu <span class="_ _17"> </span>Spółki, <span class="_ _27"> </span>d<span class="_ _0"></span>o <span class="_ _16"> </span>podstawowych <span class="_ _16"> </span>ko<span class="_ _0"></span>mpetencji <span class="_ _16"> </span>Walnego </div><div class="t m0 x1 hf y1133 ff7 fs4 fc2 sc0 ls0 ws0">Zgromadzenia należy podejmowanie uchwał w następujących sprawach: <span class="ff6"> </span></div><div class="t m0 x1 hf y1149 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _62"> </span><span class="ff7">rozpatrzenie i zatwierdzenie sprawozdania Zarzą<span class="_ _0"></span>du z działalności <span class="_ _0"></span>Spółki oraz sprawozdania finansowego za ubiegły rok <span class="_ _0"></span>obrotowy<span class="_ _3"></span><span class="ff6"> oraz </span></span></span></div><div class="t m0 x54 hf y114a ff7 fs4 fc2 sc0 ls0 ws0">udzielenie absolutorium członkom organów Spółki z wykonania p<span class="_ _1"></span>rzez nich obowiązków;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y114b ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _62"> </span><span class="ff7">podział zysku albo pokrycie straty;<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y7a2 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _62"> </span><span class="ff7">określenie dnia dywidendy;<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y114c ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _62"> </span><span class="ff7">postanowienie dotyczące roszczeń o naprawien<span class="_ _1"></span>ie szkody wyrządzonej przy zawiązaniu Spółki lub sprawowaniu zarządu albo nadzoru<span class="_ _0"></span><span class="ff6">; </span></span></span></div><div class="t m0 x1 hf y114d ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _62"> </span><span class="ff7">zbycie <span class="_ _1"></span>i <span class="_ _1"></span>wydzierżawienie <span class="_ _1"></span>przedsiębiorstwa <span class="_ _1"></span>lub <span class="_ _9"></span>j<span class="_ _0"></span>ego zorganizowanej <span class="_ _9"></span>cz<span class="_ _0"></span>ęści <span class="_ _1"></span>oraz us<span class="_ _1"></span>tanowienie <span class="_ _1"></span>na <span class="_ _1"></span>nim ograni<span class="_ _1"></span>czonego p<span class="_ _1"></span>rawa rzeczow<span class="_ _0"></span><span class="ff6">ego; </span></span></span></div><div class="t m0 x1 hf y114e ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _62"> </span><span class="ff7">emisja obl<span class="_ _1"></span>igacji zamienn<span class="_ _1"></span>ych lub z <span class="_ _1"></span>prawem p<span class="_ _1"></span>ierwszeństwa i <span class="_ _1"></span>emisja <span class="_ _1"></span>warrantów subskr<span class="_ _1"></span>ypcyjnych, o kt<span class="_ _1"></span>órych mowa w<span class="_ _1"></span> art. <span class="_ _1"></span>453 <span class="_ _1"></span>§ 2 <span class="_ _1"></span>Kode<span class="_ _0"></span><span class="ff6">ksu </span></span></span></div><div class="t m0 x54 hf y713 ff7 fs4 fc2 sc0 ls0 ws0">spółek handlowych;<span class="ff6"> </span></div><div class="t m0 x1 hf y114f ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _62"> </span><span class="ff7">nabycie <span class="_ _1"></span>własnych <span class="_ _1"></span>akcji w <span class="_ _9"></span>przypa<span class="_ _0"></span>dku okre<span class="_ _1"></span>ślonym w <span class="_ _1"></span>art. <span class="_ _1"></span>362 §<span class="_ _1"></span> 1 <span class="_ _1"></span>pkt. 2 <span class="_ _9"></span>Ko<span class="_ _0"></span>deksu <span class="_ _1"></span>spółek handlowych <span class="_ _9"></span>o<span class="_ _0"></span>raz up<span class="_ _1"></span>oważnienie d<span class="_ _1"></span>o ich <span class="_ _1"></span>nabywa<span class="_ _0"></span><span class="ff6">nia </span></span></span></div><div class="t m0 x54 hf y1150 ff7 fs4 fc2 sc0 ls0 ws0">w przypadku określonym w art. 362 § 1 pkt. 8 Kodeksu spółek handlowych;<span class="ff6"> </span></div><div class="t m0 x1 hf yec3 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _62"> </span><span class="ff7">podwyższenie <span class="_ _14"> </span>kapitału  zakładowego  Spółki,  w <span class="_ _14"> </span>tym  wyłączenie  prawa <span class="_ _14"> </span>poboru  objęcia  akcji,  u<span class="_ _1"></span>chwalenie <span class="_ _14"> </span>kap<span class="_ _0"></span>itału  warunkowego  i<span class="_ _1"></span> </span></span></div><div class="t m0 x54 hf y717 ff7 fs4 fc2 sc0 ls0 ws0">upoważnienie Zarządu do emisji akcji z kapitału docelowego;<span class="ff6"> </span></div><div class="t m0 x1 hf y368 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _62"> </span><span class="ff7">umorzenie akcji i obniżenie kapitału zakładowego Spółki;<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y6a2 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _62"> </span><span class="ff7">ustalanie liczby i wynagrodzenia członków Rady Nadzorczej.<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y859 ff7 fs4 fc2 sc0 ls0 ws0">Nabycie i zbycie nieruchomości, użytkowania wieczystego lub w udział w nieruch<span class="_ _1"></span>omości nie wymaga uchwały Walnego Zgromadzenia.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 h16 y6d9 ff5 fs4 fc2 sc0 ls0 ws0">Uczestnictwo w walnych zgromadzeniach </div><div class="t m0 x1 hf yac6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y291 ff6 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z <span class="_ _3"></span>brzmieniem <span class="_ _3"></span>art. <span class="_ _0"></span>406<span class="_ _0"></span>¹ <span class="_ _3"></span>- <span class="_ _3"></span><span class="ff7">406³ <span class="_ _0"></span>Kodeksu <span class="_ _3"></span>Spółek <span class="_ _3"></span>Handlowych <span class="_ _3"></span>prawo <span class="_ _0"></span>uczestniczenia <span class="_ _3"></span>w <span class="_ _0"></span>Wal<span class="_ _0"></span>nym <span class="_ _3"></span>Zgromadzeniu <span class="_ _0"></span>spół<span class="_ _0"></span>ki <span class="_ _0"></span>publicz<span class="_ _0"></span>nej <span class="_ _0"></span>mają </span></div><div class="t m0 x1 hf y1151 ff7 fs4 fc2 sc0 ls0 ws0">tylko osoby <span class="_ _9"></span>będące akcjonariu<span class="_ _1"></span>szami s<span class="_ _1"></span>półki <span class="_ _1"></span>na <span class="_ _1"></span>szesnaście <span class="_ _9"></span>dni przed <span class="_ _1"></span>datą <span class="_ _1"></span>walnego <span class="_ _9"></span>z<span class="_ _0"></span>gromadzenia <span class="_ _1"></span>(tzw. <span class="_ _1"></span>dzień <span class="_ _9"></span>rejestracji uczestnic<span class="ff6">twa w <span class="_ _1"></span>walnym </span></div><div class="t m0 x1 hf y3c3 ff7 fs4 fc2 sc0 ls0 ws0">zgromadzeniu). Natomiast zastawnicy <span class="_ _0"></span>i użytkownicy, <span class="_ _0"></span>którym przysługuje prawo <span class="_ _0"></span>głosu, mają <span class="_ _0"></span>prawo uczestniczenia w Walnym <span class="_ _0"></span>Zgromad<span class="_ _3"></span><span class="ff6">zeniu </span></div><div class="t m0 x1 hf y72 ff7 fs4 fc2 sc0 ls0 ws0">spółki <span class="_ _17"> </span>publicznej, <span class="_ _17"> </span>jeżeli <span class="_ _17"> </span>ustanowienie <span class="_ _17"> </span>na <span class="_ _17"> </span>ich <span class="_ _17"> </span>rzecz<span class="_ _0"></span> <span class="_ _17"> </span>ograniczonego <span class="_ _17"> </span>prawa <span class="_ _17"> </span>rzeczowego <span class="_ _17"> </span>jest <span class="_ _17"> </span>z<span class="_ _0"></span>arejestrowane <span class="_ _17"> </span>na <span class="_ _17"> </span>rachun<span class="_ _0"></span><span class="ff6">k<span class="_ _0"></span>u <span class="_ _17"> </span>papierów </span></div><div class="t m0 x1 hf y1152 ff7 fs4 fc2 sc0 ls0 ws0">wartościowych w dniu rejes<span class="_ _1"></span>tracji uczestnictwa w Walnym Zgromadzeniu<span class="_ _1"></span>. Na żądanie uprawnionego z akcji spółki publi<span class="_ _1"></span>cznej oraz z<span class="_ _0"></span><span class="ff6">astawnika </span></div><div class="t m0 x1 hf y443 ff7 fs4 fc2 sc0 ls0 ws0">i <span class="_ _0"></span>użytkownika, <span class="_ _3"></span>którym <span class="_ _0"></span>przysługuje <span class="_ _3"></span>prawo <span class="_ _0"></span>gło<span class="_ _0"></span>su, <span class="_ _0"></span>zgłoszone <span class="_ _0"></span>nie <span class="_ _3"></span>wcześniej <span class="_ _0"></span>niż <span class="_ _3"></span>po <span class="_ _0"></span>ogłoszeniu <span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _0"></span>z<span class="_ _0"></span>wołaniu <span class="_ _0"></span>Walnego <span class="_ _0"></span>Z<span class="_ _3"></span>gromadzenia <span class="_ _0"></span>i <span class="_ _3"></span>nie <span class="_ _0"></span>później </div><div class="t m0 x1 hf yaca ff7 fs4 fc2 sc0 ls0 ws0">niż <span class="_ _5"></span>w <span class="_ _5"> </span>pierwszym <span class="_ _5"> </span>dniu <span class="_ _5"> </span>powszednim <span class="_ _5"> </span>po <span class="_ _14"> </span>dniu <span class="_ _4"></span>rejestracji <span class="_ _14"> </span>uczestnictwa <span class="_ _5"></span>w <span class="_ _5"></span>Walnym <span class="_ _5"> </span>Zgromadzeniu <span class="_ _5"></span>podmiot <span class="_ _5"> </span>prowadzący <span class="_ _14"> </span>rachunek <span class="_ _4"></span>papierów </div><div class="t m0 x1 hf y1153 ff7 fs4 fc2 sc0 ls0 ws0">wartościowych wystawia imienne zaświadczenie o prawie<span class="_ _1"></span> uczestnictwa w Walnym Zgromadzeniu. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1154 ff6 fs4 fc2 sc0 ls0 ws0">Na <span class="_ _9"></span>mo<span class="_ _0"></span>cy <span class="_ _1"></span>art. <span class="_ _1"></span>412 <span class="_ _9"></span><span class="ff7">–<span class="ff6"> </span>412² <span class="_ _9"></span>Kodeksu S<span class="_ _1"></span>półek <span class="_ _1"></span>Handlowych <span class="_ _9"></span>każdy akcjonariu<span class="_ _1"></span>sz <span class="_ _1"></span>może <span class="_ _9"></span>ucz<span class="_ _0"></span>estniczyć <span class="_ _9"></span>w Walnym <span class="_ _9"></span>Zgromadzeniu <span class="_ _9"></span>o<span class="_ _0"></span>raz <span class="_ _1"></span>wykonywać <span class="_ _1"></span>prawo </span></div><div class="t m0 x1 hf y603 ff7 fs4 fc2 sc0 ls0 ws0">głosu osobiście<span class="_ _1"></span> lub przez pełnomocnika. <span class="_ _1"></span>Pełnomocnik wykonuje <span class="_ _1"></span>wszystkie uprawnienia akcjonari<span class="_ _1"></span>usza na walnym <span class="_ _1"></span>zgromadzeniu, chyb<span class="_ _0"></span><span class="ff6">a </span>że co </div><div class="t m0 x1 hf y3f4 ff7 fs4 fc2 sc0 ls0 ws0">innego wynika z treści pełnomocnictwa. Jeżeli akcjonariusz posiada akcje zapisane na więcej niż jednym rachunku papierów wartościowych, </div><div class="t m0 x1 hf y725 ff7 fs4 fc2 sc0 ls0 ws0">może <span class="_ _0"></span>on <span class="_ _3"></span>ustanowić pełnomocnika <span class="_ _0"></span>do <span class="_ _3"></span>wykonywania praw <span class="_ _0"></span>z <span class="_ _3"></span>akcji <span class="_ _0"></span>zapisanych na <span class="_ _0"></span>każ<span class="_ _0"></span>dym <span class="_ _0"></span>z <span class="_ _0"></span>rachunków. <span class="_ _4"></span>Pełnomocnictwo do <span class="_ _3"></span>uczestniczenia w </div><div class="t m0 x1 hf y1155 ff7 fs4 fc2 sc0 ls0 ws0">Walnym <span class="_ _14"> </span>Zgromadzeniu <span class="_ _5"> </span>i<span class="_ _0"></span> <span class="_ _14"> </span>wykonywania <span class="_ _14"> </span>prawa <span class="_ _14"> </span>głosu <span class="_ _14"> </span>wymaga <span class="_ _14"> </span>fo<span class="_ _0"></span>rmy <span class="_ _14"> </span>pisemnej <span class="_ _14"> </span>lub <span class="_ _14"> </span>udzielenia <span class="_ _14"> </span>w <span class="_ _14"> </span>postaci <span class="_ _14"> </span>elektronicznej.  Pełnomocnictwo </div><div class="t m0 x1 hf yfd4 ff7 fs4 fc2 sc0 ls0 ws0">udzielone <span class="_ _14"> </span>w <span class="_ _14"> </span>postaci<span class="_ _0"></span> <span class="_ _14"> </span>elektronicznej <span class="_ _14"> </span>powinno  zostać <span class="_ _14"> </span>przesłane <span class="_ _14"> </span>na  adre<span class="_ _1"></span>s <span class="_ _14"> </span>e<span class="_ _3"></span><span class="ff6">-</span>mailowy <span class="_ _14"> </span>Spółki  wskazany <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _14"> </span>ogłoszeniu <span class="_ _14"> </span>o  zwołaniu <span class="_ _14"> </span>Walnego </div><div class="t m0 x1 hf y1156 ff7 fs4 fc2 sc0 ls0 ws0">Zgromadzenia. <span class="_ _5"></span>Spółka <span class="_ _5"> </span>od <span class="_ _14"> </span>dnia <span class="_ _4"></span>z<span class="_ _0"></span>wołania <span class="_ _14"> </span>Walnego <span class="_ _4"></span>Zgromadzenia <span class="_ _14"> </span>udostępnia <span class="_ _5"></span>na <span class="_ _5"> </span>swojej <span class="_ _5"> </span>stronie <span class="_ _14"> </span>internetowej <span class="_ _5"></span>formularz <span class="_ _5"> </span>zaw<span class="_ _3"></span>ierający <span class="_ _5"> </span>w<span class="_ _0"></span>zór </div><div class="t m0 x1 hf y1157 ff7 fs4 fc2 sc0 ls0 ws0">pełnomocnictwa w postaci elektronicznej. <span class="ff6"> </span></div><div class="t m0 x47 h16 ya3 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Głosowanie na Walnym Zgromadzeniu Spółki<span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y1158 ff7 fs4 fc2 sc0 ls0 ws0">Walne Zgromadzenie <span class="_ _0"></span>podejmuje <span class="_ _0"></span>uchwały <span class="_ _0"></span>bez <span class="_ _0"></span>względu na <span class="_ _0"></span>liczbę <span class="_ _0"></span>reprezentowanych <span class="_ _0"></span>na n<span class="_ _0"></span>im akcj<span class="_ _0"></span>i. Uchwał<span class="_ _0"></span>y <span class="_ _0"></span>Walnego Zgromadzenia <span class="_ _0"></span>zapada<span class="_ _3"></span><span class="lse">ją </span></div><div class="t m0 x1 hf yae5 ff7 fs4 fc2 sc0 ls0 ws0">bezwzględną większością głosów, chyba że <span class="_ _0"></span>Kodeks Spółek Handlowych lub postanowienia niniejszego <span class="_ _0"></span>Statutu przewidują surowsze w<span class="_ _3"></span><span class="ff6">arunki </span></div><div class="t m0 x1 hf y1159 ff7 fs4 fc2 sc0 ls0 ws0">podejmowania uchwał.<span class="ff6"> </span></div><div class="t m0 x1 hf y115a ff7 fs4 fc2 sc0 ls0 ws0">Jedna <span class="_ _9"></span>akcja Spółki <span class="_ _9"></span>daje p<span class="_ _1"></span>rawo <span class="_ _1"></span>do <span class="_ _1"></span>jednego <span class="_ _9"></span>głosu n<span class="_ _1"></span>a <span class="_ _1"></span>Walnym <span class="_ _9"></span>Zgromadzeniu Sp<span class="_ _1"></span>ółki, <span class="_ _1"></span>z <span class="_ _1"></span>wyjątkiem <span class="_ _9"></span>akcji imie<span class="_ _1"></span>nnych <span class="_ _1"></span>uprzywilejowanych <span class="_ _9"></span>c<span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _1"></span>do <span class="_ _9"></span>gło<span class="_ _0"></span>su </div><div class="t m0 x1 hf y115b ff7 fs4 fc2 sc0 ls0 ws0">akcji serii B, które dają prawo do dwóch głosów na walnym zgrom<span class="_ _1"></span>adzeniu.<span class="ff6"> </span></div><div class="t m0 x1 hf y74d ff7 fs4 fc2 sc0 ls0 ws0">Z  zastrzeżenie<span class="_ _1"></span>m  obowiązujących  przep<span class="_ _1"></span>isów  prawa  i<span class="_ _1"></span>  postanowień  S<span class="_ _1"></span>tatutu,  głosowanie <span class="_ _14"> </span>jest  jawne.  Tajne <span class="_ _14"> </span>głoso<span class="_ _0"></span>wanie  zarządza  s<span class="_ _1"></span>ię <span class="_ _14"> </span>pr<span class="_ _3"></span><span class="ff6">zy </span></div><div class="t m0 x1 hf ydc8 ff7 fs4 fc2 sc0 ls0 ws0">wyborach oraz nad <span class="_ _1"></span>wnioskami o <span class="_ _9"></span>odwo<span class="_ _0"></span>łanie członków <span class="_ _1"></span>organów Spółki <span class="_ _1"></span>lub <span class="_ _1"></span>likwidatorów, o po<span class="_ _1"></span>ciągnięcie i<span class="_ _1"></span>ch do odp<span class="_ _1"></span>owiedzialności, ja<span class="_ _0"></span><span class="ff6">k r</span>ównież </div><div class="t m0 x1 hf ye5a ff6 fs4 fc2 sc0 ls0 ws0">w sprawach osobowych. </div><div class="t m0 x47 h16 y104f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Walne Zgromadzenia Spółki w 2025 r.<span class="ff5"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf90" class="pf w0 h0" ><div class="pc pc90 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">144<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x21 h16 yca ff5 fs4 fc2 sc0 ls0 ws0">Zwyczajne <span class="_ _16"> </span>Walne <span class="_ _16"> </span>Zgromadzenie<span class="ff6"> <span class="_ _17"> </span><span class="ff7">09.06.2025 <span class="_ _16"> </span>r., <span class="_ _16"> </span>miejsce: <span class="_ _16"> </span>Warszawa, <span class="_ _16"> </span>Hotel <span class="_ _16"> </span>InterContinental. <span class="_ _16"> </span>Treść <span class="_ _16"> </span>podjętych <span class="_ _16"> </span>uchwał <span class="_ _16"> </span>oraz </span></span></div><div class="t m0 x21 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">dokumenty <span class="_ _19"> </span>związane <span class="_ _19"> </span>z <span class="_ _2b"> </span>ZWZ <span class="_ _19"> </span>są <span class="_ _2b"> </span>opublikowane <span class="_ _19"> </span>na <span class="_ _19"> </span>stronie <span class="_ _19"> </span>S<span class="_ _0"></span>półki: <span class="_ _2b"> </span><span class="ff6 fc11">https://www.unimot.pl/relacje-inwestorskie/unimot-<span class="ls10">na</span>-</span></div><div class="t m0 x21 hf yea7 ff6 fs4 fc11 sc0 ls0 ws0">gieldzie/walne-zgromadzenie<span class="fc2"> </span></div><div class="t m0 x21 hf y12c ff7 fs4 fc2 sc0 ls0 ws0">Podczas obrad tego zgromadzenia podjęto następujące czynn<span class="_ _1"></span>ości i uchwały objęte kompetencjami walnego zgromadzenia: <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x49 hf y10f2 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff7">rozpatrzono <span class="_ _9"></span>sprawoz<span class="_ _0"></span>danie <span class="_ _1"></span>finansowe <span class="_ _1"></span>jednostkowe <span class="_ _9"></span>i skonsolidowane <span class="_ _1"></span>za 2024 <span class="_ _9"></span>rok wraz ze <span class="_ _9"></span>sprawozdaniami z <span class="_ _1"></span>działalności </span></span></span></div><div class="t m0 x18 hf y115c ff7 fs4 fc2 sc0 ls0 ws0">Spółki za ten okres sprawozdawczy;<span class="ff6"> </span></div><div class="t m0 x49 hf y115d ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff7">rozpatrzono sprawozdanie Rady Nadzorczej z wyników oceny sytuacji Spółki oraz sprawozdań Sp<span class="_ _1"></span>ółki za 2024 rok;<span class="_ _0"></span><span class="ff6"> </span></span></span></span></div><div class="t m0 x49 hf y115e ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="_ _14"> </span><span class="ff7">podjęto <span class="_ _14"> </span>uchwały <span class="_ _14"> </span>w <span class="_ _14"> </span>sprawie <span class="_ _14"> </span>zatwierdzenia <span class="_ _5"> </span>rocznych <span class="_ _14"> </span>sprawoz<span class="_ _0"></span>dań <span class="_ _14"> </span>finansowych <span class="_ _5"> </span>S<span class="_ _0"></span>półki <span class="_ _14"> </span>i <span class="_ _14"> </span>Grupy <span class="_ _5"> </span>z<span class="_ _0"></span>a <span class="_ _14"> </span>2024 <span class="_ _14"> </span>rok, <span class="_ _14"> </span>a <span class="_ _14"> </span>także </span></span></span></div><div class="t m0 x18 hf y10b ff7 fs4 fc2 sc0 ls0 ws0">sprawozdania Zarządu z działalności oraz sprawozdania Rady Nadzorczej za 2024 rok,<span class="ff6"> </span></div><div class="t m0 x49 hf y115f ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff7">udzielono absolutorium z wykonania obowiązków za 2024 rok członkom organów Spółki,</span> </span></span></div><div class="t m0 x49 hf yf32 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff7">podjęto uchwałę w sprawie pokrycia straty netto za rok obrotowy 2024,</span> </span></span></div><div class="t m0 x49 hf y1160 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff7">podjęto uchwałę w sprawie wypłaty dywidendy z zysków lat ubiegłych,</span> </span></span></div><div class="t m0 x49 hf y502 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff7">zaopiniowano sprawozdanie Rady Nadzorczej o wynagrodzeniach członków Zarządu i Rady Nad<span class="_ _1"></span>zorczej za rok 2024,<span class="_ _0"></span><span class="ff6"> </span></span></span></span></div><div class="t m0 x49 hf y283 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff7">podjęto uchwałę o zmianie par. 5 Statutu Spółki i przyjęciu jego jednolitego tekstu<span class="_ _1"></span>,<span class="_ _0"></span><span class="ff6"> </span></span></span></span></div><div class="t m0 x49 hf yfb9 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff7">podjęto uchwałę o przyznaniu dodatkowego jednorazowego wynagrodzeni<span class="_ _1"></span>a dla członków RN,<span class="_ _0"></span><span class="ff6"> </span></span></span></span></div><div class="t m0 x49 hf y436 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="_ _3"></span><span class="ff7">podjęto <span class="_ _3"></span>uchwałę <span class="_ _3"></span>zmieniającej <span class="_ _0"></span>uchwałę <span class="_ _3"></span>zwyczajnego <span class="_ _3"></span>walnego <span class="_ _0"></span>z<span class="_ _0"></span>gromadzenia <span class="_ _3"></span>Spółki <span class="_ _0"></span>z <span class="_ _3"></span>29 <span class="_ _3"></span>czerwca <span class="_ _3"></span>2022 <span class="_ _0"></span>roku <span class="_ _3"></span>ustalającą </span></span></span></div><div class="t m0 x18 hf y1161 ff7 fs4 fc2 sc0 ls0 ws0">wynagrodzenie członków Rady Nadzorczej Spółki.<span class="ff6"> </span></div><div class="t m0 x1 hf y1162 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 h16 y5b0 ff5 fs4 fc2 sc0 ls0 ws0">Nadzwyczajne <span class="_ _4"></span>Walne <span class="_ _5"></span>Zgromadzenie<span class="ff6"> <span class="_ _5"> </span><span class="ff7">28.10.2025 <span class="_ _5"></span>r., <span class="_ _5"></span>miejsce: <span class="_ _4"></span>Warszawie, <span class="_ _5"></span>hotel <span class="_ _4"></span>Arche. <span class="_ _5"></span>Treść <span class="_ _5"></span>podjętych <span class="_ _4"></span>uchwał <span class="_ _5"> </span>oraz <span class="_ _5"> </span>dokumenty </span></span></div><div class="t m0 x21 hf ya63 ff7 fs4 fc2 sc0 ls0 ws0">związane <span class="_ _27"> </span>z <span class="_ _16"> </span>NWZ <span class="_ _27"> </span>są <span class="_ _27"> </span>opublikowane <span class="_ _15"> </span>na <span class="_ _16"> </span>stronie <span class="_ _27"> </span>Spółki: <span class="_ _16"> </span><span class="ff6 fc11">https://www.unimot.pl/relacje-inwestorskie/unimot-<span class="ls10">na</span>-gieldzie/walne-</span></div><div class="t m0 x21 hf y567 ff6 fs4 fc11 sc0 ls0 ws0">zgromadzenie<span class="fc2"> </span></div><div class="t m0 x1 hf y1163 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x21 hf y4b6 ff7 fs4 fc2 sc0 ls0 ws0">Podczas obrad tego zgromadzenia podjęto następujące czynn<span class="_ _1"></span>ości i uchwały objęte kompetencjami walnego zgromadzenia: <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x49 hf yee2 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="_ _0"></span><span class="ff7">podjęcie <span class="_ _3"></span>uchwały <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>sprawie <span class="_ _3"></span>sfinansowania <span class="_ _3"></span>przez <span class="_ _0"></span>Spółkę, <span class="_ _3"></span>w <span class="_ _3"></span>trybie <span class="_ _0"></span>art. <span class="_ _3"></span>345 <span class="_ _0"></span>Kodeksu <span class="_ _3"></span>spółek <span class="_ _0"></span>handl<span class="_ _0"></span>owych, <span class="_ _3"></span>nabycia <span class="_ _0"></span>akcji </span></span></span></div><div class="t m0 x18 hf y7c3 ff7 fs4 fc2 sc0 ls0 ws0">emitowanych przez Spółkę oraz utworzenia kapitału reze<span class="_ _1"></span>rwowego na ten cel,<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x49 hf y1164 ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff6">- <span class="ff7">p<span class="_ _1"></span>odjęcie <span class="_ _1"></span>uchwały <span class="_ _1"></span>w <span class="_ _1"></span>sprawie <span class="_ _9"></span>uchylenia uch<span class="_ _1"></span>wały nr <span class="_ _9"></span>23 Zwyczajnego <span class="_ _1"></span>Walnego <span class="_ _9"></span>Zgromadzenia Unimot <span class="_ _9"></span>S.A. z <span class="_ _1"></span>dn. <span class="_ _1"></span>09.06.2025 </span></span></span></div><div class="t m0 x18 hf yaaa ff7 fs4 fc2 sc0 ls0 ws0">roku i podjęcia uchwały o zmianie § 5 Statutu Spółki oraz<span class="ff6"> </span>przyjęcie tekstu jednolitego spółki.<span class="ff6"> </span></div><div class="t m0 x1 hf ye84 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y1165 ff5 fs5 fc5 sc0 ls0 ws0">8.11.<span class="ff3"> <span class="_ _44"> </span><span class="ff8">SPOŁECZNA O<span class="_ _0"></span>DPOWIEDZIALNOŚĆ BIZNESU   </span></span> </div><div class="t m0 x1 hf y744 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1166 ff6 fs4 fc2 sc0 ls0 ws0">We <span class="_ _14"> </span>w<span class="_ _0"></span>szystkich <span class="_ _14"> </span><span class="ff7">obszarach  działalności  G<span class="_ _1"></span>rupa  UNIMOT <span class="_ _14"> </span>przestrzega  zasad <span class="_ _14"> </span>profesjonalizmu  i <span class="_ _14"> </span>uczciwości  biznesowej. <span class="_ _14"> </span>Relacje  z <span class="_ _14"> </span>kli<span class="_ _0"></span>entami, </span></div><div class="t m0 x1 hf yaad ff7 fs4 fc2 sc0 ls0 ws0">dostawcami, pracownikami, społecznością lokalną oraz inwestorami, oparte s<span class="_ _1"></span>ą na szacunku i wzajemnym zaufaniu. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ydf2 ff7 fs4 fc2 sc0 ls0 ws0">Wychodząc <span class="_ _3"></span>naprzeciw <span class="_ _3"></span>oczekiwaniom <span class="_ _3"></span>intere<span class="_ _1"></span>sariuszy, <span class="_ _3"></span>a <span class="_ _3"></span>także <span class="_ _3"></span>działając <span class="_ _3"></span>zgodnie <span class="_ _0"></span>z <span class="_ _3"></span>przyjętymi <span class="_ _3"></span>wartościami, <span class="_ _3"></span>23 <span class="_ _3"></span>kwietnia <span class="_ _3"></span>2024 <span class="_ _3"></span>r. <span class="_ _3"></span>Zarz<span class="_ _0"></span>ąd <span class="_ _3"></span>i <span class="_ _3"></span>R<span class="_ _0"></span>ada </div><div class="t m0 x1 hf y179 ff7 fs4 fc2 sc0 ls0 ws0">Nadzorcza UNIMOT S.A. przyjęły Strategię Grupy UNIMOT   na lata 2024<span class="ff6">-<span class="ls7">2028.</span> </span></div><div class="t m0 x1 hf y69c ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _2b"> </span>procesie <span class="_ _19"> </span>opracowyw<span class="_ _0"></span>ania <span class="_ _19"> </span>St<span class="_ _0"></span>rategii <span class="_ _19"> </span>dokonano <span class="_ _2b"> </span>analizy <span class="_ _2b"> </span>k<span class="_ _0"></span>ierunków <span class="_ _2b"> </span>rozwoju <span class="_ _2b"> </span>otocz<span class="_ _0"></span>enia <span class="_ _19"> </span>rynkow<span class="_ _0"></span>ego, <span class="_ _19"> </span>regulacyjnego, <span class="_ _2b"> </span>społecznego <span class="_ _19"> </span>i<span class="_ _0"></span> </div><div class="t m0 x1 hf y1167 ff7 fs4 fc2 sc0 ls0 ws0">ekonomicznego  przekładając  je  na  szanse<span class="_ _1"></span>  i  ryzyka  dla  Grupy  Kapitałowej.  Dostosowanie  strategii  działań  bi<span class="_ _1"></span>znesowych  do  wymogów<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yf58 ff7 fs4 fc2 sc0 ls0 ws0">współczesnego <span class="_ _14"> </span>świata <span class="_ _14"> </span>i<span class="_ _0"></span> <span class="_ _14"> </span>oc<span class="_ _0"></span>zekiwań <span class="_ _14"> </span>Interesariuszy  b<span class="_ _1"></span>yło <span class="_ _14"> </span>podstaw<span class="_ _0"></span>ą <span class="_ _14"> </span>opracow<span class="_ _0"></span>ania <span class="_ _14"> </span>dokumentu <span class="_ _14"> </span>oraz<span class="_ _0"></span> <span class="_ _14"> </span>zintegrowania  z <span class="_ _14"> </span>nim <span class="_ _14"> </span>kwestii <span class="_ _14"> </span>z<span class="_ _0"></span>  zakre<span class="_ _1"></span>su </div><div class="t m0 x1 hf yf59 ff7 fs4 fc2 sc0 ls0 ws0">zrównoważonego rozwoju. <span class="_ _0"></span>W dokumencie przekrojowo <span class="_ _0"></span>zostały określone zobowiązania Grupy <span class="_ _0"></span>w zakresie <span class="_ _0"></span>środowiska, społeczeństwa <span class="_ _0"></span>i <span class="_ _3"></span>ładu </div><div class="t m0 x1 hf yf5a ff6 fs4 fc2 sc0 ls0 ws0">korporacy<span class="ff7">jnego. Działalność w ww. obszarach UNIMOT kształtuje na podstawie międzynarodowyc<span class="_ _0"></span>h i unijnych kierunków oraz powstających </span></div><div class="t m0 x1 hf y1168 ff6 fs4 fc2 sc0 ls0 ws0">przepisów prawnych i regulacji. </div><div class="t m0 x1 hf ya73 ff7 fs4 fc2 sc0 ls0 ws0">Pełna treść Strategii została zamieszczona na stronie internetowej<span class="ff6">  <span class="fc11">https://www.unimot.pl/relacje-inwestorskie/</span>  </span></div><div class="t m0 x1 hf y1169 ff7 fs4 fc2 sc0 ls0 ws0">Istotnym <span class="_ _27"> </span>elementem <span class="_ _16"> </span>Strategii <span class="_ _16"> </span>Grupy <span class="_ _27"> </span>UNIMOT <span class="_ _16"> </span>są <span class="_ _16"> </span>zobowiązania <span class="_ _27"> </span>w <span class="_ _16"> </span>zakresie <span class="_ _27"> </span>społecznej <span class="_ _16"> </span>odpowiedzialności <span class="_ _27"> </span>biznesu, <span class="_ _16"> </span>w <span class="_ _16"> </span>tym <span class="_ _16"> </span>działania </div><div class="t m0 x1 hf y116a ff7 fs4 fc2 sc0 ls0 ws0">ukierunkowane <span class="_ _3"></span>na <span class="_ _4"></span>budowanie <span class="_ _4"></span>poz<span class="_ _0"></span>ytywnych <span class="_ _4"></span>relacji <span class="_ _4"></span>z <span class="_ _4"></span>lokalnymi <span class="_ _3"></span>społecznościami. <span class="_ _4"></span>W <span class="_ _4"></span>ramach <span class="_ _4"></span>realizowanej <span class="_ _3"></span>polityki <span class="_ _4"></span>dobrego <span class="_ _4"></span>sąsiada, <span class="_ _4"></span>G<span class="_ _3"></span><span class="ff6">rupa </span></div><div class="t m0 x1 hf yf01 ff6 fs4 fc2 sc0 ls0 ws0">ang<span class="ff7">ażuje <span class="_ _0"></span>s<span class="_ _0"></span>ię <span class="_ _3"></span>w <span class="_ _3"></span>inicjatywy <span class="_ _3"></span>społeczne, <span class="_ _3"></span>edukacyjne <span class="_ _3"></span>i <span class="_ _3"></span>środowiskowe, <span class="_ _3"></span>wzmacniając <span class="_ _3"></span>swój<span class="_ _3"></span></span> <span class="_ _0"></span><span class="ff7">wpływ <span class="_ _3"></span>jako <span class="_ _3"></span>odpowiedzialnego <span class="_ _3"></span>pracodawcy <span class="_ _3"></span>i <span class="_ _3"></span>partnera </span></div><div class="t m0 x1 hf y1026 ff6 fs4 fc2 sc0 ls0 ws0">biznesowego. </div><div class="t m0 x1 hf y259 ff7 fs4 fc2 sc0 ls0 ws0">Dobrą praktyką <span class="_ _1"></span>w obszarze <span class="_ _1"></span>współpracy z lokaln<span class="_ _1"></span>ymi społecznościami <span class="_ _1"></span>jest dialog <span class="_ _1"></span>prowadzony przez <span class="_ _1"></span>członków Zarządu dane<span class="_ _1"></span>j Spółki z<span class="_ _0"></span><span class="ff6"> </span>będącymi </div><div class="t m0 x1 hf y25a ff7 fs4 fc2 sc0 ls0 ws0">reprezentantami  społeczności  władzami <span class="_ _15"> </span>samorządowymi.  Dialog  nie  ma <span class="_ _18"> </span>usy<span class="_ _0"></span>stematyzowanego  charakteru,  odbywa <span class="_ _18"> </span>się <span class="_ _18"> </span>na <span class="_ _18"> </span>b<span class="_ _0"></span>ieżąco, <span class="_ _27"> </span><span class="ff6 ls52">w </span></div><div class="t m0 x1 hf yc65 ff7 fs4 fc2 sc0 ls0 ws0">zależności od potrzeb. <span class="ff6"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:687.160000px;bottom:1508.700000px;width:211.420000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1463.420000px;width:147.080000px;height:22.640000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:575.320000px;bottom:1033.860000px;width:267.340000px;height:12.630000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:80.600000px;bottom:1008.580000px;width:91.160000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:570.220000px;bottom:382.100000px;width:170.400000px;height:22.630000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf91" class="pf w0 h0" ><div class="pc pc91 w0 h0"><img class="bi x14 y59 w17 h20" alt="" src="data:image/png;base64,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EAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAABACQAAAEoAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAIASAAAAlAAAAKAEAAAAJQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAQAkAAABKAAAAUAIAAKAEAAAAJQAAACgBAABACQAAAEoAAABQAgAAgBIAAACUAAAAoAQAAAAlAAAAKAEAAEAJAAAASgAAAFACAACAEgAAAJQAAACgBAAAACUAAAAoAQAAUAIAAIASAAAAlAAAAKAEAAAAJQAAACgBAADgdS3XmNs5AADgbyv6HX4CAABQkRIAAICKDu2echeNzHYgAAAAAElFTkSuQmCC"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">145<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Cele <span class="_ _5"> </span>szczegółowe <span class="_ _5"> </span>w <span class="_ _14"> </span>zakresie <span class="_ _5"></span>społecznej <span class="_ _5"> </span>o<span class="_ _0"></span>dpowiedzialności <span class="_ _4"></span>b<span class="_ _0"></span>iznesu <span class="_ _5"> </span>Grupy <span class="_ _14"> </span>określono <span class="_ _5"></span>w <span class="_ _5"> </span>Po<span class="_ _0"></span>lityce <span class="_ _5"> </span>Zaangażowania <span class="_ _14"> </span>Społecznego. <span class="_ _5"></span>Zgodni<span class="_ _3"></span><span class="ff6">e <span class="_ _5"> </span>z </span></div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">założeniami <span class="_ _5"></span>Polityki <span class="_ _5"></span>zaangażowanie <span class="_ _5"> </span>s<span class="_ _0"></span>połeczne <span class="_ _5"></span>pozwala <span class="_ _5"> </span>Grupie <span class="_ _5"> </span>U<span class="_ _0"></span>NIMOT <span class="_ _5"> </span>nie <span class="_ _5"> </span>tylko <span class="_ _5"> </span>re<span class="_ _0"></span>dukować <span class="_ _5"> </span>negatywny <span class="_ _5"> </span>w<span class="_ _0"></span>pływ <span class="_ _5"> </span>działalności, <span class="_ _5"> </span>ale <span class="_ _14"> </span>prze<span class="_ _0"></span><span class="ff6 ls10">de<span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">wszystkim wprowadzać<span class="_ _0"></span> <span class="_ _0"></span>pozytywne, wymierne zmiany <span class="_ _0"></span>zarówno <span class="_ _0"></span>w <span class="_ _0"></span>społecznościach, <span class="_ _0"></span>w <span class="_ _0"></span>których działa <span class="_ _0"></span>organizacja, <span class="_ _0"></span>jak <span class="_ _0"></span>i we <span class="_ _0"></span>własnym <span class="_ _0"></span>biz<span class="_ _3"></span><span class="ff6">nesie. </span></div><div class="t m0 x1 hf y116b ff7 fs4 fc2 sc0 ls0 ws0">Polityka określa zasady mające na celu:<span class="ff6"> </span></div><div class="t m0 x47 hf y10f2 ff6 fs4 fcb sc0 ls7 ws0">1.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7 fc2">Identyfikowanie <span class="_ _4"></span>i <span class="_ _4"></span>przeciwdziałanie <span class="_ _5"></span>potencjalnemu <span class="_ _4"></span>negatywnemu <span class="_ _5"></span>wpływowi <span class="_ _4"></span>działalności <span class="_ _5"></span>Grupy <span class="_ _4"></span>UNIMOT <span class="_ _4"></span> <span class="_ _5"></span> <span class="_ _4"></span>na <span class="_ _5"></span>społeczności <span class="_ _4"></span>oraz </span></span></div><div class="t m0 x17 hf y115c ff7 fs4 fc2 sc0 ls0 ws0">minimalizowanie ryzyk z nim związanych.<span class="ff6"> </span></div><div class="t m0 x47 hf y115d ff6 fs4 fcb sc0 ls7 ws0">2.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7 fc2">Wprowadzanie <span class="_ _19"> </span>mechanizmó<span class="_ _0"></span>w <span class="_ _2b"> </span>umożliwiających <span class="_ _2b"> </span>działania <span class="_ _2b"> </span>zaradcze <span class="_ _2b"> </span>w <span class="_ _2b"> </span>przypadku <span class="_ _2b"> </span>negatywnego <span class="_ _2b"> </span>w<span class="_ _0"></span>pływu <span class="_ _19"> </span>na <span class="_ _2b"> </span>s<span class="_ _0"></span>połeczności, </span></span></div><div class="t m0 x17 hf y115e ff7 fs4 fc2 sc0 ls0 ws0">spowodowanego przez Grupę UNIMOT.<span class="ff6"> </span></div><div class="t m0 x47 hf y10b ff6 fs4 fcb sc0 ls7 ws0">3.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7 fc2">Generowanie pozytywnego wpływu na społeczności. <span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y115f ff6 fs4 fcb sc0 ls7 ws0">4.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7 fc2">Usystematyzowania zasad prowadzenia przez Grupę UNIMOT dialogu z przedstawicie<span class="_ _1"></span>lami lokalnych społeczności.  <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf yf32 ff6 fs4 fcb sc0 ls7 ws0">5.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff7 fc2">Budowanie <span class="_ _3"></span>poczucia <span class="_ _3"></span>odpowiedzialności <span class="_ _0"></span>kadry <span class="_ _3"></span>kierowniczej <span class="_ _3"></span>Spółek <span class="_ _3"></span>za <span class="_ _3"></span>poprawną <span class="_ _0"></span>komunikację <span class="_ _3"></span>oraz <span class="_ _3"></span>dobrą <span class="_ _0"></span>w<span class="_ _0"></span>spółpracę <span class="_ _3"></span>z <span class="_ _0"></span>lokalnymi </span></span></div><div class="t m0 x17 hf y116c ff7 fs4 fc2 sc0 ls0 ws0">społecznościami.<span class="ff6"> </span></div><div class="t m0 x1 hf y1025 ff7 fs4 fc2 sc0 ls0 ws0">Zaangażowanie społeczne Grupy UNIMOT   opiera się n<span class="_ _1"></span>a filarach: <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y116d ff1 fs4 fc16 sc0 ls0 ws0"><span class="ff2"> <span class="_ _25"> </span><span class="ff7 fc2">Grupa aktywnie prowadzi dialog z o<span class="_ _0"></span>toczeniem społecznym i współpracuje<span class="_ _1"></span> z przedstawicielami lokalnych społeczności w </span></span></div><div class="t m0 x17 hf y116e ff6 fs4 fc2 sc0 ls0 ws0">transparentny i sprawiedliwy sposób; </div><div class="t m0 x47 hf y116f ff1 fs4 fc16 sc0 ls0 ws0"><span class="ff2"> <span class="_ _25"> </span><span class="ff7 fc2">Grupa inicjuje własne projekty promujące zrównoważony rozwój ekologiczny, społeczny i gospodarczy;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y1170 ff1 fs4 fc16 sc0 ls0 ws0"><span class="ff2"> <span class="_ _25"> </span><span class="ff7 fc2">Grupa monitoruje ryzyka w o<span class="_ _0"></span>bszarze społecznych i aktywnie n<span class="_ _1"></span>imi zarządza;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y1171 ff1 fs4 fc16 sc0 ls0 ws0"><span class="ff2"> <span class="_ _25"> </span><span class="ff7 fc2">Grupa stosuje procedury zgłaszania skarg i nieprawidłowości przez społeczności lokalne.<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y1172 ff7 fs4 fcb sc0 ls0 ws0">Działania wspierające lokalne społeczności <span class="ff6"> </span></div><div class="t m0 x1 hf ya89 ff7 fs4 fc2 sc0 ls0 ws0">Rozwój <span class="_ _1"></span>działalności <span class="_ _9"></span>Grupy <span class="_ _9"></span>UNIMOT<span class="_ _0"></span> <span class="_ _9"></span> <span class="_ _1"></span> <span class="_ _9"></span>generuje <span class="_ _9"></span>w<span class="_ _0"></span>pływ <span class="_ _9"></span>na <span class="_ _1"></span>środowisko, <span class="_ _9"></span>społecz<span class="_ _0"></span>eństwo <span class="_ _9"></span>i <span class="_ _9"></span>na <span class="_ _1"></span>wszystkich <span class="_ _9"></span>i<span class="_ _0"></span>nteresariuszy <span class="_ _9"></span>w <span class="_ _1"></span>całym <span class="_ _9"></span>łańcuch<span class="_ _3"></span>u <span class="_ _9"></span>w<span class="_ _0"></span>artości. </div><div class="t m0 x1 hf ydd7 ff7 fs4 fc2 sc0 ls0 ws0">Umocowanie <span class="_ _3"></span>kwestii <span class="_ _4"></span>społecznych <span class="_ _3"></span>w <span class="_ _4"></span>Strategii <span class="_ _3"></span>daj<span class="_ _0"></span>e <span class="_ _4"></span>Grupie <span class="_ _3"></span>możliwo<span class="_ _0"></span>ść <span class="_ _3"></span>z<span class="_ _0"></span>arządzania <span class="_ _3"></span>o<span class="_ _0"></span>bszarem, <span class="_ _3"></span>identyfikowania <span class="_ _4"></span>ryzyk <span class="_ _3"></span>i <span class="_ _4"></span>szans <span class="_ _3"></span>o<span class="_ _0"></span>r<span class="_ _3"></span>az <span class="_ _3"></span>wdrażania </div><div class="t m0 x1 hf ydd8 ff7 fs4 fc2 sc0 ls0 ws0">efektywnych rozwiązań promujących rozwój społeczny, z poszanowaniem etyki biznesu, praw człowieka i obowiązków należytej staranności </div><div class="t m0 x1 hf y673 ff7 fs4 fc2 sc0 ls0 ws0">wobec wszystkich interesariuszy zaangażowanych w jej działania. <span class="ff6"> </span></div><div class="t m0 x1 hf y1056 ff7 fs4 fc2 sc0 ls0 ws0">Spółki <span class="_ _1"></span>Grupy <span class="_ _1"></span>UNIMOT w <span class="_ _1"></span>2025 <span class="_ _1"></span>roku <span class="_ _1"></span>pozostają <span class="_ _1"></span>istotnymi p<span class="_ _1"></span>racodawcami w <span class="_ _1"></span>wybranych <span class="_ _1"></span>regionach <span class="_ _1"></span>swojej działaln<span class="_ _1"></span>ości, co <span class="_ _1"></span>przekłada <span class="_ _9"></span>si<span class="_ _0"></span>ę <span class="ff6">na realny </span></div><div class="t m0 x1 hf y3ee ff7 fs4 fc2 sc0 ls0 ws0">wpływ  ekonomiczny  na  lokalne  społeczności.  Zatrudnienie  u<span class="_ _1"></span>trzymywane  przez  podmioty  Grupy  generuje  stałe  dochody  dla  gmin,<span class="_ _3"></span><span class="ff6">  <span class="ls1f">w </span></span></div><div class="t m0 x1 hf ye19 ff7 fs4 fc2 sc0 ls0 ws0">szczególności <span class="_ _0"></span>w <span class="_ _3"></span>formie <span class="_ _3"></span>podatku <span class="_ _0"></span>dochodowego <span class="_ _3"></span>od <span class="_ _3"></span>osób <span class="_ _0"></span>fizycznych, <span class="_ _0"></span>który <span class="_ _3"></span>zasila <span class="_ _3"></span>budżety <span class="_ _0"></span>jednostek <span class="_ _3"></span>samorządu <span class="_ _0"></span>terytorialnego. <span class="_ _3"></span>Prowa<span class="_ _3"></span><span class="ff6">dzenie </span></div><div class="t m0 x1 hf y1173 ff7 fs4 fc2 sc0 ls0 ws0">działalności operacyjnej <span class="_ _0"></span>i <span class="_ _0"></span>posiadanie infrastruktury <span class="_ _0"></span>przez <span class="_ _0"></span>spółki <span class="_ _0"></span>Grupy powo<span class="_ _0"></span>duje również <span class="_ _0"></span>odprowadzanie podatków<span class="_ _0"></span> o<span class="_ _0"></span>d nieruc<span class="_ _3"></span>homości <span class="_ _0"></span>oraz </div><div class="t m0 x1 hf ye45 ff7 fs4 fc2 sc0 ls0 ws0">innych <span class="_ _14"> </span>danin <span class="_ _14"> </span>lokalnyc<span class="_ _0"></span>h <span class="_ _14"> </span>związanych  z <span class="_ _14"> </span>funkcjonowaniem <span class="_ _14"> </span>przedsiębiorstw. <span class="_ _14"> </span>W <span class="_ _14"> </span>rezultacie  działalność <span class="_ _14"> </span>Grupy <span class="_ _14"> </span>przyczynia <span class="_ _14"> </span>s<span class="_ _0"></span>ię <span class="_ _14"> </span>do  zwiększ<span class="_ _0"></span><span class="ff6">enia </span></div><div class="t m0 x1 hf y1174 ff7 fs4 fc2 sc0 ls0 ws0">dochodów gmin, co może wspierać finansowanie<span class="_ _1"></span> usług publicznych oraz rozwój lokalnej infrastruktury.<span class="ff6"> </span></div><div class="t m0 x1 hf y9d0 ff7 fs4 fc2 sc0 ls0 ws0">Ponadto Spółki angażują się zarówno w inicjatywy społeczne, takie jak sponsoring wydarzeń kulturalnych, sportowych czy edukac<span class="_ _0"></span><span class="ff6">yjnych, jak </span></div><div class="t m0 x1 hf y1175 ff7 fs4 fc2 sc0 ls0 ws0">również we wspieranie lokalnych organizacji charytatywnych. Ni<span class="_ _1"></span>erzadko są partnerem najważniejszych inicjatyw w regionie<span class="ff6 lsb">. <span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x1 hf y6aa ff7 fs4 fc2 sc0 ls0 ws0">Po <span class="_ _3"></span>to, <span class="_ _0"></span>by <span class="_ _3"></span>realizować <span class="_ _0"></span>wynikający <span class="_ _3"></span>ze <span class="_ _0"></span>Strategii <span class="_ _3"></span>cel <span class="_ _0"></span>w <span class="_ _3"></span>zakresie <span class="_ _0"></span>wspier<span class="_ _0"></span>ania <span class="_ _0"></span>społeczności <span class="_ _3"></span>lokalnych, <span class="_ _0"></span>Spółki <span class="_ _3"></span>Grupy <span class="_ _0"></span>UNIMOT <span class="_ _3"></span> <span class="_ _3"></span> <span class="_ _0"></span>podejmuj<span class="_ _3"></span>ą <span class="_ _3"></span>działania </div><div class="t m0 x1 hf y1176 ff7 fs4 fc2 sc0 ls0 ws0">charytatywne <span class="_ _5"> </span>i <span class="_ _14"> </span>sponsoringowe. <span class="_ _5"> </span>Zaangażowanie <span class="_ _14"> </span>Spółek <span class="_ _5"> </span>w <span class="_ _14"> </span>tego <span class="_ _5"> </span>typu <span class="_ _5"> </span>inicjatywy <span class="_ _14"> </span>jest <span class="_ _5"> </span>ko<span class="_ _0"></span>ordynowane <span class="_ _5"> </span>przez <span class="_ _14"> </span>Komitet <span class="_ _5"> </span>ds. <span class="_ _14"> </span>Aktywnośc<span class="_ _3"></span><span class="ff6">i <span class="_ _5"> </span>Grupy </span></div><div class="t m0 x1 hf y1177 ff7 fs4 fc2 sc0 ls0 ws0">Kapitałowej <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>w <span class="_ _3"></span>obszarze <span class="_ _0"></span>w<span class="_ _0"></span>spierania <span class="_ _0"></span>lokalnych <span class="_ _3"></span>społeczności. <span class="_ _0"></span>W<span class="_ _0"></span> <span class="_ _0"></span>skład <span class="_ _3"></span>Komitetu <span class="_ _0"></span>wchodzą <span class="_ _3"></span>W<span class="_ _0"></span>iceprezes <span class="_ _0"></span>Zarządu <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _0"></span>ds. <span class="_ _4"></span><span class="ff6 ls2f">HR, </span></div><div class="t m0 x1 hf yf60 ff6 fs4 fc2 sc0 ls0 ws0">Dyrektor ds<span class="_ _1"></span>. Marketingu w UN<span class="_ _1"></span>IMOT S.A., Dyrektor <span class="_ _1"></span>ds. Relacji <span class="_ _1"></span>Inwestorskich i ESG<span class="_ _1"></span> w UNIMOT S<span class="_ _1"></span>.A., Dyrektor Biu<span class="_ _1"></span>ra Prasowego<span class="_ _0"></span> w UNIMOT S.A. </div><div class="t m0 x1 hf y1178 ff7 fs4 fc2 sc0 ls0 ws0">Decyzje <span class="_ _4"></span>dotyczące <span class="_ _4"></span>wsparcia <span class="_ _4"></span>danej <span class="_ _5"></span>inicjatywy <span class="_ _4"></span>członkowie <span class="_ _4"></span>Komitetu <span class="_ _4"></span>podejmują <span class="_ _4"></span>wspólnie <span class="_ _4"></span>na <span class="_ _4"></span>pods<span class="_ _0"></span>tawie <span class="_ _4"></span>rekomendacji <span class="_ _4"></span>Spółki. <span class="_ _5"></span>Do <span class="_ _4"></span>główn<span class="_ _3"></span><span class="ff6">ych </span></div><div class="t m0 x1 hf y1179 ff7 fs4 fc2 sc0 ls0 ws0">projektów wsparcia w 2025 roku należały:<span class="ff6"> </span></div><div class="t m0 x47 hf y117a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Sponsoring cyklu rajdów motorsport<span class="ff7">: Rajd Nadwiślański, Rajd Safari, Rajd Barbórka;</span> </span></span></div><div class="t m0 x47 hf ya5 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Sponsoring <span class="_ _1"></span>tytularny <span class="_ _1"></span>męskiej d<span class="_ _1"></span>rużyny piłki <span class="_ _9"></span>siat<span class="_ _0"></span>kowej AVIA <span class="_ _9"></span>Solar Sędziszów Małopolski <span class="_ _9"></span>o<span class="_ _0"></span>raz wsparcie<span class="_ _1"></span> <span class="_ _1"></span>finansowe <span class="_ _1"></span>organizacji tu<span class="_ _1"></span>rn<span class="_ _0"></span><span class="ff6">ieju </span></span></span></div><div class="t m0 x17 hf y117b ff7 fs4 fc2 sc0 ls0 ws0">o Puchar AVIA Solar czy dofinansowanie zakupu koszulek i sprzętu dla zawodników;<span class="ff6"> </span></div><div class="t m0 x47 hf y117c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Sponsoring Speedway Fun Klub LWY AVIA w Częstochowie;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y117d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Sponsoring Klubu Sportowego Kolejarz Jura w Częstochowie;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf ya2f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Sponsoring Towarzystwa Lekkoatletycznego Orlęta w Częstochowie;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y117e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Sponsoring Klubu Karate NIDAN Zawadzkie; </span></span></div><div class="t m0 x47 hf y117f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Dofinansowanie działalności Miejskiego Klubu Sportowego w Czechowicach –<span class="ff6"> Dziedzicach; </span></span></span></div><div class="t m0 x47 hf y79c ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Dofinansowanie działalności Gminneg<span class="_ _1"></span>o Klubu Sportowego GROM Poczesna;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y1180 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Sponsoring ogólnopolskiego Turnieju Szachowego dla dzieci i młodzieży „Gramy w szachy”, Katowice;<span class="ff6"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf92" class="pf w0 h0" ><div class="pc pc92 w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">146<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf y10c2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Partnerstwo  UN<span class="_ _1"></span>IMOT  &amp;  Our <span class="_ _14"> </span>Future  Foundation:  w  tym <span class="_ _14"> </span>Our  Future  Forum, <span class="_ _14"> </span>OFF  Career  Accelerator <span class="_ _14"> </span>(program  roczny),  Gala </span></span></div><div class="t m0 x17 hf y10c3 ff6 fs4 fc2 sc0 ls0 ws0">Stypendialna, Akcja Inspiracja w Rzeszowie; </div><div class="t m0 x47 hf y1181 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Sponsoring pikników lotniczych: Air Show w Mielcu, Piknik Lotniczy w Gryźlinach;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y1182 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Partnerstwo <span class="_ _5"> </span>oraz <span class="_ _14"> </span>udział <span class="_ _14"> </span>w <span class="_ _5"> </span>lokalnych <span class="_ _14"> </span>wydarzeniach <span class="_ _5"> </span>miast: <span class="_ _14"> </span>Dni <span class="_ _14"> </span>Czechowic<span class="_ _0"></span><span class="ff6">-</span>Dziedzic, <span class="_ _14"> </span>Dni <span class="_ _5"> </span>Jasła, <span class="_ _14"> </span>Dni <span class="_ _5"> </span>Zaw<span class="_ _0"></span>adzkiego, <span class="_ _5"> </span>Lato<span class="_ _0"></span> <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>Kulturą </span></span></div><div class="t m0 x17 hf y1183 ff7 fs4 fc2 sc0 ls0 ws0">Powiatu <span class="_ _5"></span>Jasielskiego, <span class="_ _4"></span>Powitanie <span class="_ _4"></span>L<span class="_ _0"></span>ata <span class="_ _5"></span>w <span class="_ _4"></span>Parku <span class="_ _5"> </span>Szwajcarska <span class="_ _5"></span>Dolina <span class="_ _5"></span>w <span class="_ _5"></span>Czechowicach <span class="_ _4"></span>Dziedzicach, <span class="_ _5"></span>Festyn <span class="_ _4"></span>z <span class="_ _5"> </span>R<span class="_ _0"></span>odzinką <span class="_ _4"></span>podczas <span class="_ _5"> </span>Dni </div><div class="t m0 x17 hf y10c7 ff7 fs4 fc2 sc0 ls0 ws0">Żywca;<span class="ff6"> </span></div><div class="t m0 x47 hf y10c8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Partnerstwo oraz udział w lokalnych wydarzeniach sportowych: Cykl „Bie<span class="_ _1"></span>giem po zdrowie” Czechowice<span class="_ _0"></span><span class="ff6">-</span>Dziedzice, „Pływacki Dzień </span></span></div><div class="t m0 x17 hf y10c9 ff7 fs4 fc2 sc0 ls0 ws0">Dziecka” w Częstochowie, Międzywojewódzki Turnie<span class="_ _1"></span>j Koszykówki SOS w Częstochowie;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y1184 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Partnerstwo <span class="_ _14"> </span>oraz  udział <span class="_ _14"> </span>w<span class="_ _0"></span>  l<span class="_ _1"></span>okalnych <span class="_ _14"> </span>wydarzeniach  kulturalnych:  Konku<span class="_ _1"></span>rs <span class="_ _14"> </span>Mło<span class="_ _0"></span>dych <span class="_ _14"> </span>I<span class="_ _0"></span>nstrumentalistów  w <span class="_ _14"> </span>Jaśle,  A<span class="_ _1"></span>MO <span class="_ _14"> </span>Canta<span class="_ _0"></span>re </span></span></div><div class="t m0 x17 hf y1185 ff7 fs4 fc2 sc0 ls0 ws0">Konkurs <span class="_ _1"></span>Myśli <span class="_ _1"></span>Wokalnej <span class="_ _1"></span>w <span class="_ _1"></span>Czechowicach<span class="_ _0"></span><span class="ff6">-Dziedzicach, XII <span class="_ _9"></span>Letni Festiwal <span class="_ _9"></span>Wo<span class="_ _0"></span>kalno-Teatralny LEW <span class="_ _1"></span>oraz <span class="_ _1"></span>Jesienne <span class="_ _1"></span>Spotkania <span class="_ _9"></span>Teat<span class="_ _0"></span>ralne </span></div><div class="t m0 x17 hf y669 ff6 fs4 fc2 sc0 ls0 ws0">w <span class="_ _27"> </span>Czechowicach <span class="_ _27"> </span><span class="ff7">–</span> <span class="_ _15"> </span><span class="ff7">Dziedzicach, <span class="_ _27"> </span>spotkania <span class="_ _15"> </span>autorskie <span class="_ _27"> </span>z <span class="_ _27"> </span>Janem <span class="_ _15"> </span>Melą <span class="_ _27"> </span>w <span class="_ _27"> </span>Bibliotece <span class="_ _27"> </span>Miejskiej <span class="_ _15"> </span>w <span class="_ _27"> </span>Czechowicach <span class="_ _16"> </span>–</span> <span class="_ _27"> </span>Dziedzicach, </div><div class="t m0 x17 hf y1186 ff7 fs4 fc2 sc0 ls0 ws0">dofinansowanie <span class="_ _1"></span>produkcji <span class="_ _1"></span>filmu „Jan <span class="_ _1"></span>Szczepanik <span class="_ _1"></span>polski <span class="_ _1"></span>Edison” <span class="_ _1"></span>Film Obiekt<span class="_ _1"></span>yw czy <span class="_ _1"></span>wsparcie <span class="_ _9"></span>f<span class="_ _0"></span>inansowe dla <span class="_ _1"></span>Stowarzyszenia <span class="_ _1"></span>Kolejow<span class="_ _0"></span><span class="ff6 ls14">e </span></div><div class="t m0 x17 hf y1187 ff7 fs4 fc2 sc0 ls0 ws0">Karpaty w Przemyślu na organizację wystawy Fotografii Kolejowej;<span class="ff6"> </span></div><div class="t m0 x47 hf y1188 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Partnerstwo i udział w <span class="_ _0"></span>konferencjach oraz wydarzeniach edukacyjnych: L<span class="_ _0"></span>etnia Szkoła L<span class="_ _0"></span>iderów we współpracy z <span class="_ _0"></span>Fundacją Pomyśl o </span></span></div><div class="t m0 x17 hf y1189 ff7 fs4 fc2 sc0 ls0 ws0">Przyszłości, Barbórkowa Konferencja Studenckich Kół Naukowyc<span class="_ _0"></span>h AGH, Konkurs „Zarządzanie na medal” oraz <span class="_ _0"></span>„Inżynierowie jutra” </div><div class="t m0 x17 hf y118a ff6 fs4 fc2 sc0 ls0 ws0">organiz<span class="ff7">owany <span class="_ _14"> </span>przez  Polite<span class="_ _1"></span>chnikę <span class="_ _14"> </span>Częstochowską,  G<span class="_ _1"></span>dańsk <span class="_ _14"> </span>Model  Un<span class="_ _1"></span>ited <span class="_ _14"> </span>Station  –<span class="ff6"> <span class="_ _14"> </span>symulacja  obrad<span class="_ _1"></span> <span class="_ _14"> </span>ONZ,  Konfer<span class="_ _1"></span>encja <span class="_ _14"> </span>Quality </span></span></div><div class="t m0 x17 hf y7df ff7 fs4 fc2 sc0 ls0 ws0">Production Improvement w Częstochowie;<span class="ff6"> </span></div><div class="t m0 x47 hf y118b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wspieranie <span class="_ _4"></span>bioróż<span class="_ _0"></span>norodności <span class="_ _5"></span>(m.in. <span class="_ _5"> </span>stworzenie <span class="_ _5"> </span>ogrodu <span class="_ _5"> </span>d<span class="_ _0"></span>eszczowego <span class="_ _5"></span>we <span class="_ _5"> </span>współpracy <span class="_ _14"> </span>z <span class="_ _5"></span>Centrum <span class="_ _5"></span>Edukacji <span class="_ _4"></span>Eko<span class="_ _0"></span>logicznej, <span class="_ _5"></span>zakup <span class="_ _5"> </span>i </span></span></div><div class="t m0 x17 hf y118c ff7 fs4 fc2 sc0 ls0 ws0">montaż <span class="_ _27"> </span>budek <span class="_ _27"> </span>lęgow<span class="_ _0"></span>ych <span class="_ _27"> </span>dla <span class="_ _16"> </span>ptaków <span class="_ _27"> </span>na <span class="_ _16"> </span>terenie <span class="_ _27"> </span>zakładów <span class="_ _16"> </span>w <span class="_ _27"> </span>Czechowicach <span class="_ _17"> </span>–<span class="ff6"> <span class="_ _15"> </span>Dz<span class="_ _0"></span>iedzicach, <span class="_ _27"> </span>spotkania <span class="_ _16"> </span>edukacyjne <span class="_ _27"> </span>dzieci <span class="_ _27"> </span>z<span class="_ _0"></span> </span></div><div class="t m0 x17 hf y566 ff6 fs4 fc2 sc0 ls0 ws0">pracownikami UNIMOT Terminale i RCEkoenergia w przedszkolach w Czechowicach - Dziedzicach); </div><div class="t m0 x47 hf y89e ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Darowizny  dla:  Oc<span class="_ _0"></span>hotniczej  Straży <span class="_ _18"> </span>Po<span class="_ _0"></span>żarnej  w <span class="_ _18"> </span>Międzyrzeczu  Górnym <span class="_ _18"> </span>na <span class="_ _18"> </span>z<span class="_ _0"></span>akup  sprzętu  o<span class="_ _0"></span>raz  OSP <span class="_ _15"> </span>Częstochowa  Gnaszyn  na<span class="_ _0"></span> </span></span></div><div class="t m0 x17 hf y16b ff6 fs4 fc2 sc0 ls0 ws0">dofinansowanie zakupu <span class="_ _1"></span>umundurowania dla jednostki, d<span class="_ _1"></span>la OSP w Zawadzkiem <span class="_ _1"></span>na zakup aparatów do ochrony <span class="_ _1"></span>dróg oddechowych. </div><div class="t m0 x17 hf ydeb ff7 fs4 fc2 sc0 ls0 ws0">Również na dofinansowanie działalności Rafineryjnego Klubu Seniora w Jaśle czy udział w Święcie Chleb<span class="_ _1"></span>a w Strzelcach Opolskich;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf yb0 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Wsparcie <span class="_ _15"> </span>finansowe <span class="_ _27"> </span>w <span class="_ _27"> </span>VII <span class="_ _27"> </span>Mistrzostwach <span class="_ _27"> </span>Polski <span class="_ _27"> </span>Strażaków <span class="_ _27"> </span>w <span class="_ _27"> </span>Biegu <span class="_ _15"> </span>Górskim <span class="_ _27"> </span>w <span class="_ _27"> </span>Jaśle <span class="_ _27"> </span>oraz <span class="_ _27"> </span>XXII <span class="_ _27"> </span>Mistrzostw <span class="_ _27"> </span>Województwa </span></span></div><div class="t m0 x17 hf y96 ff7 fs4 fc2 sc0 ls0 ws0">Podkarpackiego Strażaków w Biegach Przełajowych;<span class="ff6"> </span></div><div class="t m0 x47 hf y99b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Działalność <span class="_ _3"></span>CSR <span class="_ _0"></span>–<span class="ff6"> <span class="_ _3"></span></span>dofinansowanie <span class="_ _3"></span>akcji <span class="_ _0"></span>oraz <span class="_ _3"></span>udział <span class="_ _3"></span>pracowników <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>w <span class="_ _3"></span>ALL4Kids <span class="_ _0"></span>Charity <span class="_ _3"></span>Race <span class="_ _3"></span>oraz <span class="_ _0"></span>ALL<span class="_ _0"></span>4Kids <span class="_ _0"></span>Christmas <span class="_ _3"></span>gift, </span></span></div><div class="t m0 x17 hf y7ff ff7 fs4 fc2 sc0 ls0 ws0">zebranie funduszy na wyprawki szkolne dla dzie<span class="_ _1"></span>ci z potrzebujących rodzin z okolic Częstochowy.<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x1 y1065 w105 h118"><div class="t m0 xa hf y9ee ff9 fs4 fc2 sc0 ls0 ws0">Zestawienie wartości darowizn rzeczowych i pieniężnych<span class="ff6"> </span></div></div><div class="c x176 y1065 w106 h118"><div class="t m0 xa hf y649 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y118d w105 h5b"><div class="t m0 xa h16 y70e ff5 fs4 fc2 sc0 ls0 ws0">Cel darowizny/Beneficjent </div></div><div class="c x176 y118d w106 h5b"><div class="t m0 x5 h16 y70e ff8 fs4 fc2 sc0 ls0 ws0">Wartość<span class="ff5"> </span></div></div><div class="c x1 y6a6 w105 h5b"><div class="t m0 xa hf y70e ff7 fs4 fc2 sc0 ls0 ws0">Wsparcie organizacji pomocowych w zakresie ich statutowej działalności<span class="ff6"> </span></div></div><div class="c x176 y6a6 w106 h5b"><div class="t m0 x41 hf y70e ff6 fs4 fc2 sc0 ls9 ws0">    <span class="ls7">196<span class="ls0"> </span>903<span class="ls0"> <span class="ff7 ls1f">zł</span> </span></span></div><div class="t m0 x60 hf y118e ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 yadf w105 h119"><div class="t m0 xa hf y9ee ff7 fs4 fc2 sc0 ls0 ws0">Wsparcie środowiska naturalnego i troska o dobrostan zwierząt<span class="ff6"> </span></div></div><div class="c x176 yadf w106 h119"><div class="t m0 x41 hf y9ee ff6 fs4 fc2 sc0 ls9 ws0">      <span class="ls7">28 335<span class="ls0"> <span class="ff7 ls1f">zł</span> </span></span></div></div><div class="c x1 y141 w105 h86"><div class="t m0 xa hf y2ef ff7 fs4 fc2 sc0 ls0 ws0">Wsparcie sportu, w tym również rozwoju sportowego dzieci i młodzie<span class="_ _1"></span>ży<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x176 y141 w106 h86"><div class="t m0 x3 hf y2ef ff6 fs4 fc2 sc0 ls9 ws0">    <span class="ls7">81 000<span class="ls0"> <span class="ff7 ls1f">zł</span> </span></span></div></div><div class="c x1 y41e w105 h86"><div class="t m0 xa hf y2ef ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x176 y41e w106 h86"><div class="t m0 x60 hf y2 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y49e w105 h118"><div class="t m0 xa h16 y9ee ff5 fs4 fc2 sc0 ls0 ws0">SUMA: </div></div><div class="c x176 y49e w106 h118"><div class="t m0 x26 h16 y9ee ff5 fs4 fc2 sc0 ls7 ws0">306<span class="ls0"> </span>238<span class="ls0"> <span class="ff8 ls53">zł </span> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y7cb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y118f ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>2025 <span class="_ _4"></span>ro<span class="_ _0"></span>ku <span class="_ _4"></span>Gr<span class="_ _0"></span>upa <span class="_ _4"></span>U<span class="_ _0"></span>NIMOT <span class="_ _5"></span>opublikowała <span class="_ _5"></span>po <span class="_ _5"></span>raz <span class="_ _5"></span>drugi <span class="_ _5"></span>Sprawozdanie <span class="_ _4"></span>Zrów<span class="_ _0"></span>noważonego <span class="_ _5"></span>Rozwoju <span class="_ _4"></span>z<span class="_ _0"></span>godnie <span class="_ _4"></span>z <span class="_ _5"> </span>art. <span class="_ _5"></span>49b <span class="_ _5"> </span>Ustawy <span class="_ _5"> </span>z <span class="_ _5"> </span>dnia <span class="_ _5"></span>29 </div><div class="t m0 x1 hf y1190 ff7 fs4 fc2 sc0 ls0 ws0">września <span class="_ _3"></span>1994 <span class="_ _0"></span>ro<span class="_ _0"></span>ku <span class="_ _3"></span>o <span class="_ _3"></span>rachunkowości, <span class="_ _3"></span>zgodnie <span class="_ _3"></span>z <span class="_ _3"></span>art. <span class="_ _3"></span>55 <span class="_ _3"></span>ust. <span class="_ _3"></span>2b<span class="_ _0"></span><span class="ff6">-<span class="_ _0"></span></span>2c <span class="_ _3"></span>oraz <span class="_ _3"></span>zgodnie <span class="_ _3"></span>z <span class="_ _3"></span>Rozporządzeniem <span class="_ _3"></span>Parlamentu <span class="_ _0"></span>E<span class="_ _0"></span>uropejskiego <span class="_ _3"></span>i <span class="_ _3"></span>Rady <span class="_ _3"></span>(UE) </div><div class="t m0 x1 hf y1191 ff7 fs4 fc2 sc0 ls7 ws0">2020/852  z  dn<span class="_ _1"></span>ia  18  czerw<span class="_ _1"></span>ca  2020 <span class="_ _14"> </span>roku  w  sprawie <span class="_ _14"> </span>ustanowienia  ram  ułatwiających <span class="_ _14"> </span>z<span class="_ _0"></span>równoważone <span class="_ _14"> </span>inwestycje,  wraz  z <span class="_ _14"> </span>o<span class="_ _0"></span>dpowiedn<span class="_ _1"></span>imi </div><div class="t m0 x1 hf ye53 ff7 fs4 fc2 sc0 ls0 ws0">rozporządzeniami <span class="_ _27"> </span>delegowanymi. <span class="_ _27"> </span>Sprawozdanie <span class="_ _27"> </span>zo<span class="_ _0"></span>stało <span class="_ _27"> </span>sporządzone <span class="_ _27"> </span>w<span class="_ _0"></span> <span class="_ _27"> </span>oparciu <span class="_ _27"> </span>o <span class="_ _16"> </span>standardy <span class="_ _16"> </span>ESRS <span class="_ _27"> </span>(wprowadzone <span class="_ _27"> </span>R<span class="_ _0"></span>ozporządzeniem </div><div class="t m0 x1 hf y1192 ff6 fs4 fc2 sc0 ls0 ws0">Delegowanym <span class="_ _19"> </span>K<span class="ff7">omisji <span class="_ _2b"> </span>(UE) <span class="_ _2b"> </span>2023/2772), <span class="_ _2b"> </span>które <span class="_ _2b"> </span>są <span class="_ _19"> </span>o<span class="_ _0"></span>bowiązkowe <span class="_ _19"> </span>dla <span class="_ _2b"> </span>Grupy <span class="_ _19"> </span>UNIMOT <span class="_ _2b"> </span>od <span class="_ _2b"> </span>roku <span class="_ _19"> </span>o<span class="_ _0"></span>brotowego <span class="_ _19"> </span>2024. <span class="_ _2b"> </span>Sprawozdanie </span></div><div class="t m0 x1 hf y1193 ff7 fs4 fc2 sc0 ls0 ws0">Zrównoważonego Rozwoju stanowi załącznik do nin<span class="_ _1"></span>iejszego Sprawozdania.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1003 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hd y1194 ff5 fs5 fc5 sc0 ls0 ws0">8.12.<span class="ff3"> <span class="_ _44"> </span><span class="ff8">INFO<span class="_ _0"></span>RMACJA NA TEMAT SKŁADU OSOBOWEGO<span class="_ _1"></span> I ZMIAN, KTÓRE W NIM ZASZŁY W CIĄGU </span></span></div><div class="t m0 x49 hd y1195 ff8 fs5 fc5 sc0 ls0 ws0">OSTATNIEGO ROKU OBROTOWEGO DOTYCZĄCYCH ORGANÓW ZARZĄDZAJĄCYCH, </div><div class="t m0 x49 hd y117d ff8 fs5 fc5 sc0 ls0 ws0">NADZORUJĄCYCH ORAZ ADMINISTRUJĄCYCH <span class="ff5"> </span></div><div class="t m0 x1 h16 y257 ff8 fs4 fc2 sc0 ls0 ws0">ZARZĄD<span class="ff5"> </span></div><div class="t m0 x47 h16 y8dd ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Skład Zarządu <span class="ff5">oraz opis zmian </span></span></span></div><div class="t m0 x17 h16 y86b ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y86c ff8 fs4 fc2 sc0 ls0 ws0">Na 01.01.2025 r., 31.12.2025 r. i dzień publikacji raportu skład Zarządu Spółki<span class="_ _1"></span> przedstawiał się następująco:<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x1 hf ydcb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1196 ff6 fs4 fc2 sc0 ls0 ws0">Adam Sikorski <span class="ff7">–</span> <span class="ff7">Prezes Zarządu</span> </div></div></div><div class="pi" ></div></div><div id="pf93" class="pf w0 h0" ><div class="pc pc93 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">147<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff6 fs4 fc2 sc0 ls0 ws0">Robert Brzozowski <span class="ff7">–</span> <span class="ff7">Wiceprezes Zarządu ds. Handlowych</span> </div><div class="t m0 x1 hf y104 ff6 fs4 fc2 sc0 ls0 ws0">Filip Kuropatwa <span class="ff7">–</span> <span class="ff7">Wiceprezes Zarządu ds. Finansowych</span> </div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">Michał Hojowski <span class="ff6">- </span>Wiceprezes Zarządu ds. Transformacji Energetycznej<span class="ff6"> </span></div><div class="t m0 x1 hf y79e ff6 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna-Kowalska <span class="ff7">–</span> <span class="ff7">Wiceprezes Zarządu ds. HR</span> </div><div class="t m0 x1 hf y79f ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a0 ff7 fs4 fc2 sc0 ls0 ws0">W roku obrotowym nie wystąpiły zmiany w składzie Zarządu.<span class="ff6"> </span></div><div class="t m0 x1 hf y7a1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a2 ff7 fs4 fc2 sc0 ls0 ws0">Skład zarządu powołany jest na wspóln<span class="_ _1"></span>ą 5 letnią kadencję, która zakończy się wraz zatwierdzeniem sprawozdania fin<span class="_ _1"></span>ansowego Spó<span class="_ _0"></span>łki za rok </div><div class="t m0 x1 hf y7a3 ff6 fs4 fc2 sc0 ls7 ws0">2026.<span class="ls0"> </span></div><div class="t m0 x47 h16 y6cd ff5 fs4 fcb sc0 ls0 ws0"> </div><div class="t m0 x177 h16 yec2 ff5 fs4 fc2 sc0 ls0 ws0">ADAM SIKORSKI <span class="ff8">–</span> <span class="ff8">PREZES ZARZĄDU</span> </div><div class="t m0 x177 hf yfa8 ff6 fs4 fc2 sc0 ls0 ws0">Od <span class="_ _0"></span>1992 <span class="_ _0"></span>r. <span class="ff7">w<span class="_ _0"></span>spółtworzy <span class="_ _0"></span>Grupę <span class="_ _3"></span>Kapitałową <span class="_ _0"></span>UNIMOT, <span class="_ _3"></span>która <span class="_ _0"></span>jest <span class="_ _0"></span>jedną <span class="_ _0"></span>z<span class="_ _0"></span></span> <span class="ff7">największyc<span class="_ _0"></span>h <span class="_ _0"></span>prywatnych <span class="_ _0"></span>fi<span class="_ _0"></span>rm </span></div><div class="t m0 x177 hf y1197 ff6 fs4 fc2 sc0 ls10 ws0">na<span class="ls0"> rynku <span class="_ _14"> </span>energetycznym <span class="_ _14"> </span>w<span class="_ _0"></span> Polsce.  <span class="_ _14"> </span>W<span class="_ _0"></span> 2012 <span class="_ _14"> </span>r. <span class="ff7">został  Przewodniczącym <span class="_ _14"> </span>Rady <span class="_ _14"> </span>Nadzorczej  i</span> <span class="ff7">głównym </span></span></div><div class="t m0 x177 hf y1c5 ff7 fs4 fc2 sc0 ls0 ws0">udziałowcem <span class="_ _4"></span>PZL <span class="_ _5"></span>Sędziszów <span class="_ _4"></span>S.A. <span class="_ _5"> </span>–<span class="ff6"> </span>wiodącego, <span class="_ _5"></span>krajowego <span class="_ _4"></span>produc<span class="_ _0"></span>enta <span class="_ _4"></span>fi<span class="_ _0"></span><span class="ff6">ltrów <span class="_ _4"></span>dla <span class="_ _5"></span>motoryzacji, <span class="_ _5"></span>gdzie </span></div><div class="t m0 x177 hf y1198 ff6 fs4 fc2 sc0 ls0 ws0">w okresie <span class="_ _1"></span>2015-<span class="ff7">18 <span class="_ _1"></span>zajmował stanowisko <span class="_ _1"></span>Prezesa <span class="_ _1"></span>Zarządu <span class="_ _9"></span>S<span class="_ _0"></span>półki.<span class="ff6"> Od <span class="_ _1"></span>sierpnia <span class="_ _1"></span>2018 r. Adam <span class="_ _9"></span>Sikorski jest </span></span></div><div class="t m0 x177 hf y1199 ff7 fs4 fc2 sc0 ls0 ws0">Prezesem Zarządu <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>S.A. <span class="_ _0"></span>Adam <span class="_ _0"></span>Sikorski jes<span class="_ _0"></span>t <span class="_ _0"></span>absolwentem <span class="_ _0"></span>kierunku Międzynarodowe <span class="_ _0"></span>Stosunki </div><div class="t m0 x177 hf y135 ff6 fs4 fc2 sc0 ls0 ws0">Gospodarcze na <span class="_ _0"></span>Akademii <span class="_ _0"></span>Polonijne<span class="ff7">j <span class="_ _0"></span>w <span class="_ _0"></span>Częstochow<span class="_ _0"></span>ie. Ukończył<span class="_ _0"></span> studia <span class="_ _0"></span>podyplomowe <span class="_ _0"></span>Executive<span class="_ _0"></span></span> <span class="_ _0"></span>MBA, </div><div class="t m0 x177 hf y136 ff7 fs4 fc2 sc0 ls0 ws0">a <span class="_ _3"></span>w <span class="_ _3"></span>2013 <span class="_ _3"></span>r. <span class="_ _0"></span>o<span class="_ _0"></span>trzymał <span class="_ _3"></span>dyplom <span class="_ _0"></span>Executive <span class="_ _3"></span>Doctor <span class="_ _3"></span>of <span class="_ _3"></span>Business <span class="_ _0"></span>Admini<span class="_ _0"></span>stration <span class="_ _3"></span>–<span class="ff6"> <span class="_ _3"></span>EDBA <span class="_ _3"></span>w <span class="_ _3"></span>Instytucie <span class="_ _3"></span>Nauk </span></div><div class="t m0 x177 hf y857 ff7 fs4 fc2 sc0 ls0 ws0">Ekonomicznych <span class="_ _4"></span>Polskiej <span class="_ _4"></span>Akademii <span class="_ _3"></span>Nauk <span class="_ _4"></span>w <span class="_ _4"></span>Warszawie. <span class="_ _4"></span>W <span class="_ _4"></span>2023 <span class="_ _5"></span>r. <span class="_ _4"></span>uzyskał <span class="_ _4"></span>tytuł <span class="_ _4"></span>doktora <span class="_ _4"></span>w <span class="_ _4"></span>dziedzinie </div><div class="t m0 x177 hf y119a ff7 fs4 fc2 sc0 ls0 ws0">nauk <span class="_ _5"></span>społecznych <span class="_ _5"> </span>w <span class="_ _14"> </span>dyscyplinie <span class="_ _5"> </span>nauki <span class="_ _5"> </span>o <span class="_ _14"> </span>zarządzaniu <span class="_ _5"></span>i <span class="_ _5"> </span>jakoś<span class="_ _0"></span>ci <span class="_ _14"> </span>na <span class="_ _5"> </span>W<span class="_ _0"></span>ydziale <span class="_ _5"></span>Zarządzania <span class="_ _5"></span>Politechniki </div><div class="t m0 x177 hf y73e ff7 fs4 fc2 sc0 ls0 ws0">Częstochowskiej. <span class="_ _4"></span>Od <span class="_ _4"></span>2015 <span class="_ _4"></span>r. <span class="_ _4"></span>Adam <span class="_ _4"></span>Sikorski <span class="_ _4"></span>jest <span class="_ _4"></span>także <span class="_ _4"></span>certyfikowanym <span class="_ _4"></span>członkiem <span class="_ _4"></span>The <span class="_ _4"></span>John <span class="_ _4"></span>Maxwell </div><div class="t m0 x177 hf yee1 ff7 fs4 fc2 sc0 ls0 ws0">Team, <span class="_ _3"></span>czyli <span class="_ _0"></span>licencjonowanym <span class="_ _3"></span>trenere<span class="_ _1"></span>m, <span class="_ _3"></span>nauczycielem <span class="_ _0"></span>i <span class="_ _3"></span>mówcą <span class="_ _3"></span>motywacyjnym <span class="_ _3"></span>w <span class="_ _0"></span>międzynarodowym </div><div class="t m0 x1 hf y115 ff6 fs4 fc2 sc0 ls0 ws0">Zespole Johna Maxwella. Jego pa<span class="ff7">sją jest tematyka przywództwa i rozwoju osobistego.</span> </div><div class="t m0 x1 hf y119b ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xf6 h16 y13d ff5 fs4 fc2 sc0 ls0 ws0">ROBERT BRZOZOWSKI <span class="ff8">–</span> <span class="ff8">WICEPREZES ZARZĄDU DS. HANDLOWYCH</span> </div><div class="t m0 xf6 hf y119c ff7 fs4 fc2 sc0 ls0 ws0">Robert <span class="_ _18"> </span>Brz<span class="_ _0"></span>ozowski <span class="_ _15"> </span>jest <span class="_ _18"> </span>absolwentem <span class="_ _15"> </span>Uniwersytetu <span class="_ _15"> </span>Gdańskiego. <span class="_ _15"> </span>W<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span></span>2016 <span class="_ _15"> </span>roku <span class="_ _18"> </span>ukończ<span class="_ _0"></span>ył <span class="_ _15"> </span>prestiżową </div><div class="t m0 xf6 hf y119d ff7 fs4 fc2 sc0 ls0 ws0">uczelnię  BI<span class="ff6"> </span>Norwegian  Bus<span class="_ _1"></span>iness  School,  uzyskując <span class="_ _14"> </span>tytuł<span class="_ _0"></span><span class="ff6"> Executive  Master  of Bussines  Administration </span></div><div class="t m0 xf6 hf y373 ff6 fs4 fc2 sc0 ls0 ws0">w dziedzinie <span class="_ _3"></span>energii. <span class="_ _4"></span>W <span class="_ _3"></span>latach <span class="_ _4"></span>2000-<span class="ls7">20</span><span class="ff7">03 <span class="_ _4"></span>był <span class="_ _4"></span>Dyrektorem <span class="_ _3"></span>ds. <span class="_ _4"></span>Handlu <span class="_ _4"></span>i</span> Marketingu <span class="_ _3"></span>OR<span class="_ _0"></span>LEN <span class="_ _4"></span>Morena <span class="_ _3"></span>Sp. </div><div class="t m0 xf6 hf y1d1 ff6 fs4 fc2 sc0 ls0 ws0">z o.o., <span class="_ _0"></span>a<span class="_ _0"></span> przez ko<span class="_ _0"></span>lejne 2 <span class="ff7">lata <span class="_ _3"></span>pełnił funkcję <span class="_ _0"></span>Dyrektora <span class="_ _3"></span>Handlowego LOTOS <span class="_ _0"></span>Marine. <span class="_ _0"></span>Z <span class="_ _3"></span>Grupą UNIMOT <span class="_ _3"></span>jest </span></div><div class="t m0 xf6 hf ydf1 ff7 fs4 fc2 sc0 ls0 ws0">związany od<span class="ff6"> 2008 r. </span>jako <span class="_ _1"></span>koordynator <span class="_ _1"></span>międzynarodowego obrotu <span class="_ _9"></span>paliwami. W<span class="ff6"> </span>UNIMOT S.A. odpowiad<span class="_ _1"></span>ał </div><div class="t m0 xf6 hf y119e ff6 fs4 fc2 sc0 ls0 ws0">m.in. <span class="_ _5"></span>za projekt <span class="_ _5"> </span>hurtowej <span class="_ _14"> </span>s<span class="ff7">przedaży <span class="_ _5"> </span>oleju <span class="_ _5"> </span>napędowego. <span class="_ _14"> </span>25</span> sierpnia <span class="_ _5"></span>2014 <span class="_ _5"> </span>r. <span class="ff7">objął <span class="_ _14"> </span>stanowisko <span class="_ _5"></span>Członka </span></div><div class="t m0 xf6 hf y826 ff7 fs4 fc2 sc0 ls0 ws0">Zarządu oraz <span class="_ _0"></span>funkcję <span class="_ _0"></span>Dyrektora <span class="_ _0"></span>Handlowego <span class="_ _0"></span>Spółki. <span class="_ _0"></span>Od październi<span class="_ _0"></span>ka <span class="_ _0"></span>2015 r.<span class="_ _3"></span><span class="ff6"> </span>do końca <span class="_ _0"></span>2017 <span class="_ _0"></span>r.<span class="ff6"> </span>z<span class="_ _0"></span>ajmował </div><div class="t m0 xf6 hf y119f ff7 fs4 fc2 sc0 ls0 ws0">stanowisko Prezesa Zarządu Unimot S.A. <span class="ff6"> </span></div><div class="t m0 xf6 hf y331 ff6 fs4 fc2 sc0 ls0 ws0">Od stycznia 2018 r. <span class="ff7">Rober Brzozowski jest Wiceprezesem Zarządu ds. Handlowych.</span> </div><div class="t m0 xf6 hf y112d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y11a0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydbb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xfd h16 y11a1 ff5 fs4 fc2 sc0 ls0 ws0">FILIP KUROPATWA <span class="ff8">–</span> <span class="ff8">WICEPREZES ZARZĄDU DS. FINANSOWYCH</span> </div><div class="t m0 xfd hf ye02 ff6 fs4 fc2 sc0 ls0 ws0">Filip <span class="_ _22"> </span>Kuropatwa <span class="_ _22"> </span>posiada <span class="_ _22"> </span>2<span class="_ _0"></span>0-<span class="ff7">letnie <span class="_ _22"> </span>doświadczenie <span class="_ _45"> </span>na <span class="_ _22"> </span>rynkach <span class="_ _22"> </span>fi<span class="_ _0"></span>nansowych <span class="_ _22"> </span>pracując <span class="_ _0"></span></span> </div><div class="t m0 xfd hf y105f ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _3"></span>przeszłości <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _3"></span>BWP <span class="_ _4"></span>Unibank <span class="_ _3"></span>i <span class="_ _4"></span>BRE <span class="_ _3"></span>Bank <span class="_ _4"></span>w <span class="_ _3"></span>obszarach <span class="_ _3"></span>rynku <span class="_ _4"></span>pieniężnego <span class="_ _3"></span>i <span class="_ _3"></span>walu<span class="_ _0"></span>towego <span class="_ _3"></span>oraz <span class="_ _4"></span>rynków </div><div class="t m0 xfd hf yd33 ff7 fs4 fc2 sc0 ls0 ws0">towarowych.  Z  G<span class="_ _1"></span>rupą  UN<span class="_ _1"></span>IMOT  związany <span class="_ _14"> </span>od  2015  roku,  g<span class="_ _1"></span>dzie  z<span class="_ _1"></span>ajmował  stanowisko <span class="_ _14"> </span>Dyrektora  ds. </div><div class="t m0 xfd hf y11a2 ff7 fs4 fc2 sc0 ls0 ws0">Optymalizacji Marż i Ryzyka Finansowego.<span class="ff6"> </span></div><div class="t m0 xfd hf y529 ff6 fs4 fc2 sc0 ls0 ws0">Od kwietnia 2021 r. <span class="ff7">Filip Kuropatwa jest Wiceprezesem Zarządu ds. Finansowych.</span> </div><div class="t m0 xfd h16 y550 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xfd h16 y96c ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 xfd hf y11a3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17 hf y5cc ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf94" class="pf w0 h0" ><div class="pc pc94 w0 h0"><img class="bi x36 y59 w107 h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">148<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 xf4 h16 y5e ff8 fs4 fc2 sc0 ls0 ws0">MICHAŁ HOJOWSKI <span class="ff5">- </span>WICEPREZES ZARZĄDU DS. TRANSFORMACJI ENERGETYCZNEJ<span class="ff5"> </span></div><div class="t m0 xf4 hf y11a4 ff7 fs4 fc2 sc0 ls0 ws0">Michał <span class="_ _4"></span>Hojowski<span class="ff6"> <span class="_ _4"></span></span>jest <span class="_ _4"></span>absolwentem <span class="_ _4"></span>Akademii<span class="_ _1"></span> <span class="_ _4"></span>Ekonomicznej <span class="_ _4"></span>w <span class="_ _4"></span>Krakowie <span class="_ _4"></span>Wydział <span class="_ _3"></span>Finansów <span class="_ _4"></span>na <span class="_ _4"></span>kierunku </div><div class="t m0 xf4 hf y11a5 ff7 fs4 fc2 sc0 ls0 ws0">Finanse <span class="_ _16"> </span>i <span class="_ _17"> </span>Bankowość. <span class="_ _16"> </span>Zdobył <span class="_ _17"> </span>tytuł <span class="_ _17"> </span>Executive <span class="_ _16"> </span>Master <span class="_ _16"> </span>o<span class="_ _0"></span>f <span class="_ _16"> </span>Bu<span class="_ _0"></span>siness <span class="_ _16"> </span>A<span class="_ _0"></span>dministration <span class="_ _17"> </span>–<span class="ff6"> <span class="_ _17"> </span>Uniwersytytet </span></div><div class="t m0 xf4 hf y11a6 ff6 fs4 fc2 sc0 ls0 ws0">Ekonomiczny <span class="_ _18"> </span>w <span class="_ _15"> </span>Krakowie <span class="_ _18"> </span>oraz <span class="_ _18"> </span>Stockholm <span class="_ _15"> </span>University.  W <span class="_ _15"> </span>Grupie <span class="_ _15"> </span>UNIMOT  pracuje <span class="_ _15"> </span>od <span class="_ _18"> </span>2023 <span class="_ _27"> </span>roku <span class="_ _15"> </span>na </div><div class="t m0 xf4 hf y11a7 ff6 fs4 fc2 sc0 ls0 ws0">stanowisku dyrektora marketingu i rozwoju. </div><div class="t m0 xf4 hf y115c ff7 fs4 fc2 sc0 ls0 ws0">Posiada <span class="_ _5"> </span>doświadczenie <span class="_ _14"> </span>zawodowe <span class="_ _14"> </span>zdobyte <span class="_ _5"></span>w <span class="_ _14"> </span>instytucjach <span class="_ _5"></span>fina<span class="_ _0"></span>nsowych: <span class="_ _5"> </span>Raiffeisen <span class="_ _14"> </span>Bank <span class="_ _5"> </span>Polska <span class="_ _14"> </span>S.A.  –<span class="ff6"> </span></div><div class="t m0 xf4 hf y115d ff7 fs4 fc2 sc0 ls0 ws0">dealer <span class="_ _3"></span>walutowy <span class="_ _3"></span>i <span class="_ _4"></span>specjalisty <span class="_ _3"></span>ds. <span class="_ _3"></span>instrumentów<span class="_ _0"></span> <span class="_ _3"></span>pochodnych, <span class="_ _3"></span>dyrektor <span class="_ _4"></span>departamentu <span class="_ _3"></span>sprzedaży <span class="_ _3"></span>rynków </div><div class="t m0 xf4 hf y115e ff6 fs4 fc2 sc0 ls0 ws0">finansowych; <span class="_ _3"></span>Raiffeisen <span class="_ _4"></span>Solutions <span class="_ _4"></span><span class="ff7">–</span> <span class="_ _4"></span><span class="ff7">prezesa <span class="_ _3"></span>zarządu, <span class="_ _4"></span>a <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>późniejszym <span class="_ _4"></span>okresie <span class="_ _3"></span>członek <span class="_ _4"></span>rady <span class="_ _3"></span>nadzo<span class="_ _0"></span>rczej; </span></div><div class="t m0 xf4 hf y10b ff6 fs4 fc2 sc0 ls0 ws0">Banku <span class="_ _0"></span>Pekao <span class="_ _3"></span>S.A. <span class="_ _3"></span><span class="ff7">–</span> <span class="_ _0"></span><span class="ff7">dyrektor <span class="_ _3"></span>zarządzającego <span class="_ _3"></span>pionu <span class="_ _0"></span>rynków <span class="_ _3"></span>finansowych; <span class="_ _0"></span>BNP <span class="_ _3"></span>Paribas <span class="_ _0"></span>Bank <span class="_ _3"></span>Polska <span class="_ _0"></span>S.A. <span class="_ _4"></span>–</span> </div><div class="t m0 xf4 hf y758 ff7 fs4 fc2 sc0 ls0 ws0">dyrektor zarządzający pionu rynków finansowych.<span class="ff6"> </span></div><div class="t m0 x1 hf y40c ff7 fs4 fc2 sc0 ls0 ws0">Od stycznia 2024 r. Michał Hojowski jest Wiceprezesem Zarządu ds. Transformacji Energetycznej.<span class="ff6"> </span></div><div class="t m0 x1 hf y161 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y11a8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x7f h16 y11a9 ff5 fs4 fc2 sc0 ls0 ws0">ANETA SZCZESNA- KOWALSKA - <span class="ff8">WICEPREZES ZARZĄDU DS. HR</span> </div><div class="t m0 x7f hf y3e4 ff6 fs4 fc2 sc0 ls0 ws0">Aneta <span class="_ _16"> </span>Szczesna-Kowalska <span class="_ _17"> </span>posiada <span class="_ _16"> </span>25-<span class="ff7">letnie <span class="_ _17"> </span>doświadczenie <span class="_ _16"> </span>zaw<span class="_ _0"></span>odowe <span class="_ _16"> </span>w<span class="_ _0"></span> <span class="_ _16"> </span>spółkach <span class="_ _17"> </span>z <span class="_ _16"> </span>różnych <span class="_ _16"> </span>branż: </span></div><div class="t m0 x7f hf y11aa ff7 fs4 fc2 sc0 ls0 ws0">energetycznej, <span class="_ _0"></span>logistycznej, <span class="_ _3"></span>produkcyjnej, <span class="_ _0"></span>telekomunikacyjnej <span class="_ _3"></span>i <span class="_ _0"></span>fi<span class="_ _0"></span>nansowej. <span class="_ _0"></span>Z <span class="_ _3"></span>Grupą <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>związana <span class="_ _0"></span>od </div><div class="t m0 x7f hf y1042 ff7 fs4 fc2 sc0 ls0 ws0">2021 <span class="_ _3"></span>roku, <span class="_ _3"></span>gdzie <span class="_ _3"></span>zajmo<span class="_ _0"></span>wała <span class="_ _3"></span>stanowisko <span class="_ _4"></span>Dyrektora <span class="_ _3"></span>ds. <span class="_ _3"></span>HR <span class="_ _3"></span>i <span class="_ _4"></span>Adm<span class="ff6">inistracji. <span class="_ _3"></span>W <span class="_ _4"></span>GK <span class="_ _3"></span>UNIMOT <span class="_ _4"></span>odpowiedzialna </span></div><div class="t m0 x7f hf y1052 ff7 fs4 fc2 sc0 ls0 ws0">jest za realizację strateg<span class="_ _1"></span>ii grupy i budowanie<span class="_ _1"></span> efektywnej i skutecznej polityki zarządzania kapi<span class="_ _1"></span>tałem ludzkim </div><div class="t m0 x7f hf ye3c ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _15"> </span>w <span class="_ _15"> </span>kształtowanie  relacji <span class="_ _15"> </span>z <span class="_ _15"> </span>partnerem <span class="_ _18"> </span>społecz<span class="_ _0"></span>nym. <span class="_ _15"> </span>Jest <span class="_ _18"> </span>certyfikowanym <span class="_ _15"> </span>co<span class="_ _0"></span>achem,  asesorem <span class="_ _15"> </span>oraz </div><div class="t m0 x7f hf y999 ff7 fs4 fc2 sc0 ls0 ws0">członkiem Polskiego Stowarzyszenia Zarządzania Kadrami.<span class="ff6"> </span></div><div class="t m0 x7f hf ye13 ff7 fs4 fc2 sc0 ls0 ws0">Jest  absolwentką  Wyższej  Szkoły  Hu<span class="_ _1"></span>manistycznej,  gdzie  na  Wyd<span class="_ _1"></span>ziale  Nauk  Politycznych  uzyskała  tytuł<span class="_ _1"></span> </div><div class="t m0 x7f hf y11ab ff7 fs4 fc2 sc0 ls0 ws0">magistra <span class="_ _4"></span>na <span class="_ _4"></span>kierunku <span class="_ _4"></span>Marketing <span class="_ _5"></span>i <span class="_ _4"></span>Reklama. <span class="_ _5"></span>Ukończyła <span class="_ _4"></span>Podyplomowe <span class="_ _4"></span>Studium <span class="_ _4"></span>na <span class="_ _4"></span>kierunku <span class="_ _5"></span>Kompetencje </div><div class="t m0 x1 hf y11ac ff7 fs4 fc2 sc0 ls0 ws0">Psychologiczne <span class="_ _0"></span>i <span class="_ _0"></span>Negocjacyjne <span class="_ _0"></span>w <span class="_ _3"></span>Firmie w <span class="_ _3"></span>Szkole Głó<span class="_ _0"></span>wnej <span class="_ _0"></span>Handlowej, <span class="_ _3"></span>Podyplomowe <span class="_ _0"></span>Studium Pra<span class="_ _0"></span>wa <span class="_ _0"></span>Prac<span class="_ _0"></span>y <span class="_ _0"></span>na <span class="_ _0"></span>Uniwersytecie <span class="_ _0"></span>Warszawsk<span class="_ _3"></span><span class="ff6">im </span></div><div class="t m0 x1 hf y50b ff7 fs4 fc2 sc0 ls0 ws0">oraz uzyskała tytuł Master of Business Administration w Akade<span class="_ _1"></span>mii Leona Koź<span class="_ _0"></span>mińskiego.<span class="ff6"> </span></div><div class="t m0 x1 hf y11ad ff6 fs4 fc2 sc0 ls0 ws0">Od stycznia 2024 r. Aneta Szczesna-<span class="ff7">Kowalska jest Wiceprezesem Zarządu ds. HR.</span> </div><div class="t m0 x47 h16 yade ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Zasady powoływania i odwoływania Zarządu<span class="ff5"> </span></span></span></div><div class="t m0 x17 h16 ye4c ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7ea ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _3"></span>Spółki <span class="_ _4"></span>liczy <span class="_ _4"></span>od <span class="_ _3"></span>jednej <span class="_ _3"></span>do <span class="_ _4"></span>pięciu <span class="_ _3"></span>osób <span class="_ _4"></span>powoływanych <span class="_ _3"></span>i <span class="_ _4"></span>odwoływanych <span class="_ _3"></span>przez <span class="_ _4"></span>Radę <span class="_ _3"></span>Nadzorczą. <span class="_ _4"></span>Liczbę <span class="_ _3"></span>członków <span class="_ _4"></span>Zarządu <span class="_ _3"></span>ustala<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span>Rada </span></div><div class="t m0 x1 hf yadf ff7 fs4 fc2 sc0 ls0 ws0">Nadzorcza. <span class="_ _0"></span>Możliwa <span class="_ _3"></span>jest z<span class="_ _0"></span>miana <span class="_ _0"></span>liczby <span class="_ _3"></span>członków <span class="_ _0"></span>Zarządu <span class="_ _0"></span>w <span class="_ _3"></span>trakcie <span class="_ _0"></span>trwania <span class="_ _0"></span>wspólnej <span class="_ _0"></span>ka<span class="_ _0"></span>dencji <span class="_ _0"></span>Zarzą<span class="_ _0"></span>du. <span class="_ _0"></span>Członkowie <span class="_ _3"></span>Zarządu <span class="_ _0"></span>powoły<span class="_ _3"></span>wani <span class="_ _0"></span>są </div><div class="t m0 x1 hf y4c0 ff7 fs4 fc2 sc0 ls0 ws0">na <span class="_ _1"></span>okres <span class="_ _9"></span>wspólnej <span class="_ _1"></span>kadencji <span class="_ _1"></span>wynoszącej <span class="_ _9"></span>pięć lat. <span class="_ _9"></span>Dopuszczalne <span class="_ _9"></span>je<span class="_ _0"></span>st <span class="_ _1"></span>powoływanie <span class="_ _1"></span>tych <span class="_ _9"></span>samych osób <span class="_ _9"></span>na <span class="_ _1"></span>następne <span class="_ _9"></span>kadencje <span class="_ _1"></span>Zarządu. Do <span class="_ _1"></span>Zarządu </div><div class="t m0 x1 hf y767 ff7 fs4 fc2 sc0 ls0 ws0">mogą być powoływani akcjonariusze, a także osoby spoza Spółki. <span class="ff6"> </span></div><div class="t m0 x1 hf y302 ff7 fs4 fc2 sc0 ls0 ws0">Każdy z <span class="_ _0"></span>członków Zarządu Spółki moż<span class="_ _0"></span>e być odwołany <span class="_ _0"></span>przez Walne Zgromadzenie lub z <span class="_ _0"></span>ważnych przycz<span class="_ _0"></span>yn zawieszony przez <span class="_ _0"></span>Radę Nadzo<span class="_ _3"></span>rczą. </div><div class="t m0 x1 hf ydb9 ff7 fs4 fc2 sc0 ls0 ws0">Rada Nadzorcza może delegować członków Rady Nadzorczej do czasowego wykonywania czynn<span class="_ _1"></span>ości Zarządu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 h16 y11ae ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Kompetencje Zarządu<span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y11af ff7 fs4 fc2 sc0 ls0 ws0">Ogólne <span class="_ _0"></span>zasady <span class="_ _3"></span>działania <span class="_ _0"></span>Zarządu <span class="_ _3"></span>Spółki <span class="_ _0"></span>określa <span class="_ _3"></span>Statut <span class="_ _0"></span>Spółki. <span class="_ _3"></span>Szczegółowy <span class="_ _3"></span>tryb <span class="_ _0"></span>działania <span class="_ _3"></span>Zarządu <span class="_ _0"></span>oraz <span class="_ _0"></span>o<span class="_ _0"></span>pis <span class="_ _0"></span>kompetencji <span class="_ _0"></span>o<span class="_ _0"></span>kreśl<span class="_ _0"></span><span class="ff6">a <span class="_ _3"></span>Regulamin </span></div><div class="t m0 x1 hf y62a ff7 fs4 fc2 sc0 ls0 ws0">Zarządu, a także Regulamin Organizacyjny Spółki.<span class="ff6"> </span></div><div class="t m0 x1 hf y3f9 ff7 fs4 fc2 sc0 ls0 ws0">Zarząd prowadzi <span class="_ _1"></span>sprawy Sp<span class="_ _1"></span>ółki i re<span class="_ _1"></span>prezentuje Sp<span class="_ _1"></span>ółkę we wszystki<span class="_ _1"></span>ch czynnościach <span class="_ _1"></span>sądowych i <span class="_ _1"></span>pozasądowych. Do k<span class="_ _1"></span>ompetencji <span class="_ _1"></span>Zarząd<span class="_ _3"></span>u <span class="_ _1"></span>należą </div><div class="t m0 x1 hf y11b0 ff7 fs4 fc2 sc0 ls0 ws0">wszystkie sprawy niezastrzeżone przez przepisy lub<span class="_ _1"></span> Statut dla innych organów Spółki. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y11b1 ff7 fs4 fc2 sc0 ls0 ws0">Zarząd może przekazać prowadzenie określonych s<span class="_ _1"></span>praw poszczególnym członkom Zarządu lub pracownikom Spółki, z wyjątkiem spraw:<span class="_ _0"></span><span class="ff6">  </span></div><div class="t m0 x31 hf yad5 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">które zostały przypisane wyłącznej kompetencji Zarządu przez obowiązujące przepisy bądź postanowienia Statutu; <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x31 hf yad6 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">powierzonych Zarządowi przez Walne Zgromadzenie lub Radę<span class="_ _1"></span> Nadzorcz<span class="_ _0"></span>ą.<span class="ff6"> </span></span></span></div><div class="t m0 x21 hf yad7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y11b2 ff7 fs4 fc2 sc0 ls0 ws0">Nabycie <span class="_ _0"></span>i <span class="_ _0"></span>zbycie <span class="_ _3"></span>nieruchomości, <span class="_ _0"></span>prawa <span class="_ _3"></span>użytkowania <span class="_ _0"></span>wieczystego <span class="_ _0"></span>lub <span class="_ _3"></span>udziału w<span class="_ _0"></span> <span class="_ _3"></span>nieruchomości stan<span class="_ _0"></span>owi <span class="_ _0"></span>kompetencję <span class="_ _0"></span>Zarządu <span class="_ _3"></span>i <span class="_ _0"></span>nie <span class="_ _0"></span>w<span class="_ _4"></span><span class="ff6">ymaga </span></div><div class="t m0 x1 hf y11b3 ff7 fs4 fc2 sc0 ls0 ws0">uchwały Walnego Zgromadzenia.<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf95" class="pf w0 h0" ><div class="pc pc95 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">149<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Zarząd jest upoważniony do <span class="_ _0"></span>wypłaty akcjo<span class="_ _0"></span>nariuszom zaliczki na <span class="_ _0"></span>poczet przewidywanej dywidendy na koniec <span class="_ _0"></span>roku obrotowego, <span class="_ _0"></span>jeżel<span class="_ _3"></span>i Spółka </div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">posiada <span class="_ _0"></span>środki <span class="_ _3"></span>wystarczające <span class="_ _0"></span>na <span class="_ _0"></span>w<span class="_ _0"></span>ypłatę, <span class="_ _0"></span>na <span class="_ _3"></span>warunkach <span class="_ _0"></span>wskazanych <span class="_ _3"></span>w <span class="_ _0"></span>Kodeksie <span class="_ _0"></span>spółek <span class="_ _3"></span>handlowych. <span class="_ _0"></span>Wypłata <span class="_ _3"></span>zaliczki <span class="_ _0"></span>wymaga <span class="_ _3"></span>zgo<span class="_ _0"></span><span class="ff6">dy <span class="_ _3"></span>Rady </span></div><div class="t m0 x1 hf yea7 ff6 fs4 fc2 sc0 ls0 ws0">Nadzorczej. </div><div class="t m0 x1 hf ycd ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie z Regulaminem Zarządu, do spraw Spółki prowadzonych przez Zarząd należą w szczególności:<span class="ff6"> </span></div><div class="t m0 x31 hf y11b4 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wytyczanie długo i <span class="_ _0"></span>średniookresowej strategii rozwoju Spółki i wzrostu jej w<span class="_ _0"></span>artości dla akcjonariuszy, ocena osiągania tych c<span class="_ _3"></span><span class="ff6">elów i </span></span></span></div><div class="t m0 x21 hf y1022 ff6 fs4 fc2 sc0 ls0 ws0">ewentualna ich modyfikacja, </div><div class="t m0 x31 hf y10f4 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">definiowanie celów finansowych Spółki,<span class="ff6"> </span></span></span></div><div class="t m0 x31 hf y130 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">akceptacja istotnych projektów inwestycyjnych i sposobów ich finansowania, </span></span></div><div class="t m0 x31 hf y15c ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">określanie struktury organizacyjnej Spółki.<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y10f5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y10f6 ff7 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _18"> </span>obowiązków <span class="_ _15"> </span>Zarządu,  które <span class="_ _18"> </span>Zarząd <span class="_ _15"> </span>obowiązany <span class="_ _18"> </span>jest <span class="_ _15"> </span>rozpatrywać  kolegialnie  i <span class="_ _15"> </span>przyjmować <span class="_ _18"> </span>w<span class="_ _0"></span>  formie <span class="_ _15"> </span>Uchwały  Zarządu, <span class="_ _15"> </span>należą  w </div><div class="t m0 x1 hf yd5 ff7 fs4 fc2 sc0 ls0 ws0">szczególności:<span class="ff6"> </span></div><div class="t m0 x31 hf y6d2 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">przyjęcie rocznego i/lub wieloletniego budżetu<span class="_ _1"></span> Spółki,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x31 hf yf40 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zawieranie przez <span class="_ _1"></span>Spółkę umów o <span class="_ _9"></span>w<span class="_ _0"></span>artości powyżej 1 <span class="_ _1"></span>mln PLN, <span class="_ _1"></span>przy <span class="_ _1"></span>czym powyższe <span class="_ _1"></span>nie d<span class="_ _1"></span>otyczy umów Spółki <span class="_ _1"></span>związanych z obrotem </span></span></div><div class="t m0 x21 hf yf41 ff7 fs4 fc2 sc0 ls0 ws0">produktami w ramach realizowanej przez Spółkę działalności gosp<span class="_ _1"></span>odarczej,<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x31 hf yf42 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">ustalanie <span class="_ _1"></span>wewnętrznych <span class="_ _9"></span>aktó<span class="_ _0"></span>w normatywnych <span class="_ _9"></span>Spółki, z <span class="_ _9"></span>wyjątkiem aktów, <span class="_ _9"></span>do wydawania <span class="_ _1"></span>których <span class="_ _1"></span>up<span class="_ _1"></span>oważniony je<span class="_ _1"></span>st <span class="_ _1"></span>Prezes <span class="_ _1"></span>Zarządu,<span class="ff6"> </span></span></span></div><div class="t m0 x31 hf y112 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">ustalanie <span class="_ _9"></span>terminu, mie<span class="_ _1"></span>jsca <span class="_ _1"></span>oraz <span class="_ _1"></span>porządku <span class="_ _9"></span>obrad <span class="_ _1"></span>i <span class="_ _1"></span>zwoływanie <span class="_ _9"></span>zwyczajnego <span class="_ _1"></span>i <span class="_ _9"></span>nadzwyczajnego Walne<span class="_ _9"></span>go<span class="_ _0"></span> <span class="_ _1"></span>Zgromadzenia <span class="_ _9"></span>Akcjonariuszy,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x31 hf y11b5 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">składanie  Waln<span class="_ _1"></span>emu  Zgromadzeniu<span class="_ _1"></span>  i <span class="_ _14"> </span>Radzie  Nadzorczej  projektów <span class="_ _14"> </span>uchwał  oraz  wni<span class="_ _1"></span>osków  zgło<span class="_ _1"></span>szonych <span class="_ _14"> </span>do  porządku  obrad <span class="_ _14"> </span>w </span></span></div><div class="t m0 x21 hf y11b6 ff7 fs4 fc2 sc0 ls0 ws0">sprawach objętych porządkiem jego obrad,<span class="ff6"> </span></div><div class="t m0 x31 hf y11b7 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">przyjęcie <span class="_ _3"></span>sprawozdania <span class="_ _3"></span>finansowego <span class="_ _3"></span>Spółki <span class="_ _4"></span>i <span class="_ _3"></span>skonsolidowanego <span class="_ _3"></span>sprawozdania <span class="_ _3"></span>finansowego <span class="_ _3"></span>oraz <span class="_ _3"></span>składanie <span class="_ _3"></span>ich <span class="_ _3"></span>do <span class="_ _4"></span>zaopiniowania </span></span></div><div class="t m0 x21 hf ye13 ff6 fs4 fc2 sc0 ls0 ws0">Radzie Nadzorczej oraz do zatwierdzenia Walnemu Zg<span class="_ _1"></span>romadzeniu, <span class="_ _0"></span> </div><div class="t m0 x31 hf y11ab ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">przyjęcie <span class="_ _0"></span>sprawozdania <span class="_ _3"></span>z <span class="_ _0"></span>działaln<span class="_ _0"></span>ości <span class="_ _3"></span>Spółki <span class="_ _0"></span>oraz <span class="_ _3"></span>Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _3"></span>za <span class="_ _0"></span>ro<span class="_ _0"></span>k <span class="_ _0"></span>o<span class="_ _0"></span>brotowy <span class="_ _0"></span>oraz <span class="_ _3"></span>składanie <span class="_ _0"></span>ich <span class="_ _3"></span>do <span class="_ _0"></span>zaopiniowania <span class="_ _3"></span>Radzi<span class="_ _0"></span><span class="ff6 ls3c">e </span></span></span></div><div class="t m0 x21 hf y11ac ff6 fs4 fc2 sc0 ls0 ws0">Nadzorczej oraz do zatwierdzenia Walnemu Zgromadzeniu,  </div><div class="t m0 x31 hf y9e8 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">przygotowanie wniosku lub rekomendacji co do podziału zysku lub sposobu pokrycia straty,<span class="ff6"> </span></span></span></div><div class="t m0 x31 hf y11b8 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">inne sprawy <span class="_ _0"></span>przedstawiane przez <span class="_ _0"></span>Zarząd na<span class="_ _0"></span> Walnym Z<span class="_ _0"></span>gromadzeniu Akcjonariuszy, <span class="_ _0"></span>j. przyjęcie <span class="_ _0"></span>struktury organizacyjnej <span class="_ _0"></span>Spółki ora<span class="_ _3"></span><span class="ff6 ls1f">z </span></span></span></div><div class="t m0 x21 hf y11b9 ff6 fs4 fc2 sc0 ls0 ws0">dokonywanie jej istotnych zmian,  </div><div class="t m0 x31 hf y1141 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">udzielenie <span class="_ _9"></span>pełnomocnictwa o <span class="_ _a"></span>istotnym <span class="_ _1"></span>zakresie <span class="_ _9"></span>(wykraczającym p<span class="_ _1"></span>oza <span class="_ _9"></span>z<span class="_ _0"></span>akres <span class="_ _9"></span>pełnomocnictw <span class="_ _1"></span>udzielanych <span class="_ _9"></span>w<span class="_ _0"></span><span class="ff6"> co<span class="_ _0"></span>dziennym <span class="_ _9"></span>toku <span class="_ _1"></span>pracy) </span></span></span></div><div class="t m0 x21 hf y11ba ff6 fs4 fc2 sc0 ls0 ws0">lub prokury,  </div><div class="t m0 x31 hf y11bb ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dysponowanie środkami finansowymi pozyskanymi w wyniku publicznej emi<span class="_ _1"></span>sji akcji Spółki, <span class="ff6"> </span></span></span></div><div class="t m0 x31 hf y11bc ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">podejmowanie decyz<span class="_ _0"></span>ji dotycz<span class="_ _0"></span>ących rozpocz<span class="_ _0"></span>ęcia przez <span class="_ _0"></span>Spółkę <span class="_ _0"></span>działalności <span class="_ _0"></span>o <span class="_ _0"></span>istotnym <span class="_ _0"></span>ryzyku <span class="_ _0"></span>finanso<span class="_ _0"></span>wym <span class="_ _0"></span>lub znacz<span class="_ _0"></span>nych <span class="_ _0"></span>nakładach </span></span></div><div class="t m0 x21 hf y11bd ff7 fs4 fc2 sc0 ls0 ws0">finansowych na nowym rynku lub w nowej branży, <span class="ff6"> </span></div><div class="t m0 x31 hf y842 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">sprawy nadzwycz<span class="_ _0"></span>ajnej wagi, <span class="_ _0"></span>jak <span class="_ _0"></span>również <span class="_ _0"></span>sprawy i <span class="_ _0"></span>transakcje, <span class="_ _0"></span>w <span class="_ _0"></span>tym również <span class="_ _0"></span>mające <span class="_ _0"></span>istotne z<span class="_ _0"></span>naczenie<span class="_ _1"></span> dla <span class="_ _0"></span>Spół<span class="_ _0"></span>ki sprawy <span class="_ _0"></span>z <span class="_ _0"></span>zakres<span class="_ _3"></span><span class="ff6 ls2b">u </span></span></span></div><div class="t m0 x21 hf yfe6 ff7 fs4 fc2 sc0 ls0 ws0">wykonywania  nadzoru  właścicielski<span class="_ _1"></span>ego  nad  spółkami  zależnymi,  które  w  uzasadnione<span class="_ _1"></span>j  ocenie  Członka  Zarządu  mają  istotne </div><div class="t m0 x21 hf y11be ff6 fs4 fc2 sc0 ls0 ws0">znaczenie d<span class="ff7">la Spółki oraz wszelkie inne czynności przek<span class="_ _1"></span>raczające zakres zwykłego zarządu Spółką.<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf yd9d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7cd ff7 fs4 fc2 sc0 ls0 ws0">Prawo <span class="_ _5"> </span>do <span class="_ _14"> </span>podjęcia <span class="_ _5"></span>decyzji <span class="_ _5"></span>o <span class="_ _5"> </span>emisji <span class="_ _5"></span>lub <span class="_ _5"> </span>wykupie <span class="_ _5"> </span>akcji <span class="_ _14"> </span>przysługuje <span class="_ _5"></span>Walnemu <span class="_ _4"></span>Z<span class="_ _0"></span>gromadzeniu. <span class="_ _5"> </span>Statut <span class="_ _5"> </span>Spółki <span class="_ _14"> </span>nie <span class="_ _5"></span>przewiduje <span class="_ _5"></span>w<span class="_ _3"></span><span class="ff6"> tym <span class="_ _5"> </span>zakresie </span></div><div class="t m0 x1 h16 ya4d ff7 fs4 fc2 sc0 ls0 ws0">upoważnień dla Zarządu Spółki.<span class="ff5"> </span></div><div class="t m0 x1 hf y72a ff7 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _18"> </span>składania <span class="_ _15"> </span>oświadczeń  w <span class="_ _15"> </span>zakresie<span class="_ _1"></span>  praw <span class="_ _15"> </span>i <span class="_ _15"> </span>obowiązków <span class="_ _18"> </span>majątkowych <span class="_ _15"> </span>Spółki,  w <span class="_ _18"> </span>tym <span class="_ _15"> </span>podpisywania  umów <span class="_ _15"> </span>i  zaciągania <span class="_ _18"> </span>zo<span class="_ _0"></span>bowiązań, </div><div class="t m0 x1 hf y11bf ff7 fs4 fc2 sc0 ls0 ws0">uprawniony <span class="_ _3"></span>jest <span class="_ _4"></span>każdy <span class="_ _3"></span>Cz<span class="_ _0"></span>łonek <span class="_ _3"></span>Z<span class="_ _0"></span>arządu <span class="_ _3"></span>samo<span class="_ _0"></span>dzielnie <span class="_ _3"></span>do <span class="_ _4"></span>kwoty <span class="_ _4"></span>500 <span class="_ _3"></span>000 <span class="_ _4"></span>zł, <span class="_ _4"></span>dwóch <span class="_ _3"></span>Członków <span class="_ _4"></span>Zarządu <span class="_ _3"></span>łącznie <span class="_ _4"></span>albo <span class="_ _3"></span>jed<span class="_ _0"></span>en <span class="_ _3"></span>Czło<span class="_ _0"></span>nek <span class="_ _3"></span>Zar<span class="_ _3"></span>z<span class="_ _0"></span>ądu </div><div class="t m0 x1 hf y11c0 ff7 fs4 fc2 sc0 ls0 ws0">łącznie <span class="_ _1"></span>z <span class="_ _1"></span>Prokure<span class="_ _1"></span>ntem <span class="_ _9"></span>powyżej kwoty <span class="_ _9"></span>500 000 <span class="_ _a"></span>z<span class="_ _0"></span>ł. <span class="_ _1"></span>Do <span class="_ _9"></span>składania <span class="_ _1"></span>oświadczeń <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _1"></span>zakresie <span class="_ _9"></span>praw <span class="_ _1"></span>i <span class="_ _9"></span>o<span class="_ _0"></span>bowiązków <span class="_ _1"></span>niemajątkowych <span class="_ _9"></span>Spółki <span class="_ _1"></span>uprawn<span class="ff6">iony </span></div><div class="t m0 x1 hf y338 ff7 fs4 fc2 sc0 ls0 ws0">jest każdy Członek Zarządu samodzieln<span class="_ _1"></span>ie. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 h16 y184 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Opis działania i organizacja prac Zarządu<span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y185 ff7 fs4 fc2 sc0 ls0 ws0">Osoby <span class="_ _4"></span>Zarzą<span class="_ _0"></span>dzające <span class="_ _4"></span>wchodzące <span class="_ _5"></span>w <span class="_ _5"></span>skład <span class="_ _5"></span>Zarządu <span class="_ _4"></span>działają <span class="_ _5"></span>na <span class="_ _5"></span>podstawie <span class="_ _4"></span>Ustawy <span class="_ _5"> </span>Kodeks <span class="_ _5"></span>Spółek <span class="_ _4"></span>Handlowych, <span class="_ _5"> </span>Statutu <span class="_ _4"></span>S<span class="_ _0"></span>półki <span class="_ _5"></span>i <span class="_ _4"></span>Regulami<span class="_ _3"></span><span class="ff6 ls10">nu </span></div><div class="t m0 x1 hf ydf8 ff7 fs4 fc2 sc0 ls0 ws0">Zarządu. <span class="_ _3"></span>W <span class="_ _3"></span>swym <span class="_ _4"></span>postępowaniu <span class="_ _3"></span>kierują <span class="_ _3"></span>się <span class="_ _3"></span>zasadami <span class="_ _3"></span>przyjętymi <span class="_ _3"></span>przez <span class="_ _4"></span>Spółkę <span class="_ _3"></span>w <span class="_ _3"></span>kodeksie <span class="_ _3"></span>„Dobrych <span class="_ _3"></span>Praktyk <span class="_ _4"></span>Spółek <span class="_ _3"></span>Notowanych <span class="_ _3"></span>Na <span class="_ _3"></span>GP<span class="_ _0"></span><span class="ff6 ls20">W </span></div><div class="t m0 x1 hf y4a9 ff6 fs4 fc2 sc0 ls0 ws0">2<span class="ff7">021”. </span> </div><div class="t m0 x1 hf y11c1 ff7 fs4 fc2 sc0 ls0 ws0">Co <span class="_ _3"></span>do <span class="_ _0"></span>zasady, <span class="_ _3"></span>Zarząd <span class="_ _0"></span>podejmuje <span class="_ _3"></span>decyzje <span class="_ _0"></span>w <span class="_ _3"></span>formie <span class="_ _0"></span>uchwał <span class="_ _3"></span>na <span class="_ _3"></span>posiedzen<span class="_ _1"></span>iach <span class="_ _0"></span>zwo<span class="_ _0"></span>ływanych <span class="_ _3"></span>przez <span class="_ _0"></span>Prezesa <span class="_ _0"></span>Zarządu <span class="_ _3"></span>z <span class="_ _0"></span>jego <span class="_ _3"></span>inicjatywy <span class="_ _3"></span>b<span class="_ _3"></span>ądź <span class="_ _0"></span>na </div><div class="t m0 x1 hf y11c2 ff7 fs4 fc2 sc0 ls0 ws0">wniosek <span class="_ _15"> </span>Czło<span class="_ _0"></span>nka <span class="_ _15"> </span>Zarządu <span class="_ _27"> </span>lub <span class="_ _15"> </span>na <span class="_ _27"> </span>wniosek <span class="_ _27"> </span>Rady <span class="_ _27"> </span>Nadzorczej. <span class="_ _15"> </span>W <span class="_ _27"> </span>posiedzeniach <span class="_ _15"> </span>Zarządu <span class="_ _27"> </span>przy <span class="_ _27"> </span>rozpatrywaniu <span class="_ _15"> </span>określonej <span class="_ _27"> </span>sprawy <span class="_ _27"> </span>mogą </div><div class="t m0 x1 hf ya16 ff6 fs4 fc2 sc0 ls10 ws0">uc<span class="ff7 ls0">zestniczyć <span class="_ _5"> </span>osoby <span class="_ _5"> </span>z<span class="_ _0"></span>aproszone <span class="_ _5"> </span>przez <span class="_ _14"> </span>Członków <span class="_ _5"> </span>Zarządu. <span class="_ _5"> </span>Po<span class="_ _0"></span>siedzenia <span class="_ _4"></span>Zarządu <span class="_ _14"> </span>są <span class="_ _5"> </span>protokoł<span class="_ _0"></span>owane. <span class="_ _5"></span>Protokół <span class="_ _14"> </span>podpisują <span class="_ _4"></span>wszyscy <span class="_ _14"> </span>obecni <span class="_ _5"></span>n<span class="_ _3"></span></span><span class="ls50">a </span></div><div class="t m0 x1 hf y11c3 ff7 fs4 fc2 sc0 ls0 ws0">zaprotokołowanym <span class="_ _15"> </span>posiedzeniu <span class="_ _15"> </span>Członkowie <span class="_ _15"> </span>Zarzą<span class="_ _0"></span>du <span class="_ _15"> </span>i <span class="_ _15"> </span>protokolant.<span class="_ _0"></span><span class="ff6"> <span class="_ _15"> </span></span>Uchwały <span class="_ _27"> </span>podejmowane <span class="_ _15"> </span>na <span class="_ _15"> </span>posiedzeniu <span class="_ _15"> </span>Zarządu <span class="_ _15"> </span>zapadają <span class="_ _15"> </span>z<span class="_ _0"></span>wykłą </div></div></div><div class="pi" ></div></div><div id="pf96" class="pf w0 h0" ><div class="pc pc96 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">150<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">większością <span class="_ _1"></span>głosów przy <span class="_ _9"></span>o<span class="_ _0"></span>becności <span class="_ _1"></span>na <span class="_ _1"></span>posiedzeniu <span class="_ _1"></span>co n<span class="_ _1"></span>ajmniej p<span class="_ _1"></span>ołowy Członków <span class="_ _1"></span>Zarządu. <span class="_ _1"></span>Głosowanie<span class="_ _1"></span> jest <span class="_ _9"></span>jawne. Każdy <span class="_ _1"></span>z Członków<span class="_ _0"></span><span class="ff6"> </span>Zarządu, </div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">który <span class="_ _3"></span>jest <span class="_ _0"></span>przeciwny <span class="_ _3"></span>podjęciu <span class="_ _3"></span>uchwały, <span class="_ _3"></span>ma <span class="_ _3"></span>prawo <span class="_ _3"></span>wyrazić <span class="_ _3"></span>swoje <span class="_ _0"></span>stanowisko <span class="_ _3"></span>w <span class="_ _3"></span>formie <span class="_ _3"></span>wniesionego <span class="_ _3"></span>do <span class="_ _3"></span>protokołu <span class="_ _0"></span>posiedzenia <span class="_ _3"></span>lu<span class="_ _3"></span>b <span class="_ _3"></span>uchwały </div><div class="t m0 x1 hf yea7 ff7 fs4 fc2 sc0 ls0 ws0">zdania odrębnego albo zgłoszenia go w formie odrębnego doku<span class="_ _1"></span>mentu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y12c ff7 fs4 fc2 sc0 ls0 ws0">Jeżeli <span class="_ _0"></span>Zarząd <span class="_ _3"></span>Spółki <span class="_ _0"></span>jest <span class="_ _3"></span>wieloosobowy, <span class="_ _0"></span>uchwały <span class="_ _3"></span>Zarządu <span class="_ _0"></span>mogą <span class="_ _0"></span>być <span class="_ _3"></span>również <span class="_ _0"></span>podejmowane <span class="_ _3"></span>poza <span class="_ _0"></span>posiedzeniem <span class="_ _0"></span>Zarządu <span class="_ _3"></span>w<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span>trybie <span class="_ _0"></span>pisemnym </span></div><div class="t m0 x1 hf y10f2 ff7 fs4 fc2 sc0 ls0 ws0">lub p<span class="_ _0"></span>rzy <span class="_ _0"></span>wyko<span class="_ _0"></span>rzystaniu środków <span class="_ _3"></span>bezpośredniego <span class="_ _0"></span>porozumiewania <span class="_ _0"></span>się <span class="_ _0"></span>na <span class="_ _0"></span>o<span class="_ _0"></span>dległość, <span class="_ _0"></span>pod <span class="_ _3"></span>warunkiem, <span class="_ _0"></span>że <span class="_ _0"></span>wszyscy <span class="_ _3"></span>członkowie Zarządu <span class="_ _3"></span>z<span class="_ _0"></span><span class="ff6 ls11">os<span class="ls0">tali </span></span></div><div class="t m0 x1 hf y115c ff7 fs4 fc2 sc0 ls0 ws0">powiadomieni o <span class="_ _0"></span>treści <span class="_ _0"></span>projektu <span class="_ _0"></span>uchwały. <span class="_ _0"></span>Gło<span class="_ _0"></span>sowanie w <span class="_ _0"></span>trybie, o <span class="_ _0"></span>którym <span class="_ _0"></span>mo<span class="_ _0"></span>wa w <span class="_ _0"></span>zdaniu <span class="_ _0"></span>poprzedzającym, <span class="_ _0"></span>może <span class="_ _0"></span>zarządzić <span class="_ _0"></span>Prezes <span class="_ _0"></span>Zar<span class="_ _3"></span>ządu z </div><div class="t m0 x1 hf y115d ff7 fs4 fc2 sc0 ls0 ws0">własnej <span class="_ _9"></span>inicjatywy <span class="_ _1"></span>bądź <span class="_ _9"></span>na <span class="_ _9"></span>wniosek <span class="_ _1"></span>któregokolwiek <span class="_ _9"></span>z <span class="_ _9"></span>poz<span class="_ _0"></span>ostałych <span class="_ _9"></span>Członków <span class="_ _1"></span>Zarządu. <span class="_ _9"></span>W <span class="_ _9"></span>przypadku <span class="_ _1"></span>Zarządu <span class="_ _9"></span>wieloosobowego <span class="_ _9"></span>w<span class="_ _0"></span> razie <span class="_ _a"></span>ró<span class="_ _0"></span>wności </div><div class="t m0 x1 hf y11c4 ff7 fs4 fc2 sc0 ls0 ws0">głosów decyduje głos Prezesa Zarządu. <span class="ff6"> </span></div><div class="t m0 x1 hf y15c ff7 fs4 fc2 sc0 ls0 ws0">W 2025 ro<span class="_ _0"></span>ku Zarząd Spółki s<span class="_ _0"></span>prawował <span class="_ _0"></span>swoje ustawowe i statutowe <span class="_ _0"></span>obowiązki podczas <span class="_ _0"></span>protokołowanych posiedzeń, podejmując <span class="_ _0"></span>96 uch<span class="_ _3"></span>wał </div><div class="t m0 x1 hf y10f5 ff7 fs4 fc2 sc0 ls0 ws0">w sprawach strategicznych i operacyjnych Spółki.<span class="ff6"> </span></div><div class="t m0 x1 hf y10f6 ff7 fs4 fc2 sc0 ls0 ws0">Zarząd prowadził s<span class="_ _1"></span>woje prace <span class="_ _1"></span>w 2025 roku p<span class="_ _1"></span>oprzez formalne, protokołowane posi<span class="_ _1"></span>edzenia, a <span class="_ _1"></span>także bieżącą współpracę operacyjn<span class="_ _1"></span>ą p<span class="_ _0"></span>o<span class="_ _0"></span>między </div><div class="t m0 x1 hf y11c5 ff7 fs4 fc2 sc0 ls0 ws0">jego <span class="_ _1"></span>członkami. Liczba <span class="_ _1"></span>posiedzeń<span class="_ _1"></span> wzrosła w<span class="_ _1"></span>zględem <span class="_ _9"></span>roku poprzedniego, przy <span class="_ _9"></span>cz<span class="_ _0"></span>ym Zarząd <span class="_ _9"></span>nie ograniczał się<span class="_ _1"></span> je<span class="_ _1"></span>dynie <span class="_ _1"></span>do <span class="_ _1"></span>cyklicz<span class="_ _0"></span>nych posiedzeń </div><div class="t m0 x1 hf y10f ff7 fs4 fc2 sc0 ls0 ws0">zwoływanych przez Prezesa Zarządu, lecz pracował w sposób ciągły, podejmując liczne<span class="_ _1"></span> decyzje i uzgadniając działania w trybie <span class="_ _0"></span><span class="ff6">roboc<span class="_ _0"></span>zym. W </span></div><div class="t m0 x1 hf y11c6 ff7 fs4 fc2 sc0 ls0 ws0">posiedzeniach dotyczących określonych zagadnień uczestniczyły również osoby zapraszane przez <span class="_ _0"></span>Członków Za<span class="_ _0"></span>rzą<span class="_ _0"></span>du, zwłaszcza w przypadku </div><div class="t m0 x1 hf y367 ff7 fs4 fc2 sc0 ls0 ws0">tematów <span class="_ _17"> </span>wymagających <span class="_ _19"> </span>s<span class="_ _1"></span>pecjalistycznej <span class="_ _17"> </span>wiedzy <span class="_ _17"> </span>lub <span class="_ _17"> </span>przedstawienia <span class="_ _17"> </span>analiz. <span class="_ _19"> </span>Posiedzenia <span class="_ _17"> </span>Zarządu <span class="_ _17"> </span>były <span class="_ _17"> </span>protoko<span class="_ _0"></span>łowane, <span class="_ _17"> </span>a <span class="_ _19"> </span>p<span class="_ _1"></span>rotokoły </div><div class="t m0 x1 hf yf89 ff7 fs4 fc2 sc0 ls0 ws0">podpisywane przez wszystkich obecnych członków oraz protokolanta.<span class="ff6"> </span></div><div class="t m0 x1 hf y112 ff7 fs4 fc2 sc0 ls0 ws0">W 2025 <span class="_ _9"></span>roku Zarząd <span class="_ _1"></span>zajmował się <span class="_ _9"></span>szerokim spektrum <span class="_ _9"></span>zaga<span class="_ _0"></span>dnień <span class="_ _1"></span>o charakterze <span class="_ _1"></span>strategicznym, <span class="_ _1"></span>inwestycyjnym <span class="_ _1"></span>i <span class="_ _1"></span>operacyjnym, <span class="_ _1"></span>obejmuj<span class="_ _0"></span>ąc m.in. </div><div class="t m0 x1 hf y11b5 ff7 fs4 fc2 sc0 ls0 ws0">decyzje <span class="_ _16"> </span>związane <span class="_ _16"> </span>z <span class="_ _16"> </span>projektami <span class="_ _16"> </span>inwestycyjnymi <span class="_ _16"> </span>(w <span class="_ _16"> </span>tym <span class="_ _17"> </span>projekt <span class="_ _27"> </span>dotycząc<span class="_ _0"></span>ym <span class="_ _16"> </span>obszaru <span class="_ _16"> </span>wydobycia <span class="_ _16"> </span>gazu <span class="_ _16"> </span>ziemnego), <span class="_ _16"> </span>oceną <span class="_ _16"> </span>zasadności </div><div class="t m0 x1 hf y11b6 ff7 fs4 fc2 sc0 ls0 ws0">utrzymywania <span class="_ _4"></span>zagranicznych <span class="_ _5"> </span>terminali, <span class="_ _5"></span>udziałem <span class="_ _4"></span>w <span class="_ _5"> </span>procesach <span class="_ _5"> </span>akwizycyjnych, <span class="_ _5"> </span>nadzorem <span class="_ _5"></span>nad <span class="_ _4"></span>int<span class="_ _0"></span>egracją <span class="_ _4"></span>przejętych <span class="_ _5"></span>aktywów <span class="_ _5"> </span>oraz <span class="_ _5"></span>ana<span class="_ _3"></span>lizą </div><div class="t m0 x1 hf y11b7 ff7 fs4 fc2 sc0 ls0 ws0">sytuacji <span class="_ _3"></span>makroekonomicznej <span class="_ _4"></span>i <span class="_ _3"></span>rynkowej. <span class="_ _4"></span>Zarząd <span class="_ _4"></span>monitorował <span class="_ _3"></span>sytuację <span class="_ _4"></span>na <span class="_ _3"></span>Ukrainie, <span class="_ _4"></span>omawiał <span class="_ _4"></span>projekty <span class="_ _3"></span>strategiczne <span class="_ _3"></span>oraz <span class="_ _4"></span>kwestie <span class="_ _3"></span>d<span class="_ _0"></span>o<span class="_ _3"></span><span class="ff6">t</span>yczące </div><div class="t m0 x1 hf ye13 ff7 fs4 fc2 sc0 ls0 ws0">zarządzania <span class="_ _2a"> </span>ryzykiem <span class="_ _2b"> </span>operacyjnym <span class="_ _2a"> </span>i <span class="_ _2a"> </span>cyberbezpieczeństwem. <span class="_ _2b"> </span>Do<span class="_ _0"></span> <span class="_ _2b"> </span>istotnych <span class="_ _2a"> </span>decyzji <span class="_ _2a"> </span>podejmowanych <span class="_ _2a"> </span>przez <span class="_ _2a"> </span>Zarząd <span class="_ _2a"> </span>należały <span class="_ _2b"> </span>m.in. </div><div class="t m0 x1 hf y11ab ff7 fs4 fc2 sc0 ls0 ws0">przedterminowa <span class="_ _4"></span>spłata <span class="_ _4"></span>zobowiązań <span class="_ _3"></span>kredytowych, <span class="_ _4"></span>zaw<span class="_ _0"></span>arcie <span class="_ _3"></span>dwóch <span class="_ _4"></span>umów <span class="_ _4"></span>limitów <span class="_ _4"></span>kredytowych <span class="_ _4"></span>przez <span class="_ _4"></span>spółki <span class="_ _3"></span>z<span class="_ _0"></span>ależne, <span class="_ _4"></span>finalizacja <span class="_ _4"></span>trans<span class="_ _0"></span><span class="ff6">akcj<span class="ls17">i </span></span></div><div class="t m0 x1 hf y11c7 ff7 fs4 fc2 sc0 ls0 ws0">nabycia udziałów w Olavion sp. z o.o., rozpoczęcie współpracy w s<span class="_ _1"></span>ektorze obronnym.<span class="ff6"> </span></div><div class="t m0 x1 hf yded ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>S.A. <span class="_ _0"></span>o<span class="_ _0"></span>dpowiada <span class="_ _0"></span>za <span class="_ _3"></span>strategiczne przywó<span class="_ _0"></span>dztwo <span class="_ _0"></span>w <span class="_ _0"></span>obszarze <span class="_ _0"></span>zró<span class="_ _0"></span>wnoważonego <span class="_ _0"></span>rozwoju, <span class="_ _0"></span>obejmujące <span class="_ _0"></span>wyznaczanie <span class="_ _0"></span>kie<span class="_ _0"></span>runków <span class="_ _4"></span><span class="ff6 ls28">i </span></div><div class="t m0 x1 hf y78e ff7 fs4 fc2 sc0 ls0 ws0">celów <span class="_ _3e"> </span>ESG, <span class="_ _3e"> </span>nadzorowanie <span class="_ _3e"> </span>zgodności <span class="_ _f"> </span>działań <span class="_ _3e"> </span>z <span class="_ _4b"> </span>przyjętą <span class="_ _f"> </span>st<span class="_ _0"></span>rategią <span class="_ _f"> </span>Grupy <span class="_ _3e"> </span>oraz <span class="_ _3e"> </span>z<span class="_ _0"></span>atwierdzanie <span class="_ _f"> </span>skon<span class="_ _0"></span>solidowanego <span class="_ _f"> </span>S<span class="_ _0"></span>prawozdania </div><div class="t m0 x1 hf y6f3 ff7 fs4 fc2 sc0 ls0 ws0">Zrównoważonego Rozwoju. W <span class="_ _1"></span>ramach <span class="_ _1"></span>wykonywania tych <span class="_ _9"></span>z<span class="_ _0"></span>adań Zarząd <span class="_ _1"></span>uczestniczy w <span class="_ _1"></span>dialogu <span class="_ _1"></span>z kluczowymi in<span class="_ _1"></span>teresarius<span class="_ _1"></span>zami oraz przekazuje<span class="_ _1"></span> </div><div class="t m0 x1 hf y11c8 ff7 fs4 fc2 sc0 ls0 ws0">Radzie Nadzorczej okresowe informacje dotyczące realizacji celów ESG.<span class="ff6"> </span></div><div class="t m0 x1 hf y10b7 ff7 fs4 fc2 sc0 ls0 ws0">Struktura  zarządzania <span class="_ _14"> </span>ESG  w  Spółce  opiera <span class="_ _14"> </span>się  na  je<span class="_ _1"></span>dnoznacznym  podziale <span class="_ _14"> </span>ko<span class="_ _0"></span>mpetencji <span class="_ _14"> </span>pomiędzy  poszczególnych  członków  Z<span class="_ _1"></span>arządu,<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y10b8 ff7 fs4 fc2 sc0 ls0 ws0">pełniących rolę <span class="_ _0"></span>właścicieli c<span class="_ _0"></span>entralnych <span class="_ _0"></span>dla wskazanych <span class="_ _0"></span>obszarów. <span class="_ _0"></span>Prezes <span class="_ _0"></span>Zarządu <span class="_ _0"></span>sprawuje o<span class="_ _0"></span>gólny <span class="_ _0"></span>nadzór <span class="_ _0"></span>nad relacjami <span class="_ _0"></span>inwestor<span class="_ _3"></span><span class="ff6">skimi, <span class="_ _0"></span>ESG </span></div><div class="t m0 x1 hf y11c9 ff7 fs4 fc2 sc0 ls0 ws0">oraz  Au<span class="_ _1"></span>dytem <span class="_ _14"> </span>Wewnętrznym.  Wicep<span class="_ _1"></span>rezes <span class="_ _14"> </span>ds.  Transformacji <span class="_ _14"> </span>Energetycznej  odpowiada <span class="_ _14"> </span>za  k<span class="_ _1"></span>westie <span class="_ _14"> </span>środowiskowe  i <span class="_ _14"> </span>klimatyczne, <span class="_ _14"> </span>w  tym<span class="_ _1"></span> </div><div class="t m0 x1 hf y11ca ff7 fs4 fc2 sc0 ls0 ws0">działania <span class="_ _3"></span>dekarbonizacyjne, <span class="_ _3"></span>a <span class="_ _3"></span>także <span class="_ _4"></span>obszary <span class="_ _3"></span>marketingu <span class="_ _3"></span>i <span class="_ _3"></span>r<span class="_ _0"></span>elacji <span class="_ _3"></span>z <span class="_ _3"></span>klientami <span class="_ _3"></span>z <span class="_ _4"></span>perspektywy <span class="_ _3"></span>poszanowania <span class="_ _4"></span>praw <span class="_ _3"></span>człowieka. <span class="_ _3"></span>Wicep<span class="_ _3"></span><span class="ff6">rezes <span class="_ _3"></span>ds. </span></div><div class="t m0 x1 hf y1145 ff7 fs4 fc2 sc0 ls0 ws0">Finansowych <span class="_ _4"></span>nadzoruje <span class="_ _3"></span>z<span class="_ _0"></span>arządzanie <span class="_ _4"></span>śladem <span class="_ _4"></span>węglowym, <span class="_ _4"></span>ujawnienia <span class="_ _4"></span>taksonomiczne, <span class="_ _4"></span>procesy <span class="_ _4"></span>zarządzania <span class="_ _4"></span>ryzykiem <span class="_ _3"></span>o<span class="_ _0"></span>raz <span class="_ _4"></span>praktyki <span class="_ _4"></span>płatn<span class="_ _3"></span><span class="ff6">icze </span></div><div class="t m0 x1 hf y11cb ff7 fs4 fc2 sc0 ls0 ws0">wobec <span class="_ _14"> </span>dostawców. <span class="_ _14"> </span>Z <span class="_ _14"> </span>kolei <span class="_ _14"> </span>Wiceprezes <span class="_ _5"> </span>ds. <span class="_ _14"> </span>HR <span class="_ _14"> </span>o<span class="_ _0"></span>dpowiada <span class="_ _14"> </span>za <span class="_ _14"> </span>relacje <span class="_ _14"> </span>z <span class="_ _14"> </span>pracownikami, <span class="_ _14"> </span>bezpieczeń<span class="_ _1"></span>stwo <span class="_ _14"> </span>i <span class="_ _14"> </span>higienę <span class="_ _14"> </span>pracy <span class="_ _14"> </span>oraz <span class="_ _14"> </span>n<span class="_ _3"></span><span class="ff6">adzór <span class="_ _14"> </span>nad </span></div><div class="t m0 x1 hf y11cc ff7 fs4 fc2 sc0 ls0 ws0">przestrzeganiem standardów etycznych i praw człowieka w środowisku<span class="_ _1"></span> pracy.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y76c ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _9"></span>odpowiada <span class="_ _1"></span>również <span class="_ _9"></span>za <span class="_ _1"></span>wdrażanie <span class="_ _9"></span>i <span class="_ _9"></span>akt<span class="_ _0"></span>ualizację <span class="_ _9"></span>systemowego<span class="_ _0"></span> <span class="_ _9"></span>procesu <span class="_ _9"></span>z<span class="_ _0"></span>arządzania <span class="_ _9"></span>ryzykiem, <span class="_ _1"></span>obejmującego <span class="_ _9"></span>także <span class="_ _1"></span>ryzyka <span class="_ _9"></span>klas<span class="_ _3"></span><span class="ff6">yfikowane </span></div><div class="t m0 x1 hf y608 ff7 fs4 fc2 sc0 ls0 ws0">jako <span class="_ _3"></span>ESG. <span class="_ _3"></span>Ryzyka <span class="_ _3"></span>te <span class="_ _0"></span>są <span class="_ _3"></span>traktowane <span class="_ _0"></span>analogicznie <span class="_ _3"></span>do <span class="_ _3"></span>pozostałych <span class="_ _3"></span>ryzyk <span class="_ _0"></span>biznesowych <span class="_ _3"></span>i <span class="_ _3"></span>obejmują <span class="_ _3"></span>m.in. <span class="_ _0"></span>identyfikację <span class="_ _3"></span>obszarów <span class="_ _3"></span>n<span class="_ _0"></span>araż<span class="_ _0"></span>onych <span class="_ _0"></span>na<span class="_ _0"></span> </div><div class="t m0 x1 hf y11cd ff7 fs4 fc2 sc0 ls0 ws0">wpływ czynników środowiskowyc<span class="_ _1"></span>h, sp<span class="_ _1"></span>ołecznych oraz dotyczących ład<span class="_ _1"></span>u korporacyjneg<span class="_ _1"></span>o, a także nadzorowanie wdrażania <span class="_ _1"></span>procedur n<span class="_ _1"></span>al<span class="_ _3"></span>eżytej </div><div class="t m0 x1 hf y44f ff7 fs4 fc2 sc0 ls0 ws0">staranności w całej Grupie Kapitałowej.<span class="ff6"> </span></div><div class="t m0 x1 hf y1147 ff7 fs4 fc2 sc0 ls0 ws0">Współpraca <span class="_ _4"></span>z <span class="_ _5"></span>Radą <span class="_ _4"></span>Nadzorczą <span class="_ _5"></span>oraz <span class="_ _4"></span>jej <span class="_ _5"></span>komitetami <span class="_ _4"></span>przebiegała <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _4"></span>sposób <span class="_ _4"></span>systematycz<span class="_ _0"></span>ny <span class="_ _5"> </span>—<span class="ff6"> <span class="_ _5"></span></span>na <span class="_ _4"></span>każ<span class="_ _0"></span>de <span class="_ _4"></span>posiedzenie <span class="_ _4"></span>Zarząd <span class="_ _5"></span>przygotowywał </div><div class="t m0 x1 hf y11ce ff7 fs4 fc2 sc0 ls0 ws0">stosowne raporty i analizy, w szczególności w zakres<span class="_ _1"></span>ie projektów inwestycyjnych i akwizycyjnych, zgodnie z oczekiwaniami Rady<span class="ff6 lsb">. <span class="ls0"> </span></span></div><div class="t m0 x1 hf y11cf ff7 fs4 fc2 sc0 ls0 ws0">W 2025 roku nie odnotowano zmian w składzie Zarządu<span class="ff6"> </span></div><div class="t m0 x1 hf y11d0 ff7 fs4 fc2 sc0 ls0 ws0">Pracami Zarządu kieruje Prezes Zarządu, do którego obowiązków nale<span class="_ _1"></span>ży:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf ya14 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">koordynacja i organizacja pracy Zarządu,<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y6b3 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wyznaczanie celów transakcji kapitałowych i nadzór nad ich przeb<span class="_ _1"></span>iegiem,<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y11d1 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">nadzorowanie przebiegu projektów inwestycyjnych Spółki,<span class="ff6"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf97" class="pf w0 h0" ><div class="pc pc97 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">151<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf yca ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">nadzór <span class="_ _1"></span>nad <span class="_ _9"></span>komunikacją <span class="_ _1"></span>korporacyjną <span class="_ _1"></span>oraz <span class="_ _1"></span>przestrzeg<span class="_ _1"></span>aniem <span class="_ _9"></span>przez Sp<span class="_ _1"></span>ółkę <span class="_ _1"></span>przepisów <span class="_ _9"></span>prawa,<span class="_ _0"></span> <span class="_ _1"></span>Nadzór <span class="_ _9"></span>nad <span class="_ _1"></span>polityką <span class="_ _9"></span>kadrowo<span class="_ _0"></span><span class="ff6">-</span>płacow<span class="_ _0"></span>ą, </span></span></div><div class="t m0 x17 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _1"></span>tym: <span class="_ _9"></span>obsadą <span class="_ _1"></span>stanowisk <span class="_ _9"></span>kierowniczych <span class="_ _1"></span>w <span class="_ _9"></span>Spółce i <span class="_ _9"></span>podmiotach <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _1"></span>ni<span class="_ _1"></span>ą <span class="_ _1"></span>powiązanych, <span class="_ _9"></span>jeżeli <span class="_ _1"></span>Spółka <span class="_ _9"></span>będzie <span class="_ _1"></span>miała <span class="_ _9"></span>w<span class="_ _0"></span>pływ <span class="_ _9"></span>na taką<span class="_ _1"></span> <span class="_ _9"></span>o<span class="_ _0"></span>bsad<span class="_ _0"></span>ę, </div><div class="t m0 x17 hf y105 ff6 fs4 fc2 sc0 ls0 ws0">a ta<span class="ff7">kże określaniem zasad zatrudniania, wynagrad<span class="_ _1"></span>zania i polityki personalnej oraz okresową analizą sytuacji kadrowej w Spółce.<span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf y79e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y79f ff7 fs4 fc2 sc0 ls0 ws0">Członkowie Zarządu kierują wydzielonymi dziedzinami d<span class="_ _1"></span>ziałalności Spółki, zgodnie ze strukturą organizacyjną Spółki. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7a0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">Podział zadań i kompetencji Zarządu na dzień publikacji niniejs<span class="_ _1"></span>zego raportu obrazuje poniższe zestawienie:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7a2 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y816 w108 h18"><div class="t m0 x66 h16 y28 ff7 fs4 fca sc0 ls0 ws0">Członek Zarządu<span class="ff5"> </span></div></div><div class="c x119 y816 w109 h18"><div class="t m0 xb4 hf y28 ff7 fs4 fca sc0 ls0 ws0">Przypisane obszary zadań i kompetencji<span class="ff6"> </span></div></div><div class="c x1 y5fa w10a h11a"><div class="t m0 x4a h16 y11d2 ff6 fs4 fc2 sc0 ls0 ws0">Adam Sikorski<span class="ff5"> <span class="ff8">–</span> <span class="ff8 fcb">Prezes Zarządu, Dyrektor Generalny (CEO)</span></span> </div></div><div class="c x119 y5fa w10b h11a"><div class="t m0 xa hf y11d3 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Relacje Inwestorskie i ESG </span></span></div><div class="t m0 xa hf y11d4 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Obszar prawny GK </span></span></div><div class="t m0 xa hf y11d5 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Audyt Wewnętrzny<span class="ff6"> </span></span></span></div><div class="t m0 xa hf y11d6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Komunikacja </span></span></div><div class="t m0 xa hf y11d7 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Ochrona Informacji Niejawnych; </span></span></div><div class="t m0 xa hf y11d8 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Relacje z Administracją Publiczną;<span class="ff6"> </span></span></span></div><div class="t m0 xa hf y263 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Ochrona Danych  </span></span></div><div class="t m0 xa hf y11d9 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Rozwój, Fuzje i Przejęcia<span class="ff6"> </span></span></span></div><div class="t m0 xa hf y1dd ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Nadzór <span class="_ _4"></span>nad <span class="_ _5"></span>spółkami: <span class="_ _4"></span>Unimot <span class="_ _5"></span>Ukraine <span class="_ _4"></span>LLC, <span class="_ _5"></span>Unimot </span></span></div><div class="t m0 xa4 hf y11da ff6 fs4 fc2 sc0 ls0 ws0">Asia <span class="_ _3e"> </span>LLC,<span class="_ _0"></span> <span class="_ _4b"> </span>Unimot <span class="_ _3e"> </span>System <span class="_ _4b"> </span>sp. <span class="_ _4b"> </span>z <span class="_ _4b"> </span>o.o., <span class="_ _4b"> </span>Unimot </div><div class="t m0 xa4 hf y1057 ff6 fs4 fc2 sc0 ls0 ws0">Commodities sp. z o.o., Unimot Aviation sp. z o.o. </div></div><div class="c x1 y7e5 w10a h11b"><div class="t m0 x4a h16 y11db ff6 fs4 fc2 sc0 ls0 ws0">Robert <span class="_ _14"> </span>Brzo<span class="_ _0"></span>zowski<span class="ff5">  <span class="ff8">–</span> <span class="_ _14"> </span><span class="ff8 fcb">Wiceprezes <span class="_ _14"> </span>Zarządu  ds. <span class="_ _14"> </span>Handlowych </span></span></div><div class="t m0 x4a h16 y6c5 ff5 fs4 fcb sc0 ls0 ws0">(CCO)<span class="fc2"> </span></div></div><div class="c x119 y7e5 w10b h11b"><div class="t m0 xa hf y11dc ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Nadzór nad spółkami: UNIMOT Paliwa Sp. z o.o.,<span class="ff6"> </span></span></span></div><div class="t m0 xa4 hf ybdc ff6 fs4 fc2 sc0 ls0 ws0">Olavion <span class="_ _9"></span>sp. <span class="_ _1"></span>z <span class="_ _9"></span>o.o., Un<span class="_ _1"></span>imot <span class="_ _9"></span>S.A. <span class="_ _1"></span>(Unimot <span class="_ _9"></span>L<span class="_ _0"></span>td) <span class="_ _1"></span><span class="ff7">–<span class="ff6"> <span class="_ _9"></span>siedziba </span></span></div><div class="t m0 xa4 hf yf56 ff6 fs4 fc2 sc0 ls0 ws0">Genewa. </div></div><div class="c x1 yafb w10a h11c"><div class="t m0 x4a h16 y29c ff6 fs4 fc2 sc0 ls0 ws0">Filip <span class="_ _9"></span>Kuropatwa<span class="ff5"> <span class="_ _1"></span><span class="ff8">–<span class="ff5"> <span class="_ _9"></span><span class="ff8 fcb">Wiceprezes <span class="_ _9"></span>Zar<span class="_ _0"></span>ządu <span class="_ _9"></span>ds. <span class="_ _1"></span>Fin<span class="_ _1"></span>ansowych <span class="_ _9"></span>(CFO)<span class="_ _0"></span><span class="ff5 fc2"> </span></span></span></span></span></div></div><div class="c x119 yafb w10b h11c"><div class="t m0 xa hf y11dd ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Finanse </span></span></div><div class="t m0 xa hf y11de ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3f"> </span></span>Rachunkowość i Sprawozdawczość<span class="ff6"> </span></div><div class="t m0 xa hf y11df ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3f"> </span><span class="ff6 lsb">IT<span class="ls0"> </span></span></span></div><div class="t m0 xa hf y984 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3f"> </span></span>Sprawozdawczość Niefinansowa<span class="ff6"> </span></div><div class="t m0 xa hf y11e0 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3f"> </span><span class="ff6">Kontroling </span></span></div><div class="t m0 xa hf y11e1 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3f"> </span></span>Optymalizacja Marż i Ryzyka Finansowego.<span class="ff6"> </span></div><div class="t m0 xa hf y11e2 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3f"> </span></span>Nadzór <span class="_ _1c"> </span>nad <span class="_ _44"> </span>spółka <span class="_ _1c"> </span>Unimot <span class="_ _44"> </span>Centrum <span class="_ _1c"> </span>Usług<span class="_ _0"></span> </div><div class="t m0 xa4 hf y1057 ff6 fs4 fc2 sc0 ls0 ws0">Wspólnych sp. z o.o. </div></div><div class="c x1 y11e3 w10a h11d"><div class="t m0 x4a h16 y11e4 ff7 fs4 fc2 sc0 ls0 ws0">Michał <span class="_ _22"> </span>Ho<span class="_ _0"></span>jowski<span class="ff5"> <span class="_ _22"> </span><span class="fcb">- <span class="_ _45"> </span>Wiceprezes <span class="_ _22"> </span>ds. <span class="_ _45"> </span>Transformacji </span></span></div><div class="t m0 x4a h16 y11e5 ff5 fs4 fcb sc0 ls0 ws0">Energetycznej<span class="fc2"> </span></div></div><div class="c x119 y11e3 w10b h11d"><div class="t m0 x178 hf y11e6 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Marketing </span></span></div><div class="t m0 x178 hf y11e7 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3f"> </span><span class="ff6">Produkty OZE </span></span></div><div class="t m0 x178 hf y11e8 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3f"> </span><span class="ff6">Avia </span></span></div><div class="t m0 x178 hf y11e9 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3f"> </span><span class="ff6">Relacje z Klientami </span></span></div><div class="t m0 x178 hf y1da ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">Nadzór nad <span class="_ _1"></span>spółkami: Un<span class="_ _1"></span>imot Energi<span class="_ _1"></span>a i <span class="_ _1"></span>Gaz sp. <span class="_ _1"></span>z o.o., </span></span></div><div class="t m0 xa3 hf y11ea ff6 fs4 fc2 sc0 ls0 ws0">, Unimot <span class="_ _1"></span>Energy LLC, RCEkoenerg<span class="_ _1"></span>ia sp. <span class="_ _1"></span>z o.o., Unimot </div><div class="t m0 xa3 hf y1057 ff6 fs4 fc2 sc0 ls0 ws0">Exploration and Production sp. z o.o. </div></div><div class="c x1 y3fb w10a h11e"><div class="t m0 x4a h16 y11eb ff6 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna- Kowalska<span class="ff5"> - <span class="ff8 fcb">Wiceprezes Zarządu ds. HR</span> </span></div></div><div class="c x119 y3fb w10b h11e"><div class="t m0 x178 hf y11ec ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Flota Samochodowa </span></span></div><div class="t m0 x178 hf yf05 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">Administracja </span></span></div><div class="t m0 x178 hf yf06 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6 ls2a">BHP<span class="ls0"> </span></span></span></div><div class="t m0 x178 hf y1057 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6 ls2f">HR<span class="ls0"> </span></span></span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y1b5 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1b6 ff7 fs4 fc2 sc0 ls0 ws0">Członek <span class="_ _14"> </span>Zarządu <span class="_ _14"> </span>informuje <span class="_ _14"> </span>Zarząd <span class="_ _14"> </span>o <span class="_ _14"> </span>każdym <span class="_ _14"> </span>konflikcie <span class="_ _5"> </span>i<span class="_ _0"></span>nteresów <span class="_ _14"> </span>w <span class="_ _14"> </span>zw<span class="_ _0"></span>iązku <span class="_ _14"> </span>z <span class="_ _14"> </span>pełnioną <span class="_ _5"> </span>funkcją <span class="_ _14"> </span>lub <span class="_ _14"> </span>o <span class="_ _14"> </span>możliwo<span class="_ _0"></span>ści <span class="_ _14"> </span>jego <span class="_ _14"> </span>powstania <span class="_ _14"> </span>o<span class="_ _3"></span><span class="ff6">raz </span></div><div class="t m0 x1 hf y11ed ff7 fs4 fc2 sc0 ls0 ws0">powstrzymuje <span class="_ _9"></span>się od <span class="_ _9"></span>zabierania <span class="_ _1"></span>głosu <span class="_ _1"></span>w <span class="_ _1"></span>dysku<span class="_ _1"></span>sji <span class="_ _1"></span>i <span class="_ _1"></span>od <span class="_ _9"></span>głosow<span class="_ _0"></span>ania <span class="_ _9"></span>nad uch<span class="_ _1"></span>wałą <span class="_ _1"></span>w <span class="_ _1"></span>sprawie, <span class="_ _9"></span>w której <span class="_ _9"></span>zaistniał <span class="_ _9"></span>konflikt <span class="_ _1"></span>interesów.<span class="_ _0"></span><span class="ff6"> W <span class="_ _9"></span>przypadkach </span></div><div class="t m0 x1 hf ya9d ff7 fs4 fc2 sc0 ls0 ws0">zaistnienia <span class="_ _4"></span>konfliktu <span class="_ _5"></span>interesów <span class="_ _5"> </span>Czło<span class="_ _0"></span>nek <span class="_ _4"></span>Zarządu <span class="_ _5"></span>Spółki <span class="_ _5"></span>zobligowany <span class="_ _4"></span>jest <span class="_ _5"> </span>do <span class="_ _5"></span>działania <span class="_ _5"></span>zgodnie <span class="_ _5"></span>z <span class="_ _5"></span>Regulaminem <span class="_ _4"></span>identyfikacji, <span class="_ _5"> </span>zar<span class="_ _3"></span>ządzania <span class="_ _5"> </span>i </div><div class="t m0 x1 hf y11ee ff6 fs4 fc2 sc0 ls0 ws0">zapobiegania Konfli<span class="_ _0"></span>ktom <span class="_ _0"></span>Interesów<span class="_ _0"></span> <span class="_ _0"></span><span class="ff7">Członków <span class="_ _3"></span>Organów <span class="_ _0"></span>Spółki <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>S.A. <span class="_ _0"></span>przyjętym <span class="_ _0"></span>uchwałą <span class="_ _3"></span>nr 27 <span class="_ _3"></span>Zwyczajnego <span class="_ _0"></span>W<span class="_ _0"></span></span>alnego <span class="_ _0"></span>Zgromadzenia </div><div class="t m0 x1 hf y11ef ff7 fs4 fc2 sc0 ls0 ws0">Unimot S.<span class="_ _0"></span>A. z <span class="_ _0"></span>d<span class="_ _0"></span>nia 2<span class="_ _0"></span> <span class="_ _0"></span>czerwca <span class="_ _0"></span>2016 <span class="_ _0"></span>roku, <span class="_ _0"></span>zmieniony <span class="_ _0"></span>uchwałą <span class="_ _0"></span>nr <span class="_ _0"></span>23 <span class="_ _0"></span>Zwycz<span class="_ _0"></span>ajnego Walnego <span class="_ _0"></span>Zgromadzenia <span class="_ _0"></span>Unimot <span class="_ _0"></span>S.A. <span class="_ _0"></span>z <span class="_ _0"></span>dnia <span class="_ _0"></span>3 <span class="_ _0"></span>cz<span class="_ _0"></span>erwca<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span><span class="ls7">2020 </span></span></div><div class="t m0 x1 hf y11f0 ff7 fs4 fc2 sc0 ls0 ws0">roku, którego treść dostępna jest na stronie internetowej Spółki: <span class="ff6 fc11">https://www.unimot.pl/o-nas/grupa-unimot/lad-korporacyjny<span class="fc2">  </span></span></div><div class="t m0 x1 hf y776 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y11f1 ff7 fs4 fc2 sc0 ls0 ws0">W stosunku do ostatnio opublikowanego raportu okres<span class="_ _1"></span>owego w dniu 18 listopada 2025 r. nie nastąpiły zmiany w składzie Zarządu.<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y11f2 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><span class="d m1" style="border-style:none;position:absolute;left:555.960000px;bottom:226.940000px;width:232.430000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf98" class="pf w0 h0" ><div class="pc pc98 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">152<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 ycb ff5 fs4 fc2 sc0 ls0 ws0">RADA NADZORCZA </div><div class="t m0 x47 h16 y11f3 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Skład Rady Nadzorczej oraz opis zmian<span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y813 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3da ff7 fs4 fc2 sc0 ls0 ws0">Na 01.01.2025 r., 31.12.2025 r. i dzień publikacji raportu skład Rady Nadzorczej przeds<span class="_ _1"></span>tawiał się następująco:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yed7 ff6 fs4 fc2 sc0 ls0 ws0">Andreas Golombek <span class="ff7">–</span> <span class="ff7">Przewodniczący Rady Nadzorczej</span> </div><div class="t m0 x1 hf y11f4 ff7 fs4 fc2 sc0 ls0 ws0">Czesław Sadkowski –<span class="ff6"> </span>Wiceprzewodniczący Rady Nadzorczej<span class="ff6"> </span></div><div class="t m0 x1 hf y11f5 ff6 fs4 fc2 sc0 ls0 ws0">Magdalena Sikorska <span class="ff7">–</span> <span class="ff7">Drugi Wiceprzewodniczący Rady Nadzorczej</span> </div><div class="t m0 x1 hf y11f6 ff6 fs4 fc2 sc0 ls0 ws0">Lidia Banach-Hoheker - <span class="ff7">Członek Rady Nadzorczej</span> </div><div class="t m0 x1 hf yf8d ff7 fs4 fc2 sc0 ls0 ws0">Piotr Cieślak <span class="ff6">- </span>Członek Rady Nadzorczej<span class="ff6"> </span></div><div class="t m0 x1 hf y11f7 ff6 fs4 fc2 sc0 ls0 ws0">Yiannis Petralis - <span class="ff7">Członek Rady Nadzorczej</span> </div><div class="t m0 x1 hf y81a ff6 fs4 fc2 sc0 ls0 ws0">Piotr Prusakiewicz - Sekretarz Rady Nadzorczej </div><div class="t m0 x1 hf y11f8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y11f9 ff7 fs4 fc2 sc0 ls0 ws0">Skład <span class="_ _9"></span>R<span class="_ _0"></span>ady <span class="_ _1"></span>Nadzorczej <span class="_ _1"></span>powołany <span class="_ _9"></span>jest <span class="_ _1"></span>na <span class="_ _9"></span>w<span class="_ _0"></span>spólną <span class="_ _1"></span>5 <span class="_ _9"></span>l<span class="_ _0"></span>etnią <span class="_ _1"></span>kadencję, <span class="_ _1"></span>która <span class="_ _1"></span>kończy <span class="_ _9"></span>się wraz <span class="_ _9"></span>z zatwierd<span class="_ _1"></span>zeniem <span class="_ _1"></span>sprawozdania <span class="_ _9"></span>finanso<span class="_ _3"></span>wego <span class="_ _1"></span>Spółki </div><div class="t m0 x1 hf y11fa ff6 fs4 fc2 sc0 ls0 ws0">za rok 2026. </div><div class="t m0 x1 hf y11fb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y11fc ff7 fs4 fc2 sc0 ls0 ws0">W stosunku do ostatnio opublikowanego raportu okres<span class="_ _1"></span>owego w dniu 18 listopada 2025 r. nie nastąpiły zmiany w składzie Rady Nad<span class="_ _0"></span><span class="ff6">zorczej. </span></div><div class="t m0 x1 hf y1e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x179 h16 y5fb ff5 fs4 fc2 sc0 ls0 ws0">ANDREAS GOLOMBEK <span class="ff8">–</span> <span class="ff8">PRZEWODNICZĄCY RADY NADZORCZEJ</span> </div><div class="t m0 x179 hf y7fd ff7 fs4 fc2 sc0 ls0 ws0">Przewodniczący <span class="_ _14"> </span>Rady <span class="_ _14"> </span>Nadzorczej <span class="_ _14"> </span>Andreas <span class="_ _14"> </span>Golombek <span class="_ _5"> </span>j<span class="_ _0"></span>est <span class="_ _14"> </span>absolwentem <span class="_ _14"> </span>Politechniki <span class="_ _14"> </span>w <span class="_ _14"> </span>Bielefeld. <span class="_ _14"> </span>Po </div><div class="t m0 x179 hf ydec ff7 fs4 fc2 sc0 ls0 ws0">studiach <span class="_ _3"></span>pracował <span class="_ _4"></span>w <span class="_ _3"></span>firmie <span class="_ _3"></span>AEG <span class="_ _4"></span>(później <span class="_ _3"></span>Alstom <span class="_ _3"></span>i <span class="_ _3"></span>CEGELE<span class="_ _0"></span>C), <span class="_ _3"></span>gdzie <span class="_ _3"></span>odpowiadał <span class="_ _4"></span>za <span class="_ _3"></span>sprzedaż <span class="_ _3"></span>w <span class="_ _4"></span>krajach </div><div class="t m0 x179 hf y499 ff7 fs4 fc2 sc0 ls0 ws0">Europy <span class="_ _3"></span>Środkowo<span class="ff6">-</span>Wschodniej. <span class="_ _3"></span>W <span class="_ _3"></span>2002 <span class="_ _3"></span>r. <span class="_ _0"></span>objął <span class="_ _3"></span>stanowisko <span class="_ _3"></span>prezesa <span class="_ _3"></span>nowo <span class="_ _3"></span>założonej <span class="_ _3"></span>spółki <span class="_ _3"></span>CEGELEC <span class="_ _0"></span>w </div><div class="t m0 x179 hf y7ff ff7 fs4 fc2 sc0 ls0 ws0">Polsce, <span class="_ _4"></span>której <span class="_ _4"></span>markę <span class="_ _4"></span>budował <span class="_ _3"></span>i <span class="_ _4"></span>prowadził <span class="_ _4"></span>do <span class="_ _4"></span>końca <span class="_ _4"></span>2005 <span class="_ _3"></span>roku. <span class="_ _4"></span>W <span class="_ _4"></span>lutym <span class="_ _4"></span>2006 <span class="_ _4"></span>roku <span class="_ _3"></span>objął <span class="_ _4"></span>stanowisko </div><div class="t m0 x179 hf y11fd ff7 fs4 fc2 sc0 ls0 ws0">prezesa zarządu firmy <span class="_ _0"></span>Lurgi S. <span class="_ _0"></span>A. w <span class="_ _0"></span>Krakowie, o<span class="_ _0"></span>dpowiadając za <span class="_ _0"></span>sprzedaż, dostawy, sprawy <span class="_ _0"></span>personalne i </div><div class="t m0 x179 hf ye18 ff7 fs4 fc2 sc0 ls0 ws0">jakość. <span class="_ _0"></span>Grupa Lurgi <span class="_ _0"></span>w <span class="_ _0"></span>2007 <span class="_ _0"></span>roku została <span class="_ _0"></span>przejęta <span class="_ _0"></span>przez <span class="_ _0"></span>Grupę Air Liquide, <span class="_ _0"></span>co <span class="_ _0"></span>skutkowało o<span class="_ _0"></span>dpowiednim </div><div class="t m0 x179 hf y11fe ff7 fs4 fc2 sc0 ls0 ws0">zwiększeniem <span class="_ _5"></span>zakresu <span class="_ _14"> </span>obowiązków. <span class="_ _14"> </span>Od <span class="_ _5"> </span>stycznia <span class="_ _14"> </span>2010 <span class="_ _14"> </span>r. <span class="_ _5"> </span>stał <span class="_ _14"> </span>się <span class="_ _5"> </span>również <span class="_ _14"> </span>członkiem <span class="_ _5"> </span>Executive <span class="_ _14"> </span>Team </div><div class="t m0 x179 hf y3f0 ff6 fs4 fc2 sc0 ls0 ws0">Grupy Lurgi, odpowiedzialnym za globalne zakupy i dostawy. Od 2012 roku powierzono mu dodatk<span class="_ _0"></span>owo </div><div class="t m0 x179 hf y32c ff7 fs4 fc2 sc0 ls0 ws0">także odpowiedzialność za <span class="_ _0"></span>realizację projektów <span class="_ _0"></span>w Air L<span class="_ _0"></span>iquide Engineering w <span class="_ _0"></span>obrębie Europy <span class="_ _0"></span>Centralnej </div><div class="t m0 x179 hf y11ff ff6 fs4 fc2 sc0 ls0 ws0">i Wschodniej i krajach CIS. </div><div class="t m0 x1 hf y200 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ydb8 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _18"> </span>2015 <span class="_ _15"> </span>roku <span class="_ _18"> </span>Andreas  Golomb<span class="_ _0"></span>ek  z<span class="_ _0"></span>ałożył <span class="_ _18"> </span>firmę <span class="_ _15"> </span>go&amp;management  GmbH <span class="_ _18"> </span>S. <span class="_ _15"> </span>K. <span class="_ _18"> </span>Firma <span class="_ _15"> </span>oferuje <span class="_ _18"> </span>p<span class="_ _0"></span>rofesjonalne  doradztwo <span class="_ _15"> </span>dla <span class="_ _18"> </span>prz<span class="_ _0"></span>emysłu </div><div class="t m0 x1 hf y1200 ff7 fs4 fc2 sc0 ls0 ws0">chemicznego,  pe<span class="_ _1"></span>trochemicznego,  rafineryjn<span class="_ _1"></span>ego  i  energetycznego  obe<span class="_ _1"></span>jmujące  kwesti<span class="_ _1"></span>e  strategii,  zarządzania  i<span class="_ _1"></span>  optymalizacji  w <span class="_ _14"> </span>pro<span class="_ _3"></span><span class="ff6">cesie </span></div><div class="t m0 x1 hf yb75 ff6 fs4 fc2 sc0 ls0 ws0">reali<span class="ff7">zacji wysokobudżetowych projektów inwestycyjnych.</span> </div><div class="t m0 x1 hf y1201 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1202 ff7 fs4 fc2 sc0 ls0 ws0">Pan Andreas Golombek w stosunku do Spółki spełnia: <span class="ff6"> </span></div><div class="t m0 x47 hf ye47 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">kryteria niezależności członka Rady Nadzorczej określone<span class="_ _1"></span> w Dobrych Praktykach Spółek Notowanych na GPW.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf yad1 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">kryteria niezależności <span class="_ _0"></span>wymienione <span class="_ _0"></span>w <span class="_ _0"></span>Ustawie <span class="_ _0"></span>z <span class="_ _0"></span>dnia <span class="_ _0"></span>11 <span class="_ _0"></span>maja <span class="_ _0"></span>2017<span class="_ _0"></span> r. <span class="_ _0"></span>o<span class="_ _0"></span> bi<span class="_ _0"></span>egłych rewidentach, <span class="_ _0"></span>firma<span class="_ _0"></span>ch <span class="_ _0"></span>audytorskich oraz<span class="_ _0"></span> nadzorze<span class="_ _4"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y424 ff7 fs4 fc2 sc0 ls0 ws0">publicznym, <span class="_ _1"></span>a <span class="_ _9"></span>także ni<span class="_ _1"></span>e <span class="_ _1"></span>ma <span class="_ _9"></span>rzeczywistych <span class="_ _9"></span>i istotnych<span class="_ _1"></span> <span class="_ _1"></span>powiązań <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _1"></span>akcjonarius<span class="_ _1"></span>zem <span class="_ _1"></span>posiadającym <span class="_ _9"></span>co najmnie<span class="_ _1"></span>j <span class="_ _1"></span>5% <span class="_ _9"></span>o<span class="_ _0"></span>gólnej <span class="_ _9"></span>liczby gło<span class="ff6">sów </span></div><div class="t m0 x17 hf ya98 ff6 fs4 fc2 sc0 ls0 ws0">w <span class="ff7">spółce.</span> </div><div class="t m0 x1 hf y9f4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 y1203 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf99" class="pf w0 h0" ><div class="pc pc99 w0 h0"><img class="bi x5 y59 w5 h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">153<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 xf6 h16 y5e ff8 fs4 fc2 sc0 ls0 ws0">CZESŁAW SADKOWSKI<span class="ff5"> </span>–<span class="ff5"> </span>WICEPRZEWODNICZĄCY RADY NADZORCZEJ<span class="ff5"> <span class="ff6"> </span></span></div><div class="t m0 xf6 hf y1204 ff7 fs4 fc2 sc0 ls0 ws0">Członek <span class="_ _5"> </span>Rady <span class="_ _5"> </span>Nadzorczej <span class="_ _5"> </span>Absolwent <span class="_ _5"> </span>Wydziału <span class="_ _5"> </span>Praw<span class="_ _0"></span>a <span class="_ _5"> </span>i <span class="_ _5"> </span>Administracji <span class="_ _5"></span>Uniwersytetu <span class="_ _4"></span>Jagiellońskie<span class="_ _0"></span>go. <span class="_ _5"> </span>W </div><div class="t m0 xf6 hf y1205 ff7 fs4 fc2 sc0 ls0 ws0">2003 roku został wpisany na listę radców prawnych przy Okręgowej Izbie Radców Prawnych w Opolu. W </div><div class="t m0 xf6 hf y12c ff7 fs4 fc2 sc0 ls0 ws0">roku <span class="_ _0"></span>2004 <span class="_ _0"></span>uko<span class="_ _0"></span>ńczył <span class="_ _0"></span>studia <span class="_ _0"></span>podyp<span class="_ _0"></span>lomowe <span class="_ _0"></span>z <span class="_ _3"></span>Prawa <span class="_ _0"></span>Europejskiego <span class="_ _0"></span>w<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span></span>Europejskiej <span class="_ _0"></span>Wyższej <span class="_ _0"></span>Szkole <span class="_ _0"></span>Pr<span class="_ _0"></span>awa <span class="_ _3"></span>i </div><div class="t m0 xf6 hf y10f2 ff6 fs4 fc2 sc0 ls0 ws0">Administracji <span class="_ _1"></span>w <span class="_ _1"></span>Warszawie, <span class="_ _1"></span>a w <span class="_ _1"></span>roku 2014 <span class="_ _9"></span>studia podyplomowe LLM <span class="_ _9"></span>in International Commercial <span class="_ _9"></span>L<span class="_ _0"></span>aw na </div><div class="t m0 xf6 hf y115c ff7 fs4 fc2 sc0 ls0 ws0">Akademii Leona <span class="_ _0"></span>Koźmińskiego <span class="_ _0"></span>w <span class="_ _0"></span>Warszawie. <span class="_ _0"></span>Od <span class="_ _0"></span>2004 <span class="_ _0"></span>r. <span class="_ _0"></span>roku <span class="_ _0"></span>właściciel <span class="_ _0"></span>kancelarii <span class="_ _0"></span>prawnej, <span class="_ _0"></span>a <span class="_ _0"></span>od <span class="_ _0"></span>2012 <span class="_ _0"></span>r. </div><div class="t m0 xf6 hf y115d ff6 fs4 fc2 sc0 ls0 ws0">(w efek<span class="_ _1"></span>cie <span class="_ _1"></span>aportu <span class="_ _1"></span>c<span class="ff7">ałego przed<span class="_ _1"></span>siębiorstwa) <span class="_ _1"></span>komplementariusz <span class="_ _1"></span>i <span class="_ _1"></span>partner <span class="_ _9"></span>z<span class="_ _0"></span>arządzający w <span class="_ _9"></span>spółce Sadkowski<span class="_ _1"></span> </span></div><div class="t m0 xf6 hf y115e ff7 fs4 fc2 sc0 ls0 ws0">i <span class="_ _16"> </span>Wspólnicy <span class="_ _17"> </span>sp. <span class="_ _16"> </span>k, <span class="_ _17"> </span>która <span class="_ _16"> </span>specjalizuje <span class="_ _17"> </span>się <span class="_ _16"> </span>w <span class="_ _17"> </span>kompleksowej <span class="_ _16"> </span>obsłudze <span class="_ _16"> </span>prawn<span class="_ _0"></span>ej <span class="_ _16"> </span>d<span class="_ _0"></span>użych <span class="_ _16"> </span>podmiotów </div><div class="t m0 xf6 hf y10b ff7 fs4 fc2 sc0 ls0 ws0">gospodarczych <span class="_ _16"> </span>o <span class="_ _16"> </span>kapitale <span class="_ _16"> </span>polskim <span class="_ _17"> </span>i <span class="_ _27"> </span>zagranicznym. <span class="_ _16"> </span>O<span class="_ _0"></span>d <span class="_ _16"> </span>listopada <span class="_ _16"> </span>2014 <span class="_ _17"> </span>r. <span class="_ _27"> </span>cz<span class="_ _0"></span>łonek <span class="_ _16"> </span>zarz<span class="_ _0"></span>ądu <span class="_ _16"> </span>w <span class="_ _17"> </span>TYR </div><div class="t m0 xf6 hf y115f ff7 fs4 fc2 sc0 ls0 ws0">Towarzystwo <span class="_ _14"> </span>Funduszy <span class="_ _14"> </span>Inwestycyjnych <span class="_ _14"> </span>S.A.  Ob<span class="_ _1"></span>ecnie <span class="_ _14"> </span>pełni <span class="_ _14"> </span>także<span class="_ _0"></span> <span class="_ _14"> </span>funkcję <span class="_ _14"> </span>cz<span class="_ _0"></span>łonka <span class="_ _14"> </span>Rady  Nad<span class="_ _1"></span>zorczej <span class="_ _14"> </span>w </div><div class="t m0 xf6 hf yf32 ff7 fs4 fc2 sc0 ls0 ws0">Unimot <span class="_ _2a"> </span>Ex<span class="_ _0"></span>press <span class="_ _2a"> </span>sp. <span class="_ _2a"> </span>z<span class="_ _0"></span>.o.o. <span class="_ _f"> </span>Ponadto, <span class="_ _2a"> </span>jest <span class="_ _f"> </span>członkiem <span class="_ _2a"> </span>organów <span class="_ _f"> </span>zarządczych <span class="_ _2a"> </span>i <span class="_ _f"> </span>nadzorczych <span class="_ _2a"> </span>oraz </div><div class="t m0 xf6 hf y1160 ff7 fs4 fc2 sc0 ls0 ws0">współwłaścicielem <span class="_ _f"> </span>licznych <span class="_ _2a"> </span>spółek. <span class="_ _f"> </span>Działalność <span class="_ _f"> </span>podmiotów <span class="_ _2a"> </span>powią<span class="_ _0"></span>zanych <span class="_ _f"> </span>w <span class="_ _f"> </span>Panem <span class="_ _f"> </span>Czesławem<span class="_ _1"></span> </div><div class="t m0 x1 hf y502 ff7 fs4 fc2 sc0 ls0 ws0">Władysławem Sadkowskim nie jest działalnością konkurencyjną w stosu<span class="_ _1"></span>nku do działalności wykonywanej przez UNIMOT S.A.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y283 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h16 yfb9 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x14e h16 y436 ff5 fs4 fc2 sc0 ls0 ws0">MAGDALENA SIKORSKA <span class="ff8">–</span> <span class="ff8">DRUGI WICEPRZEWODNICZĄCY RADY NADZORCZEJ <span class="ff6"> </span></span></div><div class="t m0 x14e hf y1161 ff7 fs4 fc2 sc0 ls0 ws0">Magdalena <span class="_ _0"></span>Sikorska <span class="_ _0"></span>pełni <span class="_ _0"></span>funkcję <span class="_ _0"></span>Drugiego <span class="_ _3"></span>Wiceprzewodniczącego Rady <span class="_ _3"></span>Nadzorczej. <span class="_ _0"></span>Jest <span class="_ _0"></span>absolwentką </div><div class="t m0 x14e hf y1162 ff7 fs4 fc2 sc0 ls0 ws0">studiów <span class="_ _17"> </span>magisterskich <span class="_ _16"> </span>na <span class="_ _17"> </span>ki<span class="_ _0"></span>erunku <span class="_ _17"> </span>Europejskie <span class="_ _17"> </span>Studia <span class="_ _17"> </span>Zarządzania <span class="_ _17"> </span>oraz <span class="_ _17"> </span>studiów <span class="_ _17"> </span>licencjackich <span class="_ _17"> </span>z </div><div class="t m0 x14e hf y5b0 ff7 fs4 fc2 sc0 ls0 ws0">Zarządzania <span class="_ _5"></span>i <span class="_ _5"> </span>Marketingu <span class="_ _5"> </span>na <span class="_ _14"> </span>Wyższej <span class="_ _5"></span>Szkole <span class="_ _5"></span>Zarządzania <span class="_ _5"> </span>w <span class="_ _14"> </span>Częstochow<span class="_ _0"></span>ie. <span class="_ _5"></span>Ukończyła <span class="_ _5"> </span>również <span class="_ _5"> </span>studia </div><div class="t m0 x14e hf ya63 ff7 fs4 fc2 sc0 ls0 ws0">podyplomowe na <span class="_ _0"></span>kierunku Za<span class="_ _0"></span>rządzanie Zasobami <span class="_ _0"></span>Lu<span class="_ _0"></span>dzkimi w <span class="_ _0"></span>Szk<span class="_ _0"></span>ole Głó<span class="_ _0"></span>wnej H<span class="_ _0"></span>andlowej w <span class="_ _0"></span>Warszawie. </div><div class="t m0 x14e hf y567 ff6 fs4 fc2 sc0 ls0 ws0">W latach 1997<span class="_ _0"></span>-<span class="ff7">2011 prowadziła <span class="_ _0"></span>działalność gospodarczą w<span class="_ _0"></span> zakresie konsultingu <span class="_ _0"></span>biznesowego. Od <span class="_ _0"></span>2008 </span></div><div class="t m0 x14e hf y1163 ff7 fs4 fc2 sc0 ls0 ws0">roku <span class="_ _9"></span>jest <span class="_ _9"></span>cz<span class="_ _0"></span>łonkinią <span class="_ _9"></span>Rady <span class="_ _1"></span>Nadzorczej <span class="_ _9"></span>Unimot <span class="_ _1"></span>Express <span class="_ _a"></span>sp. <span class="_ _1"></span>z <span class="_ _9"></span>o.o<span class="_ _0"></span>., <span class="_ _9"></span>a <span class="_ _1"></span>od <span class="_ _a"></span>2021 <span class="_ _1"></span>roku <span class="_ _9"></span>pełni <span class="_ _9"></span>funkcję <span class="_ _9"></span>HR me<span class="_ _1"></span>nagera </div><div class="t m0 x14e hf y4b6 ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _15"> </span>Zemadon <span class="_ _18"> </span>L<span class="_ _0"></span>imited. <span class="_ _15"> </span>Jest <span class="_ _15"> </span>również <span class="_ _15"> </span>prezesem <span class="_ _18"> </span>z<span class="_ _0"></span>arządu <span class="_ _15"> </span>DHJ <span class="_ _15"> </span>Poland <span class="_ _15"> </span>sp. <span class="_ _15"> </span>z <span class="_ _15"> </span>o.o<span class="_ _0"></span>. <span class="_ _15"> </span>oraz <span class="_ _15"> </span>członkinią <span class="_ _15"> </span>Rady </div><div class="t m0 x14e hf yee2 ff7 fs4 fc2 sc0 ls0 ws0">Nadzorczej <span class="_ _19"> </span>Unimot <span class="_ _17"> </span>T<span class="_ _0"></span>ruck <span class="_ _19"> </span>sp. <span class="_ _19"> </span>z <span class="_ _19"> </span>o.o. <span class="_ _19"> </span>Działalność <span class="_ _19"> </span>p<span class="_ _1"></span>owyższych <span class="_ _17"> </span>podmiotów<span class="_ _0"></span> <span class="_ _19"> </span>nie <span class="_ _17"> </span>j<span class="_ _0"></span>est <span class="_ _19"> </span>działalnością </div><div class="t m0 x14e hf y7c3 ff6 fs4 fc2 sc0 ls0 ws0">k<span class="ff7">onkurencyjną w stosunku do działalności wykonywanej przez UNIMOT S.A.</span> </div><div class="t m0 x14e hf y1164 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x14e hf yaaa ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17a h16 ye84 ff5 fs4 fc2 sc0 ls0 ws0">LIDIA BANACH-HOHEKER - <span class="ff8">CZŁONEK RADY NADZORCZEJ</span> </div><div class="t m0 x17a hf y800 ff6 fs4 fc2 sc0 ls0 ws0">Lidia Banach-<span class="ff7">Hoheker <span class="_ _1"></span>jest absolwentką <span class="_ _1"></span>Wydziału Zarządzania <span class="_ _1"></span>Uniwersytetu Wars<span class="_ _1"></span>zawskiego na <span class="_ _1"></span>kierunku </span></div><div class="t m0 x17a hf y46c ff7 fs4 fc2 sc0 ls0 ws0">Zarządzanie <span class="_ _15"> </span>Finansami, <span class="_ _15"> </span>posiada <span class="_ _15"> </span>kwalifikację <span class="_ _27"> </span>ACCA. <span class="_ _15"> </span>W <span class="_ _15"> </span>latach <span class="_ _27"> </span>1998<span class="ff6">-</span>2003 <span class="_ _15"> </span>pełniła <span class="_ _27"> </span>funkcję <span class="_ _15"> </span>Dyrektora </div><div class="t m0 x17a hf y801 ff7 fs4 fc2 sc0 ls0 ws0">Finansowego w <span class="_ _0"></span>spółce <span class="_ _0"></span>Wincanton Polska <span class="_ _0"></span>sp. <span class="_ _0"></span>z o.o<span class="_ _0"></span>., a <span class="_ _0"></span>w kolejnych<span class="_ _0"></span><span class="ff6"> <span class="_ _0"></span></span>dwóch <span class="_ _0"></span>funkcję <span class="_ _0"></span>Dyrektora Finansowo<span class="_ _0"></span><span class="ff6">-</span></div><div class="t m0 x17a hf y5bb ff7 fs4 fc2 sc0 ls0 ws0">Administracyjnego <span class="_ _0"></span>w <span class="_ _0"></span>Wincanton <span class="_ _0"></span>Marqueset <span class="_ _3"></span>France S.A. <span class="_ _3"></span>w <span class="_ _0"></span>Paryżu. <span class="_ _0"></span>Po<span class="_ _0"></span> <span class="_ _0"></span>powrocie <span class="_ _0"></span>do <span class="_ _3"></span>Polski z<span class="_ _0"></span>wiązała <span class="_ _0"></span>się z<span class="_ _0"></span> </div><div class="t m0 x17a hf y6a7 ff7 fs4 fc2 sc0 ls0 ws0">Grupą <span class="_ _1"></span>PWN, a nas<span class="_ _1"></span>tępnie b<span class="_ _1"></span>yła Członkiem <span class="_ _1"></span>Zarządu w <span class="_ _1"></span>spółce Merl<span class="_ _1"></span>in.pl. <span class="_ _1"></span>W latach 2013<span class="ff6">-</span>2021 pełni<span class="_ _1"></span>ła funkcję </div><div class="t m0 x17a hf y1206 ff6 fs4 fc2 sc0 ls0 ws0">Dyrektora Finansowego <span class="_ _0"></span><span class="ff7">(CFO)<span class="_ _0"></span> Grupy PW<span class="_ _0"></span>N oraz <span class="_ _0"></span>zasiadała w<span class="_ _0"></span> <span class="_ _0"></span>Zarządach<span class="_ _1"></span> kilku <span class="_ _0"></span>spółek, <span class="_ _0"></span>m.in. W<span class="_ _0"></span>ydawnictwa </span></div><div class="t m0 x17a hf y1207 ff6 fs4 fc2 sc0 ls0 ws0">Naukowego <span class="_ _3"></span>PWN <span class="_ _3"></span>SA, <span class="_ _3"></span>Wydawnictwa <span class="_ _3"></span>Szkolnego <span class="_ _3"></span>PWN <span class="_ _3"></span>i <span class="_ _3"></span>Wydawnictwa <span class="_ _3"></span>Lekarskiego <span class="_ _3"></span>PZWL. <span class="_ _3"></span>Od <span class="_ _3"></span>2021 <span class="_ _3"></span>ro<span class="_ _0"></span>ku </div><div class="t m0 x17a hf y1208 ff7 fs4 fc2 sc0 ls0 ws0">prowadzi działalność <span class="_ _1"></span>gospodarczą w zakres<span class="_ _1"></span>ie doradztwa finansowego <span class="_ _1"></span>i strategicznego. Od <span class="_ _1"></span>styc<span class="ff6">znia<span class="_ _0"></span> 2023 </span></div><div class="t m0 x17a hf y1209 ff7 fs4 fc2 sc0 ls0 ws0">roku jest również Członkiem Rady Nadzorczej Elemental<span class="_ _1"></span> Holding S.A. w Luksemburgu.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17a hf y44b ff7 fs4 fc2 sc0 ls0 ws0">Działalność <span class="_ _14"> </span>powyższych <span class="_ _14"> </span>podmiotów <span class="_ _14"> </span>nie <span class="_ _5"> </span>jest  d<span class="_ _1"></span>ziałalnością <span class="_ _14"> </span>konkurencyjną <span class="_ _14"> </span>w <span class="_ _14"> </span>stosunku <span class="_ _14"> </span>do <span class="_ _14"> </span>działalności </div><div class="t m0 x17a hf y44c ff7 fs4 fc2 sc0 ls0 ws0">wykonywanej <span class="_ _2a"> </span>przez <span class="_ _f"> </span>przedsiębiorstwo <span class="_ _2a"> </span>Emitenta. <span class="_ _f"> </span>Pani <span class="_ _2a"> </span>Lidia <span class="_ _f"> </span>Banach<span class="ff6">-</span>Hoheker <span class="_ _2a"> </span>nie <span class="_ _f"> </span>ma <span class="_ _2a"> </span>powi<span class="_ _0"></span>ązań </div><div class="t m0 x1 hf y120a ff7 fs4 fc2 sc0 ls0 ws0">(ekonomicznych, <span class="_ _1"></span>rodzinnych, <span class="_ _9"></span>innych) z <span class="_ _9"></span>akcjonariuszem <span class="_ _1"></span>Spółki <span class="_ _9"></span>dyspo<span class="_ _0"></span>nującym <span class="_ _1"></span>akcjami <span class="_ _9"></span>reprezentującymi ni<span class="_ _1"></span>e <span class="_ _9"></span>m<span class="_ _0"></span>niej n<span class="_ _1"></span>iż <span class="_ _1"></span>5% <span class="_ _9"></span>o<span class="_ _0"></span>gólnej <span class="_ _9"></span>li<span class="_ _3"></span>czby <span class="_ _1"></span>głosów </div><div class="t m0 x1 hf y67f ff6 fs4 fc2 sc0 ls0 ws0">na Walnym Zgromadzeniu.  </div><div class="t m0 x1 hf yaf4 ff7 fs4 fc2 sc0 ls0 ws0">Przewodnicząca Komitetu Audytu<span class="ff6"> </span></div><div class="t m0 x1 hf ye03 ff6 fs4 fc2 sc0 ls0 ws0">Pani  L<span class="_ _0"></span>idia  Banach-<span class="ff7">Ho<span class="_ _0"></span>heker  jako<span class="_ _0"></span> <span class="_ _15"> </span>członek <span class="_ _18"> </span>Ko<span class="_ _0"></span>mitetu  Audytu <span class="_ _15"> </span>spełnia <span class="_ _15"> </span>warunki  o<span class="_ _0"></span>kreślone  w <span class="_ _15"> </span>ustaw<span class="_ _0"></span>ie  o<span class="_ _0"></span> <span class="_ _18"> </span>biegłych <span class="_ _15"> </span>rewidentach <span class="_ _18"> </span>w <span class="_ _15"> </span>z<span class="_ _0"></span>akresie </span></div><div class="t m0 x1 hf y120b ff7 fs4 fc2 sc0 ls0 ws0">posiadanych <span class="_ _14"> </span>kwalifikacje <span class="_ _14"> </span>w  dziedzinie <span class="_ _14"> </span>rachunkowości  l<span class="_ _1"></span>ub <span class="_ _14"> </span>rewizji  fin<span class="_ _1"></span>ansowej:  wieloletni <span class="_ _14"> </span>dyrektor  lub <span class="_ _14"> </span>członek <span class="_ _14"> </span>zarządu <span class="_ _14"> </span>d<span class="_ _0"></span>s. <span class="_ _14"> </span>finanso<span class="_ _0"></span>wych, </div><div class="t m0 x1 hf ye1f ff7 fs4 fc2 sc0 ls0 ws0">absolwentka <span class="_ _0"></span>Wydziału <span class="_ _3"></span>Zarządzania <span class="_ _3"></span>Uniwersytetu <span class="_ _3"></span>Warszawskiego <span class="_ _0"></span>na <span class="_ _3"></span>kierunku <span class="_ _3"></span>Zarządzanie <span class="_ _3"></span>Finansami, <span class="_ _3"></span>posiada <span class="_ _0"></span>kwalifikację <span class="_ _3"></span>ACCA. <span class="_ _3"></span>W <span class="_ _3"></span>l<span class="_ _0"></span><span class="ff6">atach </span></div><div class="t m0 x1 hf y120c ff6 fs4 fc2 sc0 ls7 ws0">1998<span class="ls0">-<span class="ff7">2003 <span class="_ _4"></span>pełniła <span class="_ _4"></span>funkcję <span class="_ _4"></span>Dyrekto<span class="_ _0"></span>ra <span class="_ _4"></span>Finansowego <span class="_ _4"></span>w <span class="_ _5"></span>spółce <span class="_ _4"></span>Wincanton <span class="_ _4"></span>P<span class="_ _0"></span>olska <span class="_ _4"></span>sp. <span class="_ _4"></span>z<span class="_ _0"></span> <span class="_ _4"></span>o.o., <span class="_ _4"></span>a <span class="_ _5"></span>w <span class="_ _4"></span>kolejnych <span class="_ _4"></span>dwóch <span class="_ _4"></span>latach <span class="_ _5"></span>funkcję <span class="_ _4"></span>Dy</span>rektora<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y3d5 ff6 fs4 fc2 sc0 ls0 ws0">Finansowo-<span class="ff7">Administracyjnego <span class="_ _4"></span>w <span class="_ _4"></span>Wincanton <span class="_ _3"></span>Marqueset <span class="_ _4"></span>France <span class="_ _4"></span>S.A. <span class="_ _4"></span>w <span class="_ _4"></span>Paryżu. <span class="_ _4"></span>Następnie <span class="_ _4"></span>zasiadała <span class="_ _4"></span>w <span class="_ _4"></span>Zarządach <span class="_ _4"></span>spółek: <span class="_ _4"></span>Mikom <span class="_ _4"></span>sp. <span class="_ _3"></span>z <span class="_ _4"></span>o.o. </span></div><div class="t m0 x1 hf y1130 ff7 fs4 fc2 sc0 ls0 ws0">(spółka <span class="_ _0"></span>zależna <span class="_ _0"></span>Wydawnictwa <span class="_ _3"></span>Naukowego <span class="_ _0"></span>PWN <span class="_ _0"></span>S.A., <span class="_ _0"></span>w <span class="_ _3"></span>którym <span class="_ _0"></span>jednocześnie <span class="_ _0"></span>pełniła <span class="_ _0"></span>funkcję <span class="_ _0"></span>Dyrekto<span class="_ _0"></span>ra <span class="_ _0"></span>Kontroli <span class="_ _0"></span>Finansowej), <span class="_ _3"></span>M<span class="_ _0"></span><span class="ff6">erlin.pl <span class="_ _0"></span>S.A. </span></div><div class="t m0 x1 hf yc54 ff7 fs4 fc2 sc0 ls0 ws0">oraz Wydawnictwa <span class="_ _0"></span>Szkolnego PWN sp. z <span class="_ _0"></span>o.o. <span class="_ _0"></span>(spółka z <span class="_ _0"></span>Grupy PWN). Obecnie pełni fu<span class="_ _0"></span>nkcję Członka <span class="_ _0"></span>Zarządu ds. <span class="_ _0"></span>Finansowych w Gru<span class="_ _0"></span>pi<span class="_ _3"></span><span class="ff6">e PWN </span></div><div class="t m0 x1 hf y7f9 ff7 fs4 fc2 sc0 ls0 ws0">w spółkach: Wydawnictwa Naukowego PWN SA, PZWL Wydawnictwa Lekarskie<span class="_ _1"></span>go sp. z o.o. i Estate sp. z o.o.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y832 ff6 fs4 fc2 sc0 ls0 ws0">Pan Lidia Banach-<span class="ff7">Hoheker w stosunku do Spółki spełnia: </span> </div></div></div><div class="pi" ></div></div><div id="pf9a" class="pf w0 h0" ><div class="pc pc9a w0 h0"><img class="bi x5 y59 w5 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">154<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf y482 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">kryteria niezależności członka Rady Nadzorczej określone<span class="_ _1"></span> w Dobrych Praktykach Spółek Notowanych na GPW.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y120d ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">kryteria niezależności <span class="_ _0"></span>wymienione <span class="_ _0"></span>w <span class="_ _0"></span>Ustawie <span class="_ _0"></span>z <span class="_ _0"></span>dnia <span class="_ _0"></span>11 <span class="_ _0"></span>maja <span class="_ _0"></span>2017<span class="_ _0"></span> r. <span class="_ _0"></span>o<span class="_ _0"></span> bi<span class="_ _0"></span>egłych rewidentach, <span class="_ _0"></span>firma<span class="_ _0"></span>ch <span class="_ _0"></span>audytorskich oraz<span class="_ _0"></span> nadzorze<span class="_ _4"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y120e ff7 fs4 fc2 sc0 ls0 ws0">publicznym, <span class="_ _1"></span>a <span class="_ _9"></span>także ni<span class="_ _1"></span>e <span class="_ _1"></span>ma <span class="_ _9"></span>rzeczywistych <span class="_ _9"></span>i istotnych<span class="_ _1"></span> <span class="_ _1"></span>powiązań <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _1"></span>akcjonarius<span class="_ _1"></span>zem <span class="_ _1"></span>posiadającym <span class="_ _9"></span>co najmnie<span class="_ _1"></span>j <span class="_ _1"></span>5% <span class="_ _9"></span>o<span class="_ _0"></span>gólnej <span class="_ _9"></span>liczby gło<span class="ff6">sów </span></div><div class="t m0 x17 hf y120f ff6 fs4 fc2 sc0 ls0 ws0">w <span class="ff7">spółce.</span> </div><div class="t m0 x1 hf y1210 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17b h16 y5f0 ff5 fs4 fc2 sc0 ls0 ws0">YIANNIS PETRALIS <span class="ff8">–</span> <span class="ff8">CZŁONEK RADY NADZORCZEJ<span class="ff6">  </span></span></div><div class="t m0 x17b hf y1211 ff7 fs4 fc2 sc0 ls0 ws0">Członek Rady <span class="_ _9"></span>Nadzorczej Adwokat, <span class="_ _1"></span>członek <span class="_ _1"></span>Cypryjskiej <span class="_ _1"></span>Izby <span class="_ _1"></span>Adwokackiej. <span class="_ _1"></span>Posiada wyks<span class="_ _1"></span>ztałcenie <span class="_ _1"></span>prawnicze </div><div class="t m0 x17b hf y1212 ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _3"></span>w <span class="_ _4"></span>zakresie <span class="_ _3"></span>stosunków <span class="_ _3"></span>międzynarodowych <span class="_ _4"></span>i <span class="_ _3"></span>studiów <span class="_ _3"></span>europejskich. <span class="_ _3"></span>Ukończył <span class="_ _4"></span>studia <span class="_ _3"></span>MBA <span class="_ _3"></span>(Ma<span class="_ _0"></span>ster <span class="_ _3"></span>of </div><div class="t m0 x17b hf y819 ff7 fs4 fc2 sc0 ls0 ws0">Business <span class="_ _4"></span>Administration). <span class="_ _5"></span>Doświadczenie <span class="_ _4"></span>zaw<span class="_ _0"></span>odowe <span class="_ _4"></span>zdobył<span class="_ _0"></span><span class="ff6"> <span class="_ _5"> </span></span>świadcząc <span class="_ _5"></span>pracę <span class="_ _5"></span>na <span class="_ _4"></span>stanowisku <span class="_ _5"></span>adwokata <span class="_ _5"></span>i </div><div class="t m0 x17b hf y1213 ff7 fs4 fc2 sc0 ls0 ws0">konsultanta <span class="_ _3"></span>prawnego <span class="_ _4"></span>w <span class="_ _4"></span>A. <span class="_ _4"></span>&amp; <span class="_ _3"></span>E.<span class="_ _0"></span> <span class="_ _4"></span>C. <span class="_ _3"></span>EMIL<span class="_ _0"></span>IANIDES, <span class="_ _3"></span>C. <span class="_ _4"></span>KATSAROS <span class="_ _4"></span>&amp; <span class="_ _4"></span>ASSOCIATES <span class="_ _3"></span>LL<span class="_ _0"></span>C <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>Nikozji <span class="_ _3"></span>(Cypr). <span class="_ _4"></span>Był </div><div class="t m0 x17b hf y1214 ff7 fs4 fc2 sc0 ls0 ws0">również <span class="_ _4"></span>wykładowcą <span class="_ _4"></span>na <span class="_ _4"></span>Uniwersytecie <span class="_ _3"></span>w <span class="_ _4"></span>Nikozji. <span class="_ _4"></span>O<span class="_ _0"></span>becnie <span class="_ _4"></span>jest <span class="_ _4"></span>partnerem <span class="_ _3"></span>(<span class="_ _0"></span>wspólnikiem <span class="_ _4"></span>i <span class="_ _4"></span>dyrektorem) <span class="_ _4"></span>i </div><div class="t m0 x17b hf y715 ff6 fs4 fc2 sc0 ls0 ws0">zajmuje stanowisko adwokata i konsultanta prawnego w firmie L. <span class="_ _0"></span>PSYCHAKIS, Y. PETR<span class="_ _0"></span>ALLIS &amp; ASSOCIATES </div><div class="t m0 x17b hf ya01 ff7 fs4 fc2 sc0 ls0 ws0">LLC <span class="_ _1"></span>w <span class="_ _a"></span>Pa<span class="_ _0"></span>ralimni <span class="_ _9"></span>(Cypr) <span class="_ _9"></span>o<span class="_ _0"></span>raz <span class="_ _9"></span>dyrektorem <span class="_ _1"></span>w <span class="_ _9"></span>Zemadon <span class="_ _9"></span>L<span class="_ _0"></span>imited. <span class="_ _9"></span>Jest <span class="_ _9"></span>czło<span class="_ _0"></span>nkiem <span class="_ _9"></span>organów <span class="_ _9"></span>z<span class="_ _0"></span>arządczych <span class="_ _9"></span>mających </div><div class="t m0 x17b hf y109c ff7 fs4 fc2 sc0 ls0 ws0">swoje <span class="_ _14"> </span>siedziby <span class="_ _14"> </span>na  Cyprze, <span class="_ _14"> </span>w <span class="_ _14"> </span>tym  w <span class="_ _14"> </span>spółkach: <span class="_ _14"> </span>LYPP<span class="_ _0"></span> <span class="_ _14"> </span>NOMINEES <span class="_ _14"> </span>L<span class="_ _0"></span>IMITED,  L<span class="_ _1"></span>YPP<span class="_ _0"></span><span class="ff6">  SECRETARIAL <span class="_ _14"> </span>LIMITED, </span></div><div class="t m0 x17b hf y1041 ff6 fs4 fc2 sc0 ls0 ws0">ZEMADON <span class="_ _f"> </span>LIMITED, <span class="_ _2a"> </span>MT<span class="_ _0"></span>G <span class="_ _2a"> </span>L<span class="_ _0"></span>IQUIDITY <span class="_ _2a"> </span>LT<span class="_ _0"></span>D, <span class="_ _f"> </span>U.C. <span class="_ _2a"> </span>ENERGY <span class="_ _f"> </span>LIMITED, <span class="_ _f"> </span>AMMERVIE<span class="_ _1"></span>L <span class="_ _f"> </span>LIMITED, <span class="_ _2a"> </span>ADASI </div><div class="t m0 x17b hf y1089 ff7 fs4 fc2 sc0 ls0 ws0">INVESTMENTS <span class="_ _3"></span>LIMITED <span class="_ _3"></span>oraz <span class="_ _3"></span>M.Y.N. <span class="_ _0"></span>30X <span class="_ _3"></span>SERVICE<span class="_ _0"></span>S <span class="_ _3"></span>LIMITED, <span class="_ _3"></span>której <span class="_ _0"></span>rów<span class="_ _0"></span>nież <span class="_ _3"></span>jest <span class="_ _0"></span>wspólnikiem. <span class="_ _3"></span>Działalność </div><div class="t m0 x1 hf y1215 ff7 fs4 fc2 sc0 ls0 ws0">powyższych podmiotów n<span class="_ _1"></span>ie jes<span class="_ _1"></span>t działalnością <span class="_ _1"></span>konkurencyjną w s<span class="_ _1"></span>tosunku <span class="_ _1"></span>do działalności <span class="_ _1"></span>wykonywanej przez <span class="_ _1"></span>UNIMOT S.A. <span class="_ _1"></span>Posiada po<span class="_ _1"></span>dwójne </div><div class="t m0 x1 hf y1216 ff6 fs4 fc2 sc0 ls0 ws0">obywatelstwo (polskie i cypryjskie). </div><div class="t m0 x1 hf y1217 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ya41 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1218 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1219 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x7f h16 y121a ff5 fs4 fc2 sc0 ls0 ws0"> <span class="ff8">PIOTR CIEŚLAK –</span> <span class="ff8">CZŁONEK RADY NADZORCZEJ<span class="ff6"> </span></span></div><div class="t m0 x7f hf y121b ff7 fs4 fc2 sc0 ls0 ws0">Członek <span class="_ _17"> </span>Rady <span class="_ _16"> </span>Nadzorcz<span class="_ _0"></span>ej <span class="_ _17"> </span>i <span class="_ _16"> </span>członek <span class="_ _17"> </span>Komitetu <span class="_ _16"> </span>Audytu <span class="_ _17"> </span>Piotr <span class="_ _17"> </span>Cieślak <span class="_ _16"> </span>jest <span class="_ _17"> </span>absolwentem <span class="_ _17"> </span>Uniwersytetu </div><div class="t m0 x7f hf y121c ff7 fs4 fc2 sc0 ls0 ws0">Ekonomicznego <span class="_ _1"></span>w <span class="_ _1"></span>Poznaniu, <span class="_ _9"></span>Specjalizacja <span class="_ _1"></span>Zarządzanie <span class="_ _9"></span>Inwestycjam<span class="_ _0"></span>i <span class="_ _1"></span>i <span class="_ _9"></span>Nieruchomościami. Posiad<span class="_ _1"></span>a p<span class="_ _1"></span>onad <span class="_ _1"></span>20<span class="ff6">-</span></div><div class="t m0 x7f hf y121d ff7 fs4 fc2 sc0 ls0 ws0">letnie <span class="_ _1"></span>doświadczenie <span class="_ _9"></span>w zakresie <span class="_ _1"></span>analityki <span class="_ _9"></span>gi<span class="_ _0"></span>ełdowej, makroekonomicznej <span class="_ _1"></span>oraz <span class="_ _1"></span>wyceny <span class="_ _1"></span>spółek. <span class="_ _9"></span>O<span class="_ _0"></span>d ki<span class="_ _1"></span>lkunastu </div><div class="t m0 x7f hf y121e ff7 fs4 fc2 sc0 ls0 ws0">lat specjalizuje się również w<span class="_ _0"></span> tematyce sporów <span class="_ _0"></span>korporacyjnych, a także w obszarze <span class="_ _0"></span>przepisów prawa rynku </div><div class="t m0 x7f hf y121f ff7 fs4 fc2 sc0 ls0 ws0">kapitałowego <span class="_ _4"></span>o<span class="_ _0"></span>raz <span class="_ _4"></span>spółek <span class="_ _5"> </span>prawa <span class="_ _4"></span>handlowego. <span class="_ _5"> </span>Prowadził <span class="_ _5"> </span>liczne <span class="_ _4"></span>szko<span class="_ _0"></span>lenia <span class="_ _4"></span>i <span class="_ _5"></span>prelekcje <span class="_ _4"></span>z <span class="_ _5"> </span>zakresu <span class="_ _5"></span>finansów, </div><div class="t m0 x7f hf y644 ff6 fs4 fc2 sc0 ls0 ws0">ekono<span class="ff7">mii <span class="_ _0"></span>i <span class="_ _3"></span>prawa <span class="_ _0"></span>rynków <span class="_ _0"></span>kapitałow<span class="_ _0"></span>ych. <span class="_ _0"></span>Jest <span class="_ _0"></span>autorem <span class="_ _3"></span>komentarzy, <span class="_ _0"></span>wypowiedzi <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _0"></span>artykułów <span class="_ _3"></span>i <span class="_ _0"></span>publikacji </span></div><div class="t m0 x7f hf y1220 ff7 fs4 fc2 sc0 ls0 ws0">dla <span class="_ _2a"> </span>większości <span class="_ _2a"> </span>czołowyc<span class="_ _0"></span>h <span class="_ _2a"> </span>mediów <span class="_ _2a"> </span>finansowych <span class="_ _2a"> </span>i <span class="_ _2a"> </span>ekonomicznych. <span class="_ _2a"> </span>O<span class="_ _0"></span>d <span class="_ _2a"> </span>2004 <span class="_ _2a"> </span>r. <span class="_ _f"> </span>związany <span class="_ _2b"> </span>jest <span class="_ _2a"> </span>ze </div><div class="t m0 x7f hf y1001 ff7 fs4 fc2 sc0 ls0 ws0">Stowarzyszeniem <span class="_ _4b"> </span>Inwestorów <span class="_ _3e"> </span>Indywidualnych. <span class="_ _4b"> </span>Od <span class="_ _20"> </span>2011 <span class="_ _4b"> </span>r. <span class="_ _4b"> </span>prowadzi <span class="_ _20"> </span>działal<span class="_ _0"></span>ność <span class="_ _3e"> </span>doradczą <span class="_ _4b"> </span>o<span class="_ _0"></span>raz </div><div class="t m0 x1 hf y41e ff7 fs4 fc2 sc0 ls0 ws0">consultingową.  Prz<span class="_ _0"></span>ez  okres <span class="_ _15"> </span>12  lat, <span class="_ _15"> </span>tj.  o<span class="_ _0"></span>d  2008 <span class="_ _15"> </span>r.  do <span class="_ _15"> </span>końca  2019 <span class="_ _15"> </span>r.  pełnił <span class="_ _15"> </span>funkcję  Wiceprezesa <span class="_ _15"> </span>Zarządu  Stowarzyszenia <span class="_ _15"> </span>Inwestor<span class="_ _0"></span><span class="ff6">ów </span></div><div class="t m0 x1 hf y355 ff7 fs4 fc2 sc0 ls0 ws0">Indywidualnych <span class="_ _27"> </span>odpowiadając <span class="_ _16"> </span>za <span class="_ _16"> </span>Dział <span class="_ _16"> </span>Ochrony <span class="_ _16"> </span>Praw <span class="_ _16"> </span>Inwestorów. <span class="_ _16"> </span>Obecnie <span class="_ _27"> </span>jes<span class="_ _0"></span>t <span class="_ _27"> </span>Dyrekto<span class="_ _0"></span>rem <span class="_ _16"> </span>Zarządzającym <span class="_ _16"> </span>oraz <span class="_ _16"> </span>Dora<span class="_ _3"></span>dcą <span class="_ _27"> </span>Zarządu </div><div class="t m0 x1 hf y1221 ff7 fs4 fc2 sc0 ls0 ws0">Stowarzyszenia <span class="_ _14"> </span>Inwestorów  Indywidualn<span class="_ _1"></span>ych  i<span class="_ _1"></span>  d<span class="_ _1"></span>opowiada  m.in<span class="_ _1"></span>.  za <span class="_ _14"> </span>rozwój  Dzia<span class="_ _1"></span>łu <span class="_ _14"> </span>Analitycznego <span class="_ _14"> </span>SII  oraz  re<span class="_ _1"></span>alizację <span class="_ _14"> </span>celów  str<span class="_ _1"></span>ategic<span class="_ _0"></span><span class="ff6">znych </span></div><div class="t m0 x1 hf y78 ff7 fs4 fc2 sc0 ls0 ws0">Stowarzyszenia. Od 2014 r. do 2024 r. był czł<span class="_ _0"></span>onkiem Komitetu konsultacyjnego ds. ładu korporacyjnego powołanego p<span class="_ _3"></span><span class="ff6">rzez GPW. Od 2011 r.<span class="_ _0"></span> </span></div><div class="t m0 x1 hf yefc ff7 fs4 fc2 sc0 ls0 ws0">prowadzi także działalność doradczą oraz consulting<span class="_ _1"></span>ową. Zasiadał w nadzorze spółek publicznych i niepublicznych.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yfe9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yae3 ff7 fs4 fc2 sc0 ls0 ws0">Członek Komitetu Audytu.<span class="ff6"> </span></div><div class="t m0 x1 hf y1222 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17c h16 y1223 ff5 fs4 fc2 sc0 ls0 ws0">PIOTR PRUSAKIEWICZ <span class="ff8">–</span> <span class="ff8">CZŁONEK RADY NADZORCZEJ</span> </div><div class="t m0 x17c hf y1224 ff7 fs4 fc2 sc0 ls0 ws0">Sekretarz <span class="_ _27"> </span>Rady <span class="_ _27"> </span>Nadzorczej <span class="_ _16"> </span>i <span class="_ _27"> </span>Członek <span class="_ _15"> </span>Ko<span class="_ _0"></span>mitetu <span class="_ _15"> </span>Audytu <span class="_ _27"> </span>Piotr <span class="_ _16"> </span>Prusakiewicz <span class="_ _27"> </span>jest <span class="_ _27"> </span>absolwentem <span class="_ _27"> </span>Wydziału </div><div class="t m0 x17c hf y11a2 ff7 fs4 fc2 sc0 ls0 ws0">Technologii <span class="_ _3"></span>i <span class="_ _3"></span>Inżynierii <span class="_ _4"></span>Chemicznej <span class="_ _3"></span>Politechniki <span class="_ _4"></span>Szczecińskiej <span class="_ _3"></span>(2000). <span class="_ _3"></span>W <span class="_ _4"></span>kolejnych <span class="_ _3"></span>latach <span class="_ _3"></span>ukończył <span class="_ _4"></span>Executive </div><div class="t m0 x17c hf y529 ff7 fs4 fc2 sc0 ls0 ws0">MBA w <span class="_ _0"></span>Międzynarodowym <span class="_ _0"></span>Centrum <span class="_ _0"></span>Zarządzania <span class="_ _0"></span>Uniwersy<span class="ff6">tetu <span class="_ _0"></span>Warszawskiego <span class="_ _0"></span>i <span class="_ _0"></span>University of <span class="_ _0"></span>Illinois <span class="_ _0"></span>(2004), </span></div><div class="t m0 x17c hf y1225 ff7 fs4 fc2 sc0 ls0 ws0">studia magisterskie na <span class="_ _0"></span>Uniwersytecie Warszawskim (<span class="_ _0"></span>2004) oraz <span class="_ _0"></span>studia podyplomowe z<span class="_ _0"></span> zakresu Zarz<span class="_ _0"></span>ądzania i </div><div class="t m0 x17c hf y650 ff7 fs4 fc2 sc0 ls0 ws0">Marketingu Szkoły Managerów Politechni<span class="_ _1"></span>ki Szczecińskiej (2000).<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x17c hf y651 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x17c hf y117e ff6 fs4 fc2 sc0 ls0 ws0">W <span class="_ _3"></span>latach <span class="_ _4"></span>2000-<span class="ff7">2011 <span class="_ _4"></span>Piotr <span class="_ _4"></span>Prusakiewicz <span class="_ _3"></span>był <span class="_ _4"></span>związany <span class="_ _4"></span>z <span class="_ _4"></span>Rafinerią <span class="_ _3"></span>Trzebinia <span class="_ _3"></span>S.A. <span class="_ _4"></span>(obecnie <span class="_ _4"></span>Grupa <span class="_ _3"></span>PK<span class="_ _0"></span>N <span class="_ _3"></span>O<span class="_ _0"></span>rlen), </span></div><div class="t m0 x17c hf y3d7 ff7 fs4 fc2 sc0 ls0 ws0">gdzie <span class="_ _0"></span>pełnił <span class="_ _3"></span>funkcję <span class="_ _3"></span>Dyrektora <span class="_ _3"></span>ds. <span class="_ _3"></span>produkcji <span class="_ _3"></span>oraz <span class="_ _3"></span>Członka <span class="_ _3"></span>Zarządu <span class="_ _0"></span>Spółki <span class="_ _3"></span>w <span class="_ _3"></span>latach <span class="_ _3"></span>2006<span class="_ _0"></span>–2011. <span class="_ _3"></span>Następnie, <span class="_ _3"></span>w </div><div class="t m0 x1 hf y4ce ff6 fs4 fc2 sc0 ls0 ws0">okresie 2012-<span class="ff7">2013, był Zastępcą Dyrektora Jedn<span class="_ _1"></span>ostki Biznesowej w SARPI Dąbrowa Górnicza Sp. z o.o. (<span class="_ _0"></span>Grupa Veolia).<span class="ff6"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf9b" class="pf w0 h0" ><div class="pc pc9b w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">155<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff6 fs4 fc2 sc0 ls0 ws0">Ponadto, <span class="_ _5"> </span>w <span class="_ _5"> </span>latach <span class="_ _5"> </span>2006<span class="_ _0"></span>-<span class="ff7">2012 <span class="_ _5"> </span>Piotr <span class="_ _5"> </span>Prusakiewicz <span class="_ _5"> </span>był <span class="_ _5"> </span>Czło<span class="_ _0"></span>nkiem <span class="_ _4"></span>CEN <span class="_ _5"> </span>WG24/TF <span class="_ _14"> </span>FAME <span class="_ _4"></span>przy <span class="_ _14"> </span>Europejs<span class="_ _1"></span>kiej <span class="_ _5"></span>Organizacji <span class="_ _5"></span>Normalizacyjnej <span class="_ _5"> </span>oraz </span></div><div class="t m0 x1 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">Członkiem <span class="_ _14"> </span>Podkomisji <span class="_ _14"> </span>ds.  Paliw <span class="_ _14"> </span>Komitetu <span class="_ _14"> </span>Technicznego <span class="_ _14"> </span>nr <span class="_ _14"> </span>222  przy <span class="_ _14"> </span>Polskim <span class="_ _14"> </span>Komitecie <span class="_ _14"> </span>Normalizacyjnym  (do <span class="_ _14"> </span>2013). <span class="_ _14"> </span>Aktualnie <span class="_ _14"> </span>czło<span class="_ _0"></span>n<span class="_ _0"></span><span class="ff6 ls14">ek<span class="ls0"> </span></span></div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">Krajowej Izby Biopaliw, a także piastuje<span class="_ _1"></span> funkcję w Zarządzie Krajowej Izby Paliw Alternatywnych.<span class="ff6"> </span></div><div class="t m0 x1 hf y79e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y79f ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _17"> </span>roku <span class="_ _16"> </span>2012 <span class="_ _17"> </span>Piotr <span class="_ _17"> </span>Prusakiewicz <span class="_ _16"> </span>założył <span class="_ _17"> </span>firmę <span class="_ _16"> </span>oferującą <span class="_ _17"> </span>profesjonalne <span class="_ _16"> </span>doradztwo <span class="_ _17"> </span>dla <span class="_ _17"> </span>przemysłu <span class="_ _16"> </span>o<span class="_ _0"></span>leochemicznego, <span class="_ _16"> </span>rafineryjnego, </div><div class="t m0 x1 hf y7a0 ff7 fs4 fc2 sc0 ls0 ws0">biopaliwowego  i  sektora  gospodarki<span class="_ _1"></span>  odpadami,  obejmujące  kwestie  strategii<span class="_ _1"></span>,  zarządzania  i  optymalizacji  w  prowadzonych  procesa<span class="_ _0"></span><span class="ff6">ch </span></div><div class="t m0 x1 hf y7a1 ff6 fs4 fc2 sc0 ls0 ws0">inw<span class="ff7">estycyjnych. Firma prowadzi również działalność handlową w segmencie oleochemicznym.</span> </div><div class="t m0 x1 hf y7a2 ff6 fs4 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hf y7a3 ff7 fs4 fc2 sc0 ls0 ws0">Członek Komitetu Audytu. <span class="ff6"> </span></div><div class="t m0 x1 hf y7a4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y640 ff7 fs4 fc2 sc0 ls0 ws0">Piotr Prusakiewicz w stosunku do Spółki spe<span class="_ _1"></span>łnia: <span class="ff6"> </span></div><div class="t m0 x47 hf y9fe ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">kryteria niezależności członka Rady Nadzorczej określone<span class="_ _1"></span> w Dobrych Praktykach Spółek Notowanych na GPW.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y9ff ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">kryteria niezależności <span class="_ _0"></span>wymienione <span class="_ _0"></span>w <span class="_ _0"></span>Ustawie <span class="_ _0"></span>z <span class="_ _0"></span>dnia <span class="_ _0"></span>11 <span class="_ _0"></span>maja <span class="_ _0"></span>2017<span class="_ _0"></span> r. <span class="_ _0"></span>o<span class="_ _0"></span> bi<span class="_ _0"></span>egłych rewidentach, <span class="_ _0"></span>firma<span class="_ _0"></span>ch <span class="_ _0"></span>audytorskich oraz<span class="_ _0"></span> nadzorze<span class="_ _4"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y6d0 ff7 fs4 fc2 sc0 ls0 ws0">publicznym, <span class="_ _1"></span>a <span class="_ _9"></span>także ni<span class="_ _1"></span>e <span class="_ _1"></span>ma <span class="_ _9"></span>rzeczywistych <span class="_ _9"></span>i istotnych<span class="_ _1"></span> <span class="_ _1"></span>powiązań <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _1"></span>akcjonarius<span class="_ _1"></span>zem <span class="_ _1"></span>posiadającym <span class="_ _9"></span>co najmnie<span class="_ _1"></span>j <span class="_ _1"></span>5% <span class="_ _9"></span>o<span class="_ _0"></span>gólnej <span class="_ _9"></span>liczby gło<span class="ff6">sów </span></div><div class="t m0 x17 hf y1226 ff6 fs4 fc2 sc0 ls0 ws0">w <span class="ff7">spółce.</span> </div><div class="t m0 x1 hf yffb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1227 ff7 fs4 fc2 sc0 ls0 ws0">Pan Pio<span class="_ _0"></span>tr Prusakiewicz <span class="_ _0"></span>jako<span class="_ _0"></span> <span class="_ _0"></span>członek Komitetu <span class="_ _0"></span>Audytu <span class="_ _0"></span>spełnia <span class="_ _0"></span>warunki <span class="_ _0"></span>określone <span class="_ _0"></span>w <span class="_ _0"></span>ustawie <span class="_ _0"></span>o <span class="_ _0"></span>biegł<span class="_ _0"></span>ych rewidentach <span class="_ _0"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>pos<span class="_ _3"></span><span class="ff6">i<span class="_ _0"></span>adanych </span></div><div class="t m0 x1 hf yf69 ff7 fs4 fc2 sc0 ls0 ws0">kompetencji. Posiad<span class="_ _1"></span>a wiedzę i umiejętności <span class="_ _1"></span>z zakresu branży, <span class="_ _1"></span>w której działa Emite<span class="_ _1"></span>nt: <span class="ff6">doradca w dziedzinie techniki i<span class="_ _1"></span> technologii <span class="_ _1"></span>chemicznej </span></div><div class="t m0 x1 hf y2bc ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _0"></span>obszarze: paliw <span class="_ _0"></span>płynnych, <span class="_ _0"></span>biopaliw ciekłych <span class="_ _0"></span>oraz ochrony <span class="_ _0"></span>środowiska. Wiedza <span class="_ _0"></span>i <span class="_ _0"></span>umiejętności w <span class="_ _0"></span>dziedzinie paliw <span class="_ _0"></span>i <span class="_ _0"></span>energii pot<span class="_ _3"></span>wierdzone <span class="_ _0"></span>są </div><div class="t m0 x1 hf y71c ff7 fs4 fc2 sc0 ls0 ws0">wieloletnią <span class="_ _5"></span>pracą <span class="_ _5"> </span>zawodow<span class="_ _0"></span>ą <span class="_ _5"> </span>Pana <span class="_ _5"> </span>Piotra <span class="_ _5"> </span>Pru<span class="_ _0"></span>sakiewicza, <span class="_ _5"> </span>który <span class="_ _14"> </span>w <span class="_ _5"> </span>l<span class="_ _0"></span><span class="ff6">atach <span class="_ _5"> </span>2000<span class="_ _0"></span>-</span>2011 <span class="_ _5"> </span>pełnił <span class="_ _5"> </span>f<span class="_ _0"></span>unkcję <span class="_ _5"> </span>specj<span class="_ _0"></span><span class="ff6">alisty <span class="_ _5"> </span>technologa, <span class="_ _14"> </span>kierownika <span class="_ _5"></span>ds. </span></div><div class="t m0 x1 hf y1228 ff7 fs4 fc2 sc0 ls0 ws0">produkcji, dyrektora <span class="_ _0"></span>produkcji, <span class="_ _0"></span>a <span class="_ _0"></span>następnie <span class="_ _0"></span>przez <span class="_ _0"></span>kolejne <span class="_ _0"></span>pięć lat <span class="_ _0"></span>c<span class="_ _0"></span>złonka <span class="_ _0"></span>zarządu w <span class="_ _0"></span>Rafinerii T<span class="_ _0"></span>rzebinia S.A. <span class="_ _3"></span>Następnie, w <span class="_ _0"></span>la<span class="_ _3"></span><span class="ff6">tach 2012-<span class="ls7">20</span>13, </span></div><div class="t m0 x1 hf y2f6 ff7 fs4 fc2 sc0 ls0 ws0">był <span class="_ _3"></span>Zastępcą <span class="_ _4"></span>Dyrektora <span class="_ _4"></span>Jednostki <span class="_ _3"></span>Biznesowej <span class="_ _4"></span>w <span class="_ _4"></span>SARPI <span class="_ _4"></span>Dąbrowa <span class="_ _4"></span>Górnicza <span class="_ _3"></span>Sp. <span class="_ _4"></span>z <span class="_ _3"></span>o<span class="_ _0"></span>.o. <span class="_ _4"></span>Ponadto, <span class="_ _4"></span>w <span class="_ _3"></span>okresie <span class="_ _4"></span>2006<span class="_ _0"></span><span class="ff6">-2012 <span class="_ _4"></span>Piotr <span class="_ _4"></span></span>Prusakie<span class="_ _0"></span>wicz <span class="_ _4"></span>był </div><div class="t m0 x1 hf yf19 ff7 fs4 fc2 sc0 ls0 ws0">Członkiem <span class="_ _0"></span>CE<span class="_ _0"></span>N <span class="_ _0"></span>WG24/TF <span class="_ _3"></span>FAME <span class="_ _0"></span>przy <span class="_ _0"></span>E<span class="_ _0"></span>uropejskiej <span class="_ _0"></span>Organizacji <span class="_ _0"></span>Nor<span class="_ _0"></span>malizacyjnej <span class="_ _0"></span>o<span class="_ _0"></span>raz <span class="_ _3"></span>Członki<span class="_ _1"></span>em <span class="_ _0"></span>Po<span class="_ _0"></span>dkomisji <span class="_ _0"></span>ds. <span class="_ _3"></span>Paliw <span class="_ _0"></span>Komitetu <span class="_ _3"></span>Technic<span class="_ _0"></span><span class="ff6">znego </span></div><div class="t m0 x1 hf y1229 ff6 fs4 fc2 sc0 ls0 ws0">nr 222 przy Polskim Komitecie Normalizacyjnym (do 2013 r.).  </div><div class="t m0 x1 hf y2c0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h16 y122a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Zasady powoływania i odwoływania Rady Nadzorczej<span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y122b ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _1"></span>obowiązującym <span class="_ _1"></span>Statutem <span class="_ _9"></span>cz<span class="_ _0"></span>łonkowie <span class="_ _9"></span>Rady Nadzorczej <span class="_ _9"></span>Spółki są <span class="_ _9"></span>powoływani <span class="_ _1"></span>na <span class="_ _9"></span>o<span class="_ _0"></span>kres <span class="_ _9"></span>ws<span class="_ _0"></span>pólnej <span class="_ _9"></span>p<span class="_ _0"></span>ięcioletniej <span class="_ _9"></span>ka<span class="_ _0"></span>dencji. <span class="_ _9"></span>W<span class="_ _0"></span> skład Rady </div><div class="t m0 x1 hf y99c ff7 fs4 fc2 sc0 ls0 ws0">Nadzorczej <span class="_ _0"></span>wchodzi <span class="_ _0"></span>o<span class="_ _0"></span>d <span class="_ _0"></span>pięciu <span class="_ _0"></span>do <span class="_ _3"></span>siedmiu czł<span class="_ _0"></span>onków <span class="_ _0"></span>powoływ<span class="_ _0"></span>anych i <span class="_ _3"></span>odwoływanych <span class="_ _0"></span>przez <span class="_ _0"></span>Walne <span class="_ _0"></span>Z<span class="_ _0"></span>gromadzenie, <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _3"></span>Przewodnicz<span class="_ _3"></span>ącego, </div><div class="t m0 x1 hf y695 ff7 fs4 fc2 sc0 ls0 ws0">dwóch <span class="_ _4"></span>Wiceprzewodniczących <span class="_ _4"></span>oraz <span class="_ _4"></span>Sekretarza <span class="_ _4"></span>Rady. <span class="_ _4"></span>Wiceprzewodniczący <span class="_ _4"></span>Rady <span class="_ _4"></span>Nadzorczej <span class="_ _4"></span>może <span class="_ _4"></span>pełnić <span class="_ _4"></span>jednocześnie <span class="_ _4"></span>funkcję <span class="_ _4"></span>Sekretar<span class="_ _3"></span><span class="ff6">za </span></div><div class="t m0 x1 hf y13e ff7 fs4 fc2 sc0 ls0 ws0">Rady. <span class="_ _3"></span>Przewodniczący <span class="_ _3"></span>Rady <span class="_ _3"></span>Nadzorczej, <span class="_ _3"></span>Wiceprzewodniczący <span class="_ _3"></span>Rady <span class="_ _3"></span>Nadzorczej <span class="_ _4"></span>oraz <span class="_ _3"></span>Sekretarz <span class="_ _3"></span>Rady <span class="_ _3"></span>Nadzorczej <span class="_ _3"></span>są <span class="_ _3"></span>wybierani <span class="_ _3"></span>i <span class="_ _3"></span>od<span class="_ _0"></span>w<span class="_ _0"></span>oływani </div><div class="t m0 x1 hf y122c ff7 fs4 fc2 sc0 ls0 ws0">przez Radę Nadzorczą. <span class="ff6"> </span></div><div class="t m0 x1 hf y745 ff7 fs4 fc2 sc0 ls0 ws0">Członek Rady Nadzorczej może być w każdym czasie powołany i odwołany przez Walne Zgromadze<span class="_ _1"></span>nie. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ydf ff7 fs4 fc2 sc0 ls0 ws0">Przynajmniej <span class="_ _1"></span>dwóch <span class="_ _1"></span>członków Ra<span class="_ _1"></span>dy <span class="_ _1"></span>Nadzorczej (oraz <span class="_ _1"></span>i<span class="_ _1"></span>ch osoby <span class="_ _9"></span>bliskie, w <span class="_ _1"></span>szczególności <span class="_ _1"></span>współmałżonek, <span class="_ _9"></span>zstępni oraz <span class="_ _1"></span>wstępni) <span class="_ _9"></span>pow<span class="_ _3"></span>oływanych </div><div class="t m0 x1 hf ydde ff7 fs4 fc2 sc0 ls0 ws0">przez Walne Zgromadzenie<span class="_ _1"></span> powinno spełniać określone w Statucie Sp<span class="_ _1"></span>ółki kryteria niezależności. Niespe<span class="_ _1"></span>łnienie kryteriów nie<span class="_ _0"></span>zależności przez </div><div class="t m0 x1 hf y122d ff7 fs4 fc2 sc0 ls0 ws0">żadnego <span class="_ _3"></span>z <span class="_ _3"></span>członków <span class="_ _0"></span>Rady <span class="_ _3"></span>Nadzorczej <span class="_ _3"></span>lub <span class="_ _0"></span>brak <span class="_ _3"></span>w <span class="_ _3"></span>Radzie <span class="_ _3"></span>jakiegokolwiek <span class="_ _0"></span>członka <span class="_ _3"></span>niezależnego <span class="_ _3"></span>nie <span class="_ _0"></span>ma <span class="_ _3"></span>wpływ<span class="_ _0"></span>u <span class="_ _0"></span>na <span class="_ _3"></span>możliwość <span class="_ _3"></span>dokonywan<span class="_ _3"></span><span class="ff6">ia <span class="_ _3"></span>i </span></div><div class="t m0 x1 hf y122e ff7 fs4 fc2 sc0 ls0 ws0">ważność czynności dokonywanych przez Radę Nadzorczą, w tym w szczególności podjętych u<span class="_ _1"></span>chwał.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y4e9 ff7 fs4 fc2 sc0 ls0 ws0">Na dzień 31.12.2025 r. i na dzień publikacji trzech z siedmiu członków Rady Nadzorczej spełnia kryteria nie<span class="_ _1"></span>zależności.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 h16 y122f ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff5">Kompetencje Rady Nadzorczej </span></span></div><div class="t m0 x1 hf y1230 ff7 fs4 fc2 sc0 ls0 ws0">Ogólne  zasady  działania  Rady  Nadzorczej  określa  Statut  Spółki.  Szczegóło<span class="_ _0"></span>wy  tryb  działania  Rady  Nadzorczej  uregulowany  jest  za<span class="_ _3"></span>ś  w </div><div class="t m0 x1 hf y1231 ff7 fs4 fc2 sc0 ls0 ws0">Regulaminie Rady <span class="_ _0"></span>Nadzorczej. <span class="_ _0"></span>Re<span class="_ _0"></span>gulamin Rady <span class="_ _3"></span>Nadzorczej dostępny <span class="_ _0"></span>jest <span class="_ _0"></span>na <span class="_ _0"></span>stronie <span class="_ _0"></span>internetowej <span class="_ _0"></span>Spółki: <span class="_ _0"></span>www<span class="_ _0"></span>.unimot.pl w <span class="_ _0"></span>zakładce<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span>Relacji </span></div><div class="t m0 x1 hf y1146 ff6 fs4 fc2 sc0 ls0 ws0">Inwestorskich. </div><div class="t m0 x1 hf y47b ff7 fs4 fc2 sc0 ls0 ws0">Rada Nadzorcza sprawuje stały nadzór nad działalnością Sp<span class="_ _1"></span>ółki we wszelkich dziedzinach jej d<span class="_ _1"></span>ziałalności zgodnie z<span class="_ _0"></span><span class="ff6"> postanowieniami Statutu.  </span></div><div class="t m0 x1 hf ybbf ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie ze Statutem Spółki do kompete<span class="_ _1"></span>ncji Rady Nadzorczej należy: <span class="ff6"> </span></div><div class="t m0 x47 hf y1232 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">ocena sprawozdań <span class="_ _1"></span>Zarządu z działalności <span class="_ _1"></span>Spółki oraz <span class="_ _1"></span>sprawozdania finansowego <span class="_ _1"></span>za ubiegły rok <span class="_ _1"></span>obrotowy, w<span class="_ _0"></span><span class="ff6"> </span>zakresie ich <span class="_ _1"></span>zgodności </span></span></div><div class="t m0 x17 hf y1233 ff7 fs4 fc2 sc0 ls0 ws0">z księgami i dokumentami jak i ze stanem faktycznym; <span class="ff6"> </span></div><div class="t m0 x47 hf y40 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">ocena wniosków Zarządu dotyczących podziału zysku albo pokrycia straty; <span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y1234 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">składanie <span class="_ _3"></span>W<span class="_ _0"></span>alnemu <span class="_ _4"></span>Zgromadzeniu <span class="_ _4"></span>corocznego <span class="_ _4"></span>pisemnego <span class="_ _4"></span>sprawozdania <span class="_ _4"></span>z <span class="_ _4"></span>wyników <span class="_ _4"></span>oceny <span class="_ _4"></span>dokumentów <span class="_ _4"></span>i <span class="_ _4"></span>wniosków, <span class="_ _4"></span>o <span class="_ _4"></span>których </span></span></div><div class="t m0 x17 hf y1235 ff7 fs4 fc2 sc0 ls0 ws0">mowa powyżej; <span class="ff6"> </span></div><div class="t m0 x47 hf y1236 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">sporządzanie corocznego sprawozdania o wynagrodzeniach członków Zarządu i członków Rady Nadzorczej; <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y227 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">powołanie i odwołanie członków Zarządu z jedn<span class="_ _1"></span>oczesnym określeniem ich funkcji w Zarządzie; <span class="ff6"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf9c" class="pf w0 h0" ><div class="pc pc9c w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">156<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf yca ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wybór lub zmiana biegłego rewidenta do badania i przeglądu sprawozdań finansowych Spółki; <span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y104 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">reprezentowanie <span class="_ _3"></span>Spółki <span class="_ _3"></span>w <span class="_ _4"></span>umowie <span class="_ _3"></span>pomiędzy <span class="_ _3"></span>S<span class="_ _0"></span>półką, <span class="_ _3"></span>a <span class="_ _4"></span>członkiem <span class="_ _3"></span>Zarządu <span class="_ _4"></span>Spółki, <span class="_ _3"></span>w <span class="_ _3"></span>tym <span class="_ _4"></span>ustalenie <span class="_ _3"></span>wynagrodzenia <span class="_ _3"></span>dla <span class="_ _4"></span>członków </span></span></div><div class="t m0 x17 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">Zarządu, przy czym kompetencje Rady Nadzorczej wykonuje jej Członek wskazany w uchwale Rady;<span class="ff6"> </span></div><div class="t m0 x47 hf y79e ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">rozpatrywanie i opiniowanie istotnych spraw mających być przedmiotem uchwał Walnego Zgromadzeni<span class="_ _1"></span>a; <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y79f ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zawieszanie, <span class="_ _0"></span>z <span class="_ _3"></span>ważnych <span class="_ _3"></span>powodów, <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>czynnościach <span class="_ _3"></span>poszczególnych <span class="_ _0"></span>lub <span class="_ _3"></span>wszystkich <span class="_ _0"></span>czło<span class="_ _0"></span>nków <span class="_ _3"></span>Zarządu o<span class="_ _0"></span>raz <span class="_ _3"></span>delegowanie <span class="_ _0"></span>członków </span></span></div><div class="t m0 x17 hf y7a0 ff7 fs4 fc2 sc0 ls0 ws0">Rady <span class="_ _3"></span>Nadzorczej, <span class="_ _3"></span>na <span class="_ _3"></span>okres <span class="_ _3"></span>nie <span class="_ _3"></span>dłuższy <span class="_ _3"></span>niż <span class="_ _3"></span>trzy <span class="_ _3"></span>miesiące, <span class="_ _3"></span>do <span class="_ _3"></span>czasowego <span class="_ _3"></span>wykonywania <span class="_ _3"></span>czynności <span class="_ _3"></span>członków <span class="_ _3"></span>Zarządu, <span class="_ _3"></span>którzy <span class="_ _3"></span>zostali </div><div class="t m0 x17 hf y7a1 ff7 fs4 fc2 sc0 ls0 ws0">odwołani, złożyli rezygnację albo z innych przyczyn ni<span class="_ _1"></span>e mogą sprawować swoich czynności; <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y7a2 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zatwierdzanie rocznych planów finansowych (budżetów) przedłożonych przez Zarząd oraz zmian do tych budżetów;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y7a3 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zatwierdzanie wieloletnich planów finansowych i strategicznych Spółki, przygotowanych przez Zarząd;<span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y7a4 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">zatwierdzanie regulaminu Zarządu, m. wyrażanie zgody na wypłatę zaliczek na poczet dywide<span class="_ _1"></span>ndy; <span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x47 hf y640 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wyrażanie zgody na zaw<span class="_ _0"></span>arcie przez Spółkę istotnej umowy z <span class="_ _0"></span>podmiotami powiązanymi z członkiem Rady Nadzorczej <span class="_ _0"></span>albo Zarządu, </span></span></div><div class="t m0 x17 hf y7a5 ff7 fs4 fc2 sc0 ls0 ws0">jak ró<span class="_ _0"></span>wnież akcjo<span class="_ _0"></span>nariuszem oraz <span class="_ _0"></span>z <span class="_ _0"></span>podmiotami <span class="_ _0"></span>z <span class="_ _0"></span>nimi <span class="_ _0"></span>powiązanymi, <span class="_ _0"></span>z <span class="_ _0"></span>wyjątkiem transakcji <span class="_ _0"></span>typowych, <span class="_ _0"></span>zawieranych <span class="_ _0"></span>na w<span class="_ _0"></span>arunkach </div><div class="t m0 x17 hf y7a6 ff6 fs4 fc2 sc0 ls0 ws0">rynkowych <span class="ff7">w <span class="_ _9"></span>ramach prowadzonej <span class="_ _9"></span>dział<span class="_ _0"></span>alności <span class="_ _1"></span>z p<span class="_ _1"></span>odmiotem zale<span class="_ _1"></span>żnym, w <span class="_ _9"></span>którym Spółka <span class="_ _1"></span>posiada <span class="_ _1"></span>większościowy <span class="_ _1"></span>udział <span class="_ _1"></span>kapitałowy;<span class="ff6"> </span></span></div><div class="t m0 x47 hf y611 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">wyrażanie zgody na świadczenia z jakiegokolwiek tytułu przez Spółkę i podmioty powiązane ze Sp<span class="_ _1"></span>ółką na rzecz członków Zarządu.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17 hf y7a7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h16 y1237 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Opis działania i organizacja prac Rady Nadzorczej<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y1238 ff7 fs4 fc2 sc0 ls0 ws0">Tryb <span class="_ _1"></span>działania <span class="_ _9"></span>Rady N<span class="_ _1"></span>adzorczej <span class="_ _1"></span>określ<span class="_ _1"></span>a <span class="_ _1"></span>Statut <span class="_ _9"></span>S<span class="_ _0"></span>półki <span class="_ _1"></span>oraz <span class="_ _1"></span>Regulamin<span class="_ _1"></span> <span class="_ _1"></span>Rady <span class="_ _9"></span>Nadzorczej. Rada <span class="_ _9"></span>Nadzorcza <span class="_ _9"></span>w<span class="_ _0"></span>ykonuje <span class="_ _9"></span>swo<span class="_ _0"></span>je <span class="_ _1"></span>obowiązki <span class="ff6">koleg<span class="_ _1"></span>ialnie, </span></div><div class="t m0 x1 hf y1239 ff7 fs4 fc2 sc0 ls0 ws0">może jednak delegować poszczególnych członków do czasowego samodziel<span class="_ _1"></span>nego pełnienia określonych czynności nadzorczych. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y123a ff7 fs4 fc2 sc0 ls0 ws0">Posiedzenia  Rady <span class="_ _15"> </span>Nadzorczej <span class="_ _15"> </span>zw<span class="_ _0"></span>ołuje <span class="_ _15"> </span>Przewodniczący <span class="_ _15"> </span>Rady  Nadzorcz<span class="_ _0"></span>ej <span class="_ _15"> </span>lub  w<span class="_ _0"></span> <span class="_ _15"> </span>jego  z<span class="_ _0"></span>astępstwie <span class="_ _18"> </span>Wiceprzewodniczący. <span class="_ _15"> </span>Zwołanie <span class="_ _15"> </span>Rady </div><div class="t m0 x1 hf y123b ff7 fs4 fc2 sc0 ls0 ws0">Nadzorczej <span class="_ _0"></span>odbywa <span class="_ _0"></span>się <span class="_ _0"></span>poprzez <span class="_ _3"></span>pisemne <span class="_ _0"></span>zaproszenie <span class="_ _0"></span>wszystkich <span class="_ _0"></span>c<span class="_ _0"></span>złonków <span class="_ _0"></span>Rady <span class="_ _3"></span>Nadzorczej, <span class="_ _0"></span>co <span class="_ _0"></span>najmniej na <span class="_ _3"></span>siedem <span class="_ _0"></span>dni <span class="_ _0"></span>przed <span class="_ _3"></span>planow<span class="_ _3"></span><span class="ff6">anym </span></div><div class="t m0 x1 hf ya1d ff6 fs4 fc2 sc0 ls22 ws0">te<span class="ff7 ls0">rminem posiedzenia. Posiedzenia Rady <span class="_ _0"></span>odbywają się co<span class="_ _0"></span> najmniej raz <span class="_ _0"></span>na kwartał. <span class="_ _0"></span>Nadzwyczajne posiedzenie Rady Nadzorcz<span class="_ _0"></span>ej może z<span class="_ _3"></span>ostać </span></div><div class="t m0 x1 hf y53d ff7 fs4 fc2 sc0 ls0 ws0">zwołane w każdej chwili.<span class="ff6"> </span></div><div class="t m0 x1 hf y1064 ff7 fs4 fc2 sc0 ls0 ws0">Posiedzenie  Rady <span class="_ _15"> </span>Nadzorczej <span class="_ _18"> </span>mo<span class="_ _0"></span>że  być <span class="_ _15"> </span>również <span class="_ _15"> </span>zwołane  na <span class="_ _18"> </span>żądanie <span class="_ _15"> </span>każdego <span class="_ _18"> </span>z <span class="_ _15"> </span>członków <span class="_ _18"> </span>R<span class="_ _0"></span>ady  Nadzorczej <span class="_ _15"> </span>lub  na <span class="_ _18"> </span>w<span class="_ _0"></span>niosek <span class="_ _18"> </span>Zarządu </div><div class="t m0 x1 hf ye65 ff7 fs4 fc2 sc0 ls0 ws0">(wnioskodawca <span class="_ _5"> </span>przedstawia <span class="_ _5"> </span>proponowany <span class="_ _5"> </span>porzą<span class="_ _0"></span>dek <span class="_ _5"></span>obrad). <span class="_ _5"></span>Wówczas <span class="_ _5"> </span>posiedzenie <span class="_ _5"> </span>powinno <span class="_ _5"> </span>z<span class="_ _0"></span>ostać <span class="_ _5"> </span>zwołane <span class="_ _5"> </span>w <span class="_ _14"> </span>terminie <span class="_ _4"></span>10 <span class="_ _5"> </span>dni. <span class="_ _14"> </span>Zmiana </div><div class="t m0 x1 hf y123c ff7 fs4 fc2 sc0 ls0 ws0">porządku obrad może nastąpić, gdy na posiedzeniu obecni są wszyscy członkowie Rady Nadzorczej i wyrażają zgodę na taką zmianę<span class="_ _1"></span>. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y5fe ff7 fs4 fc2 sc0 ls0 ws0">Rada Nadzorcza może odbywać p<span class="_ _1"></span>osiedzenia bez formalnego zwołani<span class="_ _1"></span>a, jeżeli wszyscy członkowie Rad<span class="_ _1"></span>y Nadzorczej są obecni na posie<span class="ff6">dzeniu i </span></div><div class="t m0 x1 hf y442 ff7 fs4 fc2 sc0 ls0 ws0">żaden z członków Rady Nadzorczej nie wnosi sprzeciwu co do odbycia posie<span class="_ _1"></span>dzenia oraz proponowanego porządku obrad. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y123d ff7 fs4 fc2 sc0 ls0 ws0">Rada <span class="_ _5"> </span>Nadzorcz<span class="_ _0"></span>a <span class="_ _5"> </span>podejmuje <span class="_ _14"> </span>uchwały, <span class="_ _14"> </span>jeżeli <span class="_ _14"> </span>na <span class="_ _5"> </span>posiedzeniu <span class="_ _14"> </span>jest <span class="_ _14"> </span>obecna <span class="_ _14"> </span>co <span class="_ _5"> </span>najmniej <span class="_ _14"> </span>połowa <span class="_ _14"> </span>jej <span class="_ _14"> </span>członków, <span class="_ _14"> </span>a <span class="_ _14"> </span>wszyscy <span class="_ _5"> </span>członkowie <span class="_ _14"> </span>zos<span class="_ _3"></span><span class="ff6">tali </span></div><div class="t m0 x1 hf y765 ff7 fs4 fc2 sc0 ls0 ws0">zaproszeni. Rada <span class="_ _0"></span>Nadzorcza <span class="_ _0"></span>podejmuje <span class="_ _0"></span>uchwały <span class="_ _0"></span>w <span class="_ _0"></span>głosowaniu jawnym. <span class="_ _0"></span>Głosowanie <span class="_ _0"></span>tajne zarządza <span class="_ _0"></span>się na <span class="_ _0"></span>wniosek <span class="_ _0"></span>członka <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzo<span class="_ _3"></span><span class="ff6">rczej </span></div><div class="t m0 x1 hf ya0c ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _1"></span>w <span class="_ _9"></span>sprawach osobo<span class="_ _1"></span>wych. <span class="_ _1"></span>Uchwały <span class="_ _9"></span>Rady <span class="_ _1"></span>Nadzorczej <span class="_ _9"></span>mogą być <span class="_ _9"></span>również <span class="_ _9"></span>podejmowane w <span class="_ _9"></span>trybie <span class="_ _9"></span>pisemnym <span class="_ _1"></span>lub <span class="_ _1"></span>przy <span class="_ _9"></span>wykorzystaniu <span class="_ _1"></span>środ<span class="_ _0"></span><span class="ff6">ków </span></div><div class="t m0 x1 hf y123e ff7 fs4 fc2 sc0 ls0 ws0">bezpośredniego porozumiewani<span class="_ _1"></span>a się <span class="_ _1"></span>na odle<span class="_ _1"></span>głość, z tym, <span class="_ _1"></span>że w <span class="_ _1"></span>trybie <span class="_ _1"></span>tym nie<span class="_ _1"></span> można pode<span class="_ _1"></span>jmować uchwał w <span class="_ _1"></span>sprawach wyb<span class="_ _1"></span>oru lu<span class="_ _1"></span>b o<span class="_ _0"></span>dwołania </div><div class="t m0 x1 hf y123f ff7 fs4 fc2 sc0 ls0 ws0">Przewodniczącego <span class="_ _1"></span>i <span class="_ _9"></span>Wiceprzewodniczącego <span class="_ _1"></span>Rady <span class="_ _9"></span>Nadzorcz<span class="_ _0"></span>ej, <span class="_ _1"></span>a <span class="_ _9"></span>także powołania, <span class="_ _9"></span>odwołania lu<span class="_ _1"></span>b <span class="_ _9"></span>z<span class="_ _0"></span>awieszenia <span class="_ _9"></span>w czynnościach <span class="_ _9"></span>czło<span class="_ _0"></span>nka Zarządu.<span class="ff6"> </span></div><div class="t m0 x1 hf y604 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2025 <span class="_ _0"></span>roku <span class="_ _3"></span>realizowała <span class="_ _0"></span>swoje <span class="_ _0"></span>obowiązki <span class="_ _3"></span>podczas <span class="_ _0"></span>sześciu p<span class="_ _0"></span>rotokołowanych <span class="_ _0"></span>posiedzeń, <span class="_ _0"></span>a <span class="_ _3"></span>także <span class="_ _0"></span>podejmując <span class="_ _3"></span>uchwały <span class="_ _0"></span>w <span class="_ _0"></span>drodze <span class="_ _0"></span>gło<span class="_ _0"></span>sow<span class="_ _3"></span><span class="ff6">ania </span></div><div class="t m0 x1 hf y1240 ff7 fs4 fc2 sc0 ls0 ws0">za <span class="_ _5"></span>pośrednictwem <span class="_ _4"></span>środków <span class="_ _5"></span>porozumiewania <span class="_ _4"></span>się <span class="_ _5"></span>na <span class="_ _4"></span>o<span class="_ _0"></span>dległość. <span class="_ _4"></span>W <span class="_ _5"></span>posiedzeniach <span class="_ _4"></span>Rady <span class="_ _5"></span>Nadzorczej <span class="_ _5"></span>brało <span class="_ _5"></span>udział <span class="_ _4"></span>od <span class="_ _5"> </span>6 <span class="_ _5"></span>do <span class="_ _4"></span>7 <span class="_ _5"></span>członków <span class="_ _5"></span>Rad<span class="_ _3"></span><span class="ff6">y </span></div><div class="t m0 x1 hf y69c ff7 fs4 fc2 sc0 ls0 ws0">Nadzorczej. <span class="_ _5"> </span>Sporadyczne <span class="_ _14"> </span>nieobecności <span class="_ _14"> </span>wywołane <span class="_ _5"> </span>były <span class="_ _14"> </span>względami <span class="_ _5"> </span>zdrowotnymi. <span class="_ _14"> </span> <span class="_ _14"> </span>Ogólna <span class="_ _5"> </span>frekwencja <span class="_ _14"> </span>na <span class="_ _5"> </span>posiedzeniach <span class="_ _5"> </span>R<span class="_ _0"></span>ady <span class="_ _14"> </span>Nadzorczej<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1167 ff7 fs4 fc2 sc0 ls0 ws0">wyniosła w 2025 roku 92%.<span class="ff6"> </span></div><div class="t m0 x1 h16 y3f7 ff5 fs4 fc2 sc0 ls0 ws0">KOMITET AUDYTU </div><div class="t m0 x1 hf y62b ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie <span class="_ _42"> </span>z <span class="_ _28"> </span>ustawą <span class="_ _28"> </span>z <span class="_ _28"> </span>dnia <span class="_ _42"> </span>11 <span class="_ _28"> </span>maja <span class="_ _28"> </span>2017 <span class="_ _42"> </span>r. <span class="_ _28"> </span>o <span class="_ _28"> </span>biegłych <span class="_ _42"> </span>rewidentach, <span class="_ _42"> </span>firmach <span class="_ _28"> </span>audytorskich <span class="_ _28"> </span>oraz <span class="_ _28"> </span>nadzorze <span class="_ _28"> </span>publicznym, <span class="ff6"> </span></div><div class="t m0 x1 hf y1241 ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _3"></span>jednostkach <span class="_ _0"></span>zainteresowania <span class="_ _4"></span>publicznego <span class="_ _0"></span>działa <span class="_ _3"></span>Komitet <span class="_ _3"></span>Audytu, <span class="_ _3"></span>którego <span class="_ _3"></span>członkowie <span class="_ _3"></span>są <span class="_ _3"></span>powoływani <span class="_ _0"></span>przez <span class="_ _3"></span>Radę <span class="_ _3"></span>Nadzorczą <span class="_ _3"></span>lub <span class="_ _3"></span>ko<span class="_ _3"></span>misję </div><div class="t m0 x1 hf y1242 ff7 fs4 fc2 sc0 ls0 ws0">rewizyjną  spośród  swoich  c<span class="_ _0"></span>złonków,  z  których <span class="_ _15"> </span>przynajmniej  jeden  powinien  spełniać  warunki  niezależności  i<span class="_ _3"></span><span class="ff6"> </span>posiadać  kwalifikac<span class="ff6">je <span class="_ _18"> </span>w </span></div><div class="t m0 x1 hf yf9e ff7 fs4 fc2 sc0 ls0 ws0">dziedzinie rachunkowości lub rewizji finansowej. <span class="ff6"> </span></div><div class="t m0 x1 hf y1243 ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie z § 18 ust. 8 Statutu Spółki, Rada Nadzorcza Spółki powołuje komitet audytu, odpowiedzialny za nadzór nad sprawami fi<span class="_ _3"></span><span class="ff6">nansowymi </span></div><div class="t m0 x1 hf y1244 ff7 fs4 fc2 sc0 ls0 ws0">Spółki. <span class="ff6"> </span></div><div class="t m0 x1 hf y3fe ff7 fs4 fc2 sc0 ls0 ws0">Statut Spółki nie przewiduje innych komitetów w ramach Rady N<span class="_ _1"></span>adzorczej.  W Spółce nie powołano komitetu d<span class="_ _1"></span>s. wynagrodzeń<span class="_ _0"></span><span class="ff6"> ani komitetu </span></div><div class="t m0 x1 hf y37 ff7 fs4 fc2 sc0 ls0 ws0">w zakresie <span class="_ _1"></span>sprawozdawczości zrównoważonego <span class="_ _1"></span>rozwoju, sprawozdawczości zrównoważoneg<span class="_ _1"></span>o rozwoju gru<span class="_ _1"></span>py kapitałowej oraz ate<span class="_ _1"></span>stacji <span class="_ _0"></span><span class="ff6">tych </span></div><div class="t m0 x1 hf y455 ff7 fs4 fc2 sc0 ls0 ws0">sprawozdawczości. <span class="ff6">K</span>omitet audytu jest jedynym komitetem ustanowionym przez Radę Nadzorczą. <span class="ff6"> </span></div><div class="t m0 x1 hf y25a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1245 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf9d" class="pf w0 h0" ><div class="pc pc9d w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">157<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h16 yca ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Skład Komitetu Audytu i opis zmian<span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y104 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y105 ff7 fs4 fc2 sc0 ls0 ws0">Na dzień 01.01.2025 r., 31.12.2025 r. i na dzień publikacji sprawozdania<span class="ff6"> </span>skład osobowy Komitetu Audytu przedstawiał się następująco:<span class="ff6"> </span></div><div class="t m0 x1 hf y79e ff6 fs4 fc2 sc0 ls0 ws0">Lidia Banach-Hoheker <span class="ff7">–</span> <span class="ff7">Przewodniczący Komitetu Audytu</span> </div><div class="t m0 x1 hf y79f ff7 fs4 fc2 sc0 ls0 ws0">Piotr Cieślak –<span class="ff6"> </span>Członek Komitetu Audytu,<span class="ff6"> </span></div><div class="t m0 x1 hf y7a0 ff6 fs4 fc2 sc0 ls0 ws0">Piotr Prusakiewicz<span class="ff7">–</span> <span class="ff7">Członek Komitetu Audytu.</span> </div><div class="t m0 x1 hf y7a1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a2 ff7 fs4 fc2 sc0 ls0 ws0">W stosunku do ostatnio opublikowanego raportu okres<span class="_ _1"></span>owego w dniu 18 listopada 2025 r. nie nastąpiły zmiany w składzie Komitetu<span class="_ _0"></span><span class="ff6"> Audytu.<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y7a3 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a4 ff7 fs4 fc2 sc0 ls0 ws0">Aktualna  wspólna  i  pięcioletnia  kadencja <span class="_ _18"> </span>członków <span class="_ _15"> </span>komitetu  audytu  jest  powiązana  z <span class="_ _15"> </span>kadencja  rady  nadzorczej  i  kończy  się  wraz<span class="_ _3"></span><span class="ff6">  <span class="ls24">z </span></span></div><div class="t m0 x1 hf y640 ff7 fs4 fc2 sc0 ls0 ws0">zatwierdzeniem sprawozdania finansowego Spółki za rok 2026.<span class="ff6"> </span></div><div class="t m0 x1 h16 y7a5 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7a6 ff7 fs4 fc2 sc0 ls0 ws0">Członkowie Komitetu Audytu spełniający kryteriu<span class="_ _1"></span>m niezależności określone w Statucie Spółki oraz w Dobrych Praktykach 2021, w <span class="_ _0"></span><span class="ff6">tym w </span></div><div class="t m0 x1 hf y560 ff7 fs4 fc2 sc0 ls0 ws0">Ustawie o biegłych rewidentach: Lidia Banach<span class="ff6">-Hoheker, Piotr Prusakiewicz; </span></div><div class="t m0 x47 h16 y1246 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">posiadający kwalifikacje w dziedzinie rachunkowości lub rewizji finan<span class="_ _1"></span>sowej<span class="ff6 ls3b">: <span class="_ _0"></span><span class="ls0"> </span></span></span></span></div><div class="t m0 x17 h16 yf8f ff5 fs4 fc2 sc0 ls0 ws0">Lidia <span class="_ _1"></span>Banach<span class="ff6">- <span class="_ _1"></span><span class="ff5">Hoheker <span class="ff6">- <span class="_ _9"></span><span class="ff7">w<span class="_ _0"></span>ieloletni <span class="_ _1"></span>dyrektor <span class="_ _1"></span>lub <span class="_ _1"></span>członek zarządu <span class="_ _9"></span>d<span class="_ _0"></span>s. fin<span class="_ _1"></span>ansowych, absolwen<span class="_ _1"></span>tka <span class="_ _1"></span>Wydziału Zarządzania <span class="_ _9"></span>Uniwersytetu </span></span></span></span></div><div class="t m0 x17 hf y3bc ff7 fs4 fc2 sc0 ls0 ws0">Warszawskiego <span class="_ _5"></span>na <span class="_ _5"></span>kierunku <span class="_ _5"></span>Zarządzanie <span class="_ _5"></span>Finansami, <span class="_ _5"></span>posiada <span class="_ _5"> </span>kwalifikację <span class="_ _5"> </span>ACCA. <span class="_ _5"> </span>W<span class="_ _0"></span> <span class="_ _5"></span>latach <span class="_ _5"> </span>1998<span class="_ _0"></span><span class="ff6">-</span>2003 <span class="_ _14"> </span>pełniła <span class="_ _4"></span>funkcję <span class="_ _5"> </span>Dyrektora<span class="_ _0"></span> </div><div class="t m0 x17 hf y855 ff7 fs4 fc2 sc0 ls0 ws0">Finansowego w s<span class="_ _1"></span>półce Win<span class="_ _1"></span>canton<span class="ff6"> </span>Polska s<span class="_ _1"></span>p. z <span class="_ _1"></span>o.o., a <span class="_ _9"></span>w<span class="_ _0"></span> kolejnych <span class="_ _9"></span>dwó<span class="_ _0"></span>ch latach <span class="_ _1"></span>funkcję Dyr<span class="_ _1"></span>ektora Fin<span class="_ _1"></span>ansowo<span class="ff6">-Administracyjnego w </span></div><div class="t m0 x17 hf y1247 ff7 fs4 fc2 sc0 ls0 ws0">Wincanton <span class="_ _15"> </span>Marqueset <span class="_ _27"> </span>France <span class="_ _27"> </span>S.A. <span class="_ _27"> </span>w <span class="_ _27"> </span>Paryżu. <span class="_ _27"> </span>Następnie <span class="_ _27"> </span>zasiadała <span class="_ _27"> </span>w <span class="_ _27"> </span>Zarządach <span class="_ _27"> </span>spółek: <span class="_ _27"> </span>Mikom <span class="_ _27"> </span>sp. <span class="_ _15"> </span>z<span class="_ _0"></span> <span class="_ _27"> </span>o.o. <span class="_ _27"> </span>(spółka <span class="_ _27"> </span>zależna </div><div class="t m0 x17 hf y1248 ff6 fs4 fc2 sc0 ls0 ws0">Wydawnictwa <span class="_ _3"></span>Naukowego <span class="_ _3"></span>PWN <span class="_ _3"></span>S.A., <span class="_ _3"></span>w <span class="_ _3"></span>którym <span class="_ _3"></span>jedno<span class="ff7">c<span class="_ _0"></span>ześnie <span class="_ _3"></span>pełniła <span class="_ _3"></span>funkcję <span class="_ _3"></span>Dyrektora <span class="_ _0"></span>Ko<span class="_ _0"></span>ntroli <span class="_ _3"></span>Finansowej), <span class="_ _3"></span>Merlin.pl <span class="_ _3"></span>S.A. <span class="_ _3"></span>oraz </span></div><div class="t m0 x17 hf y1249 ff7 fs4 fc2 sc0 ls0 ws0">Wydawnictwa Szko<span class="_ _0"></span>lnego PWN <span class="_ _0"></span>sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>(spółka <span class="_ _0"></span>z <span class="_ _0"></span>Grupy PWN). <span class="_ _0"></span>Obecnie <span class="_ _0"></span>pełni f<span class="_ _0"></span>unkcję Czł<span class="_ _0"></span>onka <span class="_ _0"></span>Zarządu ds. <span class="_ _0"></span>F<span class="_ _0"></span>inansowych <span class="_ _0"></span>w <span class="_ _0"></span>Grupie </div><div class="t m0 x17 hf y124a ff7 fs4 fc2 sc0 ls0 ws0">PWN w spółkach: Wydawnictwa Naukowego PWN SA<span class="_ _1"></span>, PZWL Wydawni<span class="_ _0"></span><span class="ff6">ctwa Lekarskiego sp. z o.o. i Estate sp. z o.o. </span></div><div class="t m0 x47 h16 y6d9 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">posiadający wiedzę i umiejętności z zakresu branży, w której działa Spó<span class="_ _1"></span>łka<span class="ff6 ls3b">: <span class="_ _0"></span><span class="ls0"> </span></span></span></span></div><div class="t m0 x17 h16 yac6 ff5 fs4 fc2 sc0 ls0 ws0">Piotr <span class="_ _4"></span>Prusakiewicz<span class="ff6"> <span class="_ _4"></span>- <span class="_ _4"></span><span class="ff7">doradca <span class="_ _4"></span>w <span class="_ _4"></span>dziedzinie <span class="_ _3"></span>techniki <span class="_ _4"></span>i <span class="_ _4"></span>technologii <span class="_ _4"></span>chemicznej <span class="_ _4"></span>w <span class="_ _4"></span>obszarze: <span class="_ _4"></span>paliw <span class="_ _4"></span>płynnych, <span class="_ _4"></span>biopaliw <span class="_ _3"></span>c<span class="_ _0"></span>iekłych <span class="_ _4"></span>oraz </span></span></div><div class="t m0 x17 hf y291 ff7 fs4 fc2 sc0 ls0 ws0">ochrony <span class="_ _0"></span>środowiska. Wiedza <span class="_ _0"></span>i <span class="_ _0"></span>umiejętności w <span class="_ _0"></span>dziedzinie <span class="_ _0"></span>paliw <span class="_ _0"></span>i energii <span class="_ _0"></span>potwierdzone są <span class="_ _0"></span>wieloletnią <span class="_ _0"></span>pracą <span class="_ _0"></span>zawodową <span class="_ _0"></span>Pana <span class="_ _0"></span>Piotra<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x17 hf y1151 ff6 fs4 fc2 sc0 ls0 ws0">Prusakiewicza, <span class="_ _4"></span>który <span class="_ _4"></span>w <span class="_ _4"></span>latach <span class="_ _4"></span>2000-<span class="ff7">2011 <span class="_ _4"></span>pełnił <span class="_ _4"></span>funkcję <span class="_ _4"></span>specjalisty <span class="_ _4"></span>technologa, <span class="_ _4"></span>kierownika <span class="_ _4"></span>ds. <span class="_ _4"></span>produkcji, <span class="_ _4"></span>dyrektora <span class="_ _4"></span>produkcji, <span class="_ _4"></span>a </span></div><div class="t m0 x17 hf y3c3 ff7 fs4 fc2 sc0 ls0 ws0">następnie przez <span class="_ _0"></span>kolejne pięć <span class="_ _0"></span>lat <span class="_ _0"></span>członka <span class="_ _0"></span>zarządu <span class="_ _0"></span>w Rafinerii T<span class="_ _0"></span>rzebinia S.A. <span class="_ _0"></span>Następnie, <span class="_ _0"></span>w <span class="_ _0"></span>latach <span class="_ _0"></span>2012<span class="ff6">-<span class="_ _0"></span><span class="ls7">20</span></span>13, <span class="_ _0"></span>był Zastępcą <span class="_ _0"></span>Dyrektora </div><div class="t m0 x17 hf y124b ff6 fs4 fc2 sc0 ls0 ws0">J<span class="ff7">ednostki <span class="_ _0"></span>Biznesowej <span class="_ _3"></span>w <span class="_ _3"></span>SARPI <span class="_ _0"></span>D<span class="_ _0"></span>ąbrowa <span class="_ _3"></span>Górnicza <span class="_ _0"></span>Sp. <span class="_ _3"></span>z <span class="_ _0"></span>o.o<span class="_ _0"></span>. <span class="_ _3"></span>Ponadto, <span class="_ _0"></span>w <span class="_ _3"></span>okresie <span class="_ _3"></span>2006<span class="_ _0"></span></span>-<span class="ff7">2012 <span class="_ _3"></span>Piotr <span class="_ _0"></span>P<span class="_ _0"></span>rusakiewicz <span class="_ _0"></span>był <span class="_ _3"></span>Członkiem <span class="_ _0"></span>CE<span class="_ _0"></span>N </span></div><div class="t m0 x17 hf y1152 ff7 fs4 fc2 sc0 ls0 ws0">WG24/TF FAME przy E<span class="_ _0"></span>uropejskiej Organizacji Normalizacyjnej <span class="_ _0"></span>oraz Członkiem Po<span class="_ _0"></span>dkomisji ds. Paliw Ko<span class="_ _0"></span>mitetu Technicznego nr 222 </div><div class="t m0 x17 hf y443 ff6 fs4 fc2 sc0 ls0 ws0">przy Polskim Komitecie Normalizacyjnym (do 2013 r.).  </div><div class="t m0 x17 hf yaca ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h16 y124c ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Opis działania Komitetu Audytu<span class="ff5"> </span></span></span></div><div class="t m0 x17 h16 y520 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y9eb ff7 fs4 fc2 sc0 ls0 ws0">Komitet <span class="_ _1"></span>Audytu <span class="_ _9"></span>składa się <span class="_ _1"></span>z <span class="_ _1"></span>co <span class="_ _1"></span>najmniej <span class="_ _1"></span>trzech <span class="_ _1"></span>członków, <span class="_ _9"></span>w<span class="_ _0"></span> tym<span class="_ _1"></span> <span class="_ _1"></span>Przewodniczącego, <span class="_ _1"></span>powoływanych <span class="_ _9"></span>przez Radę <span class="_ _1"></span>Nadzorczą, <span class="_ _9"></span>w<span class="_ _3"></span><span class="ff6"> tym c<span class="_ _1"></span>o n<span class="_ _1"></span>ajmniej </span></div><div class="t m0 x1 hf y124d ff7 fs4 fc2 sc0 ls0 ws0">dwóch <span class="_ _3"></span>członków <span class="_ _4"></span>niezależnych <span class="_ _3"></span>Rady <span class="_ _3"></span>Nadzorczej, <span class="_ _4"></span>z <span class="_ _3"></span>których <span class="_ _3"></span>przynajmniej <span class="_ _3"></span>je<span class="_ _0"></span>den <span class="_ _3"></span>posiada <span class="_ _4"></span>kwalifikacje <span class="_ _3"></span>w<span class="_ _3"></span><span class="ff6"> </span>dziedzinie <span class="_ _3"></span>rachunkowości <span class="_ _3"></span><span class="ff6">lub <span class="_ _4"></span>rewizji </span></div><div class="t m0 x1 hf y302 ff7 fs4 fc2 sc0 ls0 ws0">finansowej. <span class="_ _9"></span>Prz<span class="_ _0"></span>ewodniczący <span class="_ _1"></span>Komitetu<span class="_ _1"></span> <span class="_ _1"></span>Audytu <span class="_ _9"></span>jest powołany <span class="_ _1"></span>przez <span class="_ _9"></span>Radę <span class="_ _1"></span>Nadzorczą <span class="_ _9"></span>spośród członków <span class="_ _9"></span>niezależnych <span class="_ _9"></span>R<span class="_ _0"></span>ady. <span class="_ _1"></span>Szczegółowe<span class="_ _0"></span><span class="ff6"> <span class="_ _1"></span>zasady </span></div><div class="t m0 x1 hf ydb9 ff7 fs4 fc2 sc0 ls0 ws0">i sposób działania komitetu audytu określa Regulamin<span class="_ _1"></span> Komitetu Audytu stanowiący Załącznik do Regulaminu Rady Na<span class="ff6">dzorcz<span class="_ _0"></span>ej.  </span></div><div class="t m0 x1 hf ydff ff7 fs4 fc2 sc0 ls0 ws0">Zadaniem Komitetu Audytu je<span class="_ _0"></span>st <span class="_ _0"></span>badanie prawidłowości <span class="_ _0"></span>i efektywności wykonywania <span class="_ _0"></span>wewnętrznych kontroli finansowych <span class="_ _0"></span>w<span class="_ _3"></span><span class="ff6"> </span>Spółce i Grupie </div><div class="t m0 x1 hf y124e ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _14"> </span>współpraca  z <span class="_ _14"> </span>biegłymi  re<span class="_ _1"></span>widen<span class="_ _1"></span>tami  Sp<span class="_ _1"></span>ółki.  W <span class="_ _14"> </span>szczególności <span class="_ _14"> </span>do  zadań <span class="_ _14"> </span>Komitetu <span class="_ _14"> </span>Audytu <span class="_ _14"> </span>n<span class="_ _0"></span>ależy  opraco<span class="_ _1"></span>wanie <span class="_ _14"> </span>zasad  wyboru <span class="_ _14"> </span>firmy<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y124f ff7 fs4 fc2 sc0 ls0 ws0">audytorskiej <span class="_ _1"></span>do <span class="_ _1"></span>przeprowadzenia <span class="_ _1"></span>badania <span class="_ _1"></span>sprawozdań <span class="_ _1"></span>finansowych S<span class="_ _1"></span>półki <span class="_ _1"></span>i <span class="_ _1"></span>skonsolidowanych s<span class="_ _1"></span>prawozdań zrównoważoneg<span class="_ _1"></span>o rozwoju<span class="_ _1"></span> <span class="_ _1"></span>Gr<span class="_ _0"></span><span class="ff6">upy<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y3ce ff7 fs4 fc2 sc0 ls0 ws0">Kapitałowej  oraz  monitorowanie  procesu  sprawozdawczości  finansowej  Spółki  i <span class="_ _18"> </span>skonsolidowanej  sprawozdawcz<span class="_ _0"></span>ości  zrównoważonego </div><div class="t m0 x1 hf yd2c ff6 fs4 fc2 sc0 ls21 ws0">ro<span class="ls0">zwoju Grupy. </span></div><div class="t m0 x1 hf y1250 ff7 fs4 fc2 sc0 ls0 ws0">Zadania oraz <span class="_ _1"></span>tryb działania komitetu <span class="_ _1"></span>audytu w Spółce okre<span class="_ _1"></span>śla Regulamin<span class="_ _1"></span> Komitetu Audytu przyjęty u<span class="_ _1"></span>chwałą Rady Nad<span class="_ _1"></span>zorczej nr 3/<span class="ff6">11<span class="_ _0"></span>/2024 z </span></div><div class="t m0 x1 hf y1251 ff6 fs4 fc2 sc0 ls0 ws0">dnia 14 listopada 2024 r.  </div><div class="t m0 x1 hf y771 ff7 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _5"> </span>kompetencji <span class="_ _5"></span>Komitetu <span class="_ _5"> </span>Audyt<span class="_ _0"></span>u <span class="_ _5"></span>należy <span class="_ _5"> </span>wspieranie <span class="_ _5"> </span>Rady <span class="_ _14"> </span>Nadzorczej, <span class="_ _5"> </span>jako <span class="_ _14"> </span>statutowego <span class="_ _5"></span>organu <span class="_ _5"></span>Spółki <span class="_ _5"></span>Unimot<span class="_ _0"></span><span class="ff6"> <span class="_ _14"> </span>S.A. <span class="_ _5"> </span>w <span class="_ _5"> </span>w<span class="_ _0"></span>ykonywaniu <span class="_ _4"></span>je<span class="_ _0"></span>j </span></div><div class="t m0 x1 hf y772 ff7 fs4 fc2 sc0 ls0 ws0">obowiązków <span class="_ _4"></span>kontrolnych <span class="_ _4"></span>i <span class="_ _4"></span>nadzorczych, <span class="_ _4"></span>w <span class="_ _4"></span>szczególności <span class="_ _4"></span>w <span class="_ _4"></span>zakresie <span class="_ _4"></span>monitorowania <span class="_ _4"></span>procesu <span class="_ _4"></span>sprawozdawczości <span class="_ _4"></span>finansowej <span class="_ _4"></span>w <span class="_ _4"></span>Spółce <span class="_ _4"></span>i<span class="_ _3"></span><span class="ff6"> <span class="_ _4"></span>jej<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y701 ff7 fs4 fc2 sc0 ls0 ws0">Grupie  Kapitałowej, <span class="_ _15"> </span>monitorowania  skuteczności  syst<span class="_ _0"></span>emów <span class="_ _18"> </span>kontroli <span class="_ _18"> </span>wewnętrznej, <span class="_ _15"> </span>audytu  wewnętrznego <span class="_ _18"> </span>o<span class="_ _0"></span>raz<span class="_ _0"></span><span class="ff6"> <span class="_ _15"> </span></span>systemów <span class="_ _18"> </span>z<span class="_ _0"></span>arządzania </div><div class="t m0 x1 hf yed0 ff7 fs4 fc2 sc0 ls0 ws0">ryzykiem, <span class="_ _0"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>w <span class="_ _0"></span>z<span class="_ _0"></span>akresie sprawo<span class="_ _0"></span>zdawczości <span class="_ _0"></span>finansowej <span class="_ _0"></span>oraz <span class="_ _0"></span>monitorowania <span class="_ _0"></span>wykonywania <span class="_ _0"></span>czynności <span class="_ _0"></span>rewizji <span class="_ _0"></span>finansowej, <span class="_ _0"></span>w <span class="_ _3"></span>szczeg<span class="_ _1"></span>ó<span class="_ _3"></span>lności </div><div class="t m0 x1 hf y1252 ff7 fs4 fc2 sc0 ls0 ws0">przeprowadzania <span class="_ _0"></span>przez <span class="_ _3"></span>firmę <span class="_ _0"></span>au<span class="_ _0"></span>dytorską <span class="_ _0"></span>ba<span class="_ _0"></span>dań <span class="_ _3"></span>ustawowych <span class="_ _0"></span>(dalej <span class="_ _3"></span>jako <span class="_ _0"></span>Ba<span class="_ _0"></span>danie), <span class="_ _0"></span>z <span class="_ _3"></span>uwzględnieniem <span class="_ _0"></span>w<span class="_ _0"></span>szelki<span class="_ _0"></span>ch <span class="_ _3"></span>wniosków <span class="_ _3"></span>i <span class="_ _0"></span>ustaleń <span class="_ _3"></span>Komisji </div><div class="t m0 x1 hf ydc8 ff7 fs4 fc2 sc0 ls0 ws0">Nadzoru Audytowego wynikających z kontroli przeprowadzonych w firmie aud<span class="_ _1"></span>ytorskiej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1253 ff7 fs4 fc2 sc0 ls0 ws0">Główne kompetencje Komitetu<span class="_ _1"></span> Audytu (KA):<span class="_ _0"></span><span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf9e" class="pf w0 h0" ><div class="pc pc9e w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/0AAAXpCAIAAACryu+AAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde7RlV1Un/u+cc6299znnPupWKlWVpELeIW8gvAkE0yqitNoiPgagiKhti6Mb1G60G/31QOSndrd2izT6UwSVtwmCAeWZkBd5VN6ppPJ+VSX1vHVf57H3XmvO+fvj3KoESff4kR9hpMfYn1E16t4xzj2Pffap+11rzzUXuTs6nU6n0+l0AABuaBkEFAoQMqMFBCgMZJgE9AxQQ8oICQUSKFqEhibSGlABMxkI3YHsdJ51us9lp9PpdDqdJ9A3fyXwHpQAKMGkYLSMghnMkNDCFBSZ4HAgAtEB645ip9Pl/k6n0+l0Os92FsEKZAYBBGVkuIEBZiJylA0AEYANLoCBXQhAsZ77/cnDh06n0+X+TqfT6XQ6zz6k7GDiBBhAIIcwkYoZKIDKDDCciEAwwACGCRgQgGEI1gWMTqfL/Z1Op9PpdJ7VjJzd4BBiBxgyjf4OMJgzIABADkxLehQ4fDuBgXx6g06n0+X+TqfT6XQ6z14KYyUQmAGbZnomQBkGhISlMKlApQuTqDB4PeczAIeDMnHsjmOn0+X+TqfT6XQ6z2rOSIpSmtSWHjCuQQayqqAcBA0tVIsYGkYlilI2zkzABZjXK/rZAQW63N/pdLm/0+l0Op3OsxqhAKszODj2LV72nt/vj0al5nHEaoWFsYxkcasNZFwsnX7yy/7dz9vGBQ4FPWkpb9fOp9Ppcn+n0+l0Op1nuwwQc4JLO1795CV8yT8cvTqaz8lIlwuaSbS/9BntD3n2+NNOpf4gyOECH4BA5JCul0+n0+X+TqfT6XQ6z3KkEKGxjqq2uerjH908Xhmk4ZylDBsJk8nmpvI0ards2PaTr/OKauIAKIHhwZ2UA3dHsdPpcn+n0+l0Op1neTIgwNAnwp59k117wFibCdQiEy/OFGXmDa1j0KPTjsFJm9dCJLA4MsFg8C7ydzrPXt3ns9PpdDqdzhNqcngrwMNX3nDMmGdaaVUmVmrqh/GgN9yAVlcn9YYXPw+DyiCVAg1kvajfwF53B7HTeVYid++OQqfT6XQ6z5xDwAC5hMMCjNZ73ksCK6yCAglwIABVhjuUR9GMebal9d6ZAOoIriEJXKCNCAGhhawBBi1A85kAgsBa2ATBgT6sVIUDIdZAA8yvGSqCE3S9DT8mCRU3MZWIIGkJjrXSC9T57gfuXbr3vhOzSErDAuMoYlSoVb7pUZ5se/l5x2/ZChaAkQAAedrR39BT1BF9gKevFDWBspdOsGnLHwK6pj9PT9tAM0JPA2dqItYYPWCQgbZBGcHekISMJpghzSRDjijCdO/lEWmJNriC+kfyH2HaxCkjBDPnQAY4DsALtxmwwFPgFlB4gPenNwdAluARBLeWgsKL6f5tjonnxDwLqaECLwCAAapBGQjwCgpnJVJQYdYytwB5EpLS2YFm/Ry1aB5IQNNGUTmjaEADEBwTdzACaATd4NQSt0glOCpGLID3U+tFBKDmqqIMNqdAQiC4wGn6+qcfiIAGHuACwKzhkD0lkllrmAOBFWyg6fZ0OHz0snobiFRNpPBsFMSdAKbpndv0hZu7ETOczUG8TJiBBc+gAo7GoY6CVJgIGQgKtvWnB4YDxEfeLV9P8E+cE9MbOpRAAMxIiA6/tV3u73Q6nU7nu5nUgGhGUOXQgjIA0xmukzeJBsk5ehCGwxOsBEpDMq4Z5FQRTX/T7yVsdK9czREoqKMVF7TBk3touAruZXK4e+BGCI4AEzc3WAgOp1YD0yhQAgSUAYH33cSpBgqIJMChAZxBAdkRGGZmDGNSQuEQddQZFbfiRQJIjHwULAMMJK97JAEEhBGoACrPSgaAMyUXjkVhzu5Gztzt7/VtS1CBsTJAiTkTgrslLUmgZuyTSP1EdQRgFchMM1FpEQxjuJtAjYy9BPnh1djTARu5g4SMkB2MCVFQDe4k4oyGSeECL0DsBMDdnJwBOLuaEQkTUtIYjclNhTi7RzhPS8CIzaHkrJlCZDMTUbMAZObsJu6FOSBwMoKxMzlng5EX4pQYBKcJqJcdLgpHcGG0bS4kJOEMr6Dk0jgZ0HMDHEJmhExOYHcwuYChTvRNuZ9sQigIYgqIE5s7yNmN4BBxkIHWRzDT9GyemKCamZg5upFx606E4E7TFA5yJgXc3QACyAxkkRwgdzJIVleigimwg9ydbD3zg6Z/HU+8UdM/cnhIMX0mDnNPcGUCk7gLE39rXU9X39/pdDqdzjOrcMAYBHJiAgNFM0yXX1mwS2RPIqHngmDWcwcMiSNXq55mX/PKVfYeYgYUoPsfpwcejJEte/DootETsgIUqlk/YQu2bYUGBCoByopAzsHVeW3C42G++XYYlSU8QgxhOmmraEIcbl7YcMZzJRQYmkxnFu9/TO57EGQ2YLUclAt3uMNseaaaPel4Pm4zigoZjDyb28n2W8NwaL3ISeOK+oAiBU4Et1AkGDB7dHzJuQfQbuQiIyu47M6Mb59AOAsUFq2lVALBBDG4gTKxSEs6OLivxwlbtwCxMYQYjZ2g7EASxFgD/cM5chop3Y1IiOnBh/bvenyflD32FlSZFiyRsPbi809hyYAfnkI2wHbev2dpqYUHozrlSa+aFSqzTl70wlM0T3qxMMiju/bs3zdRL5tUE7eGJobinOeeNSMQ4pwzBSIPADn48X2jxx8/1LqbZEJiE/JIpC980cmKLMxEMI/bb7q3yWIhkcbgBXyV4+b+zMq5Z56orReRiCQ57bx719owMQNupuygsoqTyej4bVuec9wGmcZytyOT4swhKU0muOvuh5xMrSEJ7KVnCqybt8wce9zRpUy3spuOGExIkmbm0pzbhBigKEG47749t9+xM4SQcw6Rzzv3rFNO3AxCzhAG2KYHXpjAruara83d9zzM3Nds5C0Fdub1g03/vC+uT9O8K5ymFx8IBuSZfjj77FNzamIITPQUs/1d7u90Op1O55nmBCKAmB2lo4QvfeOW7f/m3RuXllYqVi5ZwYRoVqjWwR0iqBY3zXz/371/5pyzImgCPxH04Je/ctf7/huatUEsCKFxnTErstbkbdXb+ktvOvs//QcwZUYA4BkuGRycSMPiV6688rf+r62jZhI8swe3Qo2cG/fdveL0d/zc80/Z6uWGYo4ca3Rw6ao/+J38pWsG9WTMVlAsMyt7GzSoX3/Cmb/8h++RrVsaRhFA4wa33fW1n3j70aOmCc5KR0/CoWoMlFUKiW25n4JZ2HrMhV++ZLB1owC1qxEOVxp1vg08LaaKMPY+jNwNpogMlshwDFSxY8dXP/aJ7/vAf8+lltJHneuKBV6CwMjfkgYdRgw4ta3/Px/6yMc/eUmdSUApe5S5uq43bgw7dlwmiER5OkwADNDf/O3fvfrqW2OowJlEU+MwnpuNO+64qoq9ZM5Mn/mHf/ovf/BnkDkOMmlXg5i7/fTrf/x9v/ebvRIhFNMc3WYPwp/73Jfe83t/lBFMMpAZRCZB0tev/PSpzznOAVM0Wd/4M78wbrhFAyuilYRh68XzX7D50s/8db/suQJgd/7j//7By664fmV1WYIISs+kmmKB1/3Q9/3p//jd/nTcSXbkA9qaisR/+sqV73rX7yytrfZmB03TBKoEkpqVt/38T73nd991uEZtPYu7EyEyUWvgiDt2Pv7nf/7xm2++5YEHH656g9G4dncJVAQ+/rgtr77wlb/4C28++YQFpTZIIYDmmmDC8e67H3njG98xHMns3ELKo0kzcWKC0/rk/uH0709K82RwJhfAGUbIL3npeZ/+xAd7RZWzm1EoniL5d7m/0+l0Op1nFtn6L2CHK1nIzeLlV52yZ/noNBq3UtuocAYQzUqzlh3gwsK+0fjQFdcdf+bprqFvRQ6rJ7/w9F3N0vFtU6zsc2JQ7GVmt0RaRxy64RqMx+jPJyA4QA63FmCCHFrbfcmlzz20uLFxJ2VoodpzDwiOYmfsnfeq79FQjj07QobT1dfSNdtP27d/ljwbeh4ZtBpsrfCoeOVzzy7POrMRql1r4gFj7yc+e97eQ5WOJJaWrKL+QjokNqi8mJCNmqaXbWWkkyu+Ufz4ayESIYquyf/TG0QCjJYhbuTmxMoBxDWD0Fajenj59j1vfevRubx7/Bsn//ov+vnnSFkWDgIbQYXYUdk/LwBxt5RqKSpFHDdi0neIAY1Woeo3OuYwLSsRWq86cQCZe0oDpp5aQ1CnQOQrayMWJMuBCnWYi6JSK1MNkvlsbSBc8rmvnHnmuW976+sI6i7MHoKowbwA9RyVQZ2yAcRitrJ58xZzJzgLpZY4DHLj2QK8gkcicgmGIsRem6ffuwOP7Nq3uqZSbnJC21K/6ufJSGGXXXH97XfteuHzjy/oiQRP4MBh0vhH/uaTy6NE5cZhC6KeehBHKPD4/kPZAD5cdAOHM4GY0GZ8/cqb/+wvP3bjLbePh9HdQfPDVowLYs6w1OaHdg3v+auLL/nMl1720pf96jt+5HnnPLdgEQYzqZqbtKl0HiyNQFJQKODicF+vxTI6nPoBkDEAZSUXQMgBz0yJqBcDsiEIgfyJyxJPHjd2n6BOp9PpdJ5ZCiOAoOQTaoF6uP3mvudVSanIVrTD0K6WWOzhYIVh4Q3DQIPGx9ftRCvOJVpKYR5nnSEvfdEqV4ICMZJygziWKnMFyPi2ndizCLUAUM4gNVdjNAQ88MCuKy6foVHDXAvV4iul761oFbSGUJ19Fs45R7Q36z3ViHrw0MeuWHgsR+kdLOJqb+ZQKPcVxcGyHIbecpx54a+9FRu55TAw6RmFAwcf+KcvNuXk8U3N4+VyW6Td5XBxMFyuRgfK8aFqnMPYeEx5eMuH/4bHTUMwCrGb7H9acoQKCoMYOYdMMbgEg5P1SPnAwQff+TvblsbHrQ314ku3v/FX7a4dE0ohQ1pxiBEkg9snxqSHRxMei8IIxFVCVO+3SohVBtdJSaL5EyXmWK8hYVBJXA0npl61OboVRTHDFN0ROcAzCEyiRu4Fcz9bz3km5VhP7D3v+f29ew+ZchQQpktIoKZZyT0YSkVpiIbgHlJtBAGICMIhK6myeXAU6kGNVJmlICAwASDytrbJMAGVemw0ulR1UqNoFNYm6UMf+SgxfL1efxqQ2YDdj+276aY7iHpOvaxVtl72CtxXC7sf26d65IhNRws0XTb/tx/90s/9wq9fc8OOpWGmEEwosyklpTZRyuQZnmGh6h0aDr/y9a++6c3vvv3WZaKQUgUUIpEI6smktTBOMmwxNGqMGqXWKGVWpaSUlbIjOzXOdaI2U5upUTRKraEGtyRwAnFLvAZO33r+dLm/0+l0Op1nGOWWrM0KeIRhaSXvfDDmFhIoaZG8NAyIyTSJG0wptZzV6uV7HoB5E4CAXkYqZ8593Q+36Be5DK2UFsVLRclWFDnOrNa48SZoa+uzgo4gACTbg5deuo0DtC4U0QFTZVsrfKXilV4I55yKCGOBwQL6i4f2Xrt9rmnNmkzmUPRYQy5yO9P6hg0bcfq2tuwB09iFyX27w+KqUao5CVuRc8+pVFTm7glkmNRCLqSju+/jA0sZmJiSd/P9Tyv3A9kdZm7WQhxsjoZRweiBR69+x28Ndj1GRGM0R8ew6ZHHH/mrT87oKFOGQxJKA3L+1vTHxIBNK34I4hCwuyuYWMSg3zRx7NMASXAicK/oEZgpEHFKmSkIAdAwvTTgJBTgpOpMoupl2TNj5nDlFdeGQDAnWM41uQEWZX1qmw+fIUwiiEw8nWp3uIgAIGK4EZwFQsHUD0dbB9wtLy0txVi4sUg0NxLEMqi7Oa68+ppx7QCrKZzcyYwY4c4778zZYixVKcaSWQgMgIn27t2bEqbtcI4MgszxJ+//9O+977+0icYTdYQ2KSEwBVVlZsBTSiJFUqQMlqJVrKymn3vb2x96OItMuwOxAyEIyFg0RIc3QpnJTRMzE5ER+/pianVXchNyYmUyYmdS4ulhhDDcDfzUCb/L/Z1Op9PpPMPEWphEEdMyjfd++rNHHViJQC3BVKLKQH1mMuqnpkBbaF2g1l5NPKQH7h5fcwV7gwhMMCl5/vtfXpxx4kQQKDOaLHUKySkRNTNa33jJp9GOEqBiJqTuJVAsLa9c842FxcWgcKndxn3WylO0xtlXg2582blNCQJSnR3Yv/3GQT0KXgv7TOP9xiftOKOZVS08+AUvRn+uyGFGJbPD8oErr9/QtNFs0wgLtReGmcZ6bVU1Xpn31Oc9BkgANh1YHV1zQ/C24ADtTounIyIHarNoihKNY0ZNRtDm+ltu/Ym3b/3ajXMYLUafVFiR1XmZhA9dvOd33p9HB3PhUKBRq5DiZL1YxQHwk0t3AHdiBxupkYEUlADFE50rjwRIocOrfHl9HAD2aa05eL02HYCDHHB2J1gvls2k7fVnJxP95Kf+YdzADK4aAhNZER3eEpR9vcEQQdmJnHn9bsAwdiV3hgPTp9fC6PBD63TNMRxtnTwrA54zkynaZC2YzWl5dXjHjruTGYHXF98QHLjpxjuLWNWTNpJAFWbkbqruvroyrCdKgLsTyJzUccnnvvq+P/yT0YSTxqo3SxwYA01CJqQmsMJprpzxxKVsIMyk1GdZUMr7Dx34yZ/+6Ud27ctqWdU9pzQmy8iGVisS0UxZI6Inohwj+q4FWcVeBhTigc1Ync3ZjNxJ4UbCIIdphPfcnuKSWlff3+l0Op3OM8vJC7A5JCccXL3tbz99XqonzJOC3cjgQlYQ19oQhaBEwdc0DQa9uXF714c+df4rXplnyuAYQ+dOO+60t71hx923bZ40oaBxRMtKMOYctFm7/Y7m5jvKCy/kwBlwkpDQ7Ly7vn/nfJQ1qdoYkFWhllF4b5XKAwsbnvfSl40yF+DYYzgeveraiGYiOYIrK51jXbWQtmmxryiPes2FdSirkSOiKXLQcXPN9aUlEAatKPGBHgfjYW/DYGUkMSTPUYoJ8STQTJ4sX/+N4376NcOicOkK/J/eENLAtkRWoVc0gPgANZbX7vqt3zv+rodiM1yN7SHheacoMLTHTfjB9/3PtHH2qH/3lljNFoqWvCGehwFyuMhF1ivICSAFzOECZbjBDq/iPbxE5YnOkrSexWE+jdogkAFGDnbApxd1iGAEIzKC56xFDJNJ2+tvuOGmOy/+7OU/++MXcShVRywwa0EZbkQ0Lf7BtGH99HQhAApS0PoDTxexgJTW++UbgGl7zqy5Sa1ZyczILRdwM3NhDszVZLx26207nn/uaRLhQEpZpMiC666/1Tz0qn6TkwQWAoyhxsKTSdNkw+Hmn9k8A3/8/g/NzG85sLha9gaTumGmKNk4uY1+5AdfdeJJ21JtH//4Z7goko6buo29ygiOwsG7Hlu8+JIv/Yff+FlzO+20E/70/e8FBgqToDAruJi0eP+fffjOO+9Xj0xMgJCpNvNzvd/+j+8abGC4sD/Rz2d2JpjBzMoogBF1/Xw6nU6n0/muq4FgcHUQ4xs38UO7Ayyx91oqjcQxQRhs2RbWVnPTkLUwVUxqlQLF6vb7eP9wZWbDAtnAg6MYvOKCZmZDOW4MSYz6mctMGkJpacPq+PGvXXvSyy8EeyRKRGxYfOC+4JOmoLHFOOFIvUxZqFd4f0/Rw5nnYPNxZeipIyjictO7886gjUhCdgG3bhHKmiuiRH7MmWctAlsGBDVBi7WV5t4H5lWNSZxb4UngXka7dUuY7KoEnMk5KHNCCpyWHtx5nLsBDaHqzoynNYgEOICjA+6AYnn1sT/+oNx8a9ssJ2aWIITKqKibUJWLPnoOH3XXBz92wuu/f3zScSYDARkYsG/tp0TTiE9K0GlJCK2n/CMR0vHU4zUHzInXryIQnIicHJju1XZ45GBuqkDZ69dtDS7f/z8/9C+/98INGxBi1ZrHqnR805ZU0+WpTodXIk+3FDu8dRWcp0+Hfdr0kp2MQA6Mxo0ZAMa0O78zAAGbCTELlzvvergqg+VMZEQgxtIqHnlsf91af8DaaBAzEMzc3IQcNKlbeInptQfCNdfetmvPgeUVwAszqmLRpnGr+2cG5Tve+Yv/9u1vJICBd//HX37d637mznsemZufHbWr4OhphjSrxe033GWONttRR82+4ccuyg5yEMHdhDkDH/vU38aiYXDbrhVFYdbEQufm+E0/c8H6Ucf6jwAQckZOqQFNV2GHb32LuzqfTqfT6XSeWRkSlQshTJqbPvg3J0xsEuoJN3O1DhIK82ElG3/0B4575SuSR0jpJv1QNZZc62MfX2lvuHWEJonOJibt4djjF846r8glmxSZ5hvuZYk5BoRiefWRf/waltY8ZVggJ7g222+a57yWR6X2iqx9JwOEY2y8nZt7/r95sw5iSD6BgZM+9hjfdutgslJ5YuGayIl6kzQzbgBfOOPU4uRTCoM5wLnKw6WvfhX795SaC0XIIeRQZh40GLz6onZ21pMVrSOzpNBzCajX7roDt909m2DdafH0EMHijAV2oKJ0/713//I797z/z7eMllDaOOrEeSG5J4UUozalfjmMw+N2PX7FD79l+YMfldU1ylxAADsSnw9v3mWAMzK5gpQ0kgUygcm0gQw9sVfs9Gf0cIMZOKZbTZnRdJMruAsgCijYiZ5UL6TOVLcZUkEGOx/c8453/vaotuyRODRNO63oMRx+wOlGvWQKOJnTtG8pOdggDnaX9a+JFKRECmTwngOL2QBmdw+R4Q4X4dItwEtQdcMNt7atg4WJQmS1/Hd/f9niSu0U21ZjEQFlZGYLQRzgotq/uEQguAOYNOn//oM/GtcZXPZn5rO6aY4Bvcre8Pof/Ndv+0nx2tMhtnE/6Ht+552Bk+mE2ZI2TomDkIQbbrxt3/7VGIWRNI8icuE55KagFt7AVLUhcjgkROagZoAnbVNG6XWJpkSKpAEpoIXVbkmE3MkheKolNF3u73Q6nU7nGY5qEDRAxtqux/bdvrOX80o/D2dhQuPgK6Xun3f86IuLf3HOStmkgTcy1nap6GXh4bZmZfmaqwRLi5xB6gGjhbjwqhescl4rdVLkzLkRGxe2HK2YLcb7Dhx86AGUASkzGJN2dNuOuTZJSgtajPr1WjFaLUepakrKx5+57eiLnpepRT1RGsKXtn/2Y746oSwpS5LeqvRGoe/Uy1Ts7RUn/tS/Wt501NFjFEMEc6yuffGvP+ylt2JG5EQEicbBqXrtRb71qBSYhR0STarG+25zS6urF3+RliZFd1o8TQxjSpQJ2fK1H/jLta9euXU8LEKqm7UihCYWC40702KkoYgolqWtsfriexeX3vX+PZdeLiFUifyf3auvV+8APp3vJw/kkTwQhL61H+R6+f6RXvK+XstPfmQ5LqaF9kRORzpQaojkbhSKSc6NEaT3tcuvveHGHdmQHaEs1af3wEdy/3QeH9Nae5ivjz+miwvEIYAcubGBjMggh5aXMwAWcwthOm5h5sgWYFETP/7YvptvvpMO9+U00w/8+YdcSgoFS8yaVbMjAy7CKWcn2ndgESBVBfDIo7tvueP27FT1Z8ZNS8SAu+lzjj3pvb/7G/0ieLIy9ih7IXLBS89//jkv0oaYBsID50Ncjpu8lGzy9//whekFlSIUnkAIjNI1BCpdZbbaqKlw6wdeGI8pyILmkrxPDkIgBEJkF0ZkKpgqoBTuwwrP6/vydbm/0+l0Op3vqsIJwUCra/fcsmV5bXMrG4bFUcNgnke9BOhsbyPOPA8/8kPNYOao1dXSxrM0M7/UI5t9dMD7Hn30mGGcQ0+pbrAKyODUl+4tZyqXvherlnNFxZj6acuxy/qy/Q/r3be2iCj7rI6lx8P99/YmM0mOWS4OVe3GlmRDm+eG/mA5OOZHfwzFQk1hPNvfMOrhsdFjV38laF0XpcqgN8EAQ6KDVVuHtr+44djeD140Qy16WJq1ESm+fPO2Ow/M1i17riMOBBORGumOE1CeeHZ54SsOFDBMvKxBdTAsxhJW7Lz489C11ZxgqOHwjLpGqltYi/VycjiQuxPnqRjDDeVkkWq9+bpjP/Xxk1cWNR69aFukF5QPLYx4cVYOxdGML57YLB3X+ObxUXt6x948G1YKvfdv/opWdyPsX/FACqoVltzzmGQN0Y1m6kG/GbQCD61Jo5yMs8n6xQF/0uJeB4xbJ3cwvIQX5ELO5NPJ+gTyGaDwRlGpz5CV5OJcJNeI4bxPeu7uvbFUX/r69apaAdxq4cFdMlOm9Y1qCU4OArMLe2QTNmeoQAlKpERkcRUeBCjMotcFWBOIyJCcY87BmTiwaSYatnTAezbSmSuu3BGsBYaAPry32XdwF3ukJG4NU1sUfUeViZJz4Hk2Prj3IWdoaBX60EP7UG8paKPnUREmIi2ciYs3/PAFfYGwUYiOHmIfkqRsL3z184tIUEPWwgaeKgkbMvrXb7/LAEZFkBADBB6nL8V6Ym2z5kKZHbY6iC1soixgDwZQAMm0n+rh9qrEzABIwMVTZ/wu93c6nU6n88xKgEWH26Grt89JbMycObE7WZkpeth64qnozWF+YW7rcQYxiTV5Qi5MBzmv3HIH7n08OkDi8ABeOO90OnaLJqhm6ZepTUWILaex1WJ06PYdkhUOtO0jX/hHmzSZqeXERu5NMBp4aWb5hE2D770AQUpDcnem5b/7h2rnrvXKCoaxsysDHkIOfPRzT8W2YwIJEiJYxqPbPv25+dWGDJMg5FQpcbIKxXG9zZuO3XrKRa+qe1XwaG124QyfAfdb7R0aLX74UxsU5nA3d0ch09aMwUGO9fYxXSXQU8kBgCMVW1aGN/zZX2DURJoxTU6NKMc2QLKMquPqo9fomCuOP/Gmt/3I6h/+25f913e/8r3//hXv/a2zX/9Te+7Z57ZQkpsDgd0yEcQ9wKYlLEbPyIrr6ZR/XddFEcldAplmEVLD57/wxX37D6hBbbpPgD+piP/pfuhSmobg6VjFnVSzI4lQWfTbNlaVo84AACAASURBVAF28cV/vzbMlrODtt9wS27UzEKQaQtOM5teeyAiwFV1eXnF3ASirg8/souZp3P/Zga4w9z8wgsvFJkW6AumSzDcheXcc88JIRyJ5mYWQtCsu3fvbtonHaBnWJf7O51Op9N5ZhFhyAlN3Vxx05xJQzCi2rOxlwmq0jvjTN3Q100b49lnrkq5VhQrFbVV0KDZRgtrq/iLj8YGRIE9CAinbNly0QUc+m45BQ0eRLimRmLP3Jdvvj3k7ClhPLr77y+tjJroHC04+tFDokrLRBzOPw2nHZ+kqECRSJt65ycuPXt/Tc4gJLbMFl3Z0TA3vWr25S9CyQAhILpWux5buebGYxPEuAkC9wFIzIiK577gVb5QxO950eSME0ahyM4rhQ8rMrOo2hsN7/3kZ/ngKgsiiREpTAnizAp3pPW2LN2J8xRCQo6yHIVXVg596SszHuFcpIwiu4deWwZq+lbc06sWfuUXX/uZz5z+Uz+z++Zbv/qB//Gp//Z7n/2vv7/jj/8yf/qKcP9q2dYs0GAuDiA6KkCm4z2i//Wxf9rZdH0Y1+v1cpvOOfusGKUoSHUi0tu7f+k//fb7kiE7OfO0KdCTHvHbfVACMB6PD3/6piVMAfCidPXkTkTsbHv3Lu68+xEOg3HT3rD9TjN2BzFME8FS08p6Nb9NuwTt33+ASRQuFPbvPxhCYGZ/4gaoeuVztm1LCXBzW99k18zccc45Zw96FZkDPt0EgJmJePfu3SsroyeO7TN82ne5v9PpdDqdZ1bMKIDx1y7vPbgbOU2YCcJkHswkHirK3rnnTLi/hmLhlNPVo1g0JxNqObdFy3l4/+cvbe+535wIBbnVpZ/81jePin4AW0pCXOcanNvIY6C4/6F8w40Ebx94oNxxjziNkCpr3Exz6+QNySEOR7/6grEEJYZTgTS5Ywfuf3ihbskEgLJnyeReGrUSdotvedWLxzG6cRLENu+56ob54Qq34+AcciRwIDh0f6/A639ImTHXP+OiV5OHBRoEZWXk1HBBJNn27G5vvR1qatlIWvB6BxIFTVtCdj0+/1cclOye7VePdj0qElZI68CIjKQmtCa+EvnAS04871Pve/y8429/7weWf/w3jrv4q6fdff/L962dtWtxy6MP7/vAnz76o29Yu/M+5NyQZSYAbNPu+G7kmfAtu6p9R94PA9C2bQhhbm72ta/5Pk1j9gYk7uXXr7zxsiu3l/1ZNXVSgvK0D+gTiwO+vdy/vLyqau5ORO7TEG5bt86dcPwxpFLFKmmbKV53/U71WJSD666/jRAJQrCqlFNOOakqSyKBr0/nM8u+AwfNQS4GW1lZyTlPO4oSTa8q+Nzc7FFHzQcGEU9HTwQQA465waDX64EAcwITOGcFaLg23vP43m85ws/UB6DL/Z1Op9PpPMO531GN6js//PGZ0cgCLIgkL0HZ81BwYKaYO/u5AgT41pNPV+O5CW8ccn/sUb1iLnNbrK3d9YlPozGjaGSJCM8/u3/uOSCuMthJxUuyEazplZsOrTzyiUvQpgPbt5+wMmECB55pWzC7GwIOxXBofuOxL3wpQQnIJEHzwSuuOMotg9mJHOKqbMpWZBpD6JzTquedCaoIGBHYMLnsqh7nEU0ihUGOBjL2DKxu24h/cV7hcAqnXvDqIpRzxvO1zTSYyVyoVkiDerj/umthSgwFEcf1oEmgI60HpTtxnsJKAdm3f/hrvy93PVaefk4qimUeHexZ0DKC9/Q9vPY1Z17xqbnXfP8Lt52bHtyP4UohzZzr7NBmlD2krb1Je89VD37kE8jq8AQzO9wJkpDZjSH+v4vU3+ZAhYHDHXrgZnDzpUMH/vN/fufGhV6U5A7istXqbz566dzCJiWApqEfdKR0/f/boOKbDtTyCCAiOTy5HiXQ3AY568yTcpvdXQLVybbfdE/28oFHHnv4kb1MJcxynpjVLzr/eU3drG9MRjZ9FgcOHCInJgG4aVpg/bC5r9dGxRhCIGKY5fXrDAQiIgbzeoUPM4PW10GbWwghpXRkUPdM63J/p9PpdDrPMAL2La3cdpeQJnFVFUiUQEAbqK3KfPT8EpoaGp6zsDTLOUpPyoIiO2TczlrQldH+a66VurH1X94OeDj7jFZRtM5OUkRO6ixJ0Mu6uuMu7D04eejhGcvuJsSUNbkC4qZ1L9ZbN2PbiT3zEjZhQja6515pxysFAyyOYADMCOzUiBx1/jm2YY7NhGBwrA3HDzxSRIzFsufC4ObGziJ81Fy7MBiLjyPjlGNWZ/oTkAFMHpg55YHajObhQw9jbehYr4+ebj4EBmi90LzL/U8pw3Db7Udv39Hu2nvqK17FLffVPbCSmKGZn517y1ser2ZV53DOC1/43t986Lj+kDxrGErVxl5QWl45UM1X4b5dSNk8C0LW9c2TD8+tW1wvUfnOzjobACIiIm1Tr8TZZz8XqAGoela+5fadcxs2kfCTNwh7WsmWADTtevI2M4dNq3F6JT/nOVuLGDRl9Rxied+Du51w9dXb21YFzMxRIMFOOfnEQgI503TO310Nk3FDhDa3DJ7e+fRufb2bEcxseiyZGEDTNAC5r1++UtX1W7q7+3QYUJZlWZbftfOny/2dTqfT6XyHua+X8E6/mARbvf6mzUvjFGxCGojIwURurqpnn3IaBtV8HvXaNWybG504sxRz7TZitBwLrpDBsSzvvre57c5pl/XSob2quOCF495MiQjyOrcFoqh7SsRpeMdd+uWrRttvU6Rgxq2SBKJgRhE4GHDeW96M+VlYhmUFcGhFb7iuaCbjomAQmZVqAm8ZiqLZuOncn/+ZSSgqC6o+q+PJrbfVDz+C1DibMTKcAFInstOec1KYqKQmtC3m+n7WsY+VaVxgIhgHMQ6umT3tu+1WHDxEmhUpTrv3EEwAeOEQIHWlPk9lPk92fuGzgnrvP37xpB94bXj5+SWq45e1cN/bn3nBr/za/PdeNIPKCHkh2GtfcNrP/kSF0hh1oSG1WyZ5M5e5bfP2HTi4HB2Ah1Aao4U6QU1FRNYLZMgdRLweVp84uQGQuU2/ma5tDSFMoy0zu8O/6WeOfEVEBPe6nuSEt77lDYQJoREm4d7+A8NPfuoz8xsWHEow/v+3snc8mqxvPUbTByXN+ZhjNr38Jeeyt1FA4Oy0e8/BHTv3fvErVzpN+4G6U3P++Wc95/hNROZq5HA3gxVFubi0bI4iFOo6Nzdnpu4GoCiK6SLgybgej2uz9SdeluX0fwJzP3jw0PoiYDcQWMhMmSiEsLCw4YkJgmdYt19vp9PpdDrf4dBPhzuiTNNPS5Ol667f3PIyaVFVvNwae6sWEea4iHsOHnj7fxoWIStmSWcWV+bVS8U4UBM4ZGlIlkvZNqn3Xn3NiRe9qAUHpZZ98wUv3DE3v2lk5nUQ0dZ7kODNmHWT4f4/+rN25fFJ9EGjDJqESI7IMeU8c9rpW3/8hyc97pmDrAcc/PLl2LWr71S7KHIgEiCbO8lqLJ77L38QZ52RqEQGhOLK8Nq/+qsNdV0mK0ORTK2QSCEkzW7pxjvv+6V326rHng/QhIf3Vpp7zGuOOrJYEKdJYWnf3vE/fbl4+xsdLBRhmG4SG6e7M7F0Jf5Pndvq9s677ji+J5tvu/eWD/7pWe97x61vfvDUB/a3ZZMueMXcW39hVBVz1iAULUPQ2/ZTr7/4w39xSo2NzbhkVg9mRcjFYDjCww/xSQuCYBlewECAmysRwWAwJifm6Vm8Pv3uh9fJgpgCEYcQmGO2lHNmR4zRbAwCE5s6T+fu4U6YtuUkYqjBVQg/+AMXXPDy5112+f1VOZc1MBef/8KX+rMVHd6xd/0UoG83/jOA4XDk7keSNBMkyAnbjn3FS19geVWp5CDmtjaqP/LXl2y/cad5QQ6hLNy86Y3/amFDsX7xwx1MRGRKbaNtk2PfAcxvmIsxJlBWZRYCiYS14ejA4tKGo44xkGP9xTOJAfsOHlgdjkAMcjcVoZQVrkdv3rJl68IT1zfoycOk77xuvr/T6XQ6ne8kelIbxOlc4wzqlXvvo7oVlqaZSIARzCAIGNeTR3cvff6ymc9fU3z+G0v/eOX8obWqqQNcHEEhBgKRc9GM5P4HMJ4wAKdIZEdvKk8/ZdgrjL2ta+JC1Au1FNAX4kcfmxm3iRlkDs4UyVmtSbF37PnnY/NCDXKOoCCT9OBXLyucihBl0jiRu2dVdieS5arY8pqLIOLT3Vo944FHlu+4q1R3BZuDrEFyzexMRPrwrgOf+Pzgn64rLr3m0Ke+LLv2baAgbVuqszE5AxQMc0kfuuY6bia9w1OQT+4QT9+Nqc//M6nVi6s9C/O5Xrrsyn0P7Xrpe/793WcetWdzf2njHAZ9JShzskw1yIGTT0gvfn5DVZlDCrRShJr6sLlQsk5G7CTgwE+O2aaenUlEVNXMRMTdx5Mnj2ynS10xneSeDm7NbFq4oqpMT/4gPBE1p6MGM2PynLIQ3v4rvzA/X6o2MCcukmI0mtCT0v50j95vf/CNts1ENL1qAcDhlvWohY3zc+UJJxxTFpySxSoa+de+euVkrICJiFuanetf+OqXxxhdldeLeZQIZpaSTiYThzt00CsceqTIxwE4pzZPJpO1tZZIsmafvnyinLG8vJpzNoeZA55SA4CFNm3atH6c6LvRubbL/Z1Op9PpfIf5YdPMIXfc1dx5XwCCCwFGKuysRMolUGkzT63XhzivlN4K5Rx4LJ7ZexmFepXtqIkGb5avvx7LI1NTZkrZetXzfvVfP9AXZ+shOlUOZ84ObkbjDZaOqjVqmARNAreKjSS0iwsbj3/zm6xHheeM2CLIfQ80l39DLax5mkWrAiPXSGLMieyME/CK8xOXFRglRNuVv/jIpsf2z2ZqJYwAgpWm7N4IjcmqPDkTCjsgkwMbK4bkFR6PQ1a2MkuRY5lkfsJbh3nfN25I9z8cLQE+Df80rexnEBC7Pp5PbWZb/9hAOi7GZxwcr/36n9x17z3Pf/+7t/7KW8qqp48/Msi1mShzJLXVtmn11Rf96ObRXGiLCQrWWOWeYWbNsxy32QjIBAMpBESGhQ0bkmkWTDtUEpGqquYD+w+aHx4bTJvkwFdXV3LOqjptS09EOecQgtm0muXJpT525JsQgqrGQIBf9KpXvOvXf6kqjHl6fSC6Y7oZL9a7Cn375T4OAJPJBM5H+vm4pciyYW5DEfxNP/0jyG3gmHPiQI/vXdYcWabb2+qP/dhrt26a6/VKETx5iYOBUrK14RqDABx77DGq6m7rrTydzJxIvn7FVf1BkVRZYspugJpz4Msu/3rORkQkgRjTf831JS950fo2A0+8TOvm+zudTqfT+T/JdKbfzFJK7Qc/Mb+4EiGcIVGymGseUEUuCm3RtKHREt4Xp1QGqSmNCk/iBGuDNkEZStF9967xVy4rwO107WIIs9//PXMvPjcj9TmkRDmgllS4FCIIedYx08iw0lq4ygU5uUzk3LPxgnNazgOr2WHA8rU3nLi40iIOyxBDm1wztA1wR2Gy6VUv0bmCwEFRs6a15Yc+94Vta20/YyVirS9ieaOTu6+x22yppXmsx+WYSk15SMHa0lPFmcFOmbkJAtCM2oZx/dj/y969B92e1fWd/3y/a/1+e+/nec6t+/TpG3QD3aggcgnQICiIMSpBEzVxDCbGiTWZzJiLE61kxmQmNaaMMxVTmkpNKpo4lZpYiSOoGR3NGC8RNBpAGYJ4gQgNKDQ0nPt5nmfv/fut9f3OH/s5h7Ybq2a60TCp96u6qqvPpc95Vu99+r3WXr+13v5OS6VFd0kaJDN1U8qM+3o/qdXi3le/8mpemXU0Dn7Hxy+17/6BN/+pb1v92o0//CdfX5alXD8ermyW16/o3Q/7D/zwL/7db7/noecsammK43EadVh1db28Op1Z6N47uhWFqculKpny6U+/t4zDbNFa26W8mZn5W97ylt5TMqXMLSKOj4+vXLlSSrn1Adduc//dd9998hbYnYXzu94VNz8oaFMpbpab6fC//PN/6gXP/6w+T6WMGcpbs4ub+17y/1UEx2PKdneO51V3d3flbuudIuKO284r2+te94UXLpyPrrSQRWapdZXZWpv395df//V/umk6c2ZPuTu+8+Y+ozSpbLZrSdXKc5773HEcJZVSImL3LIRbecMb3nDt2iZl2h3maXL3y1eu/+zP/puUUp6pjKjVI2IYhte+9rX+ib09v++TXbofAIDfL5k5z/NH/+07DlqR5Olza17NTdbC0utq0UtaxrCZ7HC9N2U9XC+8hoWUabmtOh5yW3Mzb1Zub3vTmyW17FIqTdU+86EXlVqidS/VS5kzFDmO43o+MsWYPnt2l4dLlspzz35gNjWFIj3VpMP3P3ywbeZVy8V6OvTiMstikg5WB4t779qORVIxHWp65EO/48frU+GDtDXNg5vM522tw1S0zX7Yjo98uxd9NfXaNqsWeXRs0XcRNxVfV9tUT9OYuvRb75NlRKSd7O35xE2t3Nf7yRyNuvCKF9a9ensMj8b60jB91vX4gou6+sZ/9wN/6S/91Ld887/5tm9/2z/6njd9+3c8/Ke//t1/8ZvHRz+gO/36/rwd5rlu+7Cehuub8codz3ialmNKmttufX23tn7mzJlaa7Mspbh7b83MNpvtW9/61pO+jpQ0z/Ph4eHly5fned6l/G6SMAzD2bNnzU4OtPndU+HcVXJm1lojIqLtjctietlDD61Wq2maVqt95c2f+NQaeL0+3k2/d/twai3b9ebcudvN7f7773r+8567u5E3oi+Xe9PUzFVKOXXq1APPuuDSarXsvXvKZLLHnNjTT+4UO3/HHcNQdnOMiDA7WbT/wAc+8La3/0otZb3ZuiulHvnw+x++ePHizQlKpnbzhH7q4ODZz74t9biXO+v9AAB8egqp7bY8Z6a2UqRstgjNmd7m937/G6998N0e1zc+bWs7PZdTR+rujyw3c1mfPdyem9JiMdX9vrfYjjJb7m0WB9tFD9+MB9osz23LQaw3y+XB+rD+3JuPfvJnVynJmvLaqt7+dV97fPu9qRL1ap/XB+3sYh7n7VGM9WrdrHXtzuPFIqfD5SUr/ZHxgbMve14tR01D1APL44PDj17+d7+k1EHf2nqe6h3S0bltO7uul5f7bz0Yz7/q1Vst1grXfH5zY/NTP3uq9Uur6UN709mw267OzXVl0JzTwjROeSr2St/P3L++qIfjuLbYK4tFK0O3IdqybRZxaHZ0bbk+c/3ahZ9+h65cPyoZXWUtzb47QXS2ORYzL64nmjPOfP6rTv2hr7rmt5+zG3vx6NVy6civnZseecXD1z/zx99+/p/909N/5x/c8T3/2zN+/dcfjMlzpX5G/dy5eXF6axmjz7ftHT/tQ6/7MsXBamttv673IsqsyOzl1Z/7wqef369qvZlkxVvE2nz8oR/7+W/8lr/ztl9779rttz969Yd/9N/+ma/7a5u1u1tqkmmaQ9ZbXP3iL/l8N5mqIibLNI3zXu01rDef+zxY25uVc5mKl7Evakxf9zWvPbXYLpTbG7I43XJv9mhlI5liL3LZNHRJ6sruMZgis0cuJDdNpavpjq6amW7XzdY9dOla2/pik56p2i3aPJwe66llah7L9vVf8epTMY/zGG5zudbLobdBvb/8pc8uMa2UB8OpUsep+Np9O7aoR0Vm60WbZ49F1XDnmeEbvv5LTNciPbTfUukb2Y1NvfCN3/w//fxb3u2LGorW45GPTn/v7/1A2OlNb+mHtW7Uz0VrHje+6DUvqFJNuaq0+2QhTF7SldbN0uSRJXN2zUVhNnavfehP9vXDeT4AADwFJlU1WQ1ZqpSTb9x4HKndvj369//sjV98VEtm80yLuWqjWFg5P3uVtXGYpvVZn1dxaTtblLItWo/juPWzKleLNnvaKNvot63romm4uHnnP/+RV3zBF2ocSuigFN1x9/Ilf+jy5V+wFuEW6R7KsOZ5WNpicWq73a7qXs5Zut7/zPMvfvnnrm0vVCZp2V3//n033v3BkHnEsI1VHY+bbepiiLqcFudf+fz67Gfty4a0sPQsm59/R5WX1Dh3swzL7rlXh340LWSbXB+U0723fa03mhe+3Fhe7pv9YVG6NyvrQXMdZ9dSfYj15fd+4P5f/Q+nP//FrY4aJZfJBjk39v5eznaX+3O+45t+5jd/8QXvv3ZqWS+OpWSc3mylzIjTc9vrVy8uZKrScOfe2f7eh8fjy6fdP7SZy8HexU3Ps/vP/eIv1FjCLSSX95yqF1nsrxb/+dd97f/wHd9dyl6mmbu7WsvtVj/xr37+x37sJ4fiatHm5lbNT7tVL670g+Vq2l49f/7s1/xnfzJDYeHqUsha+JRepS7r5l0Z5hbeJJdb5PZZD9z5N/7mX/lvv/XveV32DFmXeiplk9TNJrcmVVmTeprSelpIc5orW1pXbMybbJYie5drsz007yZltPCuNAu7++57e7ShDF/0Ra+57bZ/cnzpyGSbzewaTEMp25c99OLinmpDHc3s5M6BKLvHdtPsxtFhZBZZKfrmb/7GN/7IT3340c2ijvKq8HmKqS2Vw1d/zTd93itf8OwH7r9x/fj//NGfabHKPLdc+BTt+Oj4VG2trc8cLP7Yl3/RzQNOd48/+MkfKbtHLuSyLgvbXWStJvNwpc/5ZNft6X4AAJ68NB1KKZ32k8/qXVJkKkKTP/w797zn0WVfzda79bGVkr30UkLDsPjAGJf2h00MF+rQYz25qcd2f+jT9rMu9QutLHNbU7X1Y+XetDfKb5/0nl96uy5d1b13jLY79r5uPvuzNr/wtlM3Dt16kdc0C8mzF3Vrg/XF3FrfjFrG5zxHd905afd4sbTNq//mbWcP5665pk5LMU3LOjT3Yco6Dve/6hWxHMdQTMqx6+qx/4cPj20xROxHMeWsmDz6ZHPdvzjYZnnmRlF4XTTNiuW4ON4cH5zZL1eP7jrsQ/RFz0VXdymnUzZsNvOjP/OLdz704iytlbrb6uMppXOmzycX0qLqcx5cvvSF5UPH2821w9OeLlMfp1ayH/R5UN5Y2Me3Nkqnztxx8b3vUW0fXF+JM4MOY7j7nvaK59/2jKfJ06qnFIrRy64+veir/viXffc/+J5rh9l7hNzCS9lLtXmO6IvNZjvUwTV6GXsvGaq1zPO2z/NitD/+ui89f26vWEpxcr2cxa1NLJaSwszCd7uKulmpZlOfv+pPfOnf/4f/+OHfvrhc7U8Ru4tw09IzZO1mEaektDBLO9l2n2lKs+zNb27FkXumejTbHQhquxOqTJFnDhapHhH7+373XRcevf7bLWRWig3RymD9gWfe29vs1cysVp8+8ZmTp7nCD4+PT7ai9dhb+Kte+dAP/cs3SXl8dDwMw1D3h9XpG9cvL/fqW3/lXW/+t29tU1uuzh2tp2EcrUWLdrDas+n4YFlPHyxf9tIXZ8rL715HOBmpkHYTj8duAcrd9r8n/dag+wEAeCrhr8GyyRRSl1wheYmuaaHtxV9820sur7v8+pjbqrGnrEzuy764uti/869/wwv//J8sZZVztLGYfNjGdiU9+jtv+fK/MH7wokUdYj6YXHNcGqe9uufT5o7rl6687U0HX/kVzYaFKRd54Qs+9+3f/b0XYj6uk1VPO9kq3zxb9j33uR+11XBp7C/7L/5srBY108w8Zr3v/e9+w7+8c15fW23dYugebq0Ox9vNHeVgvnDu7Ne8NkbXJmO0ZtPlH/9x+9gjm5IpG9Jl0azMGuYy/vbB4nO/7VvG174mV0uL0sbaIz1Vivv6+s//7e+8+IafvufoaIi2DAv59SEP9xR9/o0f/9d3fvkfmV/2vI3KQraQPF395IMUPD77i+Y6uNsf+uvf/Mvv/siF931otTkOb1uLWEZmvyEdlaMa+5fGvWtnz77oOQ++9fv+8fntoZ/az66rZ26/7eu/8v5v+oY4e9B7msxObquKNEuzYrr3zuEvfN1Xf+f3/JAUi3FvnpVR0rwpZaUs9jOyF+8p97I79H9RzaI97zOf+S3f9A0He7KQuyJSVpVVMgszq0pXlsxUFGVNFckizKT9Pb3+9V/2nd/1fa2tTYu0XQtHZvjuURZJWVOZ6V0lI1Ke8lQJqeyuGs5BtpDK1Wu9zZY9I8LNZaMpzp0+NRQVjQqF6YUvfM7bf+M97vIyRnfJ9lf2whd+trmZiler1dW6p0WenD8bpktXr1uxzHTPPve/8hf/7C/90js+8vFri3Fh5pm53hwOy9pzun68HsbBy7jtsdhfRMytz4vRejsctf78V37u//i3/uqZU4Ora/d0y2PX8NNlRTJlsSxS8dgdcmSpzKdw5Cf7+wEAePKs53LKgy41KeSpMEWVqZ1Sv/LWXz7QdtTV4tdVr0S91uvhNB5vfHtliFMv/ZzDu552/Y474+67pvMX4vz5vOvC4W0X+rM++64XvfiGDz1rs8Xa99pw7vo4XR+6cn2vby+/5eeGMq0t5jJvBz/7wufe8bR7xq6hj8oxc2GxKLEY5sV+HAzz2HJxebG6+OA997/6IVfuR99TW24PP/aDP+gf/GDVdl7ENOY8RFvk5HOVTaMNL3+27jsbCpU+lWY3rrzr+//Faj6cF5c2y0tX9i5/fP/6xf3D9WIzl+n47GL84lfogbvnO+/UnffEheX2rrP97tuPL5za3n/bZ37Z54XPVdte5mZ9XXNeDDeyp3L54Y+/75//SG2tqJfd2qafTKjwRK1o9DL0xeqFL3j1T37/xx56wYGfu3OzOrcuB9MwaHlltTo6s/+0w9Xx2dvXr3/N5aOrZ976/lO+inZ67edv/9a/fP+3/zc6vb82z7pMaZRGuct6tvS0ouz6q3/pG77stZ93712ntseXqs/FujLaNJU69J5t9yLP3LbDMsyb9VXX8ek9+67v/NbbTq+sp6m13mQmcrGnrQAAIABJREFUuXKwrFK1XFiOHuZRLBbKZWqUivpqKIti+uo/8RW3nTmo7haD95X3pcVCKhbFo+66XzlkFsXCYrSoFkU5ZI6eZlldFrHKHD/yoevbdTdVj6KoytHT7rv3rt1HBOaZqZc89GDGUfVWTdG25vmVX/Elt51dVS+SStG5c6dczRW++wxKKcX1G5vdLRNmMY75wLPufvOb3vhFr3loKNv18RXTvBiGbHIbex8il62PZdhrXcWtSDltFta//HWv/r7v/bvPeubdQ5EpzJ74IK9JVVksR8vRY7DdMJ78NT7pNwdTaQAAngJXN3WXDyp5sk0lez8l1+9cvvSO99yuuVo7tY29uZcMKYZQV1yufu7+px8qe4an9iM9XKEzrpL9WS997jv/9Y+dmdfeJve6yPGezYHa4kDDfOnw8N+9Sx87PnV+FZ4hy/2zD7z+Kz/2Hd91bsqULLNI2a1ZjMoxbSrjxbnd/aLnx2geXSUzm3300nt/4k239VJjOHUYi7RllMjoJqVfXg2rV79sGqpS69FmbfWrD9/+jkfu3PhR9BJK5VQs5XuTR4buvFvnTk3q2+I1cpgWGsrQNHgx8ztf/NDVscjWVpqFy/xgWg1t1dLPbPXBH/uFB/7yx8dnPV3SXHRkWtabxzHicd2WYdsuDfMwtruf/nnf990f/qdv2P7qux79lV85dXW9anbuuj7Wpo889zPu/6/+3PnnPfvN3/q3z9bF1Qfv2fvi1zz/C75w+aqX9FK0ClM1qaZpd3BUMaXLbZo3i2FZ3f/R//Lf//Lb3vG//+C/+rmfe8vFK1cHG8aFz9PxUOvulKpxXJS6tlw///nPeM0rX/6Nf/7199x9W62SMmXVF3EzYJXb4kXqGc3M3dWb1WK745tK8d5SxZ5+721/62/+tb/xt/7nTcvdaf+WIXVlW43KrjT1SEmeffCeOZmVyGYWi1qizbtfW6lHH/1Yn7a1yjyk9CiW23vvud1NJxcSl3zOcx9cjvOcEX0aax2H+c99/VdnzyghWSl53313fugjHylZLVLpUsrKyV1c5plzztvFuNejf98/+fZ/8YM/8YY3/l/vete7p6O+XAzTtF0N48lUbbsu7pqn0eIlL/qcL3/dF7z+T/3h/T1ll7KbhdJPJruPecVnSKbe5qIINbV5GK31NpQxY37Sbw26HwCAJ6+5rWUhmWkhLXYP4JWiy+uLP/9/v//o+vbe00f91LL1opbWh56L5pOPR897ju661zQsTF2Sa3RFykzudfxjr3n/D3//ox/84LnlwfUb64O9U1rXlov9asdH+fGLV571nt+pZ+6YF6Mkq8PpL/3Db/o/fmjvIxeV5lFKWjetbVqYLydtpKPzZ1/0+a9oZRx771a28vUHPvzrF6/cce5UzXGv9bF5yVLCw9ajL993UL70814hHWQrMfhCex9658MfqoujM9bGs97TM+aibhp76a3c+7zn6/T5rca16jDIc7E1VVdKWz+zd8o2L3rp29/11mNt77C9aY4in3ofxr2yKR88vPzAe37rjvufLlMWNamZFqz3f9JpZqZGpeUYZWxqz7zvvm/7r7Ve3/ebv/XBn3zztd/87fs3y2d+/vPzq179zne8619/5z98zjPue8Ff+Tq98nN1z33rUrVV6Xm1rPdlg26dmZqWXtxCqkOVQm4r9Ve94kWvfPmLLl9tv/RLv/KTP/WzH/7whz926eL169cXi8Ud5+88ffr0K1/9otd+yZc+/e7bl8PunrWUuk5u6jWTpjaP41zKjd7Xi4VPbW3pFjpz5ulXr1w6e/qcaZYWpVhaFLOv+qo/8tGPfuS7vut/zWyS5FvZXHNz6eMfu/8ZF3qEV8/tFHm9FkXfeCkRsxcdX//4/t5tU4vloDbbdnu1+pHsuBQpZVZqzqcPyjz15WimmPrm2Q/e94qXf85vvud9i72Do8Pt/ffd+5zPfLoUZm6yqeV9T7vw1rdtzbpst6F+lvn68Gj31EDvKuOQMa0WQ1f501/7R//sn3ndL//ye3/kh370ve973zt/9Z3H09Z96NkPTh88+4FnvO5Lv+TlL3vxCz/7gaFa2X2iVWL3y0l2stXnFpNZbLfb5aopbwzeVkvfbI8GL+o21DP5ZDf62K0TSQEAwP9Xu9LZPXw3SGWWMjalLdX1yEV98P1amnSnppBmjU3RNUsq85mlffZnbsP3TdEmH7ty6FabNGa3eXP0a7+2P6em0PJA3aS15CohtdZVP+NFcWYVRZJ8lud2/s13Da0rXc0lUwktijJ13KQaOftnPGO67cKYdq30WeXc1avlPY8oJw2zZilNViWpH8uWoVkveZ4P+2raDHJpeN8j9siHtArFKXUpumqo7LY/VJ09owfvvZ59WYZx1nZUSKumbrpRdGaS/cbDOr6mVdW8r+NJe5PsYpZqN6RhaA8+rVy421S30lbaS9UmDby+nqhvlVv5Kn1oiqq0uWRTm6UmVV1Preq09PWVG2eOU/vSbS7tKfebVEJRNGteaHjMA7chl1xdksJPrtyaUiWzpnmktrPGUdN8siZdXe4nP9tCg8slZb+589ylkqlu87Ubmw9/+NB9FTlbbS4z1aL+4AN3ZqyLN4sDeU+1nilbffzy4cc/fqxcSimbZfPo82c9eF8qpNYVPcoHPvDoNFvkYF56Niu5tGWp6wfvP99iU33vyrX+yEcunWzQSSmGarkY+zOecfcch4MXqWYOMs1NaSpFKS1SZpnqrYd8ePjhj81Tpg03rw/2zLxwR7n9zOlF0e4CX2XvZiE3jV3m0ryNOnqkLl29cXy82TvYP316b3BZZjVztczutrj5Z8bJaT4nC/F5a8m/t74JxXo73jhMs0XLqdS08GKj++bglPbqku4HAOA/RvibsqSl1E2m4xJVvbbWynxkPXVuL2WmY2VVXykyYuOW0mkVTSmfVWdlTRu6apeHwqRIld35QF1ucysmRVEO3SyGdIuuQYqiTdEmp4WVUVbDwzSbtupSX6SNWWMbNpTussijarN0pvWxWR/z2GMhM1mThzTkHPPcx6XS9jeuonVRDQ3Kqfa1NddylGqe/BKh2JMNve8WShWmbbT9yVW9eXo5cpNy1XyqWisPwmxWH7eTTaaobTuUcbaxa1VlNRWmmuEtNLAr4fFCfVZ2ucnGtLKL4WpbzyPrRdrv2SKrqnmZSps1Nc1L7dc+uDS7PKMqysmOj5t3xJrJ7ObNuGHKzEkqspJZd8fj1FojQ5kmzzRJ6a2oyEyRlmklb84kXCpKdTs0jT2q5CGZNykUXlTcTFqn1m6nM9vubqw5spSFVPMT7670zOyzu0JNblJR7m529jTF7tyb9GItdVhkyjFzmSZZ7L4iU1Fa9CzVIqdUuLnC3Wub04r1LpVceI9MmZl8Dlma37yKOOzWFxYWJw8umCtylqtnKs3NLYvMIyNT7h6hzLQiS5n1jPTdjWb22BvqfPcvuxnmkiKzm82hJi23c6nVd3+4KCx7Ld5L2Zr26H4AAP7Au1/qpqawk1CyDPWMUn1W36qNGsbdGRx+c43PYvLmymqK6G7j1sYmrXar59KwbSp1U6OoD5uNiqvvZ4kYXFJpyu2xjQtZUSq9H5bdjwh1U7jKLrRCfeo9Sl0pTOtcnxpMcpOlSk/vqcFnV5VsvhlsPXOwjaW1WDbvg82ZS5nm1MKyp52soerkqE2LaJPXouJdMStMnhpNURRFOrlbOMN2exoyFF29qi/Dtr50ZWS3Xsci2SRVNe/15BMUPOEFF6lUeISpZJHZWtpKC+Xetqv7bthy8JYaesr75LZRGaVlV7belMNQ5fGYTne71YMWqb5db4Zx6V4zd3fRRo+5mJm5spx06slrWm1OsyyD6ROvjKKUbCuVzDrNEdEWywxtq1bKQSmpyzfK/cxubpHNzXvGzbt+b7ZwusK282ZcVil7RtFoOjn8Mm33edsQMcvWkhSjYizVZbvPQFy5kBTSNM0+WHG5FD1KDCo2z62OFppLprz2NLMSmcVOThvd/VZCIUX2Nm3bWBd1GHqT191NE+GKPvdiRbVmKkPl5ERO9S5zuUupec5hsDz5VOTWHMl162ROCykyLJXm03aOsR5I2s43VmONXtxGZcqO5ft0PwAAf+Ddn5pdoeiSycocYxaZoip218/6saLsDjE8eYDPla6M7tVSEV2t1Cbth2RqprqWmg73ciw5TrO8abOvVWyjRY7LQWbrlPVpqNVkm80UZVwN/eaBOFVpYRHKSIXqYGmaTAtNGWOT+m6vhhQZbuFWt5KkoszMonTPtq1W5r6t42hpmlJ1kKTYyHa9YkpXuIqFZZrlzb0fYyhN3XqqVZmlpKIwtVmaNJj6oLZQUS9zUUq1FS+SraWiNraiblrw+nq83bzRI63vlty7lY0kaX/30dO80WihYS5epLqWcj5ctQNzzaZS0ovtjkn1mBUhmdzlNT+x6yStmap2T5dqd59a3NyaYopd+t+cx+rkRZ0ms/jEjDBdmbmbN+zO4dRk1qMPbvXkJ+ZGZZmhkNxlJ6f0T7u/7eYWCpcVmVp083QrFnbr/Jv0SDXTmJmyyc0j3HezDm+yrtx9ApB2cq2AIsMVLrPdD1OXR+TGNchKT3OroYi2HUpVmszTemreXaZrGnbzlkjF7vjQzGrpcrWIoZuK5Cb1ntl7HT8xTPmJw6oeM0E6KfJPdL9yt4bQe1fxEiEvLXO2XJwc9+ntZFce3Q8AwB+crpSay7NnRphVWaQ3M3fVUHTVMsl2R3Z43qqnVJXUpd3pla4weU+5wsxnSVoPkrQKhZr57l+2e6owXbOURaMr1CfZ0K3K5FJKu7X7mllkzXKWSSrS2GcV3101kJ4qbrn7sEJDym13GKlcFtkGM4uQq0e4++5M8S5V9ZCaLOVFditkbq7+PzZyIhR+so3BdfNO0lRGzzpnjjoqrSjHKCF3WWkmU9Yuo/t/j+43hWUqSqbSZR4mS1moe04WRTlm2ZhJWjbJNXkbp1CLtqzhdWxSyTSF8tYun/KYHjy5nfnmf9TMNEtlyGR5cruaUo/dkH7zwqlbUWuf2LsiZchcmd08M8xUst98T+y+rNhtF9rdeP3Yje+mUHazolCa28l84NYsxTMylMVdqTCzDGWYnxwI1U9mIDr5LUfKdl/DrY02lvJI7XrdIt3MUmEZj3nYNnN32mZKcrOaYWa7i8lOqt0iJMsy3/ra7WSbUEgZmSlzK6Gb06DfNXC3uj+lzDiZbO2+O1Pmmb2ZVcXuTR4qT+YsfrofAICn1GHdtZX2IhQhSeabEpPqoL5KmywGTs97ouyWMcdkte6yqPjgJ7umd0+I5pNb0QTwe+EdBQDAU3Ky4O1u5kqp9Wq28Nmu3VBoHLpyZJSeMGqmOgxzyJsierW2HLrs5EYic1lnkIBPLdb7AQB4CiKlnN36zYccl6FUt6tXPvD3v/fqT/y0xTqd/9U+3tYXodXBZCXqR2s+87/7C8/46j8aVku3LNqapFxycxfwKcV6PwAAT4FnqldVk5pUUmmarC+Wpssfs3f/5ukxFkeNcXqc3ueMOK/9qv2yWNijj5jPIS8qJyfEE/0A3Q8AwKePJu12p9STE8Ul6chi4dORzVO1Y/XBOI/y8cZlV66nbe/RbHGuLdtaPdQHuWRFqv3WSScA6H4AAP5jK2kl3FIq6pJMGVklxbh/POyvDxaxLXH4afv7tyesqv8B7f/tbePea83JrqufMivKmlLsDlm5daURALofAIBPh24OUzO5msUsuUVVLGWafSoHF32vDKthYH//E2YXsR/L1aZrr5z6iPW9PD22pbIodjchNJUurRgo4FP55xXP9QIA8OTtrvG0DOtSDiHrOi4hl33gw3Hx8vWFTm9ZZXu8krZt0+DjsI5eBz3r7nrX7SVkkTH2WfNCXTpgoAC6HwCATw+pZtoqF+pVUjdNfbuqR5pX6qPymvqg04zT42yVki2lg5Rarkt290FadKnsbmBlvR+g+wEA+PQRmZ6bXaKmdjeDzpauuayb5qZYa9xjnB6vFpWiKZSSe3ifFivJxpRLaSl1Yzcy8Kl92zEEAAA8eZZdXXK1olBWzaYWuWz9t372TVd/8e2rNmfl+dQnTJcsVlZyO8213Fj5/a99zd0PvXSyoat6mtKaV05BAuh+AAA+XaR5kdfcqpSsUuZo2Yr78ew/8ZOnvv+Nez0tZwbqcYbumzEjp9umIff21xfusYdeOaqapSwsnakS8CnH2woAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAA/KcnlZJkdvMbjDEB6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAAD+/68yBAAAPGmTdEVxyuq+osu9mx1aPdW1t1mP8950Y8+PWy4ZqMfxrPt9qVaHKOOcQ2xlW6kqbOtWNNf1pNU+AwXQ/QAAfFpYhC6ke3Sl6qBu0qhm6bIjt2G1dzjPLc8xUI83zNu6relx3G4crEpNyZo07L436ROA7gcA4NOMp2SmomOL4l5MNbLG8mBaDtPesuUQG0bp8YPmebieZXWoq7BhyEGzDSal0rV1q4uBUQLofgAAPm2YWlWXpfJYWpoWRaOqZu35/lbDqFXxy4zT47s/6qk8HUMNG46vb5fHoea7pw5DmqXJNTJMAN0PAMCni5SHzJSupVQzJWuuzBxf9ZLWs9XetGacHqdE8fQpu8q4P/jeS57TRitKCxsUqeZq0h4DBXwKWWYyCgAAPEld6pJJHlmkMJu1Ge2Gzeey123XGLJTjNMTRFiTZMdrWy1vmM8qe9IyUt5Ck6tLZxkm4FOI9X4AAJ4Cl1xpMimkopR5kUYN3UpZxppnVD+ZlDeNkhZ7Y5wMnVxSdsldLhmjBHxqsd4PAMCTF9K0W+6XTFkirXkW9aIiKTWZFhkM1BPC32SWkqUkNZNMdTcDsJSnlLLCOAF0PwAAnyb9Ku3+R2qP+Ral3HazApL/k3J1V+7mSp9kMHfIfuBTis8eAQB4yul/y27lP1OZkrvku8VsfNIJU9jJfOnW3Gn3j8yWgN8HrPcDAPBU6jVTKbnlyRb/ZqrZPSXzlFlIRsb+XsN3q/RT3sOyyVxW05Qnx3oC+FRhvR8AgKfS/Qr9rqdQQwqTWzZlkw1FhYB9gq3UpXJz3Aal1GdFU1/IZEUqt27vBfApwXo/AAAA8J8+ViAAAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P0AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAAB0PwAAAAC6HwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAAgO4HAAAAQPcDAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAADQ/QAAAADofgAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAALofAAAAAN0PAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAABA9wMAAACg+wEAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAOh+AAAAAHQ/AAAAQPcDAAAAoPsBAAAA0P0AAAAA6H4AAAAAdD8AAAAAuh8AAAAA3Q8AAACA7gcAAADofgAAAAB0PwAAAAC6HwAAAADdDwAAAIDuBwAAAED3AwAAAKD7AQAAAND9AAAAAN0PAAAAgO4HAAAAQPcDAAAAoPsBAAAA0P34f9qxYyIAABAGYgsC0YQwtCGBGS6R0OmvAACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh/WdXvWAAAPfUlEQVQAAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwCA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAED3AwAAuh8AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAA0P0AAIDuBwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAAB0PwAAoPsBAADdDwAA6H4AAED3AwAAuh8AAND9AACA7gcAAN0PAADofgAAQPcDAAC6HwAA0P0AAIDuBwAAdD8AAKD7AQBA9wMAALofAADQ/QAAgO4HAAB0PwAAoPsBAADdDwAA6H4AAND9AACA7gcAAHQ/AACg+wEAAN0PAADofgAAQPcDAAC6HwAAdD8AAKD7AQAA3Q8AAOh+AABA9wMAALofAADQ/QAAgO4HAAB0PwAA6H4AAED3AwAAuh8AAND9AACA7gcAAHQ/AACwi6y2AgAA/ObvBwAA3Q8AANw3Wclwp1bem70AAAAASUVORK5CYII="/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">158<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf y10c2 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">kontrolowanie i monitorowanie niezależności biegłego rewidenta i firmy audytorskiej oraz biegłego rewidenta i firmy audytorsk<span class="_ _0"></span><span class="ff6">iej </span></span></span></div><div class="t m0 x17 hf y10c3 ff7 fs4 fc2 sc0 ls0 ws0">atestującej <span class="_ _3"></span>sprawozdawczość <span class="_ _3"></span>z<span class="_ _0"></span>równoważonego <span class="_ _3"></span>rozwoju, <span class="_ _3"></span>w <span class="_ _3"></span>szczególności <span class="_ _3"></span>w <span class="_ _4"></span>przypadku, <span class="_ _3"></span>gdy <span class="_ _3"></span>na <span class="_ _3"></span>rzecz <span class="_ _4"></span>Spółki <span class="_ _3"></span>świadczone <span class="_ _3"></span>są <span class="_ _3"></span>przez </div><div class="t m0 x17 hf y1133 ff7 fs4 fc2 sc0 ls0 ws0">firmę audytorską inne usługi niż Badanie; <span class="ff6"> </span></div><div class="t m0 x47 hf y1254 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">przegląd zbadanych <span class="_ _0"></span>przez <span class="_ _0"></span>audytorów <span class="_ _0"></span>okresowych <span class="_ _0"></span>i ro<span class="_ _0"></span>cznych sprawozdań <span class="_ _0"></span>finansowych Spółki <span class="_ _0"></span>(jednostkowych, <span class="_ _0"></span>skonsolidowanych, </span></span></div><div class="t m0 x17 hf y84d ff7 fs4 fc2 sc0 ls0 ws0">sprawozdawczość <span class="_ _9"></span>zrów<span class="_ _0"></span>noważonego <span class="_ _9"></span>rozwoju), <span class="_ _9"></span>o<span class="_ _0"></span>raz <span class="_ _9"></span>sprawozdań <span class="_ _9"></span>(raportów<span class="_ _0"></span>) <span class="_ _9"></span>z b<span class="_ _1"></span>adania <span class="_ _9"></span>(przeglądu) <span class="_ _9"></span>w <span class="_ _1"></span>szczególności <span class="_ _9"></span>w<span class="_ _0"></span> <span class="_ _9"></span>zakresie: <span class="_ _9"></span>zmian </div><div class="t m0 x17 hf y159 ff6 fs4 fc2 sc0 ls0 ws0">zasad polit<span class="ff7">yki rachunkowości, znaczących <span class="_ _0"></span>korektach wynikających z Badania, zgodności z obow<span class="_ _0"></span>iązującymi przepisami dotyczącymi </span></div><div class="t m0 x17 hf y1255 ff7 fs4 fc2 sc0 ls0 ws0">prowadzenia rachunkowości sprawozdawczości finansowej i sprawozdawczości zrównoważoneg<span class="_ _1"></span>o rozwoju; <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y8a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">informowanie  Rady  Nadzorcz<span class="_ _0"></span>ej  Spółki  o <span class="_ _15"> </span>wynikach  Badania <span class="_ _18"> </span>o<span class="_ _0"></span>raz <span class="_ _18"> </span>atestacji  sprawoz<span class="_ _0"></span>dawczości  zrównoważonego  ro<span class="_ _0"></span>zwoju <span class="_ _15"> </span><span class="ff6">oraz </span></span></span></div><div class="t m0 x17 hf y1256 ff7 fs4 fc2 sc0 ls0 ws0">wyjaśnianie, <span class="_ _3"></span>w <span class="_ _3"></span>jaki <span class="_ _3"></span>s<span class="_ _0"></span>posób <span class="_ _3"></span>Badanie <span class="_ _3"></span>to <span class="_ _4"></span>przyczyniło <span class="_ _3"></span>się <span class="_ _4"></span>do <span class="_ _3"></span>rzetelności <span class="_ _3"></span>sprawozdawczości <span class="_ _3"></span>finansowej <span class="_ _4"></span>Spółki, <span class="_ _3"></span>a <span class="_ _3"></span>także <span class="_ _3"></span>jaka <span class="_ _4"></span>była <span class="_ _3"></span>ro<span class="_ _3"></span><span class="ff6">la </span></div><div class="t m0 x17 hf y1257 ff6 fs4 fc2 sc0 ls0 ws0">Komitetu w procesie Badania;  </div><div class="t m0 x47 hf y1258 ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">dokonywanie  oceny <span class="_ _14"> </span>niezależnośc<span class="_ _0"></span>i  bieg<span class="_ _1"></span>łego  rewidenta  oraz <span class="_ _14"> </span>w<span class="_ _0"></span>yrażanie  zgody <span class="_ _14"> </span>na  świadczenie  przez  niego <span class="_ _14"> </span>dozw<span class="_ _0"></span>olonych  usług </span></span></div><div class="t m0 x17 hf y1259 ff7 fs4 fc2 sc0 ls0 ws0">niebędących Badaniem; <span class="ff6"> </span></div><div class="t m0 x47 hf y125a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff6">opracowywanie <span class="_ _5"> </span>polityki <span class="_ _14"> </span>i <span class="_ _14"> </span>procedury <span class="_ _5"> </span>wyboru <span class="_ _14"> </span>firmy <span class="_ _14"> </span>audytorskiej <span class="_ _5"> </span>do <span class="_ _14"> </span>przeprowadzania <span class="_ _5"> </span>Ba<span class="_ _0"></span>dania<span class="_ _0"></span> <span class="_ _14"> </span><span class="ff7">oraz <span class="_ _5"> </span>atestacji <span class="_ _14"> </span>sprawozdawczości </span></span></span></div><div class="t m0 x17 hf y3e3 ff7 fs4 fc2 sc0 ls0 ws0">zrównoważonego rozwoju<span class="ff6"> </span>z uwzględnieniem wymogów ustawowych; <span class="ff6"> </span></div><div class="t m0 x47 hf y125b ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff7">opracowywanie <span class="_ _17"> </span>polityki <span class="_ _17"> </span>świadczenia <span class="_ _16"> </span>przez <span class="_ _17"> </span>firmę <span class="_ _17"> </span>audytorską <span class="_ _17"> </span>przeprowadzającą <span class="_ _17"> </span>Badanie<span class="_ _0"></span><span class="ff6"> <span class="_ _17"> </span></span>oraz <span class="_ _17"> </span>atestację <span class="_ _17"> </span>sprawozdawczości </span></span></div><div class="t m0 x17 hf y787 ff7 fs4 fc2 sc0 ls0 ws0">zrównoważonego <span class="_ _16"> </span>rozwoju, <span class="_ _16"> </span>przez <span class="_ _16"> </span>podmioty <span class="_ _17"> </span>powiązane<span class="_ _1"></span> <span class="_ _16"> </span>z <span class="_ _16"> </span>tą <span class="_ _16"> </span>firmą <span class="_ _16"> </span>audytorską <span class="_ _16"> </span>oraz <span class="_ _17"> </span>przez <span class="_ _27"> </span>członka <span class="_ _16"> </span>sieci <span class="_ _16"> </span>firmy <span class="_ _16"> </span>audytorskiej </div><div class="t m0 x17 hf y125c ff7 fs4 fc2 sc0 ls0 ws0">dozwolonych <span class="_ _14"> </span>usług <span class="_ _14"> </span>niebędących  Badani<span class="_ _1"></span>em <span class="_ _14"> </span>z  u<span class="_ _1"></span>względnieniem <span class="_ _14"> </span>wymogów<span class="_ _0"></span> <span class="_ _14"> </span>ustawowych <span class="_ _14"> </span>oraz  prze<span class="_ _1"></span>dstawianie <span class="_ _14"> </span>Radzie <span class="_ _14"> </span>Nadzorczej </div><div class="t m0 x17 hf y125d ff7 fs4 fc2 sc0 ls0 ws0">rekomendacji <span class="_ _4"></span>w <span class="_ _5"> </span>sprawach <span class="_ _5"></span>dotyczących <span class="_ _5"></span>powołania <span class="_ _4"></span>biegłych <span class="_ _5"></span>rewidentów <span class="_ _4"></span>lub <span class="_ _5"></span>firm <span class="_ _5"></span>audytorskich, <span class="_ _4"></span>zgodnie <span class="_ _5"></span>z <span class="_ _5"></span>politykami, <span class="_ _4"></span>o <span class="_ _5"> </span>których </div><div class="t m0 x17 hf y125e ff7 fs4 fc2 sc0 ls0 ws0">mowa powyżej. <span class="ff6"> </span></div><div class="t m0 x79 hf y2bf ff6 fs4 fc2 sc0 ls0 ws0">. </div><div class="t m0 x1 hf y125f ff7 fs4 fc2 sc0 ls0 ws0">Do <span class="_ _0"></span>zadań Ko<span class="_ _0"></span>mitetu należy <span class="_ _0"></span>również <span class="_ _0"></span>przedkładanie <span class="_ _0"></span>zaleceń <span class="_ _0"></span>mający<span class="_ _0"></span>ch na <span class="_ _0"></span>celu <span class="_ _0"></span>zapewnienie <span class="_ _0"></span>rzetelności <span class="_ _0"></span>procesu <span class="_ _0"></span>sprawozdawcz<span class="_ _0"></span>ości <span class="_ _0"></span>fina<span class="_ _3"></span><span class="ff6">nsowej </span></div><div class="t m0 x1 hf y3c2 ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _15"> </span>sprawozdawczości <span class="_ _15"> </span>zrównoważonego <span class="_ _27"> </span>rozwoju <span class="_ _15"> </span>o<span class="_ _0"></span>raz <span class="_ _15"> </span>opracowanie <span class="_ _15"> </span>corocznego <span class="_ _15"> </span>harmonogramu <span class="_ _15"> </span>działań, <span class="_ _27"> </span>określającego <span class="_ _15"> </span>podstawowe </div><div class="t m0 x1 hf yf93 ff7 fs4 fc2 sc0 ls0 ws0">obowiązki Komitetu w danym roku obrotowym.<span class="ff6"> </span></div><div class="t m0 x1 hf y1260 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _17"> </span>2025 <span class="_ _16"> </span>r. <span class="_ _17"> </span>odbyło <span class="_ _17"> </span>się <span class="_ _17"> </span>sześć <span class="_ _16"> </span>posiedzeń <span class="_ _17"> </span>Komitetu <span class="_ _16"> </span>Audytu. <span class="_ _17"> </span>Komitet <span class="_ _17"> </span>obradował <span class="_ _17"> </span>także <span class="_ _16"> </span>przy <span class="_ _17"> </span>wykorzystaniu <span class="_ _16"> </span>środków <span class="_ _17"> </span>bezpośredniego </div><div class="t m0 x1 hf y1261 ff7 fs4 fc2 sc0 ls0 ws0">porozumiewania <span class="_ _5"> </span>się <span class="_ _14"> </span>na <span class="_ _5"> </span>odległość. <span class="_ _14"> </span>W <span class="_ _14"> </span>posiedzeniach <span class="_ _4"></span>Ko<span class="_ _0"></span>mitetu <span class="_ _5"> </span>Audytu <span class="_ _14"> </span>brało <span class="_ _14"> </span>udział <span class="_ _14"> </span>3 <span class="_ _5"> </span>członków<span class="ff6"> <span class="_ _14"> </span>Komitetu <span class="_ _5"> </span>Audytu. <span class="_ _14"> </span>Ogólna <span class="_ _5"> </span>frekwencja <span class="_ _14"> </span>na </span></div><div class="t m0 x1 hf y1262 ff7 fs4 fc2 sc0 ls0 ws0">posiedzeniach Komitetu Audytu wyniosła w 2025 roku 100%.  <span class="ff6"> </span></div><div class="t m0 x1 hf y56f ff7 fs4 fc2 sc0 ls0 ws0">W 2025 r. Komitet Aud<span class="_ _1"></span>ytu prowadził działalność nadzorczą, koncentrując si<span class="_ _1"></span>ę zarówno na zagadnieniach obowiązkowych, jak i rozs<span class="_ _0"></span><span class="ff6">zerzonych </span></div><div class="t m0 x1 hf y1263 ff7 fs4 fc2 sc0 ls0 ws0">obszarach <span class="_ _3"></span>istotnych <span class="_ _3"></span>dla <span class="_ _3"></span>bezpieczeństwa <span class="_ _3"></span>operacyjnego <span class="_ _3"></span>i <span class="_ _0"></span>fi<span class="_ _0"></span>nansowego <span class="_ _3"></span>Spółki. <span class="_ _3"></span>W <span class="_ _3"></span>ramach <span class="_ _3"></span>sześciu <span class="_ _3"></span>posiedzeń <span class="_ _3"></span>Komitet <span class="_ _3"></span>analizował <span class="_ _3"></span>m<span class="_ _3"></span><span class="ff6">.in. <span class="_ _3"></span>ryzyka </span></div><div class="t m0 x1 hf y1264 ff7 fs4 fc2 sc0 ls0 ws0">finansowe, <span class="_ _16"> </span>procesy <span class="_ _17"> </span>związane <span class="_ _17"> </span>z <span class="_ _16"> </span>hedgingiem, <span class="_ _16"> </span>kwestie <span class="_ _17"> </span>cyberbezpieczeństwa <span class="_ _17"> </span>–<span class="ff6"> <span class="_ _17"> </span></span>w <span class="_ _17"> </span>tym <span class="_ _17"> </span>pre<span class="_ _1"></span>zentację <span class="_ _17"> </span>Dyrekt<span class="_ _1"></span>ora <span class="_ _17"> </span>IT <span class="_ _16"> </span>dotyczącą <span class="_ _17"> </span>zagrożeń </div><div class="t m0 x1 hf y123f ff7 fs4 fc2 sc0 ls0 ws0">phishingowych oraz wdro<span class="_ _1"></span>żenia S<span class="_ _1"></span>ystemu Zarządzania <span class="_ _1"></span>Bezpieczeństwem Danych –<span class="ff6"> </span>a <span class="_ _1"></span>także wpływ sytu<span class="_ _1"></span>acji geopolityczne<span class="_ _1"></span>j na d<span class="_ _1"></span>ziałalność Spółki. </div><div class="t m0 x1 hf y41f ff7 fs4 fc2 sc0 ls0 ws0">Ponadto <span class="_ _4"></span>Komitet <span class="_ _3"></span>monitorował <span class="_ _4"></span>poziom <span class="_ _3"></span>należności <span class="_ _4"></span>od <span class="_ _3"></span>kontrahentów, <span class="_ _4"></span>pracę <span class="_ _3"></span>komitetu <span class="_ _3"></span>inwestycyjnego, <span class="_ _4"></span>sprawozdawczość <span class="_ _3"></span>z<span class="_ _0"></span>równoważoneg<span class="_ _1"></span>o </div><div class="t m0 x1 hf y1265 ff7 fs4 fc2 sc0 ls0 ws0">rozwoju, postęp integracji przejętych aktywów oraz przebieg i wyniki kontr<span class="_ _1"></span>oli zewnętrznych, jak również analizował zag<span class="_ _0"></span><span class="ff6">adnienia podatkowe </span></div><div class="t m0 x1 hf y1266 ff7 fs4 fc2 sc0 ls0 ws0">oraz zakres przeprowadzonych zadań aud<span class="_ _1"></span>ytu wewnętrznego.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y1267 ff7 fs4 fc2 sc0 ls0 ws0">Komitet <span class="_ _5"></span>dokonywał <span class="_ _5"> </span>bieżącego <span class="_ _5"> </span>przeglądu <span class="_ _5"></span>kwartalnych <span class="_ _5"></span>raportów <span class="_ _5"> </span>audytu <span class="_ _5"> </span>wewnętrznego, <span class="_ _5"> </span>statusu <span class="_ _5"> </span>systemu <span class="_ _5"> </span>kontroli <span class="_ _5"> </span>w<span class="_ _0"></span>ewnętrznej, <span class="_ _4"></span>realiza<span class="_ _3"></span><span class="ff6">cji </span></div><div class="t m0 x1 hf y9f1 ff7 fs4 fc2 sc0 ls0 ws0">planu <span class="_ _4"></span>audytu <span class="_ _4"></span>oraz <span class="_ _4"></span>przeglądu <span class="_ _4"></span>kluczowych <span class="_ _4"></span>ryzyk. <span class="_ _4"></span>W <span class="_ _4"></span>ramach <span class="_ _4"></span>współpracy <span class="_ _4"></span>z <span class="_ _4"></span>audytorem <span class="_ _4"></span>zewnętrznym <span class="_ _4"></span>odbywały <span class="_ _4"></span>się <span class="_ _4"></span>spotkania <span class="_ _4"></span>stacjonarne <span class="_ _5"> </span><span class="ff6 ls41">w </span></div><div class="t m0 x1 hf yf5 ff7 fs4 fc2 sc0 ls0 ws0">obecności <span class="_ _3"></span>jaki <span class="_ _0"></span>i <span class="_ _3"></span>poza <span class="_ _3"></span>obecnością <span class="_ _3"></span>członków <span class="_ _3"></span>Zarządu. <span class="_ _0"></span>Komitet <span class="_ _3"></span>opiniował <span class="_ _3"></span>i <span class="_ _0"></span>z<span class="_ _0"></span>atwierdził <span class="_ _3"></span>roczny <span class="_ _0"></span>plan <span class="_ _3"></span>audytu <span class="_ _3"></span>wewnętrznego <span class="_ _3"></span>oraz <span class="_ _0"></span>przyj<span class="_ _3"></span>ął <span class="_ _3"></span>roczne </div><div class="t m0 x1 hf y2c ff7 fs4 fc2 sc0 ls0 ws0">sprawozdanie z funkcji audytu wewnętrznego. <span class="ff6"> </span></div><div class="t m0 x1 hf y1268 ff7 fs4 fc2 sc0 ls0 ws0">Komitet <span class="_ _0"></span>Audytu <span class="_ _0"></span>ści<span class="_ _0"></span>śle <span class="_ _0"></span>współpracował <span class="_ _3"></span>z <span class="_ _0"></span>biegłym <span class="_ _3"></span>rewidentem <span class="_ _0"></span>w <span class="_ _3"></span>ramach <span class="_ _0"></span>badania <span class="_ _0"></span>sprawozdań <span class="_ _3"></span>finansowych <span class="_ _0"></span>Spółki <span class="_ _3"></span>oraz <span class="_ _0"></span>Grupy <span class="_ _3"></span>Kapitałowe<span class="_ _0"></span><span class="ff6">j, <span class="_ _3"></span>a </span></div><div class="t m0 x1 hf yf5b ff7 fs4 fc2 sc0 ls0 ws0">także <span class="_ _3"></span>biegłym <span class="_ _4"></span>rewidentem <span class="_ _3"></span>ate<span class="_ _0"></span>stującym <span class="_ _4"></span>roczne <span class="_ _3"></span>sprawozdanie <span class="_ _4"></span>zrównoważonego <span class="_ _3"></span>ro<span class="_ _0"></span>zwoju. <span class="_ _3"></span>W <span class="_ _4"></span>trakcie <span class="_ _4"></span>procesu <span class="_ _3"></span>badania <span class="_ _4"></span>Komitet <span class="_ _3"></span>otrzy<span class="_ _0"></span>mywał<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y3fb ff7 fs4 fc2 sc0 ls0 ws0">bieżące <span class="_ _9"></span>informacje <span class="_ _9"></span>o<span class="_ _0"></span> <span class="_ _9"></span>stanie <span class="_ _1"></span>prac <span class="_ _9"></span>audytowych, <span class="_ _1"></span>w <span class="_ _9"></span>tym <span class="_ _1"></span>raport <span class="_ _9"></span>dotyczący <span class="_ _9"></span>zidentyfikowanych <span class="_ _9"></span>ryzyk <span class="_ _1"></span>i <span class="_ _9"></span>obszaró<span class="_ _0"></span>w <span class="_ _9"></span>w<span class="_ _0"></span>ymagających <span class="_ _9"></span>pogłębion<span class="_ _0"></span><span class="ff6">ej <span class="_ _1"></span>analizy. </span></div><div class="t m0 x1 hf y31 ff7 fs4 fc2 sc0 ls0 ws0">Komitet <span class="_ _0"></span>odbył <span class="_ _3"></span>również <span class="_ _0"></span>spotkania <span class="_ _3"></span>z <span class="_ _3"></span>biegłym <span class="_ _0"></span>rewidentem, <span class="_ _0"></span>umożliwiające <span class="_ _3"></span>szczegółowe <span class="_ _0"></span>omówienie <span class="_ _0"></span>kluczowyc<span class="_ _0"></span>h <span class="_ _0"></span>ustaleń, <span class="_ _0"></span>ryzyk <span class="_ _3"></span>ora<span class="_ _3"></span>z <span class="_ _0"></span>zagadnień </div><div class="t m0 x1 hf y64e ff7 fs4 fc2 sc0 ls0 ws0">istotnych z punktu widzenia sprawozdawczości finansowej i systemu kontroli wewnętrzne<span class="_ _1"></span>j.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y80 ff7 fs4 fc2 sc0 ls0 ws0">Komitet  Audytu  pełni <span class="_ _15"> </span>istotną  rolę  w<span class="_ _0"></span>  monitorowaniu  procesu <span class="_ _15"> </span>sprawozdawczości  zrównoważonego  rozw<span class="_ _0"></span>oju.  Do <span class="_ _18"> </span>jego <span class="_ _15"> </span>zadań  należy  w<span class="_ _0"></span> </div><div class="t m0 x1 hf yf51 ff7 fs4 fc2 sc0 ls0 ws0">szczególności <span class="_ _18"> </span>przegląd <span class="_ _15"> </span>sprawozdań <span class="_ _15"> </span>poddanych <span class="_ _15"> </span>atestacji, <span class="_ _15"> </span>informowanie <span class="_ _15"> </span>Rady <span class="_ _15"> </span>Nadzorczej <span class="_ _15"> </span>o <span class="_ _15"> </span>wynikach  w<span class="_ _0"></span>eryfikacji <span class="_ _18"> </span>o<span class="_ _0"></span>raz <span class="_ _15"> </span>przedstawiani<span class="_ _0"></span><span class="ff6 ls3c">e </span></div><div class="t m0 x1 hf y5eb ff6 fs4 fc2 sc0 ls0 ws0">rekomen<span class="ff7">dacji służących <span class="_ _0"></span>zapewnieniu rzetelności <span class="_ _0"></span>i <span class="_ _0"></span>przejrzystości p<span class="_ _0"></span>rocesu raportowania. <span class="_ _0"></span>Komitet <span class="_ _0"></span>opracowuje ró<span class="_ _0"></span>wnież politykę <span class="_ _0"></span>wyboru fir<span class="_ _3"></span></span>my </div><div class="t m0 x1 hf y1269 ff7 fs4 fc2 sc0 ls0 ws0">audytorskiej odpowiedzialnej za przeprowadzenie<span class="_ _1"></span> atestacji i ocenia niezależność tej firmy audytorskiej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y379 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3d9 ff7 fs4 fc2 sc0 ls0 ws0">W 2025 r. nie odnotowano zmian w składzie Komitetu Audytu.<span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pf9f" class="pf w0 h0" ><div class="pc pc9f w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">159<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y5e ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 h16 y126a ff12 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _1b"> </span><span class="ff8">Opis polityk dotyczących wyboru firmy audytorskiej i świadc<span class="_ _1"></span>zenia usług dozwolonych<span class="ff5"> </span></span></span></div><div class="t m0 x17 h16 y11f3 ff5 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y126b ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _4"></span>ww. <span class="_ _4"></span>zakresie <span class="_ _4"></span>obowiązuje <span class="_ _4"></span>Polityka <span class="_ _4"></span>i <span class="_ _4"></span>Procedura <span class="_ _4"></span>w <span class="_ _4"></span>zakresie <span class="_ _4"></span>wyboru <span class="_ _4"></span>firmy <span class="_ _4"></span>audytorskiej <span class="_ _4"></span>Unimot <span class="_ _4"></span>S.A. <span class="_ _4"></span>w <span class="_ _4"></span>treści <span class="_ _4"></span>przyjętej <span class="_ _4"></span>uchwałą <span class="_ _4"></span>Ko<span class="_ _3"></span><span class="ff6">mitetu </span></div><div class="t m0 x1 hf y126c ff6 fs4 fc2 sc0 ls0 ws0">Audytu nr 2/11/2024 z dnia 14 listopada 2024 r.   </div><div class="t m0 x1 hf y126d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y126e ff7 fs4 fc2 sc0 ls0 ws0">Główne <span class="_ _1"></span>założenia <span class="_ _9"></span>polityki <span class="_ _1"></span>wyboru <span class="_ _1"></span>firmy <span class="_ _9"></span>audytorskiej oraz <span class="_ _9"></span>polityki <span class="_ _1"></span>świadczenia <span class="_ _9"></span>przez firmę <span class="_ _9"></span>audytorską oraz <span class="_ _9"></span>osoby z <span class="_ _9"></span>nią <span class="_ _1"></span>związan<span class="_ _0"></span><span class="ff6">e <span class="_ _1"></span>dozwolonych </span></div><div class="t m0 x1 hf yf3f ff7 fs4 fc2 sc0 ls0 ws0">usług <span class="_ _0"></span>ni<span class="_ _0"></span>ebędących <span class="_ _3"></span>badaniem <span class="_ _0"></span>prz<span class="_ _0"></span>ewidują, <span class="_ _3"></span>że <span class="_ _3"></span>Komitet <span class="_ _0"></span>Audytu <span class="_ _3"></span>wydaje <span class="_ _3"></span>rekomendację <span class="_ _3"></span>dla <span class="_ _0"></span>Rady <span class="_ _3"></span>Nadzo<span class="_ _0"></span>rczej <span class="_ _3"></span>co <span class="_ _3"></span>do <span class="_ _0"></span>wyboru <span class="_ _3"></span>firmy <span class="_ _3"></span>a<span class="_ _3"></span><span class="ff6">udytorskiej, </span></div><div class="t m0 x1 hf y9fd ff7 fs4 fc2 sc0 ls0 ws0">uwzględniając m.in. następujące okoliczności:<span class="ff6"> </span></div><div class="t m0 x1 hf y126f ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff7">możliwość <span class="_ _1"></span>zapewnieni<span class="_ _1"></span>a <span class="_ _1"></span>świadczenia <span class="_ _9"></span>pełnego <span class="_ _9"></span>z<span class="_ _0"></span>akresu <span class="_ _9"></span>usług w <span class="_ _9"></span>odniesieniu <span class="_ _9"></span>do badan<span class="_ _1"></span>ia <span class="_ _1"></span>ustawowego, <span class="_ _9"></span>o którym<span class="_ _1"></span> <span class="_ _1"></span>mowa <span class="_ _9"></span>w<span class="_ _0"></span><span class="ff6"> art. 2<span class="_ _1"></span> <span class="_ _1"></span>pkt <span class="_ _9"></span>1) Us<span class="_ _1"></span>tawy </span></span></span></div><div class="t m0 x60 hf y1270 ff7 fs4 fc2 sc0 ls0 ws0">o biegłych rewidentach i spełnienie wszelki<span class="_ _1"></span>ch wymogów zgodnie z Ustawą o biegłych rewidentach;<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf yec2 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff7">dotychczasowe doświadczenie firmy audytorskiej w <span class="_ _0"></span>badaniu spraw<span class="_ _0"></span>ozdań jednostek o podobnym <span class="_ _0"></span>do Spółki <span class="_ _0"></span>profilu działalności i bad<span class="_ _3"></span><span class="ff6">aniu </span></span></span></div><div class="t m0 x60 hf y1271 ff6 fs4 fc2 sc0 ls0 ws0">ustawowym jednostek zainteresowania publicznego; </div><div class="t m0 x1 hf y1025 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff7">cenę zaproponowaną przez firmę audytorską;<span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y1246 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff7">renomę firmy audytorskiej, doświadczenie zawodowe i kwalifikacje kluczowego bieg<span class="_ _1"></span>łego rewidenta;<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x1 hf y1272 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff7">potwierdzenie <span class="_ _1f"> </span>niezależności <span class="_ _1f"> </span>f<span class="_ _0"></span>irmy <span class="_ _1f"> </span>audytorskiej <span class="_ _10"> </span>do <span class="_ _1f"> </span>badan<span class="_ _0"></span>ia <span class="_ _1f"> </span>ustawowego <span class="_ _10"> </span>na <span class="_ _1f"> </span>etapie <span class="_ _10"> </span>procedury <span class="_ _1f"> </span>jej <span class="_ _10"> </span>wyboru, <span class="_ _1f"> </span>zgodnie<span class="_ _0"></span> <span class="_ _3"></span><span class="ff6"> </span></span></span></div><div class="t m0 x60 hf y1273 ff7 fs4 fc2 sc0 ls0 ws0">z Ustawą o biegłych rewidentach;<span class="ff6"> </span></div><div class="t m0 x1 hf y564 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1c"> </span><span class="ff7">weryfikację cz<span class="_ _0"></span>y firma <span class="_ _0"></span>audytorska <span class="_ _0"></span>i <span class="_ _0"></span>osoby <span class="_ _0"></span>z <span class="_ _0"></span>nią <span class="_ _0"></span>związane <span class="_ _0"></span>nie <span class="_ _0"></span>świadc<span class="_ _0"></span>zą <span class="_ _0"></span>bezpośrednio ani <span class="_ _0"></span>pośrednio <span class="_ _0"></span>n<span class="_ _0"></span>a <span class="_ _0"></span>rzecz <span class="_ _0"></span>Spółki <span class="_ _0"></span>i s<span class="_ _0"></span>półek pow<span class="_ _0"></span>i<span class="_ _3"></span>ązanych, </span></span></div><div class="t m0 x60 hf y3bd ff7 fs4 fc2 sc0 ls0 ws0">żadnych zabronionych usług niebędących badaniem sprawozdań finans<span class="_ _1"></span>owych ani czynności rewizji finansowej. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x60 hf y1274 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf ye99 ff7 fs4 fc2 sc0 ls0 ws0">Komitet <span class="_ _9"></span>Audytu n<span class="_ _1"></span>a <span class="_ _1"></span>etapie <span class="_ _9"></span>przygotowyw<span class="_ _0"></span>ania <span class="_ _9"></span>rekomendacji <span class="_ _1"></span>dla <span class="_ _9"></span>R<span class="_ _0"></span>ady <span class="_ _9"></span>Nadzorczej u<span class="_ _1"></span>względnia <span class="_ _9"></span>obowiąz<span class="_ _0"></span>ujące <span class="_ _9"></span>przepisy <span class="_ _1"></span>prawa, <span class="_ _1"></span>a <span class="_ _9"></span>zwłaszcz<span class="_ _0"></span>a<span class="ff6"> </span>Us<span class="_ _1"></span>tawę </div><div class="t m0 x1 hf y3e8 ff7 fs4 fc2 sc0 ls0 ws0">o <span class="_ _14"> </span>biegłych <span class="_ _5"></span>rewidentach <span class="_ _5"></span>oraz <span class="_ _14"> </span>kieruje <span class="_ _5"></span>się <span class="_ _5"> </span>wytycznymi <span class="_ _14"> </span>dotyczącymi <span class="_ _5"> </span>wyboru <span class="_ _14"> </span>audytora <span class="_ _5"> </span>zawartymi <span class="_ _14"> </span>w <span class="_ _5"> </span>ww. <span class="_ _14"> </span>Polityce <span class="_ _5"></span>dotyczącej <span class="_ _5"> </span>w<span class="_ _0"></span>yboru <span class="_ _5"></span>f<span class="_ _0"></span><span class="ff6">irmy </span></div><div class="t m0 x1 hf y113f ff7 fs4 fc2 sc0 ls0 ws0">audytorskiej. <span class="_ _4"></span>Rekomendacja <span class="_ _5"> </span>zost<span class="_ _0"></span>aje <span class="_ _4"></span>sporządzo<span class="_ _0"></span>na <span class="_ _4"></span>w <span class="_ _5"> </span>nast<span class="_ _0"></span>ępstwie <span class="_ _5"></span>przeprowadzonej <span class="_ _4"></span>procedury <span class="_ _5"> </span>wy<span class="_ _0"></span>boru <span class="_ _4"></span>s<span class="_ _0"></span>pełniającej <span class="_ _4"></span>obow<span class="_ _0"></span>iązujące <span class="_ _5"></span>kryte<span class="_ _3"></span><span class="ff6">ria </span></div><div class="t m0 x1 hf ye64 ff7 fs4 fc2 sc0 ls0 ws0">zgodnie z regulacjami wewnętrznymi Spółki.<span class="ff6"> </span></div><div class="t m0 x1 hf y1275 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y4b9 ff7 fs4 fc2 sc0 ls0 ws0">W roku 2025 Rada Nadzorcza dokonała w<span class="_ _0"></span>yboru firmy audytorskiej do badania ustawowego sprawozdań finansowych Unimot S.A. w okre<span class="_ _3"></span><span class="ff6">sie </span></div><div class="t m0 x60 hf y85f ff6 fs4 fc2 sc0 ls7 ws0">2025<span class="ls0">-<span class="ff7">2027. Rada zapoznała s<span class="_ _1"></span>ię z <span class="_ _1"></span>rekomend<span class="_ _1"></span>acją z 15.04.2025 <span class="_ _1"></span>r. Komite<span class="_ _1"></span>tu Audytu <span class="_ _1"></span>Unimot S.A. <span class="_ _1"></span>dla Rady Nad<span class="_ _1"></span>zorczej Unimot S.A<span class="_ _1"></span>. w sp<span class="_ _1"></span>ra<span class="_ _0"></span><span class="ff6">wie </span></span></span></div><div class="t m0 x60 hf y1276 ff7 fs4 fc2 sc0 ls0 ws0">wyboru <span class="_ _9"></span>firmy <span class="_ _1"></span>audytorskie<span class="_ _1"></span>j, <span class="_ _9"></span>która <span class="_ _1"></span>wykona <span class="_ _9"></span>badanie <span class="_ _9"></span>ustawow<span class="_ _0"></span>e <span class="_ _9"></span>sprawozdań <span class="_ _9"></span>finansowych <span class="_ _1"></span>Unimot <span class="_ _9"></span>S.A. <span class="_ _9"></span>w <span class="_ _1"></span>okresie <span class="_ _9"></span>2025<span class="_ _0"></span><span class="ff6">-2027. <span class="_ _9"></span>Ko<span class="_ _0"></span>mitet <span class="_ _9"></span>Audytu,<span class="_ _0"></span> </span></div><div class="t m0 x60 hf y1277 ff7 fs4 fc2 sc0 ls0 ws0">po <span class="_ _0"></span>z<span class="_ _0"></span>apoznaniu <span class="_ _0"></span>się <span class="_ _0"></span>z<span class="_ _0"></span>e <span class="_ _3"></span>sprawozdaniem <span class="_ _0"></span>Dyrektora <span class="_ _3"></span>ds. <span class="_ _3"></span>Rachunkowości <span class="_ _0"></span>i <span class="_ _3"></span>Sprawozdawczości <span class="_ _3"></span>Spółki <span class="_ _0"></span>z <span class="_ _3"></span>procedury <span class="_ _0"></span>wyboru <span class="_ _3"></span>firmy <span class="_ _0"></span>audytorsk<span class="_ _3"></span><span class="ff6">iej, </span></div><div class="t m0 x60 hf y11c8 ff7 fs4 fc2 sc0 ls0 ws0">wyraził <span class="_ _4"></span>rekomendację<span class="ff6"> <span class="_ _4"></span></span>o <span class="_ _4"></span>wyborze <span class="_ _4"></span>PricewaterhouseCoopers <span class="_ _3"></span>Polsk<span class="_ _0"></span>a <span class="_ _4"></span>spółka <span class="_ _4"></span>z <span class="_ _4"></span>ograniczoną <span class="_ _4"></span>odpowiedzialnością <span class="_ _3"></span>Audyt <span class="_ _4"></span>sp.k. <span class="_ _4"></span>(„PWC”) <span class="_ _4"></span>jako<span class="_ _0"></span> </div><div class="t m0 x60 hf y862 ff7 fs4 fc2 sc0 ls0 ws0">firmy <span class="_ _16"> </span>audytorskiej <span class="_ _16"> </span>do <span class="_ _16"> </span>bada<span class="_ _0"></span>nia <span class="_ _16"> </span>ustawowego <span class="_ _16"> </span>sprawozdań <span class="_ _16"> </span>fi<span class="_ _0"></span>nansowych <span class="_ _16"> </span>Spółki <span class="_ _16"> </span>w <span class="_ _17"> </span>okresie <span class="_ _27"> </span>202<span class="_ _0"></span>5<span class="_ _0"></span><span class="ff6">-<span class="ls7">2027.</span> <span class="_ _17"> </span></span>Rekomendacja <span class="_ _27"> </span>ta <span class="_ _17"> </span>spełniała </div><div class="t m0 x60 hf y863 ff7 fs4 fc2 sc0 ls0 ws0">obowiązujące  warunki <span class="_ _14"> </span>zgodnie  z  polityką  i <span class="_ _14"> </span>procedurą  wyboru  firmy  aud<span class="_ _1"></span>ytorskiej.<span class="_ _0"></span><span class="ff6">  </span>Rada  Nadzorcza  uchwałą  nr <span class="_ _14"> </span>07/04/2025  z  dnia </div><div class="t m0 x60 hf y1111 ff7 fs4 fc2 sc0 ls0 ws0">15.04.2025  wybrała <span class="_ _14"> </span>PWC  do <span class="_ _14"> </span>wykonywania  p<span class="_ _1"></span>rzeglądu <span class="_ _14"> </span>półroc<span class="_ _0"></span>znych  s<span class="_ _1"></span>króconych  s<span class="_ _1"></span>prawozdań <span class="_ _14"> </span>fin<span class="_ _0"></span>ansowych  oraz <span class="_ _14"> </span>do  badani<span class="_ _1"></span>a  rocznych </div><div class="t m0 x60 hf y1f ff7 fs4 fc2 sc0 ls0 ws0">sprawozdań finansowych Spółki w okresie 2025<span class="ff6">-2027.  </span></div><div class="t m0 x1 hf y49e ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2025 ro<span class="_ _0"></span>ku PricewaterhouseCo<span class="_ _0"></span>opers Polska <span class="_ _0"></span>spółka <span class="_ _0"></span>z<span class="_ _0"></span> o<span class="_ _0"></span>graniczoną <span class="_ _0"></span>odpowiedzialnością <span class="_ _0"></span>Audyt <span class="_ _0"></span>sp.k. <span class="_ _0"></span>świadczył <span class="_ _0"></span>dodatkową <span class="_ _0"></span>usługę <span class="_ _0"></span>nieb<span class="_ _3"></span>ędącą </div><div class="t m0 x1 hf y1278 ff7 fs4 fc2 sc0 ls0 ws0">badaniem <span class="_ _4"></span>sprawozdań <span class="_ _4"></span>fina<span class="_ _0"></span>nsowych, <span class="_ _4"></span>tj. <span class="_ _5"></span>badał <span class="_ _4"></span>sprawoz<span class="_ _0"></span>danie <span class="_ _4"></span>Rady <span class="_ _5"></span>Nadzorczej <span class="_ _4"></span>z <span class="_ _5"> </span>wynagrodzeń <span class="_ _4"></span>c<span class="_ _0"></span>złonków <span class="_ _4"></span>organów <span class="_ _5"></span>za <span class="_ _5"></span>2024 <span class="_ _4"></span>rok.<span class="_ _3"></span><span class="ff6"> <span class="_ _4"></span></span>Wyrażo<span class="_ _0"></span>no </div><div class="t m0 x1 hf yb6f ff7 fs4 fc2 sc0 ls0 ws0">zgodę, <span class="_ _3"></span>poprzedzoną <span class="_ _0"></span>przeprowadzoną <span class="_ _3"></span>stosownej <span class="_ _3"></span>procedury, <span class="_ _3"></span>uch. <span class="_ _3"></span>1/01/2024 <span class="_ _3"></span>Komitetu <span class="_ _0"></span>Audytu <span class="_ _3"></span>RN <span class="_ _3"></span>na <span class="_ _3"></span>świadczenie <span class="_ _0"></span>Przez <span class="_ _3"></span>PWC <span class="_ _3"></span>dozwolonych<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y7ef ff7 fs4 fc2 sc0 ls0 ws0">usług niebęd<span class="_ _1"></span>ących badaniem, polegających n<span class="_ _1"></span>a dokonaniu oceny S<span class="_ _1"></span>prawozdań RN o <span class="_ _1"></span>wynagrodzeniach członków Zarządu<span class="_ _1"></span> i <span class="_ _1"></span>RN za rok <span class="ff6">obro<span class="_ _0"></span>towy </span></div><div class="t m0 x1 hf y514 ff6 fs4 fc2 sc0 ls0 ws0">2024 i 2023 </div><div class="t m0 x1 hf y306 ff7 fs4 fc2 sc0 ls0 ws0">Proces <span class="_ _15"> </span>wyboru <span class="_ _15"> </span>firmy <span class="_ _18"> </span>audytorskiej <span class="_ _15"> </span>do <span class="_ _15"> </span>atestacji <span class="_ _15"> </span>sprawozdania <span class="_ _18"> </span>zrównoważonego <span class="_ _15"> </span>rozwoju <span class="_ _15"> </span>Grupy <span class="_ _15"> </span>Kapitałowej <span class="_ _15"> </span>Unimot  odbywa <span class="_ _15"> </span>się <span class="_ _18"> </span>przy </div><div class="t m0 x60 hf y1279 ff7 fs4 fc2 sc0 ls0 ws0">odpowiednim zastosowaniu <span class="_ _0"></span>Polit<span class="_ _0"></span>yki i <span class="_ _0"></span>Proc<span class="_ _0"></span>edury w <span class="_ _0"></span>zakresie <span class="_ _0"></span>wybor<span class="_ _0"></span>u firmy <span class="_ _0"></span>au<span class="_ _0"></span>dytorskiej Unimo<span class="_ _0"></span>t S.A.<span class="_ _0"></span> <span class="_ _0"></span>w <span class="_ _0"></span>treści <span class="_ _0"></span>przyjętej <span class="_ _0"></span>uchwałą <span class="_ _0"></span>Kom<span class="_ _3"></span><span class="ff6">itetu </span></div><div class="t m0 x60 hf y127a ff6 fs4 fc2 sc0 ls40 ws0">Au<span class="ls0">dytu <span class="_ _17"> </span>nr <span class="_ _16"> </span>2/11/2024 <span class="_ _17"> </span>z <span class="_ _17"> </span>dnia <span class="_ _17"> </span>14 <span class="_ _16"> </span>listopada <span class="_ _17"> </span>2024 <span class="_ _16"> </span>r. <span class="_ _19"> </span><span class="ff7">G<span class="_ _1"></span>łówne <span class="_ _17"> </span>założenia <span class="_ _16"> </span>polityki <span class="_ _17"> </span>wyboru <span class="_ _17"> </span>firmy <span class="_ _16"> </span>audytorskiej <span class="_ _17"> </span>w <span class="_ _16"> </span>z<span class="_ _0"></span>akresie <span class="_ _16"> </span>atestacji<span class="_ _0"></span> </span></span></div><div class="t m0 x60 hf yfec ff7 fs4 fc2 sc0 ls0 ws0">sprawozdawczości <span class="_ _15"> </span>zrównoważonego <span class="_ _15"> </span>rozwoju <span class="_ _27"> </span>są <span class="_ _15"> </span>zatem <span class="_ _27"> </span>zbieżne  z<span class="_ _0"></span> <span class="_ _15"> </span>opisanymi <span class="_ _15"> </span>powyżej <span class="_ _27"> </span>dla <span class="_ _15"> </span>wyboru <span class="_ _15"> </span>firmy <span class="_ _15"> </span>audytorskiej <span class="_ _27"> </span>do <span class="_ _15"> </span>badania<span class="_ _0"></span> </div><div class="t m0 x60 hf y127b ff7 fs4 fc2 sc0 ls0 ws0">sprawozdań finansow<span class="ff6">ych. </span>Wybór <span class="_ _1"></span>firmy audytorskiej do <span class="_ _1"></span>atestacji sprawozdania zrównoważonego <span class="_ _1"></span>rozwoju na <span class="_ _1"></span>lata 2025–2027 odbył się w </div><div class="t m0 x60 hf y127c ff7 fs4 fc2 sc0 ls0 ws0">poniższych etapach:<span class="ff6"> </span></div><div class="t m0 x1 hf y127d ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _10"> </span></span>Etap  1:  Prz<span class="_ _0"></span>ygotowanie  sprawozdania  z <span class="_ _15"> </span>procedury  wyboru <span class="_ _18"> </span>Po<span class="_ _0"></span>dstawą  merytorycz<span class="_ _0"></span>ną  procesu  by<span class="_ _0"></span>ło  przygoto<span class="_ _0"></span>wanie  „Sprawozdania  z<span class="_ _0"></span> </div><div class="t m0 x60 hf y9f7 ff7 fs4 fc2 sc0 ls0 ws0">procedury wyboru firmy <span class="_ _0"></span>audytorskiej” przez Dyrekto<span class="_ _0"></span>ra Biura <span class="_ _0"></span>Spółki ds. Relacji <span class="_ _0"></span>Inwestorskich i <span class="_ _0"></span>ESG. <span class="_ _0"></span>Dokument ten zawierał <span class="_ _0"></span>anal<span class="_ _3"></span>izę ofert<span class="_ _0"></span> </div><div class="t m0 x60 hf y127e ff6 fs4 fc2 sc0 ls11 ws0">or<span class="ff7 ls0">az ocenę dotychczasowej współpracy z podmiotami audytorskimi.<span class="ff6"> </span></span></div><div class="t m0 x1 hf y127f ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _10"> </span></span>Etap 2: Komitet Audytu Rady Nadzorczej, po przeanalizowaniu powyższego sprawozdania, podjął uchwałę nr 1/07/2025, w której:<span class="ff6"> </span></div><div class="t m0 x17d hf y8db ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Zatwierdził sprawozdanie z procedury wyboru przygotowane przez stronę ope<span class="_ _1"></span>racyjną Spółki.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17d hf y4ab ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Zatwierdził Rekomendację dla Rady Nadzorczej w sprawie wyboru firmy Forvis Mazars A<span class="_ _1"></span>udyt Sp. z o.o.<span class="_ _0"></span><span class="ff6"> </span></span></span></div><div class="t m0 x17d hf y84c ff17 fs4 fc2 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff7">Oświadczył, że rekomendacja jest wolna od wpływów stron trzecich oraz nie<span class="_ _1"></span> wynika z ograniczających klauzul umownych.<span class="_ _0"></span><span class="ff6"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pfa0" class="pf w0 h0" ><div class="pc pca0 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">160<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _10"> </span></span>Etap <span class="_ _5"> </span>3: <span class="_ _14"> </span>Decyzja <span class="_ _14"> </span>Rady <span class="_ _5"> </span>Nadzorcz<span class="_ _0"></span>ej <span class="_ _5"></span>(7 <span class="_ _14"> </span>lipca <span class="_ _5"> </span>2025 <span class="_ _14"> </span>r.) <span class="_ _14"> </span>Rada <span class="_ _5"> </span>Nadzorcza, <span class="_ _14"> </span>działając <span class="_ _14"> </span>na <span class="_ _5"> </span>podstawie <span class="_ _5"> </span>Stat<span class="_ _0"></span>utu <span class="_ _5"> </span>Spółki <span class="_ _14"> </span>oraz <span class="_ _14"> </span>po <span class="_ _5"> </span>z<span class="_ _0"></span>apoznaniu <span class="_ _5"> </span>si<span class="_ _3"></span>ę <span class="_ _14"> </span>z </div><div class="t m0 x60 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">rekomendacją <span class="_ _5"> </span>Komitetu <span class="_ _14"> </span>Audytu, <span class="_ _5"> </span>podjęła <span class="_ _14"> </span>uchwałę <span class="_ _5"> </span>nr <span class="_ _14"> </span>1/07/2025 <span class="_ _5"> </span>o <span class="_ _14"> </span>wyborze <span class="_ _5"> </span>Forvis <span class="_ _14"> </span>Mazars <span class="_ _5"> </span>Audyt <span class="_ _14"> </span>Sp. <span class="_ _5"> </span>z <span class="_ _14"> </span>o.o. <span class="_ _14"> </span>Wybór <span class="_ _5"></span>dotyczy <span class="_ _5"> </span>atestacji </div><div class="t m0 x60 hf y105 ff6 fs4 fc2 sc0 lsc ws0">spr<span class="ff7 ls0">awozdań <span class="_ _1"></span>za <span class="_ _1"></span>lata <span class="_ _9"></span>o<span class="_ _0"></span>brotowe <span class="_ _1"></span>2025, <span class="_ _9"></span>2026 i<span class="_ _1"></span> <span class="_ _1"></span>2027. <span class="_ _9"></span>Jednocześnie <span class="_ _1"></span>Rada u<span class="_ _1"></span>poważniła <span class="_ _1"></span>Zarząd <span class="_ _9"></span>Spółki do <span class="_ _9"></span>zawarcia <span class="_ _1"></span>stosownej <span class="_ _9"></span>umow<span class="_ _0"></span>y <span class="_ _1"></span>z <span class="_ _1"></span>wybranym<span class="ff6"> </span></span></div><div class="t m0 x60 hf y116b ff6 fs4 fc2 sc0 ls0 ws0">audytorem. </div><div class="t m0 x1 hf y11a7 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x60 h10 y1084 ff5 fs3 fc5 sc0 ls0 ws0">8.12.1.<span class="ff3"> <span class="_ _39"> </span><span class="ff8">UMOWY MIĘ<span class="_ _0"></span>DZY SPÓŁK<span class="_ _0"></span>AMI Z GRUPY K<span class="_ _0"></span>APITAŁOWEJ A OS<span class="_ _0"></span>OBAMI ZARZĄDZAJĄCYM<span class="_ _0"></span>I PRZEWIDUJĄCE </span></span></div><div class="t m0 x17e h10 y1280 ff5 fs3 fc5 sc0 ls0 ws0">REKOMPENSATY<span class="_ _0"></span> </div><div class="t m0 x1 hf y1281 ff7 fs4 fc2 sc0 ls0 ws0">Emitent <span class="_ _3"></span>oraz <span class="_ _4"></span>spółki <span class="_ _4"></span>zależne <span class="_ _3"></span>nie <span class="_ _3"></span>zawierały <span class="_ _4"></span>z <span class="_ _3"></span>osobami <span class="_ _4"></span>zarządzającymi <span class="_ _3"></span>umów <span class="_ _4"></span>przewidujących <span class="_ _3"></span>rekompensatę <span class="_ _3"></span>w <span class="_ _4"></span>przypadku <span class="_ _3"></span>ich <span class="_ _4"></span>rezygnacj<span class="_ _3"></span><span class="ff6">i <span class="_ _3"></span>lub </span></div><div class="t m0 x1 hf y1282 ff7 fs4 fc2 sc0 ls0 ws0">zwolnienia <span class="_ _9"></span>z zajmowanego <span class="_ _9"></span>stano<span class="_ _0"></span>wiska <span class="_ _1"></span>bez <span class="_ _9"></span>waż<span class="_ _0"></span>nej <span class="_ _1"></span>przyczyny <span class="_ _9"></span>lu<span class="_ _0"></span>b <span class="_ _1"></span>w <span class="_ _1"></span>przypadku, <span class="_ _9"></span>g<span class="_ _0"></span>dy <span class="_ _1"></span>ich <span class="_ _9"></span>o<span class="_ _0"></span>dwołanie <span class="_ _1"></span>lub <span class="_ _1"></span>zwolnienie <span class="_ _9"></span>nastąpi z <span class="_ _9"></span>pow<span class="_ _0"></span>odu <span class="_ _1"></span>p<span class="_ _0"></span>ołączenia </div><div class="t m0 x1 hf y1283 ff7 fs4 fc2 sc0 ls0 ws0">Emitenta lub spółek zależnych przez przejęcie.<span class="ff6"> </span></div><div class="t m0 x60 h10 y1284 ff5 fs3 fc5 sc0 ls0 ws0">8.12.2.<span class="ff3"> <span class="_ _39"> </span><span class="ff8">WYNAGR<span class="_ _0"></span>ODZENIA WŁA<span class="_ _0"></span>DZ STATUTOWYCH <span class="_ _0"></span></span></span> </div><div class="t m0 x1 hf y434 ff7 fs4 fc2 sc0 ls0 ws0">Członkowie <span class="_ _3"></span>Zarządu <span class="_ _3"></span>Emitenta <span class="_ _3"></span>otrzymują <span class="_ _4"></span>stałe <span class="_ _3"></span>comiesięczne <span class="_ _3"></span>wynagrodzenie <span class="_ _3"></span>z <span class="_ _3"></span>tytułu <span class="_ _3"></span>pełnienia <span class="_ _3"></span>funkcji <span class="_ _4"></span>przyznawane <span class="_ _3"></span>na <span class="_ _3"></span>podstawie <span class="_ _3"></span>uc<span class="_ _3"></span>hwały </div><div class="t m0 x1 hf y1285 ff7 fs4 fc2 sc0 ls0 ws0">Rady <span class="_ _14"> </span>Nadzorczej <span class="_ _14"> </span>zgodnie <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>kodeksem <span class="_ _14"> </span>spółek <span class="_ _14"> </span>handlowych <span class="_ _14"> </span>lub <span class="_ _14"> </span>na <span class="_ _14"> </span>podstawie <span class="_ _14"> </span>umów <span class="_ _14"> </span>o <span class="_ _14"> </span>świadczenie <span class="_ _14"> </span>usług <span class="_ _14"> </span>(niektórzy <span class="_ _14"> </span>członkowie <span class="_ _14"> </span>Zarządu </div><div class="t m0 x1 hf y1286 ff7 fs4 fc2 sc0 ls0 ws0">otrzymują <span class="_ _4"></span>wynagrodzenie<span class="_ _1"></span> <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _3"></span>o<span class="_ _0"></span>bu <span class="_ _4"></span>wyżej <span class="_ _4"></span>wymienionych <span class="_ _3"></span>tytułów). <span class="_ _4"></span>Członkowie <span class="_ _3"></span>Zarzą<span class="_ _0"></span>du <span class="_ _3"></span>Emitenta <span class="_ _4"></span>mogą <span class="_ _4"></span>także <span class="_ _3"></span>otrzymyw<span class="_ _0"></span>ać <span class="_ _4"></span>premie., <span class="_ _3"></span>Jednakż<span class="_ _3"></span><span class="ff6 ls14">e </span></div><div class="t m0 x1 hf y1287 ff7 fs4 fc2 sc0 ls0 ws0">System premiowy dla członków Zarządu przyjęty przez Radę Nadzorczą uchwał<span class="_ _0"></span>ą z dnia 13 listopada 2019 r. (z późniejszymi zmiana<span class="_ _3"></span><span class="ff6">mi) (dalej </span></div><div class="t m0 x1 hf y1288 ff7 fs4 fc2 sc0 ls0 ws0">„System Premiowy <span class="_ _1"></span>Zarządu”), został u<span class="_ _1"></span>chylony uchwałą Rad<span class="_ _1"></span>y Nadzorczej z <span class="_ _1"></span>11 lute<span class="_ _1"></span>go 2025 roku<span class="_ _1"></span> został ze <span class="_ _1"></span>skutkiem od <span class="_ _1"></span>1 stycznia <span class="_ _1"></span>20<span class="_ _0"></span><span class="ff6">25 roku. W </span></div><div class="t m0 x1 hf y1289 ff7 fs4 fc2 sc0 ls0 ws0">związku z <span class="_ _0"></span>powyższym przy jego uwzględnieniu ustalono premie <span class="_ _0"></span>dla cz<span class="_ _0"></span>łonków Zarządu za rok <span class="_ _0"></span>2024. W o<span class="_ _0"></span>dniesieniu do us<span class="_ _3"></span><span class="ff6">talenia premii za ro<span class="_ _0"></span>k </span></div><div class="t m0 x1 hf ye80 ff7 fs4 fc2 sc0 ls0 ws0">2024 <span class="_ _9"></span>Rada <span class="_ _1"></span>Nadzorcza <span class="_ _9"></span>podjęła <span class="_ _9"></span>w <span class="_ _1"></span>dniu <span class="_ _a"></span>15 kwi<span class="_ _1"></span>etnia <span class="_ _9"></span>2025 <span class="_ _1"></span>roku <span class="_ _9"></span>uchwałę <span class="_ _9"></span>ustalającą <span class="_ _1"></span>dla <span class="_ _9"></span>członków <span class="_ _1"></span>Zarządu <span class="_ _a"></span>premie <span class="_ _9"></span>gotó<span class="_ _0"></span>wkowe. <span class="_ _1"></span>Ww. <span class="_ _9"></span>premie<span class="_ _0"></span><span class="ff6"> <span class="_ _9"></span><span class="ff7">z<span class="_ _0"></span>ostały </span></span></div><div class="t m0 x1 hf y128a ff7 fs4 fc2 sc0 ls0 ws0">przez Spółkę <span class="_ _1"></span>wypłacone w 2025 <span class="_ _1"></span>roku. Wobec braku <span class="_ _1"></span>spełnienia za rok 2024 <span class="_ _1"></span>ustalonego w Systemie premiow<span class="_ _0"></span>ym Zarządu <span class="_ _1"></span>warunku do wypłaty </div><div class="t m0 x1 hf y128b ff7 fs4 fc2 sc0 ls0 ws0">premii <span class="_ _0"></span>na <span class="_ _0"></span>akcje <span class="_ _0"></span>(<span class="_ _0"></span>tj. <span class="_ _0"></span>premii <span class="_ _3"></span>pieniężnej, <span class="_ _0"></span>która <span class="_ _0"></span>może <span class="_ _3"></span>zostać <span class="_ _0"></span>przeznaczona <span class="_ _0"></span>jedynie <span class="_ _0"></span>na <span class="_ _3"></span>zakup <span class="_ _0"></span>akcji <span class="_ _0"></span>Un<span class="_ _0"></span>imot <span class="_ _0"></span>S.A.), <span class="_ _0"></span>Rada <span class="_ _3"></span>Nadzorcza <span class="_ _0"></span>ni<span class="_ _3"></span>e <span class="_ _0"></span>ustaliła <span class="_ _0"></span>dla<span class="_ _0"></span> </div><div class="t m0 x1 hf y128c ff7 fs4 fc2 sc0 ls0 ws0">członków Zarządu premii <span class="_ _0"></span>na akcj<span class="_ _0"></span>e. W <span class="_ _0"></span>związku z<span class="_ _0"></span> podjętą <span class="_ _0"></span>w <span class="_ _0"></span>dniu 14 <span class="_ _0"></span>lutego 2025 <span class="_ _0"></span>roku uc<span class="_ _0"></span>hwa<span class="_ _3"></span>łą Rady Nadzorczej <span class="_ _0"></span>uchylającą System Pr<span class="_ _0"></span>emiowy </div><div class="t m0 x1 hf y128d ff7 fs4 fc2 sc0 ls0 ws0">Zarządu, rok 2024 był ostatnim rokiem obrachunkowym Spółki do którego stosowano System Premiowy Zarządu z 2019 roku.  <span class="ff6"> </span></div><div class="t m0 x1 hf y2fa ff7 fs4 fc2 sc0 ls0 ws0">Członkowie Zarządu Spółki piastujący te funkcje w roku 2025 otrzymywali w roku 2025 wynagrodzenie<span class="_ _1"></span> od spółek zależnych: <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ydd9 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _63"> </span></span>Prezes <span class="_ _3"></span>Zarządu <span class="_ _3"></span>–<span class="ff6"> <span class="_ _3"></span></span>Pan <span class="_ _3"></span>Adam <span class="_ _3"></span>Sikorski, <span class="_ _3"></span>otrzymywał <span class="_ _3"></span>wynagrodzenie: <span class="_ _3"></span>(i) <span class="_ _3"></span>w <span class="_ _3"></span>spółce <span class="_ _3"></span>zależnej <span class="_ _3"></span>Tradea <span class="_ _3"></span>sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o<span class="_ _0"></span>. <span class="_ _3"></span>(do <span class="_ _3"></span>1 <span class="_ _3"></span>lipca <span class="_ _3"></span>2025 <span class="_ _3"></span>roku) <span class="_ _3"></span>z </div><div class="t m0 x1 hf y128e ff7 fs4 fc2 sc0 ls0 ws0">tytułu pe<span class="_ _1"></span>łnienia funkcji <span class="_ _1"></span>Prezesa <span class="_ _1"></span>Zarządu Tradea <span class="_ _1"></span>sp. z o.o. <span class="_ _1"></span>Spółka <span class="_ _1"></span>Trade<span class="_ _1"></span>a sp. <span class="_ _1"></span>z o.o. zosta<span class="_ _1"></span>ła 1 l<span class="_ _1"></span>ipca 202<span class="_ _1"></span>5 roku <span class="_ _1"></span>przejęta p<span class="_ _1"></span>rzez <span class="_ _0"></span><span class="ff6">inn</span>a s<span class="_ _1"></span>półkę z Gru<span class="_ _1"></span>py </div><div class="t m0 x1 hf yac8 ff7 fs4 fc2 sc0 ls0 ws0">Unimot, spółkę <span class="_ _1"></span>Unimot Ene<span class="_ _1"></span>rgia i Gaz sp<span class="_ _1"></span>. z o.o. Ww. <span class="_ _1"></span>wynagrodzenie<span class="_ _1"></span> było wynagrod<span class="_ _1"></span>zeniem ryczałtowym miesi<span class="_ _1"></span>ęcznym; Prezes <span class="_ _1"></span>Zarządu <span class="ff6">T<span class="_ _0"></span>radea </span></div><div class="t m0 x1 hf yac9 ff7 fs4 fc2 sc0 ls0 ws0">sp. z o.o. <span class="_ _0"></span>uprawniony był także, na z<span class="_ _0"></span>asadach ustanowionych dla całego Zarządu T<span class="_ _0"></span>radea sp. z o.o., <span class="_ _0"></span>do roczne<span class="_ _0"></span><span class="ff6">j <span class="_ _0"></span>premii przyznawanej w oparciu </span></div><div class="t m0 x1 hf y128f ff7 fs4 fc2 sc0 ls0 ws0">o <span class="_ _0"></span>stosunek <span class="_ _0"></span>korporacyjny <span class="_ _3"></span>(piastowanie <span class="_ _0"></span>stanowiska <span class="_ _0"></span>w <span class="_ _3"></span>zarządzie <span class="_ _0"></span>Tradea <span class="_ _0"></span>Sp. <span class="_ _3"></span>z <span class="_ _0"></span>o.o.), <span class="_ _3"></span>a <span class="_ _0"></span>ww. <span class="_ _3"></span>premia nalicz<span class="_ _0"></span>ana <span class="_ _0"></span>była <span class="_ _0"></span>od <span class="_ _3"></span>zysku <span class="_ _0"></span>brutto <span class="_ _0"></span>T<span class="_ _3"></span><span class="ff6">radea <span class="_ _0"></span>s<span class="_ _0"></span>p. <span class="_ _0"></span>z </span></div><div class="t m0 x1 hf yacb ff7 fs4 fc2 sc0 ls0 ws0">o.o. <span class="_ _3"></span>za <span class="_ _3"></span>dany <span class="_ _0"></span>rok <span class="_ _3"></span>obrotowy; <span class="_ _0"></span> <span class="_ _3"></span>(ii) <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>spółc<span class="_ _0"></span>e <span class="_ _0"></span>zależnej <span class="_ _3"></span>Unimot <span class="_ _0"></span>Commo<span class="_ _0"></span>dities <span class="_ _0"></span>sp. <span class="_ _3"></span>z <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _3"></span>z <span class="_ _0"></span>tytu<span class="_ _3"></span>łu <span class="_ _0"></span>pełnienia <span class="_ _3"></span>funkcji <span class="_ _0"></span>Preze<span class="_ _0"></span>sa <span class="_ _0"></span>Zarządu <span class="_ _3"></span>tej <span class="_ _3"></span>spółki, <span class="_ _3"></span>ww. </div><div class="t m0 x1 hf y32d ff7 fs4 fc2 sc0 ls0 ws0">wynagrodzenie jest wynagrodzeniem ryczałtowym miesięcznym; (iii) w spółce zależnej Unimot Terminale sp. z o.o. z<span class="_ _0"></span> tytułu pełni<span class="_ _0"></span><span class="ff6">en<span class="_ _0"></span>ia funkcji </span></div><div class="t m0 x1 hf y1290 ff7 fs4 fc2 sc0 ls0 ws0">członka Rady Nadzorczej tej spółki; ww. wynagrodzenie jes<span class="_ _1"></span>t wynagr<span class="_ _0"></span>odzeniem ryczałtowym miesięcznym.<span class="ff6"> </span></div><div class="t m0 x1 hf ye2c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1d4 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _63"> </span></span>Wiceprezes <span class="_ _1"></span>Zarządu S<span class="_ _1"></span>półki –<span class="ff6"> <span class="_ _1"></span><span class="ff7">Pan Robert<span class="_ _1"></span> Brzozowski <span class="_ _1"></span>otrzymywał <span class="_ _1"></span>wynagrodzenie: <span class="_ _9"></span>(i) w spółce <span class="_ _1"></span>zależnej <span class="_ _1"></span>Tradea sp<span class="_ _1"></span>. z <span class="_ _9"></span>o<span class="_ _0"></span>.o. oraz <span class="_ _1"></span>Unimot </span></span></div><div class="t m0 x1 hf yacd ff7 fs4 fc2 sc0 ls0 ws0">Energia <span class="_ _1"></span>i <span class="_ _9"></span>Gaz sp. <span class="_ _1"></span>z <span class="_ _9"></span>o<span class="_ _0"></span>.o. <span class="_ _1"></span>z <span class="_ _1"></span>tytułu <span class="_ _1"></span>świadczenia <span class="_ _9"></span>usług doradczych, <span class="_ _9"></span>konsultingowych <span class="_ _1"></span>i <span class="_ _1"></span>business <span class="_ _1"></span>development <span class="_ _9"></span>w zakresie <span class="_ _9"></span>roz<span class="_ _0"></span>woju <span class="_ _1"></span>seg<span class="_ _0"></span><span class="ff6 lse">me<span class="ls0">ntu <span class="_ _1"></span>biznesu </span></span></div><div class="t m0 x1 hf y76a ff7 fs4 fc2 sc0 ls0 ws0">Grupy Kapitałow<span class="_ _0"></span>ej <span class="_ _0"></span>Unimot <span class="_ _0"></span>w <span class="_ _0"></span>obszarze <span class="_ _3"></span>wytwarzania energii <span class="_ _0"></span>elektrycznej <span class="_ _0"></span>i <span class="_ _3"></span>fotowoltaiki; podstawą <span class="_ _0"></span>wypłaty <span class="_ _3"></span>wynagrodzenia z <span class="_ _3"></span>tego ty<span class="_ _0"></span>tułu <span class="_ _0"></span>były </div><div class="t m0 x1 hf yacf ff7 fs4 fc2 sc0 ls0 ws0">umowy <span class="_ _1"></span>o <span class="_ _1"></span>świadczenie <span class="_ _9"></span>usług, <span class="_ _9"></span>które przewid<span class="_ _1"></span>ują <span class="_ _1"></span>stałe <span class="_ _9"></span>miesięczne ryczałtowe <span class="_ _9"></span>wynagrodzenie <span class="_ _9"></span>za świadczone <span class="_ _9"></span>usługi; (ii) <span class="_ _9"></span>w spółce <span class="_ _9"></span>zależnej <span class="_ _1"></span>Olavion </div><div class="t m0 x1 hf yad0 ff7 fs4 fc2 sc0 ls0 ws0">sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o<span class="_ _0"></span>. <span class="_ _3"></span>z <span class="_ _4"></span>tytułu <span class="_ _3"></span>pełnienia <span class="_ _3"></span>funk<span class="_ _0"></span>cji <span class="_ _3"></span>czło<span class="_ _0"></span>nka <span class="_ _3"></span>zarządu <span class="_ _3"></span>tej <span class="_ _3"></span>spółki <span class="_ _4"></span>oraz <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _3"></span>tytułu <span class="_ _3"></span>świadczenia <span class="_ _4"></span>dla <span class="_ _3"></span>tej <span class="_ _4"></span>spółki <span class="_ _3"></span>usług <span class="_ _3"></span>doradczyc<span class="_ _0"></span>h, <span class="_ _3"></span>w<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span>przypadku <span class="_ _3"></span>ww.<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y64b ff7 fs4 fc2 sc0 ls0 ws0">tytułów wynagrodze<span class="_ _1"></span>nie je<span class="_ _1"></span>st wynagrodzeniem <span class="_ _1"></span>ryczałtowym miesię<span class="_ _1"></span>cznym; (iii) <span class="_ _1"></span>w sp<span class="_ _1"></span>ółce zależnej Unimot <span class="_ _1"></span>Terminale <span class="_ _1"></span>sp. z <span class="_ _1"></span>o.o. z<span class="_ _1"></span> tytułu <span class="_ _1"></span>pełnienia </div><div class="t m0 x1 hf y1291 ff7 fs4 fc2 sc0 ls0 ws0">funkcji <span class="_ _9"></span>członka <span class="_ _1"></span>Rady <span class="_ _9"></span>Nadzorczej <span class="_ _1"></span>tej <span class="_ _9"></span>spółki, <span class="_ _9"></span>ww. wynag<span class="_ _1"></span>rodzenie <span class="_ _9"></span>jest wynagrodzen<span class="_ _1"></span>iem <span class="_ _9"></span>rycz<span class="_ _0"></span>ałtowym <span class="_ _9"></span>miesięcznym; <span class="_ _9"></span>(iv) <span class="_ _1"></span>w <span class="_ _9"></span>s<span class="_ _0"></span>półce <span class="_ _9"></span>zale<span class="_ _3"></span>żnej <span class="_ _9"></span>Unimot </div><div class="t m0 x1 hf ya98 ff7 fs4 fc2 sc0 ls0 ws0">Bitumen <span class="_ _4"></span>sp. <span class="_ _5"> </span>z <span class="_ _5"> </span>o.o<span class="_ _0"></span>. <span class="_ _5"></span>z <span class="_ _5"></span>tytułu <span class="_ _4"></span>pełnienia <span class="_ _4"></span>fu<span class="_ _0"></span>nkcji <span class="_ _4"></span>cz<span class="_ _0"></span>łonka <span class="_ _5"></span>Rady <span class="_ _5"></span>Nadzorczej <span class="_ _5"> </span>tej <span class="_ _5"></span>spółki, <span class="_ _5"></span>ww. <span class="_ _5"> </span>wynagrodzenie <span class="_ _4"></span>jest <span class="_ _5"></span>wynagrodzeniem <span class="_ _5"></span>ryczałtowym </div><div class="t m0 x1 hf ya2b ff7 fs4 fc2 sc0 ls0 ws0">miesięcznym.<span class="ff6"> </span></div><div class="t m0 x1 hf y1292 ff6 fs4 fc2 sc0 ls9 ws0">     <span class="ls0"> </span></div><div class="t m0 x1 hf yad3 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _63"> </span></span>Wiceprezes <span class="_ _0"></span>Zarządu <span class="_ _0"></span>S<span class="_ _0"></span>półki <span class="_ _3"></span>–<span class="ff6"> <span class="_ _0"></span></span>Pan <span class="_ _3"></span>Filip <span class="_ _0"></span>Kuropatwa <span class="_ _3"></span>otrzymywał <span class="_ _0"></span>wynagrodzenie: <span class="_ _0"></span>(i) <span class="_ _3"></span>w <span class="_ _3"></span>spółce <span class="_ _0"></span>zależnej <span class="_ _0"></span>Unimot <span class="_ _3"></span>Terminale <span class="_ _0"></span>sp. <span class="_ _3"></span>z <span class="_ _0"></span>o.o<span class="_ _0"></span>. <span class="_ _0"></span>z </div><div class="t m0 x1 hf yad4 ff7 fs4 fc2 sc0 ls0 ws0">tytułu <span class="_ _1"></span>pełnienia <span class="_ _9"></span>f<span class="_ _0"></span>unkcji członka <span class="_ _1"></span>Rady <span class="_ _9"></span>Nadzorczej tej <span class="_ _1"></span>spółki, <span class="_ _1"></span>ww. wy<span class="_ _1"></span>nagrodzenie <span class="_ _1"></span>jest <span class="_ _9"></span>wynag<span class="_ _0"></span>rodzeniem ryczałt<span class="_ _1"></span>owym miesi<span class="_ _1"></span>ęcznym; <span class="_ _1"></span>(<span class="_ _0"></span><span class="ff6">ii) </span>w s<span class="_ _1"></span>półce </div><div class="t m0 x1 hf y255 ff7 fs4 fc2 sc0 ls0 ws0">zależnej <span class="_ _0"></span>Unimot <span class="_ _3"></span>Bitumen <span class="_ _0"></span>sp. <span class="_ _3"></span>z <span class="_ _0"></span>o<span class="_ _0"></span>.o. <span class="_ _0"></span>z <span class="_ _3"></span>tytułu <span class="_ _0"></span>pełnienia <span class="_ _0"></span>funkcji <span class="_ _3"></span>członka <span class="_ _3"></span>Rady <span class="_ _0"></span>Nadzorczej <span class="_ _3"></span>tej <span class="_ _0"></span>spółki, <span class="_ _3"></span>ww. <span class="_ _0"></span>wynagrodzenie <span class="_ _0"></span>jest <span class="_ _3"></span>wyna<span class="_ _3"></span><span class="ff6">grodzeniem </span></div><div class="t m0 x1 hf y1293 ff7 fs4 fc2 sc0 ls0 ws0">ryczałtowym mies<span class="_ _1"></span>ięcznym. <span class="_ _1"></span>Ponadto Wicep<span class="_ _1"></span>rezes Zarządu <span class="_ _9"></span>S<span class="_ _0"></span>półki F<span class="_ _1"></span>ilip <span class="_ _1"></span>Kuropatwa otrzymywał wyn<span class="_ _1"></span>agrodzenie <span class="_ _9"></span>w<span class="_ _0"></span> spółce <span class="_ _1"></span>z<span class="_ _0"></span>ależnej Unimot <span class="_ _9"></span>Pa<span class="_ _0"></span>liwa </div><div class="t m0 x1 hf yad7 ff7 fs4 fc2 sc0 ls0 ws0">sp. z o.o. z tytułu świadczenia dla tej spółki us<span class="_ _1"></span>ług doradczo <span class="_ _0"></span><span class="ff6">- konsultacyjnych.  </span></div><div class="t m0 x1 hf yad8 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1294 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _63"> </span></span>Wiceprezes Zarządu S<span class="_ _1"></span>półki –<span class="ff6"> Pani An<span class="_ _1"></span>eta Szczesna <span class="ff7">–</span> <span class="ff7">Kowalska <span class="_ _1"></span>otrzymywała wynagrodzenie <span class="_ _1"></span>w spółce zależnej <span class="_ _1"></span>Tradea sp. <span class="_ _1"></span>z o.o., do 1 </span></span></div><div class="t m0 x1 hf yad9 ff7 fs4 fc2 sc0 ls0 ws0">lipca 2025 <span class="_ _0"></span>roku, <span class="_ _0"></span>gdyż <span class="_ _0"></span>spółka <span class="_ _0"></span>Tradea <span class="_ _0"></span>sp. z<span class="_ _0"></span> <span class="_ _0"></span>o.o. <span class="_ _0"></span>została <span class="_ _0"></span>1 <span class="_ _0"></span>lipca <span class="_ _0"></span>2025 <span class="_ _0"></span>roku <span class="_ _0"></span>przejęta <span class="_ _0"></span>przez inna <span class="_ _0"></span>spółkę <span class="_ _0"></span>z <span class="_ _0"></span>Grupy <span class="_ _0"></span>Unimot, <span class="_ _0"></span>spółkę <span class="_ _0"></span>Un<span class="_ _0"></span><span class="ff6">imo<span class="_ _0"></span>t E<span class="_ _0"></span>nergia <span class="_ _0"></span>i </span></div><div class="t m0 x1 hf yada ff7 fs4 fc2 sc0 ls0 ws0">Gaz <span class="_ _5"></span>sp. <span class="_ _4"></span>z <span class="_ _5"> </span>o.o<span class="_ _0"></span>. <span class="_ _5"></span>Było <span class="_ _5"></span>to <span class="_ _4"></span>wynagrodzenie <span class="_ _4"></span>rycz<span class="_ _0"></span>ałtowe <span class="_ _5"></span>miesięczne <span class="_ _4"></span>z <span class="_ _5"> </span>t<span class="_ _0"></span>ytułu <span class="_ _4"></span>świadczenia <span class="_ _5"> </span>dla <span class="_ _5"> </span>tej <span class="_ _5"> </span>spółki <span class="_ _5"></span>usług <span class="_ _4"></span>doradczyc<span class="_ _0"></span>h <span class="_ _4"></span>z <span class="_ _5"> </span>o<span class="_ _0"></span>bszaru <span class="_ _4"></span>zar<span class="_ _3"></span>ządzania </div><div class="t m0 x1 hf y1295 ff6 fs4 fc2 sc0 ls0 ws0">zasobami <span class="_ _0"></span>ludzkimi <span class="_ _0"></span> <span class="_ _3"></span> <span class="_ _0"></span>Od <span class="_ _0"></span>1 <span class="_ _3"></span>lipca <span class="_ _0"></span>2025 <span class="_ _3"></span>roku Pa<span class="_ _0"></span>ni <span class="_ _0"></span>Aneta <span class="_ _0"></span>Szcz<span class="_ _0"></span>esna <span class="_ _3"></span><span class="ff7">–</span> <span class="_ _0"></span><span class="ff7">Kow<span class="_ _0"></span>alska <span class="_ _0"></span>otrzymywała <span class="_ _0"></span>wynagrodzenie <span class="_ _0"></span>w <span class="_ _3"></span>spółce <span class="_ _0"></span>za<span class="_ _0"></span>leżnej <span class="_ _0"></span>Unimot <span class="_ _0"></span>E<span class="_ _0"></span>nergia <span class="_ _0"></span>i </span></div></div></div><div class="pi" ></div></div><div id="pfa1" class="pf w0 h0" ><div class="pc pca1 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">161<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Gaz <span class="_ _5"></span>sp. <span class="_ _4"></span>z <span class="_ _5"> </span>o.o<span class="_ _0"></span>. <span class="_ _5"></span>Było <span class="_ _5"></span>to <span class="_ _4"></span>wynagrodzenie <span class="_ _4"></span>rycz<span class="_ _0"></span>ałtowe <span class="_ _5"></span>miesięczne <span class="_ _4"></span>z <span class="_ _5"> </span>t<span class="_ _0"></span>ytułu <span class="_ _4"></span>świadczenia <span class="_ _5"> </span>dla <span class="_ _5"> </span>tej <span class="_ _5"> </span>spółki <span class="_ _5"></span>usług <span class="_ _4"></span>doradczyc<span class="_ _0"></span>h <span class="_ _4"></span>z <span class="_ _5"> </span>o<span class="_ _0"></span>bszaru <span class="_ _4"></span>zar<span class="_ _3"></span>ządzania </div><div class="t m0 x1 hf y104 ff6 fs4 fc2 sc0 ls0 ws0">zasobami ludzkimi.           </div><div class="t m0 x1 hf y105 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _28"> </span> </div><div class="t m0 x1 h16 y79e ff8 fs4 fcb sc0 ls0 ws0">Wynagrodzenia Członków Zarządu pi<span class="_ _1"></span>astujących te funkcje w roku 2025:<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x1 hf y10ab ff7 fs4 fc2 sc0 ls0 ws0">Adam Sikorski (piastował funkcję Prezesa Zarządu Emitenta przez cały rok 2025) <span class="ff6"> </span></div><div class="t m0 x1 hf y77e ff7 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _4"></span>Adam <span class="_ _5"> </span>Sikorski <span class="_ _5"></span>otrzymywał <span class="_ _5"> </span>wynagrodzenie <span class="_ _5"></span>z <span class="_ _5"></span>tytułu <span class="_ _5"></span>pełnienia <span class="_ _5"> </span>funkcji <span class="_ _5"></span>członka <span class="_ _5"></span>zarządu <span class="_ _5"></span>Emitenta <span class="_ _5"></span>(na <span class="_ _5"></span>stanowisku <span class="_ _5"></span>Prezesa <span class="_ _5"></span>Zarządu<span class="_ _3"></span><span class="ff6">), <span class="_ _5"></span>na </span></div><div class="t m0 x1 hf ya18 ff7 fs4 fc2 sc0 ls0 ws0">podstawie uchwały <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej <span class="_ _0"></span>z <span class="_ _0"></span>dnia 10 <span class="_ _0"></span>września <span class="_ _0"></span>2018 <span class="_ _0"></span>r., <span class="_ _0"></span>zmienionej na <span class="_ _0"></span>podstawie <span class="_ _0"></span>uchwały <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej <span class="_ _0"></span>z <span class="_ _0"></span>dnia <span class="_ _0"></span>24 sierp<span class="_ _3"></span><span class="ff6">nia 2021<span class="_ _0"></span> </span></div><div class="t m0 x1 hf y1296 ff7 fs4 fc2 sc0 ls0 ws0">r. <span class="_ _4"></span>o<span class="_ _0"></span>raz <span class="_ _5"></span>na <span class="_ _5"></span>podstawie <span class="_ _4"></span>uchwały <span class="_ _5"> </span>Rady <span class="_ _5"></span>Nadzorczej <span class="_ _5"></span>z <span class="_ _5"></span>dnia <span class="_ _4"></span>17.11.2025 <span class="_ _5"> </span>r., <span class="_ _5"> </span>w <span class="_ _5"> </span>postaci <span class="_ _5"> </span>miesięcznego <span class="_ _4"></span>wynagrodzenia. <span class="_ _5"></span>W <span class="_ _5"></span>2025 <span class="_ _5"></span>r. <span class="_ _5"></span>wynagrodze<span class="_ _3"></span><span class="ff6">nie </span></div><div class="t m0 x1 hf y1297 ff7 fs4 fc2 sc0 ls0 ws0">wypłacone z tego tytułu wyniosło 630 000 zł brutto. Na podstawie<span class="_ _1"></span> uchwały Rady Nadzorczej z 21.04.2026 roku Prezesowi Z<span class="_ _0"></span>arządu Adamowi </div><div class="t m0 x1 hf yff8 ff7 fs4 fc2 sc0 ls0 ws0">Sikorskiemu za rok 2025 ustalona została premia pie<span class="_ _1"></span>niężna za rok 2025 w wysokości <span class="ff6">2 <span class="ls7">500</span> <span class="ls7">000 </span></span>zł brutto. Ponadto Pan Adam Sikorski w 2025<span class="_ _1"></span> </div><div class="t m0 x1 hf y1298 ff7 fs4 fc2 sc0 ls0 ws0">roku, w czasie pełnie<span class="_ _1"></span>nia funkcji Prezesa Zarządu Emiten<span class="_ _1"></span>ta, otrzymał: (i) wynagrodzenie od spółki zależne<span class="_ _1"></span>j Emitenta Tradea sp.<span class="_ _0"></span><span class="ff6"> </span>z o.o., z tytułu </div><div class="t m0 x1 hf y1299 ff7 fs4 fc2 sc0 ls0 ws0">pełnienia funkcji <span class="_ _0"></span>Prezesa <span class="_ _0"></span>Zarządu <span class="_ _0"></span>Tradea <span class="_ _0"></span>sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o<span class="_ _0"></span>., <span class="_ _0"></span>w <span class="_ _0"></span>łącznej wysoko<span class="_ _3"></span>ści  <span class="_ _0"></span>1<span class="ff6"> <span class="ls7">426</span> </span>185,21 <span class="_ _0"></span>z<span class="_ _0"></span>ł <span class="_ _0"></span>brutto (w<span class="_ _0"></span> t<span class="_ _0"></span>ym <span class="_ _0"></span>jednorazowa <span class="_ _0"></span>premia roc<span class="_ _0"></span>zna <span class="_ _0"></span>za <span class="_ _0"></span>roku </div><div class="t m0 x1 hf y129a ff7 fs4 fc2 sc0 ls0 ws0">2024wypłacona <span class="_ _4"></span>w <span class="_ _4"></span>roku <span class="_ _4"></span>2025 <span class="_ _4"></span> <span class="_ _4"></span>w <span class="_ _3"></span>w<span class="_ _0"></span>ysokości <span class="_ _4"></span> <span class="_ _4"></span>796<span class="ff6"> <span class="_ _0"></span></span>185,21 <span class="_ _4"></span>zł); <span class="_ _3"></span>o<span class="_ _0"></span>raz <span class="_ _4"></span>(ii) <span class="_ _4"></span>od <span class="_ _4"></span>spółki <span class="_ _3"></span>z<span class="_ _0"></span>ależnej <span class="_ _4"></span>Emitenta <span class="_ _4"></span>Unimot <span class="_ _4"></span>Commodities <span class="_ _3"></span>sp. <span class="_ _4"></span>z <span class="_ _4"></span>o<span class="_ _0"></span>.o., <span class="_ _4"></span>z <span class="_ _4"></span>tytułu </div><div class="t m0 x1 hf y129b ff7 fs4 fc2 sc0 ls0 ws0">pełnienia <span class="_ _4"></span>funkcji <span class="_ _14"> </span>Prezesa <span class="_ _5"></span>Zarządu <span class="_ _5"></span>tej <span class="_ _5"> </span>spółki, <span class="_ _5"> </span>w<span class="_ _0"></span> <span class="_ _5"> </span>łącznej <span class="_ _5"> </span>wysokości <span class="_ _14"> </span><span class="ff6 ls9">  </span>360 <span class="_ _5"> </span>000 <span class="_ _14"> </span>zł <span class="_ _5"> </span>brutto; <span class="_ _5"> </span>oraz <span class="_ _5"> </span>(iii) <span class="_ _5"> </span>wynagrodzenie <span class="_ _5"> </span>z <span class="_ _14"> </span>tytułu <span class="_ _4"></span>pełnienia <span class="_ _14"> </span>funkcji </div><div class="t m0 x1 hf y129c ff7 fs4 fc2 sc0 ls0 ws0">Przewodniczącego Rady Nadzorczej spółki zależnej Un<span class="_ _1"></span>imot Termina<span class="_ _0"></span>le sp. z o.o. w łącznej wysokości 60 000 zł brutto. <span class="ff6"> </span></div><div class="t m0 x1 hf y71a ff7 fs4 fc2 sc0 ls0 ws0">Robert Brzozowski (piastował funkcję Wiceprezes<span class="_ _1"></span>a Zarządu Emitenta przez cały rok 2025)<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y129d ff7 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _1"></span>Robert <span class="_ _1"></span>Brzozowski <span class="_ _1"></span>otrzymywał <span class="_ _1"></span>wynagrodzenie <span class="_ _9"></span>z tytułu <span class="_ _1"></span>pełnienia <span class="_ _9"></span>funkcji członka <span class="_ _1"></span>zarządu <span class="_ _1"></span>Emitenta <span class="_ _9"></span>(<span class="_ _0"></span>na <span class="_ _1"></span>stanowisku <span class="_ _1"></span>Wiceprezes<span class="_ _1"></span>a<span class="_ _0"></span><span class="ff6"> </span>Zarządu), </div><div class="t m0 x1 hf yaf1 ff7 fs4 fc2 sc0 ls0 ws0">na <span class="_ _14"> </span>podstawie <span class="_ _5"> </span>uchwały <span class="_ _14"> </span>Rady <span class="_ _14"> </span>Nadzorczej <span class="_ _14"> </span>z <span class="_ _14"> </span>dnia <span class="_ _14"> </span>5 <span class="_ _14"> </span>maja <span class="_ _5"> </span>2016 <span class="_ _14"> </span>r. <span class="_ _14"> </span>w <span class="_ _14"> </span>postaci <span class="_ _14"> </span>miesięcznego <span class="_ _5"> </span>wynagrodzenia. <span class="_ _14"> </span>W <span class="_ _14"> </span>2025 <span class="_ _14"> </span>r <span class="_ _14"> </span>roku <span class="_ _14"> </span>wynagrodz<span class="_ _0"></span><span class="ff6">enie </span></div><div class="t m0 x1 hf y1163 ff7 fs4 fc2 sc0 ls0 ws0">wypłacone <span class="_ _4"></span>z <span class="_ _4"></span>tego <span class="_ _5"></span>tytułu <span class="_ _4"></span>wyniosło <span class="_ _4"></span>120 <span class="_ _4"></span>000 <span class="_ _4"></span>zł <span class="_ _4"></span>brutto. <span class="_ _5"></span>Na <span class="_ _4"></span>podstawie <span class="_ _4"></span>uchwały <span class="_ _4"></span>Rady <span class="_ _4"></span>Nadzorczej <span class="_ _4"></span>z <span class="_ _4"></span>21.04.2026 <span class="_ _4"></span>ro<span class="_ _0"></span>ku <span class="_ _4"></span>Wiceprezesowi <span class="_ _4"></span>Zarz<span class="_ _0"></span>ąd<span class="_ _0"></span>u </div><div class="t m0 x1 hf y129e ff7 fs4 fc2 sc0 ls0 ws0">Robertowi Brzozowskiemu ustalona <span class="_ _0"></span>została premia <span class="_ _0"></span>pieniężna za <span class="_ _0"></span>rok <span class="_ _0"></span>2025 w <span class="_ _0"></span>wysokości <span class="_ _3"></span><span class="ff6">2 <span class="ls7">320</span> <span class="ls7">000 </span></span>zł <span class="_ _0"></span>brutto. Ponadto Pan <span class="_ _0"></span>Robert <span class="_ _0"></span><span class="ff6">Brzozo<span class="_ _0"></span>wski </span></div><div class="t m0 x1 hf y2f9 ff7 fs4 fc2 sc0 ls0 ws0">w <span class="_ _0"></span>2025 r. <span class="_ _0"></span>w<span class="_ _0"></span> c<span class="_ _0"></span>zasie pełnienia <span class="_ _0"></span>funkcji <span class="_ _0"></span>Wiceprezesa Zarząd<span class="_ _0"></span>u E<span class="_ _0"></span>mitenta <span class="_ _0"></span>otrzymał <span class="_ _0"></span>wynagrodzenie <span class="_ _0"></span>od sp<span class="_ _0"></span>ółek <span class="_ _0"></span>zależnych Emitenta: <span class="_ _0"></span> <span class="_ _0"></span>(i) <span class="_ _0"></span>T<span class="_ _3"></span><span class="ff6">radea <span class="_ _0"></span>sp. <span class="_ _0"></span>z </span></div><div class="t m0 x1 hf y129f ff7 fs4 fc2 sc0 ls0 ws0">o.o. <span class="_ _3"></span>i <span class="_ _3"></span>Unimot <span class="_ _0"></span>E<span class="_ _0"></span>nergia <span class="_ _0"></span>i <span class="_ _3"></span>Gaz <span class="_ _3"></span>sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o., <span class="_ _3"></span>w <span class="_ _3"></span>postaci <span class="_ _0"></span>zapłaty <span class="_ _3"></span>wynagrodzenia <span class="_ _3"></span>z <span class="_ _3"></span>tytułu <span class="_ _3"></span>umów <span class="_ _0"></span>o <span class="_ _3"></span>świadczenie <span class="_ _3"></span>usług <span class="_ _0"></span>do<span class="_ _3"></span><span class="ff6">radczych, <span class="_ _3"></span>konsultingowych <span class="_ _3"></span>i </span></div><div class="t m0 x1 hf y1164 ff7 fs4 fc2 sc0 ls0 ws0">business <span class="_ _0"></span>development w<span class="_ _0"></span> <span class="_ _0"></span>zakresie <span class="_ _0"></span>roz<span class="_ _0"></span>woju <span class="_ _0"></span>segmentu <span class="_ _0"></span>biznesu <span class="_ _0"></span>w <span class="_ _0"></span>obszarze <span class="_ _3"></span>energii elektrycznej <span class="_ _0"></span>i <span class="_ _3"></span>fotowoltaiki, <span class="_ _0"></span>w <span class="_ _0"></span>łącznej <span class="_ _0"></span>wysokości <span class="_ _4"></span>300 <span class="_ _0"></span>000 <span class="_ _0"></span>zł </div><div class="t m0 x1 hf y12a0 ff7 fs4 fc2 sc0 ls0 ws0">netto; (ii) wynagrodzenie z tytułu pełnienia funkcji Członka Zarządu w spółce zależnej Olavi<span class="_ _0"></span>on sp.<span class="_ _0"></span> z o.o. w ł<span class="_ _0"></span>ącznej wysokości 24 000 zł brutto </div><div class="t m0 x1 hf ye3f ff7 fs4 fc2 sc0 ls0 ws0">oraz <span class="_ _4"></span>wynagrodzenie <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _4"></span>spółce <span class="_ _4"></span>zależnej <span class="_ _4"></span>Olavion <span class="_ _4"></span>sp. <span class="_ _4"></span>z <span class="_ _4"></span>o.o<span class="_ _0"></span>. <span class="_ _4"></span>z <span class="_ _4"></span>tytułu <span class="_ _4"></span>umowy <span class="_ _4"></span>o <span class="_ _4"></span>świadczenie <span class="_ _4"></span>usług <span class="_ _4"></span>w <span class="_ _4"></span>ł<span class="_ _0"></span>ącznej <span class="_ _4"></span>wysokości <span class="_ _4"></span>113 <span class="_ _4"></span>640 <span class="_ _4"></span>zł <span class="_ _4"></span>net<span class="_ _3"></span><span class="ff6">to; <span class="_ _4"></span>(<span class="_ _0"></span>iii) </span></div><div class="t m0 x1 hf y800 ff7 fs4 fc2 sc0 ls0 ws0">wynagrodzenie tytułu<span class="_ _1"></span> pełnienia funkcji <span class="_ _1"></span>Członka Rady Nad<span class="_ _1"></span>zorczej w spółce zależnej Unimot <span class="_ _1"></span>Terminale sp. <span class="_ _1"></span>z o.o. w łącznej <span class="_ _1"></span>wysokości 6<span class="_ _1"></span>0 000 zł </div><div class="t m0 x1 hf y10b6 ff7 fs4 fc2 sc0 ls0 ws0">brutto; (iv) <span class="_ _1"></span>wynagrodzenie <span class="_ _1"></span>tytułu pełni<span class="_ _1"></span>enia funkcji <span class="_ _1"></span>Członka Rady Nad<span class="_ _1"></span>zorczej w s<span class="_ _1"></span>półce zależnej <span class="_ _1"></span>Unimot <span class="_ _1"></span>Bitumen <span class="_ _1"></span>sp. z <span class="_ _1"></span>o.o. w łącznej wysokości </div><div class="t m0 x1 hf y12a1 ff7 fs4 fc2 sc0 ls7 ws0">60 000 zł brutto.  <span class="ff6 ls0"> </span></div><div class="t m0 x1 hf y10b8 ff7 fs4 fc2 sc0 ls0 ws0">Filip Kuropatwa (piastował funkcję Wicepre<span class="_ _1"></span>zesa Zarządu ds. Finansowych Emitenta przez cały rok 2025)<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ydde ff7 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _0"></span>Filip <span class="_ _3"></span>Kuropatwa <span class="_ _0"></span>otrzymyw<span class="_ _0"></span>ał <span class="_ _0"></span>w <span class="_ _3"></span>Unimot <span class="_ _3"></span>S.A. <span class="_ _0"></span>wynagrodzenie <span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _0"></span>t<span class="_ _0"></span>ytułu <span class="_ _3"></span>pełnienia f<span class="_ _0"></span>unkcji <span class="_ _0"></span>c<span class="_ _0"></span>złonka <span class="_ _3"></span>zarządu <span class="_ _0"></span>Emitenta, <span class="_ _3"></span>na <span class="_ _3"></span>podstawie <span class="_ _4"></span>uchwały </div><div class="t m0 x1 hf y122d ff7 fs4 fc2 sc0 ls0 ws0">Rady <span class="_ _3"></span>Nadzorczej <span class="_ _3"></span>z <span class="_ _3"></span>dnia <span class="_ _0"></span>16 <span class="_ _3"></span>cz<span class="_ _0"></span>erwca <span class="_ _3"></span>2021 <span class="_ _3"></span>r. <span class="_ _3"></span>w <span class="_ _3"></span>postaci <span class="_ _3"></span>miesięcznego <span class="_ _3"></span>wynagrodzenia. <span class="_ _0"></span>W <span class="_ _3"></span>2025 <span class="_ _3"></span>roku <span class="_ _4"></span>wynagrodzenie<span class="_ _1"></span> <span class="_ _3"></span>wypłacone <span class="_ _3"></span>z <span class="_ _3"></span>tego <span class="_ _5"></span>tytułu </div><div class="t m0 x1 hf y3cb ff7 fs4 fc2 sc0 ls0 ws0">wyniosło 120 000 zł brutto. Na podstawie u<span class="_ _1"></span>chwały Rady Nadzorczej z 21.04.2026 roku Wiceprezesowi Zarządu Fi<span class="_ _1"></span>lipowi Kuropatwie <span class="_ _0"></span><span class="ff6">ustalona </span></div><div class="t m0 x1 hf y12a2 ff7 fs4 fc2 sc0 ls0 ws0">została <span class="_ _3"></span>premia <span class="_ _3"></span>pieniężna <span class="_ _3"></span>za <span class="_ _4"></span>rok <span class="_ _3"></span>2025 <span class="_ _4"></span>w <span class="_ _3"></span>wysokości <span class="_ _4"></span><span class="ff6">2 <span class="ls7">320</span> <span class="ls7">000 <span class="_ _4"></span></span></span>zł <span class="_ _3"></span>brutto. <span class="_ _3"></span>Ponadto <span class="_ _3"></span>Pan <span class="_ _4"></span>Filip <span class="_ _3"></span>Kuropatwa <span class="_ _4"></span>w <span class="_ _3"></span>2025 <span class="_ _3"></span>r. <span class="_ _4"></span>w <span class="_ _3"></span>czasi<span class="_ _0"></span>e <span class="_ _3"></span>pełnienia <span class="_ _4"></span>funkcji </div><div class="t m0 x1 hf y12a3 ff7 fs4 fc2 sc0 ls0 ws0">Wiceprezesa <span class="_ _3"></span>Zarządu <span class="_ _3"></span>Emitenta <span class="_ _3"></span>otrzymał <span class="_ _3"></span>wynagrodzenie <span class="_ _0"></span>o<span class="_ _0"></span>d <span class="_ _3"></span>spółek <span class="_ _3"></span>zależnych <span class="_ _3"></span>Emitenta: <span class="_ _3"></span>(i) <span class="_ _3"></span>wynagro<span class="_ _0"></span>dzenie <span class="_ _0"></span>ty<span class="_ _0"></span>tułu <span class="_ _3"></span>pełnienia <span class="_ _3"></span>funkcji <span class="_ _5"> </span>Czł<span class="_ _0"></span>onka </div><div class="t m0 x1 hf y12a4 ff7 fs4 fc2 sc0 ls0 ws0">Rady <span class="_ _3"></span>Nadzorczej <span class="_ _3"></span>w<span class="_ _0"></span> <span class="_ _3"></span>spółce <span class="_ _3"></span>zależn<span class="_ _0"></span>ej <span class="_ _3"></span>Unimot <span class="_ _3"></span>Term<span class="_ _0"></span>inale <span class="_ _3"></span>sp. <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _3"></span>o.o<span class="_ _0"></span>. <span class="_ _3"></span>w <span class="_ _4"></span>łącznej <span class="_ _3"></span>wysokości <span class="_ _3"></span>60 <span class="_ _4"></span>000 <span class="_ _3"></span>zł <span class="_ _4"></span>brutto; <span class="_ _3"></span>(ii<span class="_ _3"></span>) <span class="_ _3"></span>wynagrodzenie <span class="_ _3"></span>tyt<span class="_ _0"></span>ułu <span class="_ _3"></span>peł<span class="_ _0"></span>nienia </div><div class="t m0 x1 hf ya2 ff7 fs4 fc2 sc0 ls0 ws0">funkcji <span class="_ _3"></span>Członka <span class="_ _3"></span>Rady <span class="_ _3"></span>Nadzorczej <span class="_ _0"></span>w <span class="_ _3"></span>spółce <span class="_ _3"></span>zależnej <span class="_ _3"></span>Unimot <span class="_ _3"></span>Bitumen <span class="_ _0"></span>sp. <span class="_ _3"></span>z <span class="_ _3"></span>o.o<span class="_ _0"></span>. <span class="_ _3"></span>w <span class="_ _3"></span>łącznej <span class="_ _0"></span>wysoko<span class="_ _0"></span>ści <span class="_ _0"></span>60 <span class="_ _3"></span>000 <span class="_ _3"></span>zł <span class="_ _3"></span>brutto; <span class="_ _3"></span>(iii) <span class="_ _3"></span>wynag<span class="_ _0"></span><span class="ff6">ro<span class="_ _0"></span>dzenie <span class="_ _0"></span>za </span></div><div class="t m0 x1 hf yb77 ff7 fs4 fc2 sc0 ls0 ws0">usługi na podstawie umowy <span class="_ _0"></span>o świadczenie usług doradczo <span class="_ _3"></span>–<span class="ff6"> </span>konsultacyjnych ze spółki Unimo<span class="_ _0"></span>t Paliwa sp. z <span class="_ _0"></span>o.o. w łącznej <span class="_ _0"></span>wysokości 300<span class="ff6"> <span class="ls7">000 </span></span></div><div class="t m0 x1 hf y577 ff7 fs4 fc2 sc0 ls0 ws0">zł netto.   <span class="ff6"> </span></div><div class="t m0 x1 hf y770 ff6 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna - <span class="ff7">Kowalska (piastowała funkcję Wiceprezesa Zarządu ds. HR Emitenta przez cały rok 2025)</span> </div><div class="t m0 x1 hf y252 ff6 fs4 fc2 sc0 ls0 ws0">Pani <span class="_ _9"></span>Aneta <span class="_ _1"></span>Szczesna <span class="_ _1"></span><span class="ff7">–<span class="ff6"> <span class="_ _9"></span><span class="ff7">Kowalska otrzymywała <span class="_ _9"></span>w Un<span class="_ _1"></span>imot<span class="ff6"> </span>S<span class="_ _1"></span>.A. <span class="_ _9"></span>w<span class="_ _0"></span>ynagrodzeni<span class="_ _1"></span>e <span class="_ _9"></span>z<span class="_ _0"></span> <span class="_ _1"></span>tytułu <span class="_ _9"></span>pełnienia <span class="_ _1"></span>funkcji <span class="_ _1"></span>członka <span class="_ _9"></span>zarządu Emite<span class="_ _1"></span>nta, <span class="_ _1"></span>na <span class="_ _9"></span>podstawie </span></span></span></div><div class="t m0 x1 hf y9da ff7 fs4 fc2 sc0 ls0 ws0">uchwały Rady Nadzorczej z dnia 2<span class="_ _1"></span>2 listopada 2023 r. w postaci miesię<span class="_ _1"></span>cznego wynagrodzenia. W 2025 roku wynagrodzeni<span class="_ _1"></span>e wypłacone<span class="_ _0"></span><span class="ff6"> z tego </span></div><div class="t m0 x1 hf yaf7 ff7 fs4 fc2 sc0 ls0 ws0">tytułu wyniosło <span class="_ _1"></span>120 000 zł <span class="_ _1"></span>brutto. Po<span class="ff6">nadto Pani <span class="_ _1"></span>Aneta S<span class="_ _1"></span>zczesna <span class="ff7">–</span> <span class="ff7">Kowalska w <span class="_ _1"></span>2025 r. <span class="_ _1"></span>otrzymała od E<span class="_ _1"></span>mitenta <span class="_ _1"></span>wynagrodzenie z <span class="_ _1"></span>tytułu umowy </span></span></div><div class="t m0 x1 hf y1026 ff7 fs4 fc2 sc0 ls0 ws0">o <span class="_ _4"></span>świadczenie <span class="_ _4"></span>usług <span class="_ _4"></span>dla <span class="_ _4"></span>Emitenta <span class="_ _5"></span>w <span class="_ _4"></span>wysokości <span class="_ _5"></span>276 <span class="_ _4"></span>000 <span class="_ _4"></span>zł <span class="_ _5"></span>netto. <span class="_ _4"></span>Na <span class="_ _4"></span>podstawie <span class="_ _4"></span>uchwały <span class="_ _4"></span>Rady <span class="_ _5"></span>Nadzorczej <span class="_ _4"></span>z <span class="_ _4"></span>21.04.2026 <span class="_ _4"></span>ro<span class="_ _0"></span>ku <span class="_ _4"></span>Wicepre<span class="_ _0"></span><span class="ff6">zes </span></div><div class="t m0 x1 hf y12a5 ff7 fs4 fc2 sc0 ls0 ws0">Zarządu Anecie <span class="_ _0"></span>Szczesnej <span class="_ _0"></span>–<span class="ff6"> <span class="_ _0"></span>Ko</span>walskiej <span class="_ _0"></span>ustalona <span class="_ _0"></span>została <span class="_ _0"></span>premia <span class="_ _0"></span>pieniężna z<span class="_ _0"></span>a <span class="_ _0"></span>rok <span class="_ _0"></span>2025 w<span class="_ _0"></span> w<span class="_ _0"></span>ysokości <span class="_ _3"></span><span class="ff6">1 <span class="ls7">000</span> <span class="ls7">000 </span></span>zł<span class="_ _0"></span> brutto. <span class="_ _0"></span>Ponadto <span class="_ _0"></span>Pani <span class="_ _0"></span>Aneta </div><div class="t m0 x1 hf y12a6 ff6 fs4 fc2 sc0 ls0 ws0">Szczesna <span class="ff7">–</span> <span class="ff7">Kowalska w 2025 r. w czasie pełnienia fu<span class="_ _1"></span>nkcji Wiceprezesa Zarządu Emitenta otrzymała wynagrodzenie od spółki zależnej Tradea </span></div><div class="t m0 x1 hf y12a7 ff7 fs4 fc2 sc0 ls0 ws0">sp. <span class="_ _3"></span>o.o. <span class="_ _4"></span>oraz <span class="_ _3"></span>Unimot <span class="_ _3"></span>Energia <span class="_ _3"></span>i <span class="_ _3"></span>Gaz <span class="_ _3"></span>sp. <span class="_ _4"></span>z <span class="_ _3"></span>o.o. <span class="_ _3"></span>z <span class="_ _3"></span>tytułu <span class="_ _4"></span>świadczenia <span class="_ _3"></span>dla <span class="_ _3"></span>tej <span class="_ _3"></span>spółki <span class="_ _3"></span>zależnej<span class="_ _0"></span><span class="ff6"> <span class="_ _4"></span></span>usług <span class="_ _3"></span>doradczych <span class="_ _3"></span>z<span class="_ _0"></span> <span class="_ _3"></span>obszaru <span class="_ _3"></span>zarządzania <span class="_ _3"></span>zasobami </div><div class="t m0 x1 hf y12a8 ff7 fs4 fc2 sc0 ls0 ws0">ludzkimi w łącznej wysokości 60 000 zł netto. <span class="ff6"> </span></div></div></div><div class="pi" ></div></div><div id="pfa2" class="pf w0 h0" ><div class="pc pca2 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">162<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf yca ff7 fs4 fc2 sc0 ls0 ws0">Michał Hojowski (piastował funkcję Wiceprezes<span class="_ _1"></span>a Zarządu ds. Transformacji E<span class="_ _0"></span>nergetycznej Emiten<span class="_ _1"></span>ta przez cały rok 2025)<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y187 ff7 fs4 fc2 sc0 ls0 ws0">Pan <span class="_ _0"></span>Michał <span class="_ _0"></span>Hojowski <span class="_ _0"></span>otrzymywał <span class="_ _0"></span>w <span class="_ _3"></span>Unimot S.A. <span class="_ _3"></span>wynagrodzenie<span class="_ _1"></span> <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>pełnienia <span class="_ _0"></span>funkcji <span class="_ _0"></span>czł<span class="_ _0"></span>onka <span class="_ _0"></span>zarządu <span class="_ _0"></span>Emitenta, <span class="_ _0"></span>na <span class="_ _0"></span>podstawie <span class="_ _4"></span>uchwały </div><div class="t m0 x1 hf yf2b ff7 fs4 fc2 sc0 ls0 ws0">Rady <span class="_ _0"></span>Nadzorczej <span class="_ _0"></span>z <span class="_ _3"></span>dnia <span class="_ _0"></span>22 <span class="_ _0"></span>l<span class="_ _0"></span>istopada <span class="_ _0"></span>2023 <span class="_ _0"></span>r.<span class="_ _0"></span> <span class="_ _0"></span>w <span class="_ _3"></span>postaci <span class="_ _0"></span>miesięcznego <span class="_ _3"></span>wynagrodzenia. W <span class="_ _3"></span>2025 <span class="_ _0"></span>roku <span class="_ _3"></span>wynagrodzenie <span class="_ _0"></span>wypłaco<span class="_ _0"></span>ne <span class="_ _0"></span>z <span class="_ _0"></span>teg<span class="_ _3"></span>o <span class="_ _3"></span>tytułu </div><div class="t m0 x1 hf y4f9 ff7 fs4 fc2 sc0 ls0 ws0">wyniosło <span class="_ _3"></span>120 <span class="_ _0"></span>000 <span class="_ _3"></span>zł <span class="_ _3"></span>brutto. <span class="_ _0"></span>Ponadto <span class="_ _3"></span>Pan <span class="_ _3"></span> <span class="_ _0"></span>M<span class="_ _0"></span>ichał <span class="_ _0"></span>H<span class="_ _0"></span>ojowski <span class="_ _3"></span>w <span class="_ _0"></span>2025 <span class="_ _3"></span>r. <span class="_ _3"></span>otrzymał <span class="_ _3"></span>od <span class="_ _0"></span>Emitenta <span class="_ _3"></span>wynagrodzenie <span class="_ _0"></span>z <span class="_ _3"></span>tytułu <span class="_ _3"></span>umowy <span class="_ _3"></span>o <span class="_ _3"></span>świadc<span class="_ _3"></span><span class="ff6">zenie </span></div><div class="t m0 x1 hf y10ab ff7 fs4 fc2 sc0 ls0 ws0">usług <span class="_ _14"> </span>dla <span class="_ _14"> </span>Emitenta <span class="_ _14"> </span>w <span class="_ _14"> </span>wysokości <span class="_ _14"> </span>450 <span class="_ _14"> </span>000 <span class="_ _14"> </span>zł <span class="_ _14"> </span>netto. <span class="_ _14"> </span>Na <span class="_ _14"> </span>podstawie <span class="_ _14"> </span>uchwały <span class="_ _14"> </span>Rady <span class="_ _14"> </span>Nadzorczej <span class="_ _14"> </span>z <span class="_ _14"> </span>21.04.2026 <span class="_ _14"> </span>roku <span class="_ _14"> </span>Wiceprezesow<span class="_ _3"></span>i <span class="_ _14"> </span>Zarządu </div><div class="t m0 x1 hf y1084 ff7 fs4 fc2 sc0 ls0 ws0">Michałowi Hojowskiemu ustalona została premia pieniężna za rok 2025 w wysokości <span class="ff6">1 <span class="ls7">500 000</span> </span>zł brutto.<span class="ff6"> </span></div><div class="t m0 x1 hf ya18 ff7 fs4 fc2 sc0 ls0 ws0">Łączne <span class="_ _9"></span>w<span class="_ _0"></span>ynagrodzenie <span class="_ _9"></span>zarządu<span class="ff6"> </span>zostało <span class="_ _9"></span>przedstawione <span class="_ _1"></span>w <span class="_ _1"></span><span class="ff6">Skonsolidowanym <span class="_ _9"></span><span class="ff7">Sprawozdaniu <span class="_ _1"></span>Finansowym <span class="_ _1"></span>UNIMOT <span class="_ _9"></span>za rok <span class="_ _a"></span>obrotow<span class="_ _0"></span>y <span class="_ _9"></span>zakończony </span></span></div><div class="t m0 x1 h16 y1296 ff6 fs4 fc2 sc0 ls0 ws0">31 grudnia 2025 r. w nocie 9.5<span class="ls9">    </span><span class="ff8 fcb">Wynagrodzenie Członków Rady Nadzorczej za rok 2025: <span class="ff5"> </span></span></div><div class="t m0 x1 hf y500 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _5"></span>2025 <span class="_ _4"></span>ro<span class="_ _0"></span>ku, <span class="_ _4"></span>do <span class="_ _5"> </span>9 <span class="_ _5"></span>czerwca <span class="_ _5"></span>2025 <span class="_ _4"></span>roku, <span class="_ _5"></span>członkowie <span class="_ _5"></span>Rady <span class="_ _4"></span>Nadzorczej <span class="_ _5"> </span>uzyskiwali <span class="_ _5"></span>miesięczne <span class="_ _4"></span>wynagrodzenie <span class="_ _5"></span>na <span class="_ _5"></span>podstawie <span class="_ _4"></span>uchwały <span class="_ _5"> </span>nr <span class="_ _5"></span>2<span class="_ _3"></span><span class="ff6 ls7">4 </span></div><div class="t m0 x1 hf y12a9 ff7 fs4 fc2 sc0 ls0 ws0">Zwyczajnego <span class="_ _4"></span>Walnego <span class="_ _4"></span>Zgromadzen<span class="_ _1"></span>ia <span class="_ _4"></span>UNIMOT <span class="_ _4"></span>S.A <span class="_ _4"></span>z <span class="_ _4"></span>dnia <span class="_ _3"></span>29 <span class="_ _4"></span>czerwca <span class="_ _4"></span>2022 <span class="_ _4"></span>r., <span class="_ _4"></span>które <span class="_ _3"></span>w<span class="_ _0"></span>ynosiło <span class="_ _4"></span>6 <span class="_ _3"></span>250 <span class="_ _4"></span>zł <span class="_ _4"></span>brutto <span class="_ _3"></span>dla <span class="_ _4"></span>Przewodniczącego <span class="_ _4"></span>Ra<span class="_ _3"></span><span class="ff6">dy </span></div><div class="t m0 x1 hf y12aa ff6 fs4 fc2 sc0 ls0 ws0">N<span class="ff7">adzorczej i Przewodniczącego Komitetu A<span class="_ _1"></span>udytu oraz 5.000 zł dla pozostałych członków Rady Nadzorczej. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x1 hf yfb9 ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _3"></span>9 <span class="_ _0"></span>czerwca <span class="_ _3"></span>2025 <span class="_ _3"></span>roku <span class="_ _0"></span>Zwyczajne <span class="_ _3"></span>Walne <span class="_ _0"></span>Zgromadzenie <span class="_ _0"></span>Unimo<span class="_ _0"></span>t <span class="_ _3"></span>S.A. <span class="_ _0"></span>podjęło <span class="_ _3"></span>uchwałę <span class="_ _0"></span>nr <span class="_ _3"></span>26 <span class="_ _0"></span>przewidującą <span class="_ _0"></span>miesięczne <span class="_ _3"></span>wynagrodzen<span class="_ _0"></span><span class="ff6">ie </span></div><div class="t m0 x1 hf y12ab ff7 fs4 fc2 sc0 ls0 ws0">członków Rady Nad<span class="_ _1"></span>zorczej wynos<span class="_ _1"></span>zące 7.500 z<span class="_ _1"></span>ł  b<span class="_ _1"></span>rutto dla <span class="_ _1"></span>Przewodniczącego <span class="_ _1"></span>Rady Nadzorczej i<span class="_ _1"></span> Prze<span class="_ _1"></span>wodniczącej Komitetu<span class="_ _1"></span> Aud<span class="_ _1"></span>ytu or<span class="_ _0"></span><span class="ff6">az 6.000 </span></div><div class="t m0 x1 hf y12ac ff7 fs4 fc2 sc0 ls0 ws0">zł brutto dla pozostałych członków Rady Nadzorczej.<span class="ff6"> </span></div><div class="t m0 x1 hf y12ad ff7 fs4 fc2 sc0 ls0 ws0">W <span class="_ _0"></span>2025 ro<span class="_ _0"></span>ku czł<span class="_ _0"></span>onkowie Rady <span class="_ _0"></span>Nadzorcz<span class="_ _0"></span>ej o<span class="_ _0"></span>trzymali dodatkowe <span class="_ _0"></span>jednorazowe <span class="_ _0"></span>wynagrodzenie za <span class="_ _0"></span>pracę <span class="_ _0"></span>w <span class="_ _0"></span>roku <span class="_ _0"></span>2025 <span class="_ _0"></span>na mo<span class="_ _0"></span>cy <span class="_ _0"></span>uchwały <span class="_ _0"></span>nr <span class="_ _4"></span><span class="ff6">25 </span></div><div class="t m0 x1 hf y857 ff7 fs4 fc2 sc0 ls0 ws0">Zwyczajnego <span class="_ _4"></span>Walnego <span class="_ _4"></span>Zgromadzenia <span class="_ _3"></span>Unimot <span class="_ _4"></span>S.A. <span class="_ _4"></span>z <span class="_ _4"></span>dnia <span class="_ _4"></span>9 <span class="_ _4"></span>czerwca <span class="_ _4"></span>2025 <span class="_ _4"></span>roku <span class="_ _4"></span>wynoszące: <span class="_ _4"></span>(i) <span class="_ _4"></span>6.250 <span class="_ _4"></span>zł <span class="_ _4"></span>brutto <span class="_ _4"></span>dla <span class="_ _3"></span>Prz<span class="_ _0"></span>ewodniczącego <span class="_ _4"></span>R<span class="_ _3"></span><span class="ff6">ady<span class="_ _1"></span> </span></div><div class="t m0 x1 hf y138 ff7 fs4 fc2 sc0 ls0 ws0">Nadzorczej i Przewodniczącej Komitetu Audytu, oraz (ii) 5.000 zł brutto  dl<span class="_ _1"></span>a pozostałych członków Rady Nadzorczej.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y12ae ff7 fs4 fc2 sc0 ls0 ws0">Wynagrodzenie Członków Rady Nadzorczej na podstawie ww. uchwał wypłacone za 2025 rok: <span class="ff6"> </span></div><div class="t m0 x1 hf ydd8 ff6 fs4 fc2 sc0 ls0 ws0">Andreas Golombek <span class="ff7">–</span> <span class="ff7 ls7">90 000 zł brutto, </span> </div><div class="t m0 x1 hf y673 ff7 fs4 fc2 sc0 ls0 ws0">Czesław Sadkowski –<span class="ff6"> </span><span class="ls7">72 000 zł brutto, </span><span class="ff6"> </span></div><div class="t m0 x1 hf y12af ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y12b0 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y119c ff7 fs4 fc2 sc0 ls0 ws0">Piotr Cieślak –<span class="ff6"> </span><span class="ls7">72 000 zł brutto, </span><span class="ff6"> </span></div><div class="t m0 x1 hf y12b1 ff6 fs4 fc2 sc0 ls0 ws0">Piotr Prusakiewicz <span class="ff7">–</span> <span class="ff7 ls7">72 000 zł brutto, </span> </div><div class="t m0 x1 hf y12b2 ff6 fs4 fc2 sc0 ls0 ws0">Lidia Banach <span class="ff7">–</span> Hoheker <span class="ff7">–</span> <span class="ff7">90 000 zł brutto,</span> </div><div class="t m0 x1 hf y1d1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y791 ff6 fs4 fc2 sc0 ls0 ws0">Yiannis Petrallis <span class="ff7">–</span> <span class="ff7 ls7">72 000 zł brutto, </span> </div><div class="t m0 x1 hf yee7 ff6 fs4 fc2 sc0 ls0 ws0">Magdalena Sikorska <span class="ff7">–</span> <span class="ff7 ls7">72 000 zł brutto. </span> </div><div class="t m0 x1 hf ye1d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y119f ff7 fs4 fc2 sc0 ls0 ws0">Zgodnie z najlepszą wiedzą Emitenta, członkowie Rady Nadzorczej <span class="_ _1"></span>nie otrzymali żadnych innych dodatkowych świadczeń ze strony <span class="ff6">E<span class="_ _0"></span>mitenta </span></div><div class="t m0 x1 hf y935 ff7 fs4 fc2 sc0 ls0 ws0">na podstawie<span class="_ _1"></span> planu <span class="_ _1"></span>premii <span class="_ _1"></span>lub podziału <span class="_ _1"></span>zysków, w<span class="_ _1"></span> formie <span class="_ _1"></span>opcji n<span class="_ _1"></span>a akcje <span class="_ _1"></span>lub <span class="_ _1"></span>innych <span class="_ _1"></span>świadczeń w <span class="_ _1"></span>naturze. <span class="_ _1"></span>Ponadto członkom <span class="_ _1"></span>Ra<span class="_ _0"></span><span class="ff6">dy Nadzorczej </span></div><div class="t m0 x1 hf y12b3 ff7 fs4 fc2 sc0 ls0 ws0">nie <span class="_ _0"></span>przysługują <span class="_ _3"></span>od <span class="_ _3"></span>Spółki <span class="_ _3"></span>świadczenia <span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _3"></span>charakterze <span class="_ _0"></span>o<span class="_ _0"></span>droczonym <span class="_ _0"></span>lub <span class="_ _3"></span>warunkowym. <span class="_ _3"></span>Członkowie <span class="_ _3"></span>Rady <span class="_ _0"></span>Nadzorcz<span class="_ _0"></span>ej <span class="_ _3"></span>nie <span class="_ _0"></span>uzyskiwali <span class="_ _3"></span>równ<span class="_ _3"></span>ież <span class="_ _0"></span>w </div><div class="t m0 x1 hf y11a0 ff7 fs4 fc2 sc0 ls0 ws0">2025 r. wynagrodzenia od spółek zależnych od Emitenta.<span class="ff6"> </span></div><div class="t m0 x1 hf y44d ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x60 h10 y12b4 ff5 fs3 fc5 sc0 ls0 ws0">8.12.3.<span class="ff3"> <span class="_ _39"> </span><span class="ff8">ZOB<span class="_ _0"></span>OWIĄZANIA WYNIKAJĄC<span class="_ _0"></span>E Z E<span class="_ _0"></span>MERYTUR I ŚWIADCZEŃ <span class="_ _0"></span>O PODOBNYM CH<span class="_ _0"></span>ARAKTERZE DLA BYŁYC<span class="_ _0"></span>H </span></span></div><div class="t m0 x17e h10 yf8 ff8 fs3 fc5 sc0 ls0 ws0">OSÓB ZARZĄDZAJĄCYCH I N<span class="_ _0"></span>ADZORUJĄC<span class="_ _0"></span>YCH<span class="_ _0"></span><span class="ff5"> </span></div><div class="t m0 x1 hf y12b5 ff7 fs4 fc2 sc0 ls0 ws0">Brak takich zobowiązań<span class="ff6"> </span></div><div class="t m0 x1 hf ybbf ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x60 h10 y1073 ff5 fs3 fc5 sc0 ls0 ws0">8.12.4.<span class="ff3"> <span class="_ _39"> </span></span>INFORM<span class="_ _0"></span>ACJE O SYSTEMIE<span class="_ _0"></span> KONTROLI PROGR<span class="_ _0"></span>AMÓW AKCJ<span class="_ _0"></span>I PRACOWNICZYCH<span class="_ _3"></span> </div><div class="t m0 x1 hf ye21 ff7 fs4 fc2 sc0 ls0 ws0">U Emitenta a także w spółkach zależnych nie ma programów akcji pracowniczych.<span class="ff6"> </span></div><div class="t m0 x1 hf y705 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfa3" class="pf w0 h0" ><div class="pc pca3 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">163<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x60 h10 y74f ff5 fs3 fc5 sc0 ls0 ws0">8.12.5.<span class="ff3"> <span class="_ _39"> </span><span class="ff8">OPIS <span class="_ _0"></span>POLITYKI RÓŻNORO<span class="_ _0"></span>DNOŚCI STOS<span class="_ _0"></span>OWANEJ DO ORGA<span class="_ _0"></span>NÓW ADMINISTRUJ<span class="_ _0"></span>ĄCYCH, ZARZĄDZ<span class="_ _0"></span>AJĄCYCH <span class="_ _3"></span></span></span> </div><div class="t m0 x17e h10 y313 ff8 fs3 fc5 sc0 ls0 ws0">I NADZORUJĄCYCH E<span class="_ _0"></span>MITENTA W ODNIESIENIU <span class="_ _0"></span>DO ASPEKTÓW T<span class="_ _0"></span>AKICH JAK NA PRZY<span class="_ _0"></span>KŁAD WIEK, PŁE<span class="_ _0"></span>Ć </div><div class="t m0 x17e h10 yea7 ff8 fs3 fc5 sc0 ls0 ws0">LUB WYKSZTAŁCENIE I <span class="_ _0"></span>DOŚWIADCZENIE Z<span class="_ _0"></span>AWODOWE, CEL<span class="_ _0"></span>ÓW TEJ POLITYKI RÓŻN<span class="_ _0"></span>ORODN<span class="_ _0"></span>OŚCI, </div><div class="t m0 x17e h10 y12b6 ff5 fs3 fc5 sc0 ls0 ws0">SPOSOBU JEJ R<span class="_ _0"></span>EALIZACJI ORAZ SKUTKÓW W <span class="_ _0"></span>DANYM OKRE<span class="_ _0"></span>SIE SPRAWOZDAWCZYM<span class="_ _3"></span> </div><div class="t m0 x1 hf ya35 ff7 fs4 fc2 sc0 ls0 ws0">Na dzień<span class="_ _1"></span> publikacji <span class="_ _1"></span>niniejszego raportu<span class="_ _1"></span> Emitent <span class="_ _1"></span>nie sp<span class="_ _1"></span>ełnia p<span class="_ _1"></span>oniższych zasad Dobrych <span class="_ _1"></span>Praktyk Sp<span class="_ _1"></span>ółek Notowanych n<span class="_ _1"></span>a GPW <span class="_ _1"></span>2021 dotyczących </div><div class="t m0 x1 hf y5ef ff7 fs4 fc2 sc0 ls0 ws0">różnorodności wobec zarządu oraz rady nadzorczej:<span class="ff6"> </span></div><div class="t m0 x1 h11f y12b7 ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff13">Zasada 2.1. - <span class="_ _1"></span><span class="ff18">Spółka powinna <span class="_ _1"></span>posiadać <span class="_ _1"></span>politykę różnorodności <span class="_ _1"></span>wobec zarządu ora<span class="_ _1"></span>z rady <span class="_ _1"></span>nadzorczej, <span class="_ _1"></span>przyjętą odpowiednio pr<span class="_ _1"></span>zez radę </span></span></span></div><div class="t m0 x47 h102 ya7d ff18 fs4 fc2 sc0 ls0 ws0">nadzorczą <span class="_ _3"></span>lub <span class="_ _0"></span>walne <span class="_ _3"></span>zgromadzenie. <span class="_ _0"></span>Polityka <span class="_ _3"></span>różnorodności <span class="_ _3"></span>określa <span class="_ _0"></span>cele <span class="_ _3"></span>i <span class="_ _0"></span>kryte<span class="_ _0"></span>ria <span class="_ _0"></span>różno<span class="_ _0"></span>rodności <span class="_ _3"></span>m.in. <span class="_ _0"></span>w <span class="_ _3"></span>takich <span class="_ _3"></span>obszarach <span class="_ _3"></span>jak <span class="_ _0"></span>p<span class="_ _4"></span><span class="ls54">łe</span>ć, </div><div class="t m0 x47 h102 y12b8 ff18 fs4 fc2 sc0 ls0 ws0">kierunek <span class="_ _19"> </span>wykształcenia, <span class="_ _19"> </span>specjalistyczna <span class="_ _19"> </span>wiedza, <span class="_ _19"> </span>wiek <span class="_ _19"> </span>oraz <span class="_ _19"> </span>d<span class="_ _0"></span>oświadczenie <span class="_ _19"> </span>zawodowe, <span class="_ _19"> </span>a <span class="_ _19"> </span>także <span class="_ _19"> </span>wskazuje <span class="_ _19"> </span>termin <span class="_ _19"> </span>i <span class="_ _19"> </span>sposó<span class="_ _0"></span>b </div><div class="t m0 x47 h102 y12b9 ff18 fs4 fc2 sc0 ls0 ws0">monitorowania realizacji tych <span class="_ _0"></span>celów. W zakresie zróżnicowania pod <span class="_ _0"></span>względem płci warunkiem zapewn<span class="_ _0"></span>ienia różnorodności organów </div><div class="t m0 x47 h16 y12ba ff18 fs4 fc2 sc0 ls0 ws0">spółki jest udział mniejszości w danym organie na poziomie nie niższym niż 30%.<span class="ff5"> </span></div><div class="t m0 x47 hf y12bb ff7 fs4 fc2 sc0 ls0 ws0">Spółka <span class="_ _1"></span>nie p<span class="_ _1"></span>osiada formalnie <span class="_ _1"></span>przyjętej <span class="_ _1"></span>polityki <span class="_ _1"></span>różnorodności <span class="_ _1"></span>wobec zarządu <span class="_ _1"></span>oraz rad<span class="_ _1"></span>y <span class="_ _1"></span>nadzorczej co <span class="_ _9"></span>uniemoż<span class="_ _0"></span>liwia formaln<span class="_ _1"></span>e <span class="_ _1"></span>okr<span class="_ _0"></span>e<span class="_ _0"></span>ślenie: </div><div class="t m0 x47 hf y12bc ff6 fs4 fc2 sc0 ls0 ws0">celów, kryteriów oraz terminu i sposobu<span class="_ _1"></span> monitorowania realizacji celów. </div><div class="t m0 x47 hf y9ba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hf y12bd ff7 fs4 fc2 sc0 ls0 ws0">Mimo braku <span class="_ _1"></span>formalnej polityki różnorodności, <span class="_ _1"></span>Spółka dąży <span class="_ _1"></span>do utrzymania <span class="_ _1"></span>zróżnicowanego składu <span class="_ _1"></span>organów w s<span class="_ _1"></span>posób uwzględni<span class="_ _1"></span>ający <span class="_ _3"></span><span class="ff6">jej </span></div><div class="t m0 x47 hf y563 ff7 fs4 fc2 sc0 ls0 ws0">potrzeby i specyfikę działalności.<span class="ff6"> </span></div><div class="t m0 x47 hf y12be ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hf y12bf ff7 fs4 fc2 sc0 ls0 ws0">Spółka  analizuje  możliwości  wprowadzenia  praktyk  wsp<span class="_ _1"></span>ierających  różnorodność  w  przyszłości,  dostosowując  swoje  podejście  do </div><div class="t m0 x47 hf y12c0 ff7 fs4 fc2 sc0 ls0 ws0">zmieniających się wymagań rynkowych i oczekiwań interesariuszy.<span class="ff6"> </span></div><div class="t m0 x47 hf y495 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hf y5b3 ff7 fs4 fc2 sc0 ls0 ws0">W 2024 <span class="_ _9"></span>r. Spółka <span class="_ _1"></span>przyjęła <span class="_ _9"></span>o<span class="_ _0"></span>gólną <span class="_ _9"></span>Po<span class="_ _0"></span>litykę <span class="_ _1"></span>Różnorodności n<span class="_ _1"></span>a p<span class="_ _1"></span>oziomie <span class="_ _9"></span>Grupy Kapitałowej <span class="_ _1"></span>UNIMOT. <span class="_ _1"></span>Polityka <span class="_ _1"></span>ta <span class="_ _1"></span>obejmuje <span class="_ _1"></span>wszystkie spółki </div><div class="t m0 x47 hf y12c1 ff7 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _3"></span>i <span class="_ _3"></span>opisuje <span class="_ _3"></span>z<span class="_ _0"></span>asady <span class="_ _3"></span>wspierające <span class="_ _4"></span>tworzenie <span class="_ _3"></span>miejsca <span class="_ _3"></span>pracy <span class="_ _3"></span>opartego <span class="_ _4"></span>na <span class="_ _3"></span>szacunku, <span class="_ _3"></span>bezpieczeństwie <span class="_ _3"></span>i <span class="_ _4"></span>równych <span class="_ _3"></span>szansach <span class="_ _3"></span>rozwoju <span class="_ _5"> </span><span class="ff6">dla </span></div><div class="t m0 x47 hf y12c2 ff6 fs4 fc2 sc0 ls0 ws0">wszystkich <span class="_ _15"> </span>pracowników <span class="_ _27"> </span><span class="ff7">–</span> <span class="_ _15"> </span><span class="ff7">niezależnie <span class="_ _15"> </span>od <span class="_ _27"> </span>ich <span class="_ _15"> </span>płc<span class="_ _0"></span>i, <span class="_ _15"> </span>wieku, <span class="_ _15"> </span>wyk<span class="_ _0"></span>ształcenia, <span class="_ _15"> </span>pochodzenia, <span class="_ _15"> </span>spraw<span class="_ _0"></span>ności, <span class="_ _15"> </span>przekonań <span class="_ _15"> </span>czy <span class="_ _27"> </span>innych <span class="_ _15"> </span>ce<span class="_ _0"></span>ch </span></div><div class="t m0 x47 hf y4b8 ff7 fs4 fc2 sc0 ls0 ws0">indywidualnych. <span class="_ _5"> </span>Dok<span class="_ _0"></span>ument <span class="_ _14"> </span>pokazuje <span class="_ _14"> </span>również, <span class="_ _14"> </span>w <span class="_ _14"> </span>jaki <span class="_ _14"> </span>sposób <span class="_ _14"> </span>dbamy <span class="_ _14"> </span>o <span class="_ _14"> </span>kulturę <span class="_ _14"> </span>organizacyjną, <span class="_ _14"> </span>jak <span class="_ _14"> </span>reagujemy <span class="_ _14"> </span>na <span class="_ _14"> </span>ryzyka <span class="_ _14"> </span>związane <span class="_ _14"> </span>z </div><div class="t m0 x47 hf y12c3 ff7 fs4 fc2 sc0 ls0 ws0">różnorodnością i jak budujemy świadomość jej wartości wśród pracowników.<span class="ff6"> </span></div><div class="t m0 x47 hf y1014 ff7 fs4 fc2 sc0 ls0 ws0">Przyjęcie <span class="_ _4"></span>ogólnej <span class="_ _4"></span>Po<span class="_ _0"></span>lityki <span class="_ _4"></span>Różnorodności <span class="_ _4"></span>jest <span class="_ _4"></span>kolejnym <span class="_ _4"></span>krokiem <span class="_ _4"></span>w <span class="_ _5"></span>stronę <span class="_ _4"></span>dalszego <span class="_ _4"></span>rozwoju <span class="_ _4"></span>standardów <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _4"></span>tym <span class="_ _4"></span>obszarze. <span class="_ _4"></span>Polityka <span class="_ _14"> </span><span class="ff6">ta </span></div><div class="t m0 x47 hf y46b ff7 fs4 fc2 sc0 ls0 ws0">tworzy <span class="_ _3"></span>podstawę <span class="_ _0"></span>do <span class="_ _3"></span>przyszłego <span class="_ _0"></span>przygotowania <span class="_ _3"></span>dokumentu <span class="_ _0"></span>skiero<span class="_ _0"></span>wanego <span class="_ _0"></span>bezpośrednio <span class="_ _3"></span>do <span class="_ _0"></span>organó<span class="_ _0"></span>w <span class="_ _3"></span>Spółki. <span class="_ _0"></span>Wspiera <span class="_ _0"></span>t<span class="_ _0"></span>eż <span class="_ _3"></span>podejście, <span class="_ _0"></span>w </div><div class="t m0 x47 hf y12c4 ff6 fs4 fc2 sc0 ls0 ws0">któr<span class="ff7">ym <span class="_ _0"></span>różnorodność jest <span class="_ _0"></span>postrzegana jako <span class="_ _0"></span>element o<span class="_ _0"></span>dpowiedzialnego zarządzania, <span class="_ _0"></span>spójny <span class="_ _0"></span>ze <span class="_ _0"></span>standardami ESG <span class="_ _0"></span>i o<span class="_ _0"></span>czekiwaniami rynku<span class="_ _0"></span> </span></div><div class="t m0 x47 hf y12c5 ff7 fs4 fc2 sc0 ls0 ws0">kapitałowego. <span class="_ _18"> </span>Spółka <span class="_ _15"> </span>będzie  na<span class="_ _0"></span>dal  anal<span class="_ _0"></span>izowała <span class="_ _15"> </span>możliwości <span class="_ _18"> </span>wdrażania <span class="_ _15"> </span>kolejnych <span class="_ _18"> </span>działań <span class="_ _15"> </span>wzmacniających <span class="_ _15"> </span>różnorodność <span class="_ _15"> </span>także  n<span class="_ _0"></span>a </div><div class="t m0 x47 hf y351 ff6 fs4 fc2 sc0 ls0 ws0">poziomie Z<span class="ff7">arządu i Rady Nadzorczej.</span> </div><div class="t m0 x47 hf y447 ff7 fs4 fc2 sc0 ls0 ws0">Na dzień 31 grudnia 2025 r. udział kobiet w organach Spółki przedstawiał się następująco:<span class="ff6"> </span></div><div class="t m0 x47 hf ye50 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span></span>Zarząd UNIMOT S.A. –<span class="ff6"> </span>kobiety stanowiły 20% składu Zarządu (1 kobieta wśród 5 członków Zarządu), <span class="ff6"> </span></div><div class="t m0 x47 hf y12c6 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span><span class="ff6">Rada Nadzorcza UNIMOT S.A. </span></span>–<span class="ff6"> </span>kobiety stanowiły 28,57% składu Rady Nadzorczej (2 kobiety wśród 7 członków Rady), <span class="ff6"> </span></div><div class="t m0 x47 hf y12c7 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span><span class="ff6">Komitet Audytu </span></span>–<span class="ff6"> </span>funkcję Przewodniczącej Komitetu pełni kobieta. <span class="ff6"> </span></div><div class="t m0 x47 hf y12c8 ff7 fs4 fc2 sc0 ls0 ws0">Łączny udział kobiet w Zarządzie oraz Radzie Nadzorczej UNIMOT S<span class="_ _1"></span>.A. wyniósł 25%.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf ya98 ff7 fs4 fc2 sc0 ls0 ws0">Spółka deklaruje dążenie do osiągnięcia w 2026 r. poziomów reprezentacji kobi<span class="_ _1"></span>et określonych w przepisach prawa Unii Europejsk<span class="_ _0"></span><span class="ff6">iej, tj. </span></div><div class="t m0 x47 hf ya2b ff7 fs4 fc2 sc0 ls0 ws0">co najmniej 40% udziału kobiet w Radzie Nadzorczej lub 33% udziału kobiet w obu organach łącznie. Jednocześnie Spółka podk<span class="_ _0"></span>reśla, że </div><div class="t m0 x47 hf yad2 ff7 fs4 fc2 sc0 ls0 ws0">działania <span class="_ _18"> </span>na <span class="_ _15"> </span>rzecz<span class="_ _0"></span> <span class="_ _15"> </span>zwiększenia <span class="_ _15"> </span>różnorodności <span class="_ _15"> </span>w <span class="_ _15"> </span>składzie <span class="_ _15"> </span>organów <span class="_ _15"> </span>prowadzo<span class="_ _0"></span>ne <span class="_ _18"> </span>są <span class="_ _15"> </span>z <span class="_ _15"> </span>uwz<span class="_ _0"></span>ględnienie<span class="_ _1"></span>m <span class="_ _15"> </span>specyfiki <span class="_ _15"> </span>działalności <span class="_ _15"> </span>oraz </div><div class="t m0 x47 hf y452 ff6 fs4 fc2 sc0 ls0 ws0">rzeczywistych potrzeb biznesowych Grupy. </div><div class="t m0 x47 hf y1118 ff7 fs4 fc2 sc0 ls0 ws0">W 2024 <span class="_ _9"></span>r. Spółka <span class="_ _1"></span>przyjęła <span class="_ _9"></span>o<span class="_ _0"></span>gólną <span class="_ _9"></span>Po<span class="_ _0"></span>litykę <span class="_ _1"></span>Różnorodności n<span class="_ _1"></span>a p<span class="_ _1"></span>oziomie <span class="_ _9"></span>Grupy Kapitałowej <span class="_ _1"></span>UNIMOT. <span class="_ _1"></span>Polityka <span class="_ _1"></span>ta <span class="_ _1"></span>obejmuje <span class="_ _1"></span>wszystkie spółki </div><div class="t m0 x47 hf yae6 ff7 fs4 fc2 sc0 ls0 ws0">Grupy <span class="_ _3"></span>i <span class="_ _3"></span>opisuje <span class="_ _3"></span>z<span class="_ _0"></span>asady <span class="_ _3"></span>wspierające <span class="_ _4"></span>tworzenie <span class="_ _3"></span>miejsca <span class="_ _3"></span>pracy <span class="_ _3"></span>opartego <span class="_ _4"></span>na <span class="_ _3"></span>szacunku, <span class="_ _3"></span>bezpieczeństwie <span class="_ _3"></span>i <span class="_ _4"></span>równych <span class="_ _3"></span>szansach <span class="_ _3"></span>rozwoju <span class="_ _5"> </span><span class="ff6">dla </span></div><div class="t m0 x47 hf y96e ff6 fs4 fc2 sc0 ls0 ws0">wszystkich <span class="_ _15"> </span>pracowników <span class="_ _27"> </span><span class="ff7">–</span> <span class="_ _15"> </span><span class="ff7">niezależnie <span class="_ _15"> </span>od <span class="_ _27"> </span>ich <span class="_ _15"> </span>płc<span class="_ _0"></span>i, <span class="_ _15"> </span>wieku, <span class="_ _15"> </span>wyk<span class="_ _0"></span>ształcenia, <span class="_ _15"> </span>pochodzenia, <span class="_ _15"> </span>spraw<span class="_ _0"></span>ności, <span class="_ _15"> </span>przekonań <span class="_ _15"> </span>czy <span class="_ _27"> </span>innych <span class="_ _15"> </span>ce<span class="_ _0"></span>ch </span></div><div class="t m0 x47 hf y12c9 ff7 fs4 fc2 sc0 ls0 ws0">indywidualnych. <span class="_ _5"> </span>Dok<span class="_ _0"></span>ument <span class="_ _14"> </span>pokazuje <span class="_ _14"> </span>również, <span class="_ _14"> </span>w <span class="_ _14"> </span>jaki <span class="_ _14"> </span>sposób <span class="_ _14"> </span>dbamy <span class="_ _14"> </span>o <span class="_ _14"> </span>kulturę <span class="_ _14"> </span>organizacyjną, <span class="_ _14"> </span>jak <span class="_ _14"> </span>reagujemy <span class="_ _14"> </span>na <span class="_ _14"> </span>ryzyka <span class="_ _14"> </span>związane <span class="_ _14"> </span>z </div><div class="t m0 x47 hf yc22 ff7 fs4 fc2 sc0 ls0 ws0">różnorodnością i jak budujemy świadomość jej wartości wśród pracowników.<span class="ff6"> </span></div><div class="t m0 x47 hf ye73 ff7 fs4 fc2 sc0 ls0 ws0">Przyjęcie <span class="_ _4"></span>ogólnej <span class="_ _4"></span>Po<span class="_ _0"></span>lityki <span class="_ _4"></span>Różnorodności <span class="_ _4"></span>jest <span class="_ _4"></span>kolejnym <span class="_ _4"></span>krokiem <span class="_ _4"></span>w <span class="_ _5"></span>stronę <span class="_ _4"></span>dalszego <span class="_ _4"></span>rozwoju <span class="_ _4"></span>standardów <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _4"></span>tym <span class="_ _4"></span>obszarze. <span class="_ _4"></span>Polityka <span class="_ _14"> </span><span class="ff6">ta </span></div><div class="t m0 x47 hf y12ca ff7 fs4 fc2 sc0 ls0 ws0">tworzy <span class="_ _3"></span>podstawę <span class="_ _0"></span>do <span class="_ _3"></span>przyszłego <span class="_ _0"></span>przygotowania <span class="_ _3"></span>dokumentu <span class="_ _0"></span>skiero<span class="_ _0"></span>wanego <span class="_ _0"></span>bezpośrednio <span class="_ _3"></span>do <span class="_ _0"></span>organó<span class="_ _0"></span>w <span class="_ _3"></span>Spółki. <span class="_ _0"></span>Wspiera <span class="_ _0"></span>t<span class="_ _0"></span>eż <span class="_ _3"></span>podejście, <span class="_ _0"></span>w </div></div></div><div class="pi" ></div></div><div id="pfa4" class="pf w0 h0" ><div class="pc pca4 w0 h0"><img class="bi x5 y59 wc h20" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">164<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 hf yca ff7 fs4 fc2 sc0 ls0 ws0">którym ró<span class="_ _0"></span>żnorodność jest <span class="_ _0"></span>postrzegana jako <span class="_ _0"></span>element odpowie<span class="_ _0"></span>dzialnego zarządzania, <span class="_ _0"></span>spójny <span class="_ _0"></span>ze <span class="_ _0"></span>standardami ESG i <span class="_ _0"></span>oc<span class="_ _0"></span>zekiwaniami ryn<span class="_ _3"></span><span class="ff6">ku </span></div><div class="t m0 x47 hf y104 ff7 fs4 fc2 sc0 ls0 ws0">kapitałowego. <span class="_ _18"> </span>Spółka <span class="_ _15"> </span>będzie  na<span class="_ _0"></span>dal  anal<span class="_ _0"></span>izowała <span class="_ _15"> </span>możliwości <span class="_ _18"> </span>wdrażania <span class="_ _15"> </span>kolejnych <span class="_ _18"> </span>działań <span class="_ _15"> </span>wzmacniających <span class="_ _15"> </span>różnorodność <span class="_ _15"> </span>także  n<span class="_ _0"></span>a </div><div class="t m0 x47 hf yea7 ff6 fs4 fc2 sc0 ls0 ws0">poziom<span class="ff7">ie Zarządu i Rady Nadzorczej.</span> </div><div class="t m0 x47 hf y12c ff6 fs4 fc2 sc0 ls0 ws0">Grupa UNIMOT realizuje <span class="_ _0"></span>szereg i<span class="_ _0"></span>nicjatyw o <span class="_ _0"></span>charakterze systemowym, <span class="_ _0"></span>których celem je<span class="_ _0"></span>st wspieranie <span class="_ _0"></span>rozwoju <span class="_ _0"></span>zawodowego kobiet ora<span class="_ _3"></span><span class="ls24">z </span></div><div class="t m0 x47 hf y992 ff7 fs4 fc2 sc0 ls0 ws0">budowanie środowiska pracy opartego na równości szans i r<span class="_ _1"></span>óżnorodności.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y3b9 ff7 fs4 fc2 sc0 ls0 ws0">Do kluczowych działań w tym zakresie<span class="_ _1"></span> należą:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y12cb ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span><span class="ff6">Klub <span class="_ _0"></span>Kobiet <span class="_ _0"></span></span></span>–<span class="ff6"> <span class="_ _3"></span></span>Kobieta z <span class="_ _3"></span>Energią <span class="_ _0"></span>–<span class="ff6"> <span class="_ _3"></span>inicjatywa <span class="_ _0"></span>zainaugurowana <span class="_ _0"></span>w <span class="_ _0"></span>2024 <span class="_ _3"></span>r., <span class="_ _0"></span>której <span class="_ _0"></span>celem <span class="_ _0"></span>jest <span class="_ _0"></span>two<span class="_ _0"></span>rzenie <span class="_ _0"></span>przestrzeni <span class="_ _0"></span>do <span class="_ _0"></span>w<span class="_ _0"></span>ymiany </span></div><div class="t m0 x79 hf y12cc ff7 fs4 fc2 sc0 ls0 ws0">doświadczeń,  budowania  s<span class="_ _0"></span>połeczności  oraz <span class="_ _15"> </span>wzmacniania  kompetencji  liderskich <span class="_ _18"> </span>kobiet. <span class="_ _15"> </span>W  2025 <span class="_ _15"> </span>r.  w <span class="_ _18"> </span>ramach <span class="_ _15"> </span>projektu </div><div class="t m0 x79 hf y16 ff6 fs4 fc2 sc0 ls0 ws0">zorganizowano siedem s<span class="ff7">pecjalistycznych webinarów, obejmujących m.in. tematykę budowania mar<span class="_ _0"></span>ki osobistej, wzmacniania </span></div><div class="t m0 x79 hf y12cd ff7 fs4 fc2 sc0 ls0 ws0">pewności <span class="_ _0"></span>siebie <span class="_ _3"></span>oraz <span class="_ _0"></span>profilaktyki <span class="_ _3"></span>zdrowotnej. <span class="_ _0"></span>Ponadto <span class="_ _3"></span>odbyła <span class="_ _0"></span>się <span class="_ _3"></span>konferencja <span class="_ _0"></span>„Zmiana <span class="_ _0"></span>i <span class="_ _3"></span>rozwój”, <span class="_ _3"></span>w <span class="_ _0"></span>której <span class="_ _3"></span>uczestniczyło <span class="_ _0"></span>160 </div><div class="t m0 x79 hf y12ce ff6 fs4 fc2 sc0 ls0 ws0">uczestniczek.  </div><div class="t m0 x47 hf y133 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span><span class="ff6">Program <span class="_ _4"></span>mentoringowy <span class="_ _4"></span></span></span>–<span class="ff6"> <span class="_ _4"></span></span>uruchomiony <span class="_ _4"></span>w <span class="_ _4"></span>listopadzie <span class="_ _4"></span>2025 <span class="_ _4"></span>r., <span class="_ _4"></span>obejmujący <span class="_ _4"></span>10 <span class="_ _4"></span>mentorów, <span class="_ _4"></span>w <span class="_ _4"></span>tym <span class="_ _4"></span>5 <span class="_ _4"></span>mężczyzn, <span class="_ _4"></span>co <span class="_ _4"></span>podkreśla </div><div class="t m0 x79 hf y6d2 ff7 fs4 fc2 sc0 ls0 ws0">znaczenie <span class="_ _5"> </span>w<span class="_ _0"></span>spółpracy <span class="_ _14"> </span>między <span class="_ _14"> </span>płciami <span class="_ _14"> </span>w <span class="_ _14"> </span>procesie <span class="_ _5"> </span>rozwoju <span class="_ _14"> </span>zawodowego. <span class="_ _14"> </span>W <span class="_ _14"> </span>programie <span class="_ _14"> </span>uczestniczyło <span class="_ _5"> </span>14 <span class="_ _14"> </span>mentee  –<span class="ff6"> <span class="_ _14"> </span>kobiet </span></div><div class="t m0 x79 hf yd7 ff7 fs4 fc2 sc0 ls0 ws0">aspirujących do objęcia stanowi<span class="ff6">sk liderskich w organizacji.  </span></div><div class="t m0 x47 hf y5f8 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span></span>Równość wynagrodzeń –<span class="ff6"> <span class="_ _1"></span><span class="ff7">w wyniku regularn<span class="_ _1"></span>ych przeglądów struktur wyn<span class="_ _1"></span>agrodzeń w <span class="_ _1"></span>Grupie, w 2025 r. <span class="_ _1"></span>wskaźnik l<span class="_ _1"></span>uki płacowej </span></span></div><div class="t m0 x79 hf y439 ff7 fs4 fc2 sc0 ls0 ws0">(GPGR) <span class="_ _1"></span>wyniósł <span class="_ _1"></span>–3,24%, <span class="_ _9"></span>c<span class="_ _0"></span>o <span class="_ _1"></span>oznacza, <span class="_ _9"></span>że przecię<span class="_ _1"></span>tne <span class="_ _1"></span>godzinowe <span class="_ _9"></span>wyna<span class="_ _0"></span>grodzenie <span class="_ _9"></span>ko<span class="_ _0"></span>biet <span class="_ _1"></span>było <span class="_ _9"></span>w<span class="_ _0"></span>yższe <span class="_ _1"></span>niż <span class="_ _1"></span>wynagrodzenie<span class="_ _1"></span> <span class="_ _1"></span>mężczyzn. </div><div class="t m0 x79 hf y12cf ff6 fs4 fc2 sc0 ls0 ws0">Stanowi to odwróce<span class="ff7">nie trendu obserwowanego w 2024 r., gdy luka płacowa wynosiła 10,50% na ko<span class="_ _1"></span>rzyść mężczyzn. <span class="_ _0"></span><span class="ff6"> </span></span></div><div class="t m0 x47 hf y12d0 ff7 fs4 fc2 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _37"> </span><span class="ff6">Awans zawodowy <span class="_ _0"></span></span></span>–<span class="ff6"> <span class="_ _0"></span></span>w 2025 <span class="_ _0"></span>r. kobiety <span class="_ _0"></span>stanowiły 47% <span class="_ _0"></span>wszystkich pracow<span class="_ _0"></span>ników, którzy otrzymali <span class="_ _0"></span>awans pionowy w <span class="_ _0"></span>Grupie, co </div><div class="t m0 x79 hf yee1 ff7 fs4 fc2 sc0 ls0 ws0">potwierdza <span class="_ _3"></span>skuteczność <span class="_ _0"></span>realizowanych <span class="_ _3"></span>działań <span class="_ _3"></span>rozwojowych <span class="_ _3"></span>oraz <span class="_ _0"></span>rosnącą <span class="_ _3"></span>reprezentację <span class="_ _3"></span>kobiet <span class="_ _3"></span>na <span class="_ _0"></span>stanowiskach <span class="_ _3"></span>o <span class="_ _3"></span>wyższym </div><div class="t m0 x79 hf y12d1 ff6 fs4 fc2 sc0 ls0 ws0">poziomie odpowiedzialn<span class="ff7">ości.</span> </div><div class="t m0 x1 h11f y119b ff14 fs4 fc2 sc0 ls0 ws0">▪<span class="ff2"> <span class="_ _1b"> </span><span class="ff13">Zasada  2.2.  -  <span class="ff18">Osoby <span class="_ _14"> </span>podejmujące  decyzje  w  sprawie  wyb<span class="_ _1"></span>oru  członków  zarz<span class="_ _1"></span>ądu  lub  r<span class="_ _1"></span>ady  nadzorczej  spółki  p<span class="_ _1"></span>owinny  zapewnić </span></span></span></div><div class="t m0 x47 h102 y877 ff18 fs4 fc2 sc0 ls0 ws0">wszechstronność <span class="_ _5"> </span>tych <span class="_ _5"> </span>organów <span class="_ _5"> </span>poprzez <span class="_ _5"> </span>wyb<span class="_ _0"></span>ór <span class="_ _4"> </span>d<span class="_ _0"></span>o <span class="_ _5"> </span>ich <span class="_ _5"> </span>składu <span class="_ _5"> </span>osób <span class="_ _14"> </span>zapewniających <span class="_ _4"> </span>różnorodność, <span class="_ _5"> </span>umożliwiając <span class="_ _5"> </span>m.in. <span class="_ _5"> </span>os<span class="_ _0"></span>iągnięcie </div><div class="t m0 x47 h102 y12d2 ff18 fs4 fc2 sc0 ls0 ws0">docelowego wskaźnika minim<span class="_ _1"></span>alnego udziału m<span class="_ _1"></span>niejszości określo<span class="_ _1"></span>nego na <span class="_ _1"></span>poziomie nie <span class="_ _9"></span>n<span class="_ _0"></span>iższym niż <span class="_ _1"></span>30%, zgodnie <span class="_ _1"></span>z celami<span class="_ _1"></span> określony<span class="_ _1"></span>mi </div><div class="t m0 x47 h16 y12d3 ff18 fs4 fc2 sc0 ls0 ws0">w przyjętej polityce różnorodności, o której mowa w zasadzie 2.1.<span class="ff5"> </span></div><div class="t m0 x47 hf y12d4 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hf yf49 ff7 fs4 fc2 sc0 ls0 ws0">Przy <span class="_ _4"></span>wyborze <span class="_ _5"></span>członków <span class="_ _5"></span>organów <span class="_ _4"></span>Spółka <span class="_ _4"></span>kieruje <span class="_ _5"></span>się <span class="_ _4"></span>różnoro<span class="_ _0"></span>dnymi <span class="_ _4"></span>kryteriami, <span class="_ _4"></span>obejmującymi <span class="_ _4"></span>ki<span class="_ _0"></span>erunek <span class="_ _4"></span>wykształcenia, <span class="_ _4"></span>s<span class="_ _0"></span>pecjalistyczn<span class="_ _0"></span><span class="lse">ą </span></div><div class="t m0 x47 hf y49c ff7 fs4 fc2 sc0 ls0 ws0">wiedzę oraz doświadczenie zawodowe, co pozwala na zapewnien<span class="_ _1"></span>ie kompetentnego i różnorodnego składu organów. <span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x47 hf y12d5 ff7 fs4 fc2 sc0 ls0 ws0">Kryteria, <span class="_ _4"></span>takie <span class="_ _5"> </span>jak <span class="_ _5"> </span>wiek <span class="_ _5"> </span>czy <span class="_ _5"> </span>płeć<span class="_ _0"></span> <span class="_ _5"></span>nie <span class="_ _5"></span>są <span class="_ _5"></span>decydujące <span class="_ _5"></span>podczas <span class="_ _5"></span>wyboru, <span class="_ _5"></span>jednak <span class="_ _5"></span>Spółka <span class="_ _5"> </span>stara <span class="_ _5"></span>się <span class="_ _5"> </span>uwzględniać <span class="_ _5"></span>je <span class="_ _5"></span>w <span class="_ _5"> </span>procesie <span class="_ _5"> </span>rekruta<span class="_ _3"></span><span class="ff6">cji <span class="_ _5"> </span>i </span></div><div class="t m0 x47 hf y11c ff7 fs4 fc2 sc0 ls0 ws0">nominacji, analizując aktualne możliwości rynku pracy.<span class="ff6"> </span></div><div class="t m0 x1 hc ye0 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y4a0 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div></div><div class="pi" ></div></div><div id="pfa5" class="pf w0 h0" ><div class="pc pca5 w0 h0"><img class="bi x5 y59 w25 h20" alt="" src="data:image/png;base64,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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">165<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h35 y1b9 ff5 fs2 fca sc0 lsf ws0">9.<span class="ff3 ls0"> <span class="_ _17"> </span><span class="ff8">SPRAWOZDAWCZOŚ<span class="_ _1"></span>Ć<span class="ff5"> </span>ZRÓWNOWAŻONE<span class="_ _1"></span>GO ROZWOJU <span class="ff5"> </span></span></span></div><div class="t m0 x1 hf y2e1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x47 hf y12d6 ff6 fs4 fc2 sc0 ls0 ws0">Sprawozdanie <span class="_ _5"> </span><span class="ff7">Zrównoważ<span class="_ _0"></span>onego <span class="_ _5"> </span>Ro<span class="_ _0"></span>zwoju <span class="_ _14"> </span>Grupy <span class="_ _5"> </span>Kapitałowej <span class="_ _14"> </span>UNIMOT <span class="_ _14"> </span></span>za <span class="_ _5"> </span>rok <span class="_ _14"> </span>2025 <span class="_ _14"> </span>stanowi <span class="_ _5"> </span><span class="ff7">załącznik <span class="_ _5"> </span>i <span class="_ _14"> </span>integralną <span class="_ _5"> </span>c<span class="_ _0"></span>zęść <span class="_ _5"> </span>ni<span class="_ _0"></span>niejszego </span></div><div class="t m0 x47 hf y1050 ff7 fs4 fc2 sc0 ls0 ws0">Sprawozdania Zarządu z działalności<span class="ff6"> Grupy UNIMOT i Unimot S.A. za 2025 rok. </span></div><div class="t m0 x1 hf y109 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y12d7 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div></div><div class="pi" ></div></div><div id="pfa6" class="pf w0 h0" ><div class="pc pca6 w0 h0"><img class="bi x5 y59 w25 h20" alt="" 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dKKQ4wgGdw+kZweSis8FoURiKuEqN5vlRCrDK6TkkTzJ8rQsV5ewqCSuBpOTL1qc3QrimKGKbojcoBnEJhEjdwL5n62nvNMyrGe2Dvf+Tt79hw05SggTLeZQE2zknswlIrSEA3BPaTaCAIQEYRDVlJl8+Ao1IMaqTJLQUBgAkDkbW2TYQIq9dhodKnqpEbRKKxN0vs/+CFi+HpN/zRSZgN2Pbb3xhtvJ+o59bJW2XrZK3BfLex6bK/q4RGbpg003WP/Vx/6/E/9zC9fff0dS8NMIZhQZlNKSm2ilMkzPMNC1Ts4HH7xK196/Rvecdsty0QhpQooRCIR1JNJa2GcZNhiaNQYNUqtUcqsSkkpK2VHdmqc60RtpjZTo2iUWkMNbkngBOKWeA2cvsGF1CUAnU6n0+k8zSi3ZG1WwCMMSyt5x4Mxt5BASYvkpWFATKZJ3GBKqeWsVi/f8wDMmwAE9DJSOXP2q7+/Rb/IZWiltCheKkq2oshxZrXGDTdCW1ufJ3QEASDZHrzkkm0coHWhiA6YKtta4SsVr/RCOOtkRBgLDBbQXzy455rtc01r1mQyh6LHGnKR25nWN2zYiFO3tWUPmMZfmNy3KyyuGqWak7AVOfecSkVl7p5Ahkkt5EI6uvs+3r+UgYkpebcC8JQSACC7w8zNWoiDzdEwKhg98OhVb/21wc7HiGiM5sgYNj3y+CN//rEZHWXKcEhCaUDO/zj6Y2LApsVABHEI2N0VTCxi0K+ZSvZpAElwInCv6BGYKRBxSpkpCAHQMF0scBIKcFJ1JlH1suyZMXO44vJrQiCYEyznmtwAi7I+2c2HrhAmEUQmnk6+O1xEABAx3AjOAqFg6odCWwfcLS8tLcVYuLFINDcSxDKouzmuuOrqce0Aqymc3MmMGOHOO+/M2WIsVSnGklkIDICJ9uzZkxKmvXMOZ0Pm+MP3fOK33/3f2kTjiTpCm5QQmIKqMjPgKSWRIilSBkvRKlZW00+9+S0PPZxFpj2F2IEQBGQsGqLDG6HM5KaJmYnIiH1957W6K7kJObEyGbEzKfF0GCEMdwP/XyL8LgHodDqdTudpJtbCJIqYlmm85xOfOmL/SgRqCaYSVQbqM5NRPzUF2kLrArX2auIhPXD3+OrL2RtEYIJJyfPf/ZLitOMngkCZ0WSpU0hOiaiZ0fqGiz+BdpQAFTMhdS+BYml55eqvLiwuBoVL7Tbus1aeojXOvhp044vPbkoQkOrswL7tNwzqUfBa2Gca7zc+accZzaxq4cHPfwH6c0UOMyqZHZb3X3HdhqaNZptGWKi9MMw01murqvHKvKc+7zFAArBp/+ro6uuDtwUHaHdZPBUROVCbRVOUaBwzajKCNtfdfMuPvGXrl2+Yw2gx+qTCiqzOyyS8/6Ldv/mePDqQC4cCjVqFFCfrdSwOgJ9c1QO4EzvYSI0MpKAEKJ5ofHk4gBQ6tCWY1xMCsE/r0cHr9esAHOSAszvBerFsJm2vPzuZ6Mc+/rfjBmZw1RCYyIro8Jag7OttiQjKTuTM608DhrEruTMcmL69FkaHXlqnG5ThaOvkWRnwnJlM0SZrwWxOy6vD2++4O5kReH2DDsGBG2+4s4hVPWkjCVRhRu6m6u6rK8N6ogS4O4HMSR0Xf/pL7/69PxxNOGmserPEgTHQJGRCagIrnObKGU9cygbCTEp9lgWlvO/g/h/98R9/ZOferJZV3XNKY7KMbGi1IhHNlDUieiLKMaLvWpBV7GVAIR7YjNXZnM3InRRuJAxymEZ4z+0bLbJ1ewA6nU6n03l6OXkBNofkhAOrt/7VJ85J9YR5UrAbGVzICuJaG6IQlCj4mqbBoDc3bu96/8fPfenL8kwZHGPo3CnHnPLm195x962bJ00oaBzRshKMOQdt1m67vbnp9vKCCzhwBpwkJDQ77q7v3zEfZU2qNgZkVahlFN5bpXL/wobnvOjFo8wFOPYYjkevvCaimUiO4MpK51hXLaRtWuwtyiNeeUEdymrkiGiKHHTcXH1daQmEQStKvL/HwXjY2zBYGUkMyXOUYkI8CTSTJ8vXffWYH3/lsChcuk0ATy2XNLAtkVXoFQ0gPkCN5bW7fu23j73rodgMV2N7UHjeKQoM7TETfvDd/zttnD3iP7wxVrOFoiVviOdhgByqf5H1KnMCSAFzuEAZbrBDW34PbWN5ojElrQflMJ/G3CCQAUYOdsCnyzxEMIIRGcFz1iKGyaTt9Tdcf+OdF33qsp/84Qs5lKojFpi1oAw3IprWBWHa+H56uRAABSlo/YWnG11ASut99w3AtLtn1tyk1qxkZuSWC7iZuTAH5moyXrvl1juee/YpEuFASlmkyIJrr7vFPPSqfpOTBBYCjKHGwpNJ02TDod6h2TwDf/Ce98/Mb9m/uFr2BpO6YaYo2Ti5jX7ge19+/AnbUm0f+cgnuSiSjpu6jb3KCI7CwTsfW7zo4s//p1/5SXM75ZTj/ug97wIGCpOgMCu4mLR4zx9/4M4771ePTEyAkKk283O93/jPbx9sYLiwP9EFaHYmmMHMyiiAEXVdgDqdTqfT+edTA8Hg6iDGV2/kh3YFWGLvtVQaiWOCMNiyLayt5qYha2GqmNQqBYrV7ffxvuHKzIYFsoEHRzF46fnNzIZy3BiSGPUzl5k0hNLShtXx41++5oSXXAD2SJSI2LD4wH3BJ01BY4txwpF6mbJQr/D+7qKH08/C5mPK0FNHUMTlpnfnnUEbkYTsAm7dIpQ1V0SJ/KjTz1gEtgwIaoIWayvNvQ/MqxqTOLfCk8C9jHbrljDZWQk4k3NQ5oQUOC09uOMYdwMaQtVdGU8pmwQ4gKMD7oBiefWxP3if3HRL2ywnZpYghMqoqJtQlYs+ehYfcdf7Pnzca757fMIxJgMBGRiwf9yFiaaxPilBp0UitB7uH44l/Z/oLOOAOfH6ugLBicjJgenhb4dSCHNTBcpev25rcPme//3+f/2dF2zYgBCr1jxWpeNrzria7mV1OrRteXpG2aGzsOA8fTvs056Z7GQEcmA0bswAMKZd/p0BCNhMiFm43HHXw1UZLGciIwIxllbxyGP76tb6A9ZGg5iBYObmJuSgSd3CS0xXIwhXX3Przt37l1cAL8yoikWbxq3umxmUb33bz/77t7yOAAbe8Z9//tWv/ok773lkbn521K6Co6cZ0qwWt19/lznabEccMfvaH7owO8hBBHcT5gx8+ON/FYuGwW27VhSFWRMLnZvj1//E+eujjvUfASDkjJxSA5pu2Q7foNFWVwLU6XQ6nc7TK0OiciGESXPj+/7yuIlNQj3hZq7WQUJhPqxk4w9+zzEve2nyCCndpB+qxpJrffTjK+31t4zQJNHZxKQ9HH3swhnnFLlkkyLTfMO9LDHHgFAsrz7yd1/G0pqnDAvkBNdm+43znNfyqNRekbXvZIBwjI23c3PP/Xdv0EEMyScwcNLHHuNbbxlMVipPLFwTOVFvkmbGDeALp51cnHhSYTAHOFd5uPSlL2Hf7lJzoQg5hBzKzIMGg1dc2M7OerKidWSWFHouAfXaXbfj1rtnE6y7LJ4aIlicscAOVJTuv/fun3/b7vf8yZbREkobR504LyT3pJBi1KbUL4dxeMzOxy///jcuv+9DsrpGmQsIYIfj6EOngRngjEyuICWNZIFMYDJtO0NPnEI7/Rk91JYGjunZVWY0PTUL7gKIAgp2oieVEqkz1W2GVJDBjgd3v/VtvzGqLXskDk3TTot9DIdecHoEMJkCTuY0bXtKDjaIg91l/WsiBSmRAhm8e/9iNoDZ3UNkuMNFuHQL8BJUXX/9LW3rYGGiEFkt//XfXLq4UjvFttVYREAZmdlCEAe4qPYtLhEI7gAmTfp/fvf3x3UGl/2Z+axummNAr7LXvuZ7/+2bf1S89nSQbdwP+s7ffFvgZDphtqSNU+IgJOH6G27du281RmEkzaOIXHgOuSmohTcwVW2IHA4JkTmoGeBJ25RRel2iKZEiaUAKaGG1WxIhd3IIvuE2my4B6HQ6nU7naY7ZIGiAjLWdj+29bUcv55V+Hs7ChMbBV0rdN+/4wRcU/+qslbJJA29krO1S0cvCw23NyvLVVwqWFjmD1ANGC3Hh5c9b5bxW6qTImXMjNi5sOVoxW4z37j/w0AMoA1JmMCbt6NY75tokKS1oMerXa8VotRylqikpH3v6tiMvfE6mFvVEaQhf2v6pD/vqhLKkLEl6q9Ibhb5TL1Oxp1cc/2P/ZnnTEUeOUQwRzLG69rm/+ICX3ooZkRMRJBoHp+pVF/rWI1JgFnZINKka77vNLa2uXvQ5WpoU3WXxFDGMKVEmZMvXvPfP1r50xdbxsAipbtaKEJpYLDTuTIuRhiKiWJa2xuoL7l1cevt7dl9ymYRQJfJ/8Ky+XtgD+HQFgDyQR/JAEPo67SSnJf6He9L7er0/+eG9u5gW4xM5HW5gqSGSu1EoJjk3RpDely+75vob7siG7AhlqT59Bj6cAExn9jGtx4f5eiIy3YAgDgHk8IMNZEQGObi8nAGwmFsI0wSGmSNbgEVN/Phje2+66U461NbTTN/7J+93KSkULDFrVs2ODLgIp5ydaO/+RYBUFcAjj+66+fbbslPVnxk3LRED7qbPOvqEd/3Wr/SL4MnK2KPshcj5Lzr3uWc9XxtiGggPnA9yOW7yUrLJ3/ztZ6dLLEUoPIEQGKVrCFS6ymy1UVPh1g+8MB5TkAXNJXmfHIRACITILozIVDBVQCnchxWe1w/66xKATqfT6XT+eRROCAZaXbvn5i3La5tb2TAsjhgG8zzqJUBnextx+jn4ge9rBjNHrK6WNp6lmfmlHtnsowPe++ijRw3jHHpKdYNVQAYnv2hPOVO59L1YtZwrKsbUT1uOXtYX73tY776lRUTZZ3UsPR7uv7c3mUly1HJxsGo3tiQb2jw39AfLwVE/+EMoFmoK49n+hlEPj40eu+qLQeu6KFUGvQkGGBIdqNo6tP3FDUf3vvfCGWrRw9KsjUjxhZu23bl/tm7Zcx2xP5iI1Ei3H4fy+DPLC166v4Bh4mUNqoNhMZawYsdFn4GureYEQw2HZ9Q1Ut3CWqyXnMOB3F04X48x3FBOFqnWm649+uMfOXFlUeORi7ZFekH54MKIF2flYBzN+OLxzdIxjW8eH7G7d/RNs2Gl0Hv/8s9pdRfCvhUPpKBaYck9j0nWEN1oph70m0Er8NCaNMrJOJusLxf4k3YCO2DcOrmD4SW8IBdyJp9O3yeQzwCFN4pKfYasJBfnIrlGDOd90nN3742l+vxXrlPVCuBWCw/ukpkyrR+BS3ByEJhd2CObsDlDBUpQIiUii6vwIEBhFr0uwJpARIbkHHMOzsSBTTPRsKX93rORzlx+xR3BWmAI6MN7mr0HdrJHSuLWMLVF0XdUmSg5B55n4wN7HnKGhlahDz20F/WWgjZ6HhVhItLCmbh47fef3xcIG4Xo6CH2IUnK9oJXPLeIBDVkLWzgqZKwIaN/3fa7DGBUBAkxQOBx+lGsJ9Y2ay6U2WGrg9jCJsoC9mAABZBM27Ee6s5KzAyABFz8X2L8LgHodDqdTufplQCLDreDV22fk9iYOXNid7IyU/Sw9fiT0ZvD/MLc1mMMYhJr8oRcmA5yXrn5dtz7eHSAxOEBvHDOqXT0Fk1QzdIvU5uKEFtOY6vF6OBtd0hWONC2j3z272zSZKaWExu5N8Fo4KWZ5eM2Db7zfAQpDcndmZb/+m+rHTvXiy4Yxs6uDHgIOfCRzz4Z244KJEiIYBmPbv3Ep+dXGzJMgpBTpcTJKhTH9DZvOnrrSRe+vO5VwaO12YUzfAbcb7V3cLT4gY9vUJjD3dwdhUw7OwYHOdabznRFQl9PDgAcqdiyMrz+j/8UoybSjGlyakQ5tgGSZVQdUx+5RkddfuzxN775B1Z/79+/+L+/42Xv+o8vfdevnfmaH9t9z163hZLcHAjslokg7gE2rW4xelq2Z08XAeq6LopI7hLINIuQGj7z2c/t3bdfDWrT8wb8SYX+T/WmS2kaDU+TFndSzY4kQqXwzigAACAASURBVGXRb9sE2EUX/c3aMFvODtp+/c25UTMLQaYdPM1suhpBRICr6vLyirkJRF0ffmQnM09XA8wMcIe5+QUXXCAyLeIXTLdpuAvL2WefFUI4HKObWQhBs+7atatpnzRA3y5dAtDpdDqdztOLCENOaOrm8hvnTBqCEdWejb1MUJXeaafrhr5u2hjPPH1VyrWiWKmorYIGzTZaWFvFn34oNiAK7EFAOGnLlgvP59B3yylo8CDCNTUSe+a+fNNtIWdPCePR3X9zSWXUROdowdGPHhJVWibicO4pOOXYJEUFikTa1Ds+esmZ+2pyBiGxZbboyo6GuelVsy95PkoGCAHRtdr52MrVNxydIMZNELgPQGJGVDz7eS/3hSJ+x/Mnpx03CkV2Xil8WJGZRdXeaHjvxz7FB1ZZEEmMSGFKEGdWuCOtN3PpLpyvIyTkKMtReGXl4Oe/OOMRzkXKKLJ76LVloKZvxT29auEXfvZVn/zkqT/2E7tuuuVL7/1fH/8fv/2p//47d/zBn+VPXB7uXy3bmgUazMUBREcFyDTxI/qnx/4pB6nr+Vyv18ttOuvMM2KUoiDViUhvz76lX/+NdydDdnLmaSuhJ73iN/uiBGA8Hh+6+6bVTQHwonT15E5E7Gx79izuuPsRDoNx016//U4zdgcxTBPBUtPKesW/TXsL7du3n0kULhT27TsQQmBmf+IBqHrls7ZtSwlwc1s/vtfM3HHWWWcOehWZAz49TICZiXjXrl0rK6Mnxvbbddl3CUCn0+l0Ok+vmFEA4y9f1ntwF3KaMBOEyTyYSTxYlL2zz5pwfw3FwkmnqkexaE4m1HJui5bz8P7PXNLec785EQpyq0s/8U1vGBX9ALaUhLjONTi3kcdAcf9D+fobCN4+8EB5xz3iNEKqrHEzza2TNyQHORz5ivPHEpQYTgXS5PY7cP/DC3VLJgCUPUsm99KolbBLfMvLXzCO0Y2TILZ595XXzw9XuB0H55AjgQPBoft6BV7zfcqMuf5pF76CPCzQICgrI6eGCyLJtntXe8ttUFPLRtKC1/uWKGjaUbJrEfpPcVCye7ZfNdr5qEhYIa0DIzKSmtCa+Erk/S88/pyPv/vxc4697V3vXf7hXznmoi+dcvf9L9m7dsbOxS2PPrz3vX/06A++du3O+5BzQ5aZALBNu+y7kWfCPzqm7Vvy+zAAbduGEObmZl/1yu/SNGZvQOJefuWKGy69YnvZn1VTJyUoT9uIPrGB4JtLAJaXV1XN3YnIfRqN29atc8cdexSpVLFK2maK1163Qz0W5eDa624lRIIQrCrlpJNOqMqSSODrE/zMsnf/AXOQi8FWVlZyztOGpETTdQafm5s94oj5wCDiaRpFADHgmBsMer0eCDAnMIFzVoCGa+Pdj+/5RyP8tN8AXQLQ6XQ6nc7TnAA4qlF95wc+MjMaWYAFkeQlKHseCvbPFHNnPluAAN964qlqPDfhjUPujz2qV8xlbou1tbs++gk0ZhSNLBHhuWf2zz4LxFUGO6l4STaCNb1y08GVRz56Mdq0f/v241YmTODAM20LZndDwMEYDs5vPPq8FxGUgEwSNB+4/PIj3DKYncghrsqmbEWmMYTOOqV6zumgioARgQ2TS6/scR7RJFIY5GggY8/A6raN+FfnFA6ncPL5ryhCOWc8X9tMg5nMhWqFNKiH+669BqbEUBBxXI84CXS4c6F0F87XsVJA9u4b/tLvyF2PlaeelYpimUcHeha0jODdfQ+veuXpl3987pXffd62s9OD+zBcKaSZc50d2oyyh7S1N2nvufLBD34UWR2eYGaHGkkSMrsxxL9RbP1NZiwMHOrrAzeDmy8d3P9f/+vbNi70oiR3EJetVn/5oUvmFjYpATSN/kGHy9v/v2UXXzNQyyOAiOTQdHuUQHMb5IzTT8htdncJVCfbfuM92csHHnns4Uf2MJUwy3liVj//3Oc0dbN+0hnZ9F3s33+QnJgE4KZpgfVhc18vm4oxhEDEMMvrKw8EIiIG83rxDzOD1jdNm1sIIaV0OLv7tukSgE6n0+l0nmYE7F1aufUuIU3iqiqQKIGANlBblfnI+SU0NTQ8a2FplnOUnpQFRXbIuJ21oCujfVdfI3Vj63+8HfBw5mmtomidnaSInNRZkqCXdfWOu7DnwOShh2csu5sQU9bkCoib1r1Yb92Mbcf3zEvYhAnZ6J57pR2vFAywOIIBMCOwUyNyxLln2YY5NhOCwbE2HD/wSBExFsueC4ObGzuL8BFz7cJgLD6OjJOOWp3pT0AGMHlg5pQHajOahw89jLWhY72GenqaERig9WL0LgH4ujIMt9525PY72p17Tn7py7nlvroHVhIzNPOzc2984+PVrOoczjrvvHf96kPH9IfkWcNQqjb2gtLyyv5qvgr37UTK5lkQsq4fy3xott3ievXKt3Ye2gAQERFpm3olzjzz2UANQNWz8s237ZjbsImEn3zi2FOKbAlA066H4GbmsGmhTq/kZz1raxGDpqyeQyzve3CXE666anvbqoCZOQok2EknHl9IIGeargK4q2EybojQ5pbB0yefPq2v90CCmU3HkokBNE0DkPv6gpaqrj/S3d2n+UBZlmVZfvsvpC4B6HQ6nU7nW8x9vcx3+sUk2Op1N25eGqdgE9JARA4mcnNVPfOkUzCo5vOo165h29zo+JmlmGu3EaPlWHCFDI5lefe9za13Tru1lw7tVcX55417MyUiyOvcFoii7ikRp+Htd+kXrhxtv1WRghm3ShKIghlF4EDAOW98A+ZnYRmWFcDBFb3+2qKZjIuCQWRWqgm8ZSiKZuOms3/6JyahqCyo+qyOJ7fcWj/8CFLjbMbIcAJInchOedYJYaKSmtC2mOv7GUc/VqZxgYlgHMQ4uGb2tPfWW3DgIGlWpDjt+UMwAeCFQ4DUVQF9PfN5suOznxLUe/7ucyd8z6vCS84tUR27rIX7nv7M837hl+a/88IZVEbIC8Fe9bxTfvJHKpTGqAsNqd0yyZu5zG2bt9+BA8vRAXgIpTFaqBPUVERkvXaG3EHE61HrExc3ADK36TfTjbAhhGmMy8zu8K/5mcNfERHBva4nOeFNb3wtYUJohEm4t2//8GMf/+T8hgWHEoz//20DHo8m62eZ0fRFSXM+6qhNL3nh2extFBA4O+3afeCOHXs+98UrnKbtRN2pOffcM5517CYiczVyuJvBiqJcXFo2RxEKdZ2bmzNTdwNQFMV0x/BkXI/Htdn6Gy/Lcvp/AnM/cODg+o5hNxBYyEyZKISwsLDhiZmCb5fuJOBOp9PpdL7F0T8d6qMyDYNamixde93mlpdJi6ri5dbYW7WIMMdF3H1g/1t+fViErJglnVlcmVcvFeNATeCQpSFZLmXbpN5z1dXHX/j8FhyUWvbN5593x9z8ppGZ10FEW+9Bgjdj1k2G+3//j9uVxyfRB40yaBIiOSLHlPPMKadu/eHvn/S4Zw6yHnDgC5dh586+U+2iyIFIgGzuJKuxePa//l6ccVqiEhkQiivDa/78zzfUdZmsDEUytUIihZA0u6Ub7rzv595hqx57PkATHt5Tae4xrznqyGJBnCaFpb17xn//heItr3OwUIRhevxsnB73xNJtA/j6cVvd3nnX7cf2ZPOt9978vj86491vveUND578wL62bNL5L51708+MqmLOGoSiZQh6237sNRd94E9PqrGxGZfM6sGsCLkYDEd4+CE+YUEQLMMLGAhwcyUiGAzG5MQ8vYrXJ+T90KZaEFMg4hACc8yWcs7siDGajUFgYlPn6Ww+3AnTrp5EDDW4CuF7v+f881/ynEsvu78q57IG5uIzn/18f7aiQ2cBr18C9M3mAQxgOBy5++GQmgkS5LhtR7/0Rc+zvKpUchBzWxvVH/yLi7ffsMO8IIdQFm5e/7p/s7ChWF8OcQcTEZlS22jb5Nh3APMb5mKMCZRVmYVAImFtONq/uLThiKMM5Fj/8ExiwN4D+1eHIxCD3E1FKGWF65Gbt2zZuvDEigc9OV96GnUrAJ1Op9PpfCvRk7ooTmcfZ1Cv3Hsf1a2wNM1EAoxgBkHAuJ48umvpM5fOfObq4jNfXfq7K+YPrlVNHeDiCAoxEIici2Yk9z+A8YQBOEUiO3JTeepJw15h7G1dExeiXqilgL4QP/rYzLhNzCBzcKZIzmpNir2jzz0XmxdqkHMEBZmkB790aeFUhCiTxoncPauyO5EsV8WWV14IEZ+eA+sZDzyyfPtdpbor2BxkDZJrZmci0od37v/oZwZ/f21xydUHP/4F2bl3AwVp21KdjckZoGCYS/rQ1ddyM+kdmot8cqd5+rZOhj6jqNWLqz0L87leuvSKvQ/tfNE7/+Pdpx+xe3N/aeMcBn0lKHOyTDXIgROPSy94bkNVmUMKtFKEmvqwuVCyTkbsJODAT463TT07k4ioqpmJiLuPJ09Ocaf7YjGd9p5muWY2rWlRVaYn3whPhJrT9MHMmDynLIS3/MLPzM+Xqg3MiYukGI0m9KSwf3r67zefhaNtMxFN1zEAONyyHrGwcX6uPO64o8qCU7JYRSP/8peumIwVMBFxS7Nz/Qte8ZIYo6vyep2PEsHMUtLJZOJwhw56hUMP1/84AOfU5slksrbWEknW7NOPT5QzlpdXc87mMHPAU2oAsNCmTZvWx4m+rY1vuwSg0+l0Op1vMT9kGnzI7Xc1d94XgOBCgJEKOyuRcglU2sxT6/VBziult0I5Bx6LZ/ZeRqFeZTtiosGb5euuw/LI1JSZUrZe9Zxf/LcP9MXZeohOlcOZs4Ob0XiDpSNqjRomQZPArWIjCe3iwsZj3/B661HhOSO2CHLfA81lX1ULa55m0arAyDWSGHMiO+04vPTcxGUFRgnRduVPP7jpsX2zmVoJI4BgpSm7N0JjsipPTofC9stk/8aKIXmFx+OQla3MUuRYJpmf8NZh3vvV69P9D0dLgE+zAJpW/zMIiF0b0K9vZlv/6EA6LsanHRiv/fIf3nXvPc99zzu2/sIby6qnjz8yyLWZKHMktdW2afUVF/7g5tFcaIsJCtZY5Z5hZs2zHLPZCMgEAykERIaFDRuSaRZMG1wSkaqq5v37DpgfShKmrXXgq6srOWdVnba3J6KccwjBbFro8uQqIDv8TQhBVWMgwC98+Uvf/ss/VxXGPF0xiO6YHvOL9V5E33wlkAPAZDKB8+EuQG4psmyY21AEf/2P/wByGzjmnDjQ43uWNUeW6cG5+kM/9Kqtm+Z6vVIET94GYaCUbG24xiAARx99lKq623onUCczJ5KvXH5lf1AkVZaYshug5hz40su+krMREUkgxvS/5vrCFz5//biCJz6mdSsAnU6n0+k8I03n/s0spdS+76PziysRwhkSJYu55gFV5KLQFk0bGi3hfXFKZZCa0qjwJE6wNmgTlKEU3XftHH/x0gLcTjc6hjD73d8x94KzM1KfQ0qUA2pJhUshgpBnHTONDCuthatckJPLRM4+E887q+U8sJodBixfc/3xiyst4rAMMbTJNUPbAHcUJpte/kKdKwgcFDVrWlt+6NOf3bbW9jNWItb6IpY3Orn7GrvNllqax3pcjqnUlIcUrC09VZwZ7JSZmyAAzahtGNeP3fh/2Lv7YNuzur7zn+93rd9v733OuU/dt28/QTfQTRREHgI0CApijErQRE0cxUSdWJNxxjw40UpmTGZSY8o4U9HSVGpSMYlTqYmVOIIxE0czxsQIPgVQhiAaIUIDCg0N9/mec/bev99a3+/8sc+9tN1YlaFFu8r3q7qqq899Omf13ueu9++3fmu901Jp0V2SBslM3ZQy4yTgT2q1uPfVr7yaV2YdjYPf8fFL7ft+6M1f8x2rX73xR/7U68uylOvHw5XN8voVvfth/6F//gt/+zvveeg5i1qa4nicRh1WXV0vr05nFrr3jm5FYepyqUqmfPrT7y3jMFu01nZzejMz87e85S29p2RKmVtEHB8fX7lypZRy65bX7gGAu+++++QtsNtB57e9K27eOmhTKW6Wm+nwv/5zX/OC539mn6dSxgzlrcy4uSQm/7Nmw/GYme1uG9Cr7u7uyt2qPEXEHbedV7bXve4LLlw4H11pIYvMUusqs7U27+8vv+Eb/nTTdObMnnK3++fNJUhpUtls15Kqlec897njOEoqpUTE7nkJt/KGN7zh2rVNyrTbC9Tk7pevXP/pn/53KaU8UxlRq0fEMAyvfe1r/RPLfn7vqpcAAADg0yUz53n+6M+/46AVSZ4+t+bV3GQtLL2uFr2kZQybyQ7Xe1PWw/XCa1hImZbbquMhtzU382bl9rY3vVlSyy6l0lTtMx56UaklWvdSvZQ5Q5HjOK7nI1OM6bNnd3m4ZKk89+wHZlNTKNJTTTp8/8MH22ZetVysp0MvLrMsJulgdbC4967tWCQV06GmRz70W368PhU+SFvTPLjJfN7WOkxF2+yH7fjIt3vRV1OvbbNqkUfHFn03m5uKr6ttqqdpTF36jffJMiLSTpb9fOIMWE4C/mSORl14xQvrXr09hkdjfWmYPvN6fP5FXX3jv/+hv/AXfurbvvXffcd3vu3vf/+bvvO7Hv7T3/DuP/+t46Mf0J1+fX/eDvNct31YT8P1zXjljmc8TcsxJc1td8V9d7X9zJkztdZmWUpx996amW0227e+9a0nE+1ISfM8Hx4eXr58eZ7n3Zx+VwvDMJw9e9bsZBuc397EuZsuZ2atNSIi2t64LKaXPfTQarWapmm12lfe/IVPbjK8Xh/vOny3RKfWsl1vzp273dzuv/+u5z/vubuzfiP6crk3Tc1cpZRTp0498KwLLq1Wy967p0wme8w+P/3kkLLzd9wxDGUXGxFhdnIZ/wMf+MDb3v7LtZT1ZuuulHrkw+9/+OLFizdLJVO7YOinDg6e/ezbUo97uXMHAACAp7iQ2m5ZdGZqK0XKZovQnOltfu8PvvHaB9/tcX3j07a203M5daTu/shyM5f12cPtuSktFlPd73uL7Siz5d5mcbBd9PDNeKDN8ty2HMR6s1werA/rz7z56Cd/epWSrCmvrertX/e1x7ffmypRr/Z5fdDOLuZx3h7FWK/WzVrX7jxeLHI6XF6y0h8ZHzj7sufVctQ0RD2wPD44/Ojlf/+LSh30ra3nqd4hHZ3btrPrenm5/9aD8fyrXr3VYq1wzec3NzY/9dOnWr+0mj60N50Nu+3q3FxXBs05LUzjlKdir/T9zP3ri3o4jmuLvbJYtDJ0G6It22YRh2ZH15brM9evXfg379CV60clo6uspdl3G5DONsdi5sX1RHPGmc971ak//JXX/PZzdmMvHr1aLh35tXPTI694+Ppn/Pjbz/+Tf3z6b/3dO77//3jGr/3agzF5rtTPqJ87Ny9Oby1j9Pm2veOnfeh1X6o4WG2t7df1XkSZFZm9vPpzXvj08/tVrTeTrHiLWJuPP/JjP/vN3/a33var7127/eZHr/7zf/nzf+br/spm7e6WmmSa5pD1Fle/6Is/z02mqojJMk3jvFd7DevN5z4P1vZm5Vym4mXsixrT1331a08ttgvl9oYsTrfcmz1a2Uim2ItcNg1dkrqyewymyOyRC8lNU+lquqOrZqbbdbN1D1261ra+2KRnqnaLNg+nx3pqmZrHsn39l7/6VMzjPIbbXK71cuhtUO8vf+mzS0wr5cFwqtRxKr52344t6lGR2XrR5tljUTXceWb4xm/4YtO1SA/tt1T6RnZjUy9887f+Lz/7lnf7ooai9Xjko9P3fM8PhZ3e9JZ+WOtG/Vy05nHjC1/zgirVlKtKu3sNYfKSrrRuliaPLJmzay4Ks7F77UN/0i8kdgECAOBJMKmqyWrIUqWcfHDjcaR2+/boP/yTN37RUS2ZzTMt5qqNYmHl/OxV1sZhmtZnfV7Fpe1sUcq2aD2O49bPqlwt2uxpo2yj37aui6bh4uad//RHX/H5X6BxKKGDUnTH3cuX/OHLl3/OWoRbpHsow5rnYWmLxantdruqezln6Xr/M8+/+OWfs7a9UJmkZXf9h/fdePcHQ+YRwzZWdTxutqmLIepyWpx/5fPrs5+1LxvSwtKzbH72HVVeUuPczTIsu+deHfrRtJBtcn1QTvfe9rXeaF74cmN5uW/2h0Xp3qysB811nF1L9SHWl9/7gft/5T+d/rwXtzpqlFwmG+ScBfw7Odtd7s/5rm/5t7/+Cy94/7VTy3pxLCXj9GYrZUacnttev3pxIVOVhjv3zvb3PjweXz7t/qHNXA72Lm56nt1/7hd9gcYSbiG5vOdUvchif7X4L7/ua/+n7/q+UvYyzdzd1Vput/qJf/WzP/ZjPzkUV4s2N7dqftqtenGlHyxX0/bq+fNnv/q/+FMZCgtXl0LWwqf0KnVZN+/KMLfwJrncIrfPeuDOv/bX/9J//+3f43XZM2Rd6qmUTVI3m9yaVGVN6mlK62khzWmubGldsTFvslmK7F2uzfbQvJuU0cK70izs7rvv7dGGMnzhF77mttv+0fGlI5NtNrNrMA2lbF/20IuLe6oNdTSzk7MLouye8U2zG0eHkVlkpehbv/Wb3/ijP/XhRzeLOsqrwucpprZUDl/11d/yua98wbMfuP/G9eP/+1/+2xarzHPLhU/Rjo+OT9XW2vrMweKPf9kX3twfdfeIhJ98S9k9liGXdVnY7ohsNZmHK33OJ30BnwAAAOBTl6ZDKaXTfnIb3yVFpiI0+cO/dc97Hl321Wy9Wx9bKdlLLyU0DIsPjHFpf9jEcKEOPdaTm3ps94c+bT/zUr/QyjK3NVVbP1buTXuj/PZJ7/nFt+vSVd17x2i77fPr5rM+c/Nzbzt149CtF3lNs5A8e1G3NlhfzK31zahlfPZzdNedk3bPIkvbvPrv3nb2cO6aa+q0FNO0rENzH6as43D/q14Ry3EMxaQcu64e+3/68NgWQ8R+FFPOismjTzbX/YuDbZZnbhSF10XTrFiOi+PN8cGZ/XL16K7DPkRf9Fx0dZdyOmXDZjM/+m9/4c6HXpyltVJ3q4A8pXR2AvrkQlpUffaDy5e+sHzoeLu5dnja02Xq49RK9oM+D8obC/v41kbp1Jk7Lr73Partg+srcWbQYQx339Ne8fzbnvE0eVr1lEIxetlNQ73oK//El37f3/3+a4fZe4TcwkvZS7V5juiLzWY71ME1ehl7Lxmqtczzts/zYrQ/8bovOX9ur1hKcXJencWt9S2WksLMwncLjrpZqWZTn7/yT37J3/l7//Dh37y4XO1PEbsjdtPSM2Tt5tQ4JaWFWdrJ0vxMU5plb35zlY7cM9Wj2W4/Udvta2WKPHOwSPWI2N/3u++68Oj132whs1JsiFYG6w88897eZq9mZrX69Im7UJ7mCj88Pj5ZpdZjb+GveuVDP/Iv3iTl8dHxMAxD3R9Wp29cv7zcq2/95Xe9+eff2qa2XJ07Wk/DOFqLFu1gtWfT8cGynj5YvuylL86Ul99+QeFkpELaFchjVwflbmXgk39rEAAAADyZAtBg2WQKqUuukLxE17TQ9uIvvO0ll9ddfn3MbdXYU1Ym92VfXF3s3/lXv/GFf+5PlbLKOdpYTD5sY7uSHv2tt3zZN40fvGhRh5gPJtccl8Zpr+75tLnj+qUrb3vTwVd8ebNhYcpFXvj8z3n79/2DCzEf18mqp50sp2+eLfue+9yP2mq4NPaX/VdfH6tFzTQzj1nve/+73/Av7pzX11Zbtxi6h1urw/F2c0c5mC+cO/vVr43RtckYrdl0+cd/3D72yKZkyoZ0WTQrs4a5jL95sPic7/i28bWvydXSorSx9khPleK+vv6zf/O7L77h39xzdDREW4aF/PqQh3uKPv/HH//Xd37ZH51f9ryNykK2kDxd/eTWCh4//y+a6+Buf/ivfusvvfsjF973odXmOLxtLWIZmf2GdFSOauxfGveunT37ouc8+NYf+Ifnt4d+aj+7rp65/bZv+Ir7v+Ub4+xB72kyOzn+KtIszYrp3juHb/q6r/ru7/8RKRbj3jwro6R5U8pKWexnZC/eU+5ld3jAoppFe95nPPPbvuUbD/ZkIXdFpKwqq2QWZlaVriyZqSjKmiqSRZhJ+3t6/eu/9Lu/9wdaW5sWabtJcWSG7x53kZQ1lZneVTIi5SlPlZDK7hDjHGQLqVy91tts2TMi3Fw2muLc6VNDUdGoUJhe+MLnvP0/vsddXsboLtn+yl74ws8yN1PxarW6Wve0yJPta8N06ep1K5aZ7tnn/pf+/Nf/4i++4yMfv7YYF2aemevN4bCsPafrx+thHLyM2x6L/UXE3Pq8GK23w1Hrz3vl5/zPf+Mvnzk1uLp2T8A89qp+uqxIpiyWRSoeu62RLJX5u7FjKM8AAADwqbOeyykPutSkkKfCFFWmdkr9ylt/6UDbUVeLX1e9EvVar4fTeLzx7ZUhTr30sw/vetr1O+6Mu++azl+I8+fzrguHt13oz/qsu1704hs+9KzNFmvfa8O56+N0fejK9b2+vfyWnxnKtLaYy7wd/OwLn3vH0+4Zu4Y+KsfMhcWixGKYF/txMMxjy8Xlxerig/fc/+qHXLkffU9tuT382A//sH/wg1XbeRHTmPMQbZGTz1U2jTa8/Nm672woVPpUmt248q4f/Ger+XBeXNosL13Zu/zx/esX9w/Xi81cpuOzi/GLXqEH7p7vvFN33hMXltu7zva7bz++cGp7/22f8aWfGz5XbXuZm/V1zXkx3MieyuWHP/6+f/qjtbWiXnZXO/2krPBErWj0MvTF6oUvePVP/uDHHnrBgZ+7c7M6ty4H0zBoeWW1Ojqz/7TD1fHZ29evf83lo6tn3vr+U76Kdnrt52//9r94/3f+dzq9vzbPukxplEa5y3q29LSi7PrLf+Ebv/S1n3vvXae2x5eqz8W6Mto0lTr0nm33Is/ctsMyzJv1Vdfx6T373u/+9ttOr6ynwSafPwAAIABJREFUqbXeZCa5crCsUrVcWI4e5lEsFsplapSK+mooi2L6qj/55bedOajuFoP3lfelxUIqFsWj7gJAOWQWxcJitKgWRTlkjp5mWV0WscocP/Kh69t1N1WPoqjK0dPuu/eu3U0D88zUSx56MOOoequmaFvz/Iov/+Lbzq6qF0ml6Ny5U67mCt/dlVJKcf3GZndahVmMYz7wrLvf/KY3fuFrHhrKdn18xTQvhiGb3Mbeh8hl62MZ9lpXcStSTpuF9S973at/4B/87Wc98+6hyBRmT3zq16SqLJaj5egx2G4YT/4Zn/ybg7gGAOBJXUnrpu7yQSVPVrBk76fk+q3Ll97xnts1V2untrE395IhxRDqisvVz93/9ENlz/DUfqSHK3TGVbI/66XPfee//rEz89rb5F4XOd6zOVBbHGiYLx0e/vt36WPHp86vwjNkuX/2gdd/xce+63vPTZmSZRYpuzWLUTmmTWW8OLe7X/T8GM2jq2Rms49eeu9PvOm2XmoMpw5jkbaMEhndpPTLq2H16pdNQ1VqPdqsrX7l4dvf8cidGz+KXkKpnIqlfG/yyNCdd+vcqUl9W7xGDtNCQxmaBi9mfueLH7o6FtnaSrNwmR9Mq6GtWvqZrT74Yz/3wF/8+Pisp0uai45My3pzN0c8bt6WYdsuDfMwtruf/rk/8H0f/sdv2P7Kux795V8+dXW9anbuuj7Wpo889w/d/9/82fPPe/abv/1vnq2Lqw/es/dFr3n+53/B8lUv6aVoFaZqUk3TbrupYkqX2zRvFsOyuv/9/+1//KW3veP//OF/9TM/85aLV64ONowLn6fjodbd3lbjuCh1bbl+/vOf8ZpXvvyb/9zr77n7tlolZcqqL+LmTFa5LV6kntHM3F29WS222/SpFO8tVezp9972N/76X/lrf+N/3bTcnRpgGVJXttWo7EpTj5Tk2QfvmZNZiWxmsagl2rz7s5V69NGP9Wlbq8xDSo9iub33ntvddHLUccnnPPfB5TjPGdGnsdZxmP/sN3xV9owSkpWS991354c+8pGS1SKVLqWsnBzuZZ4557xdjHs9+g/8o+/8Zz/8E2944//zrne9ezrqy8UwTdvVMJ4023Zd3DVPo8VLXvTZX/a6z3/91/yR/T1ll7KbhdJPqvcxr/gMydTbXBShpjYPo7XehjJmzE/+rUEAAADwqWtua1lIZlpIi93TeqXo8vriz/6/7z+6vr339FE/tWy9qKX1oeei+eTj0fOeo7vuNQ0LU5fkGl2RMpN7Hf/4a97/z3/w0Q9+8Nzy4PqN9cHeKa1ry8V+teOj/PjFK896z2/VM3fMi1GS1eH0l/yRN/1fP7L3kYtK8yglrZvWNi3Ml5M20tH5sy/6vFe0Mo69dytb+foDH/61i1fuOHeq5rjX+ti8ZCnhYevRl+87KF/yua+QDrKVGHyhvQ+98+EP1cXRGWvjWe/pGXNRN4299Fbufd7zdfr8VuNadRjkudiaqiulrZ/ZO2WbF7307e9667G2d9jeNEeRT70P417ZlA8eXn7gPb9xx/1PlymLmtRMC+4AfNLezNSotByjjE3tmffd9x3/rdbr+379Nz74k2++9uu/ef9m+czPe35+5avf+Y53/evv/nvPecZ9L/hLX6dXfo7uuW9dqrYqPa+W9b5s0K0tV9PSi1tIdahSyG2l/qpXvOiVL3/R5avtF3/xl3/yp376wx/+8McuXbx+/fpisbjj/J2nT59+5atf9Nov/pKn3337ctgd3JZS18kZwGbS1OZxnEu50ft6sfCprS3dQmfOPP3qlUtnT58zzdKiFEuLYvaVX/lHP/rRj3zv9/7vmU2SfCuba24uffxj9z/jQo/w6rmdIq/XougbLyVi9qLj6x/f37ttarEc1Gbbbq9WP5IdlyKlzErN+fRBmae+HM0UU988+8H7XvHyz/7197xvsXdwdLi9/757n/MZT5fCzE02tbzvaRfe+ratWZftFt3PMl8fHu2eLOhdZRwyptVi6Cp/+mv/2Nf/mdf90i+990d/5F++933ve+evvPN42roPPfvB6YNnP/CM133JF7/8ZS9+4Wc9MFQru3tcJXZ/nGQnq4BuMZnFdrtdrpryxuBttfTN9mjwom5DPZNPeg2Q3drZFAAA/P+1m/LsntQbpDJLGZvSlup65KI++H4tTbpTU0izxqbomiWV+czSPusztuH7pmiTj105dKtNGrPbvDn61V/dn1NTaHmgbtJacpWQWuuqf+hFcWYVRZJ8lud2/vV3Da0rXc0lUwktijJ13KQaOfsfesZ024Ux7Vrps8q5q1fLex5RThpmzVKarEpSP5YtQ7Ne8jwf9tW0GeTS8L5H7JEPaRWKU+pSdNVQ2a2MqDp7Rg/eez37sgzjrO2okFZN3XSj6Mwk+48P6/iaVlXzvo4n7U2yi1mq3ZCGoT34tHLhblPdSltpL1WbNPD6eqK+VW7lq/ShKarS5pJNbZaaVHU9tarT0tdXbpw5Tu1Lt7m0p9xvUglF0ax5oeExT+eGXHJ1SQo/OcNrSpXMmuaR2s4aR03zyVXq6nI/+dUWGlwuKfvN1ekulUx1m6/d2Hz4w4fuq8jZanOZqRb1Bx+4M2NdvFkcyHuq9UzZ6uOXDz/+8WPlUkrZLJtHnz/zwftSIbWu6FE+8IFHp9kiB/PSs1nJpS1LXT94//kWm+p7V671Rz5y6WTtTkoxVMvF2J/xjLvnOBy8SDVzkGluSlMpSmmRMstUbz3kw8MPf2yeMm24eTCxZ+aFO8rtZ04vinZHAyt7Nwu5aewyl+Zt1NEjdenqjePjzd7B/unTe4PLMquZq2V2t8XN7xknewCdXJHPWzcBeuubUKy3443DNFu0nEpNCy82um8OTmmvLgkAAAB+XwvAlCUtpW4yHZeo6rW1VuYj66lzeykzHSur+kqRERu3lE6raEr5rDora9rQVbs8FCZFqux2Fepym1sxKYpy6GYxpFt0DVIUbYo2OS2sjLIaHqbZtFWX+iJtzBrbsKF0l0UeV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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">166<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h35 y1b9 ff5 fs2 fca sc0 lsf ws0">10.<span class="ff3 ls0"> <span class="_ _65"></span><span class="ff5"> <span class="ff8">OŚWIADCZENIA Z<span class="_ _1"></span>ARZĄDU UNIM<span class="_ _1"></span>OT S.A.<span class="ff5"> </span></span></span></span></div><div class="t m0 x1 hf y1ba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x51 he yed1 ff8 fs6 fc2 sc0 ls0 ws0">ZATWIERDZENI<span class="_ _1"></span>E PRZEZ ZARZĄD<span class="_ _1"></span> UNIMOT S.A<span class="_ _1"></span>. <span class="ff5"> </span></div><div class="t m0 xb he y12d8 ff8 fs6 fc2 sc0 ls0 ws0">ROCZNEGO SPR<span class="_ _1"></span>AWOZDANIA ZARZ<span class="_ _1"></span>ĄDU <span class="ff5"> </span></div><div class="t m0 xab he y12d9 ff8 fs6 fc2 sc0 ls0 ws0">Z DZIAŁALNOŚ<span class="_ _1"></span>CI GRUPY KAPITA<span class="_ _1"></span>ŁOWEJ UNIMO<span class="_ _1"></span>T I UNIMO<span class="_ _1"></span>T S.A.<span class="ff5"> </span></div><div class="t m0 x1 hf y12da ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yef0 ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _1"></span>UNIMOT <span class="_ _9"></span>S.A. oświadcza, <span class="_ _9"></span>że niniejsze <span class="_ _9"></span>roczne sprawozdanie <span class="_ _9"></span>pt. „Sp<span class="_ _1"></span>rawozdanie <span class="_ _1"></span>z <span class="_ _1"></span>działalności <span class="_ _1"></span>Grupy <span class="_ _9"></span>Kapitałowej UNIMOT <span class="_ _9"></span>i UN<span class="ff6">I<span class="_ _0"></span>MOT S<span class="_ _1"></span>.A. </span></div><div class="t m0 x1 hf yef1 ff7 fs4 fc2 sc0 ls0 ws0">za <span class="_ _4"></span>2025 <span class="_ _3"></span>rok <span class="_ _4"></span>zakończony <span class="_ _4"></span>31 <span class="_ _4"></span>grudnia <span class="_ _3"></span>2025 <span class="_ _4"></span>roku” <span class="_ _3"></span>zaw<span class="_ _0"></span>iera <span class="_ _4"></span>rzetelny <span class="_ _4"></span>obraz <span class="_ _3"></span>rozw<span class="_ _0"></span>oju <span class="_ _3"></span>i <span class="_ _4"></span>rentowności <span class="_ _4"></span>działalności <span class="_ _3"></span>o<span class="_ _0"></span>raz <span class="_ _4"></span>sytuacji <span class="_ _3"></span>Emit<span class="_ _3"></span><span class="ff6">enta <span class="_ _3"></span>i<span class="_ _0"></span> <span class="_ _4"></span>Grupy </span></div><div class="t m0 x1 hf yef2 ff7 fs4 fc2 sc0 ls0 ws0">Kapitałowej <span class="_ _0"></span>UNIMOT, <span class="_ _3"></span>jak <span class="_ _0"></span>również <span class="_ _3"></span>jednostek <span class="_ _0"></span>objętych <span class="_ _0"></span>konsolidacją <span class="_ _3"></span>traktowanych <span class="_ _3"></span>jako <span class="_ _0"></span>całość, <span class="_ _3"></span>w <span class="_ _0"></span>tym <span class="_ _3"></span>opis <span class="_ _0"></span>podstawowych <span class="_ _3"></span>rodzajów <span class="_ _0"></span>ry<span class="_ _3"></span><span class="ff6">zyka <span class="_ _0"></span>i </span></div><div class="t m0 x1 hf y12db ff7 fs4 fc2 sc0 ls0 ws0">niepewności <span class="_ _0"></span>oraz <span class="_ _0"></span>że <span class="_ _3"></span>sprawozdanie zostało<span class="_ _0"></span> <span class="_ _0"></span>sporządzone <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z <span class="_ _3"></span>wymogami <span class="_ _0"></span>ustawy <span class="_ _0"></span>o <span class="_ _3"></span>rachunkowości, a <span class="_ _3"></span>także <span class="_ _0"></span>że <span class="_ _0"></span>zost<span class="_ _3"></span>ało <span class="_ _0"></span>zatwierdzone <span class="_ _0"></span>do </div><div class="t m0 x1 hf y12dc ff7 fs4 fc2 sc0 ls0 ws0">publikacji oraz podpisane przez Zarząd UNIMOT S.A. 21 kwietnia 2026 roku.<span class="ff6"> </span></div><div class="t m0 x20 hf y12dd ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y6d3 ff7 fs4 fc2 sc0 ls0 ws0">………………………………                   <span class="ff6"> <span class="_ _66"> </span></span>………………………………<span class="ff6"> <span class="_ _40"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span></span>…………………………………<span class="ff6"> </span></div><div class="t m0 x1 h16 y9e1 ff5 fs4 fc2 sc0 ls0 ws0">Adam Sikorski <span class="_ _52"> </span> <span class="_ _30"> </span><span class="ls9">    </span> <span class="_ _59"> </span>Filip Kuropatwa <span class="_ _5e"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span>Robert Brzozowski </div><div class="t m0 x1 h16 y10b1 ff7 fs4 fc2 sc0 ls0 ws0">Prezes Zarządu <span class="ff6">Unimot S.A. <span class="_ _19"> </span><span class="ls9">                 </span></span>Wiceprezes Zarządu <span class="ff6">Unimot S.A. <span class="_ _67"> </span><span class="ls9">           </span> <span class="_ _3f"> </span></span>Wiceprezes Zarządu <span class="ff6">Unimot S.A.<span class="ff5"> </span></span></div><div class="t m0 x1 hf y12de ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y12df ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y12e0 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y129f w88 h8c"><div class="t m0 x4a hf ya5c ff7 fs4 fc2 sc0 ls0 ws0">…………………………………………<span class="ff6"> </span></div></div><div class="c x4b y129f w10c h8c"><div class="t m0 x17f hf y2df ff7 fs4 fc2 sc0 ls0 ws0">…………………………………………<span class="ff6"> </span></div></div><div class="c x180 y129f w10d h8c"><div class="t m0 x17f hf y2df ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y12e1 w88 h8c"><div class="t m0 x4a h16 y35 ff5 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna-Kowalska </div></div><div class="c x4b y12e1 w10c h8c"><div class="t m0 x17f h16 y2df ff8 fs4 fc2 sc0 ls0 ws0">Michał Hojowski<span class="ff5"> </span></div></div><div class="c x180 y12e1 w10d h8c"><div class="t m0 x17f h16 y35 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y12e2 w88 h8c"><div class="t m0 x4a hf ya5c ff7 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x4b y12e2 w10c h8c"><div class="t m0 x17f hf y2df ff7 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x180 y12e2 w10d h8c"><div class="t m0 x17f hf ya5c ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x20 hf y4bb ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h2f y11fe ffa fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x20 he y2c5 ff5 fs6 fc2 sc0 ls0 ws0"> <span class="_ _1d"> </span> </div></div></div><div class="pi" ></div></div><div id="pfa7" class="pf w0 h0" ><div class="pc pca7 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">167<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x75 he y12e3 ff8 fs6 fc2 sc0 ls0 ws0">OŚWIADCZENIE <span class="_ _1"></span>ZARZĄDU <span class="_ _1"></span>UNIMOT S.A.<span class="ff5"> </span></div><div class="t m0 x45 he y12e4 ff5 fs6 fc2 sc0 ls55 ws0">  <span class="ff8 ls0">W ZAKRESIE<span class="_ _1"></span> SPRAWOZD<span class="_ _1"></span>ANIA ZRÓWNOW<span class="_ _1"></span>AŻONEGO ROZWOJU G<span class="_ _1"></span>RUPY KAPI<span class="_ _1"></span>TAŁOWEJ U<span class="_ _1"></span>NIMOT ZA 20<span class="_ _1"></span>25 ROK<span class="ff5"> </span></span></div><div class="t m0 x20 he y485 ff5 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y12e5 ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _4"></span>Spółki <span class="_ _4"></span>oświadcza, <span class="_ _5"> </span>że <span class="_ _4"></span>podmiot <span class="_ _5"></span>uprawniony <span class="_ _4"></span>do <span class="_ _4"></span>przeprowadzenia <span class="_ _5"></span>atestacji <span class="_ _4"></span>sprawozdawczo<span class="_ _0"></span>ści <span class="_ _4"></span>zrównoważonego <span class="_ _4"></span>rozwoju <span class="_ _4"></span>w <span class="_ _5"></span>zakresi<span class="_ _0"></span><span class="ff6 ls3c">e </span></div><div class="t m0 x1 hf y754 ff7 fs4 fc2 sc0 ls0 ws0">sprawozdawczości zrównoważoneg<span class="_ _1"></span>o rozwoju Grupy <span class="_ _1"></span>Kapitałowej UNIMOT, tj. <span class="_ _1"></span>Forvis Mazars A<span class="_ _1"></span>udyt Spółką z ograni<span class="_ _1"></span>czoną odpowiedzialno<span class="_ _0"></span>ścią<span class="ff6 ls4d">, </span></div><div class="t m0 x1 hf y12e6 ff7 fs4 fc2 sc0 ls0 ws0">został wybrany zgodnie z przepisami prawa, w tym dotyczącymi wyboru i procedury wyboru firmy audytorskiej przeprowadzającej a<span class="_ _0"></span>testację </div><div class="t m0 x1 hf y10de ff7 fs4 fc2 sc0 ls0 ws0">sprawozdawczości <span class="_ _0"></span>z<span class="_ _0"></span>równoważonego <span class="_ _0"></span>rozwoju <span class="_ _3"></span>w <span class="_ _0"></span>z<span class="_ _0"></span>akresie <span class="_ _0"></span>sprawozdawczości <span class="_ _3"></span>zrównoważonego <span class="_ _0"></span>rozwoju <span class="_ _3"></span>Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _3"></span>UNIMOT <span class="_ _0"></span>oraz<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span></span>że </div><div class="t m0 x1 hf y1103 ff7 fs4 fc2 sc0 ls0 ws0">firma audytorska przeprowadzająca atestację <span class="_ _0"></span>sprawozdawczości zrównoważonego rozwoju w zakresie sprawozdawczości zrównoważoneg<span class="_ _3"></span><span class="ff6 ls11">o </span></div><div class="t m0 x1 hf y115f ff7 fs4 fc2 sc0 ls0 ws0">rozwoju  Grupy  Kapitałowej  UNIMOT  oraz  że  członkowie  zespołu  przeprowadzającego  tę  atestację  spełniali  warunki  do  sporządzenia<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y12e7 ff7 fs4 fc2 sc0 ls0 ws0">bezstronnego <span class="_ _0"></span>i <span class="_ _4"></span>niezależnego <span class="_ _0"></span>s<span class="_ _0"></span>prawozdania <span class="_ _3"></span>z <span class="_ _3"></span>atestacji <span class="_ _3"></span>sprawozdawcz<span class="_ _0"></span>ości <span class="_ _3"></span>zrównoważonego <span class="_ _0"></span>ro<span class="_ _0"></span>zwoju <span class="_ _0"></span>Gr<span class="_ _0"></span>upy <span class="_ _3"></span>Kapitałowej <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>zgodnie<span class="_ _3"></span><span class="ff6"> <span class="_ _3"></span><span class="ls41">z </span></span></div><div class="t m0 x1 hf y12e8 ff7 fs4 fc2 sc0 ls0 ws0">obowiązującymi przepisami, standardami wykonywania zawodu i zasadami etyki zawodowej.<span class="ff6"> </span></div><div class="t m0 x1 hf y12e9 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1c5 ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _3"></span>Spółki <span class="_ _3"></span>oświadcza <span class="_ _3"></span>również, <span class="_ _3"></span>że <span class="_ _3"></span>Emitent <span class="_ _3"></span>posiada <span class="_ _3"></span>politykę <span class="_ _3"></span>wyboru <span class="_ _4"></span>firmy <span class="_ _3"></span>audytorskiej <span class="_ _3"></span>do <span class="_ _3"></span>przeprowadzania <span class="_ _3"></span>atestacji <span class="_ _3"></span>sprawozda<span class="_ _3"></span>wczości </div><div class="t m0 x1 hf y1c6 ff7 fs4 fc2 sc0 ls0 ws0">zrównoważonego w zakresie sprawozdawczości zrównoważone<span class="_ _1"></span>go rozwoju Emitenta i Grupy Kapitałowej UNIMOT oraz politykę świadcz<span class="_ _0"></span><span class="ff6">enia </span></div><div class="t m0 x1 hf y1c7 ff7 fs4 fc2 sc0 ls0 ws0">przez <span class="_ _2a"> </span>firmę <span class="_ _f"> </span>audytorską <span class="_ _2a"> </span>przeprowadzając<span class="_ _0"></span>ą <span class="_ _f"> </span>atestację<span class="_ _1"></span> <span class="_ _2a"> </span>sprawozdawczo<span class="_ _0"></span>ści <span class="_ _2a"> </span>zrównoważonego <span class="_ _f"> </span>rozwoju <span class="_ _2a"> </span>w <span class="_ _f"> </span>zakresi<span class="_ _1"></span>e <span class="_ _2a"> </span>sprawo<span class="_ _0"></span>zdawczości </div><div class="t m0 x1 hf y1c8 ff7 fs4 fc2 sc0 ls0 ws0">zrównoważonego rozwoju <span class="_ _0"></span>Emitenta i Gru<span class="_ _0"></span>py Kapitałowej <span class="_ _0"></span>UNIMOT, przez <span class="_ _0"></span>podmioty pow<span class="_ _0"></span>iązane z tą <span class="_ _0"></span>firmą <span class="_ _0"></span>audytorską oraz <span class="_ _0"></span>przez cz<span class="_ _0"></span>łonka<span class="_ _3"></span><span class="ff6"> sieci </span></div><div class="t m0 x1 hf y1c9 ff6 fs4 fc2 sc0 ls0 ws0">f<span class="ff7">irmy <span class="_ _4"></span>audytorskiej <span class="_ _4"></span>dozwo<span class="_ _0"></span>lonych <span class="_ _4"></span>usług <span class="_ _4"></span>niebędących <span class="_ _4"></span>ate<span class="_ _0"></span>stacją <span class="_ _4"></span>sprawo<span class="_ _0"></span>zdawczości <span class="_ _4"></span>zrównoważonego <span class="_ _4"></span>rozwoju <span class="_ _5"></span>w <span class="_ _4"></span>zakresie <span class="_ _4"></span>sprawozdawc<span class="_ _0"></span>zości<span class="_ _0"></span></span> </div><div class="t m0 x1 hf y10f7 ff7 fs4 fc2 sc0 ls0 ws0">zrównoważonego rozwoju Emitenta i Grupy Kapi<span class="_ _1"></span>tałowej UNIMOT.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y12ea ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1cb ff7 fs4 fc2 sc0 ls0 ws0">………………………………                   <span class="ff6"> <span class="_ _66"> </span></span>………………………………<span class="ff6"> <span class="_ _40"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span></span>…………………………………  <span class="ff6"> </span></div><div class="t m0 x1 h16 y12eb ff5 fs4 fc2 sc0 ls0 ws0">Adam Sikorski <span class="_ _52"> </span> <span class="_ _30"> </span><span class="ls9">    </span> <span class="_ _59"> </span>Filip Kuropatwa <span class="_ _5e"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span>Robert Brzozowski </div><div class="t m0 x1 h16 ye2a ff7 fs4 fc2 sc0 ls0 ws0">Prezes Zarządu <span class="ff6">Unimot S.A. <span class="_ _19"> </span><span class="ls9">                 </span></span>Wiceprezes Zarządu <span class="ff6">Unimot S.A. <span class="_ _67"> </span><span class="ls9">           </span> <span class="_ _3f"> </span></span>Wiceprezes Zarządu <span class="ff6">Unimot S.A.<span class="ff5"> </span></span></div><div class="t m0 x1 hf y12ec ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </div><div class="t m0 x1 hf y12ed ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y12d4 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y12ee w88 h9d"><div class="t m0 x4a hf y12ef ff7 fs4 fc2 sc0 ls0 ws0">…………………………………………<span class="ff6"> </span></div></div><div class="c x4b y12ee w10c h9d"><div class="t m0 x17f hf ye85 ff7 fs4 fc2 sc0 ls0 ws0">…………………………………………      <span class="ff6"> </span></div></div><div class="c x180 y12ee w10d h9d"><div class="t m0 x17f hf ye85 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y645 w88 h8c"><div class="t m0 x4a h16 y35 ff5 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna-Kowalska </div></div><div class="c x4b y645 w10c h8c"><div class="t m0 x17f h16 y2df ff8 fs4 fc2 sc0 ls0 ws0">Michał Hojowski<span class="ff5"> </span></div></div><div class="c x180 y645 w10d h8c"><div class="t m0 x17f h16 y35 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y12f0 w88 h8c"><div class="t m0 x4a hf y35 ff7 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x4b y12f0 w10c h8c"><div class="t m0 x17f hf y6c9 ff7 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x180 y12f0 w10d h8c"><div class="t m0 x17f hf y35 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y59a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y12f1 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x20 he y12f2 ff5 fs6 fc2 sc0 ls0 ws0"> <span class="_ _1d"> </span> </div></div></div><div class="pi" ></div></div><div id="pfa8" class="pf w0 h0" ><div class="pc pca8 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">168<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x75 he y12e3 ff8 fs6 fc2 sc0 ls0 ws0">OŚWIADCZENIE <span class="_ _1"></span>ZARZĄDU <span class="_ _1"></span>UNIMOT S.A.<span class="ff5"> </span></div><div class="t m0 x181 he y12e4 ff5 fs6 fc2 sc0 ls0 ws0">W ZAKRESIE ROCZ<span class="_ _1"></span>NEGO JE<span class="_ _1"></span>DNOSTKOWEGO <span class="_ _1"></span>SPRAWO<span class="_ _1"></span>ZDANIA FINAN<span class="_ _1"></span>SOWEGO  </div><div class="t m0 x12a he y12f3 ff5 fs6 fc2 sc0 ls0 ws0">ZA ROK OBROTOWY<span class="_ _1"></span> 2025 </div><div class="t m0 x1 hc y12f4 ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hf y12f5 ff7 fs4 fc2 sc0 ls0 ws0">Niniejszym <span class="_ _4"></span>oświadczamy,<span class="_ _0"></span> <span class="_ _5"></span>że <span class="_ _4"></span>w<span class="_ _0"></span>edle <span class="_ _4"></span>naszej <span class="_ _5"> </span>najlepszej <span class="_ _5"> </span>wiedzy <span class="_ _5"></span>roczne <span class="_ _5"></span>jednostkowe <span class="_ _5"></span>sprawozdanie <span class="_ _5"> </span>finansowe <span class="_ _5"></span>za <span class="_ _5"></span>rok <span class="_ _5"></span>obrotowy <span class="_ _5"> </span>2025<span class="_ _3"></span><span class="ff6"> i <span class="_ _5"></span>dane </span></div><div class="t m0 x1 hf y408 ff7 fs4 fc2 sc0 ls0 ws0">porównywalne <span class="_ _4"></span>za <span class="_ _5"> </span>rok <span class="_ _5"></span>2024 <span class="_ _5"></span>sporządzone <span class="_ _5"></span>zostały <span class="_ _4"></span>zgodnie <span class="_ _5"></span>z <span class="_ _5"></span>obwiązującymi <span class="_ _4"></span>E<span class="_ _0"></span>mitenta <span class="_ _4"></span>zasadami <span class="_ _5"></span>rachunkowości, <span class="_ _4"></span>oraz<span class="_ _0"></span> <span class="_ _4"></span>że <span class="_ _5"> </span>odzwierciedlają<span class="_ _0"></span><span class="ff6"> <span class="_ _5"> </span><span class="ls1f">w </span></span></div><div class="t m0 x1 hf y12f6 ff7 fs4 fc2 sc0 ls0 ws0">sposób prawdziwy, rzetelny i jasny sytuację majątkową i finansową Emitenta i jeg<span class="_ _1"></span>o wynik finansowy.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf y12f7 ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _1f"> </span>Spółki <span class="_ _1f"> </span>oświadcza, <span class="_ _1f"> </span>że <span class="_ _1f"> </span>podmiot <span class="_ _1f"> </span>uprawniony <span class="_ _1f"> </span>do <span class="_ _1f"> </span>badania <span class="_ _58"> </span>ro<span class="_ _0"></span>cznego <span class="_ _1f"> </span>jednostkowego <span class="_ _1f"> </span>sprawozdania <span class="_ _1f"> </span>finansowego, <span class="_ _1f"> </span>tj. </div><div class="t m0 x1 hf y12f8 ff7 fs4 fc2 sc0 ls0 ws0">PricewaterhouseCoopers <span class="_ _4"></span>Polska <span class="_ _4"></span>spółka <span class="_ _5"></span>z <span class="_ _4"></span>ograniczoną <span class="_ _4"></span>odpowiedzialnością <span class="_ _4"></span>Audyt <span class="_ _4"></span>sp.k. <span class="_ _5"></span>z <span class="_ _4"></span>siedzibą <span class="_ _5"> </span>w <span class="_ _5"></span>Warszawie, <span class="_ _4"></span>został <span class="_ _4"></span>wybrany <span class="_ _4"></span>zgod<span class="_ _3"></span><span class="ff6">nie <span class="_ _4"></span>z </span></div><div class="t m0 x1 hf y12f9 ff6 fs4 fc2 sc0 ls0 ws0">przepisami pra<span class="ff7">wa, w tym dotyczącymi wyboru i procedury wyboru firmy audytorskiej oraz że podmiot ten oraz bie<span class="_ _1"></span>gli rewidenci, dokonujący </span></div><div class="t m0 x1 hf y12fa ff7 fs4 fc2 sc0 ls0 ws0">badania <span class="_ _14"> </span>sprawozdania  za <span class="_ _14"> </span>2025 <span class="_ _14"> </span>rok,  spełniali <span class="_ _14"> </span>warunki <span class="_ _14"> </span>do  sporządzenia <span class="_ _14"> </span>bezstronnego <span class="_ _14"> </span>i  niezależnego <span class="_ _14"> </span>sprawozdania  z <span class="_ _14"> </span>badania <span class="_ _14"> </span>roczne<span class="_ _3"></span><span class="ff6">go </span></div><div class="t m0 x1 hf ye5f ff6 fs4 fc2 sc0 ls0 ws0">jednost<span class="ff7">kowego <span class="_ _14"> </span>sprawozdania <span class="_ _5"> </span>fi<span class="_ _0"></span>nansowego, <span class="_ _14"> </span>zgodnie <span class="_ _5"> </span>z<span class="_ _0"></span> <span class="_ _14"> </span>obowiązującymi <span class="_ _14"> </span>przepisami, <span class="_ _14"> </span>standardami <span class="_ _14"> </span>wykonywania <span class="_ _14"> </span>zawodu <span class="_ _14"> </span>i <span class="_ _14"> </span>zasadami <span class="_ _14"> </span>etyki </span></div><div class="t m0 x1 hf yfa9 ff6 fs4 fc2 sc0 ls0 ws0">zawodowej.  </div><div class="t m0 x1 hf yaee ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _5"></span>Spółki <span class="_ _5"> </span>oświadcza <span class="_ _14"> </span>także, <span class="_ _5"></span>że <span class="_ _5"> </span>są <span class="_ _14"> </span>przestrzegane <span class="_ _4"></span>o<span class="_ _0"></span>bowiązujące <span class="_ _5"> </span>przepisy <span class="_ _5"> </span>związane <span class="_ _14"> </span>z <span class="_ _5"></span>rotacją <span class="_ _5"> </span>fir<span class="_ _0"></span>my <span class="_ _5"> </span>audytorskiej <span class="_ _5"> </span>i <span class="_ _5"> </span>k<span class="_ _0"></span>luczowego <span class="_ _5"> </span>b<span class="_ _3"></span>iegłego<span class="_ _0"></span> </div><div class="t m0 x1 hf y10b0 ff7 fs4 fc2 sc0 ls0 ws0">rewidenta <span class="_ _0"></span>oraz <span class="_ _3"></span>obowiązkowymi <span class="_ _3"></span>okresami <span class="_ _0"></span>karencji <span class="_ _3"></span>oraz, <span class="_ _3"></span>że <span class="_ _0"></span>Emitent <span class="_ _3"></span>posiada <span class="_ _0"></span>politykę <span class="_ _3"></span>w <span class="_ _3"></span>zakresie <span class="_ _0"></span>w<span class="_ _0"></span>yboru <span class="_ _0"></span>firmy <span class="_ _3"></span>audytorskiej <span class="_ _3"></span>oraz <span class="_ _4"></span>politykę <span class="_ _0"></span>w<span class="_ _0"></span> </div><div class="t m0 x1 hf y10b1 ff7 fs4 fc2 sc0 ls0 ws0">zakresie świadczenia <span class="_ _0"></span>na <span class="_ _3"></span>rzecz <span class="_ _0"></span>Emitenta <span class="_ _0"></span>przez <span class="_ _0"></span>firmę <span class="_ _0"></span>audytorską, <span class="_ _3"></span>podmiot <span class="_ _0"></span>powiązany <span class="_ _0"></span>z <span class="_ _0"></span>firmą <span class="_ _3"></span>audytorską lub <span class="_ _0"></span>cz<span class="_ _0"></span>łonka <span class="_ _0"></span>jego <span class="_ _0"></span>sieci <span class="_ _0"></span>do<span class="_ _3"></span><span class="ff6">datkowych </span></div><div class="t m0 x1 hf y12fb ff7 fs4 fc2 sc0 ls0 ws0">usług niebędących badaniem, w tym usług warunkowo zwolnionych z zakazu świadczenia przez fir<span class="_ _1"></span>mę audytorską.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hc y53d ff6 fs6 fc2 sc0 ls55 ws0">  <span class="ls0"> </span></div><div class="t m0 x1 hf y12fc ff6 fs4 fc2 sc0 ls0 ws0">Warszawa,  21 kwietnia 2026 r.  </div><div class="t m0 x1 hc y12fd ff6 fs6 fc2 sc0 ls55 ws0">  <span class="fs4 ls0"> </span></div><div class="t m0 x1 hf y83d ff7 fs4 fc2 sc0 ls0 ws0">………………………………                   <span class="ff6"> <span class="_ _66"> </span></span>………………………………<span class="ff6"> <span class="_ _40"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span></span>…………………………………  <span class="ff6"> </span></div><div class="t m0 x1 h16 y119c ff5 fs4 fc2 sc0 ls0 ws0">Adam Sikorski <span class="_ _52"> </span> <span class="_ _30"> </span><span class="ls9">    </span> <span class="_ _59"> </span>Filip Kuropatwa <span class="_ _5e"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span>Robert Brzozowski </div><div class="t m0 x1 h16 y7e9 ff7 fs4 fc2 sc0 ls0 ws0">Prezes Zarządu <span class="ff6">Unimot S.A. <span class="_ _19"> </span> <span class="_ _31"> </span></span>Wiceprezes Zarządu <span class="ff6">Unimot S.A. <span class="_ _4e"> </span><span class="ls9">           </span> <span class="_ _3f"> </span></span>W<span class="_ _0"></span>iceprezes Zarządu <span class="ff6">Unimot S.A.<span class="ff5"> </span></span></div><div class="t m0 x1 hf yf49 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </div><div class="t m0 x1 hf yf20 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y2c8 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y12fe w88 h8c"><div class="t m0 x4a hf ya5c ff7 fs4 fc2 sc0 ls0 ws0">…………………………………………<span class="ff6"> </span></div></div><div class="c x4b y12fe w10c h8c"><div class="t m0 x17f hf y2df ff7 fs4 fc2 sc0 ls0 ws0">…………………………………………      <span class="ff6"> </span></div></div><div class="c x180 y12fe w10d h8c"><div class="t m0 x17f hf y2df ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y473 w88 h8c"><div class="t m0 x4a h16 y35 ff5 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna-Kowalska </div></div><div class="c x4b y473 w10c h8c"><div class="t m0 x17f h16 y2df ff8 fs4 fc2 sc0 ls0 ws0">Michał Hojowski<span class="ff5"> </span></div></div><div class="c x180 y473 w10d h8c"><div class="t m0 x17f h16 y35 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y12ff w88 h8c"><div class="t m0 x4a hf ya5c ff7 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x4b y12ff w10c h8c"><div class="t m0 x17f hf y2df ff7 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x180 y12ff w10d h8c"><div class="t m0 x17f hf ya5c ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf y2cc ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y1300 ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x20 he y250 ff5 fs6 fc2 sc0 ls0 ws0"> <span class="_ _1d"> </span> </div></div></div><div class="pi" ></div></div><div id="pfa9" class="pf w0 h0" ><div class="pc pca9 w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">169<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x75 he y12e3 ff8 fs6 fc2 sc0 ls0 ws0">OŚWIADCZENIE <span class="_ _1"></span>ZARZĄDU <span class="_ _1"></span>UNIMOT S.A. <span class="ff5"> </span></div><div class="t m0 x182 he y1301 ff5 fs6 fc2 sc0 ls0 ws0">W ZAKRESIE ROCZ<span class="_ _1"></span>NEGO S<span class="_ _1"></span>KONSOLIDOW<span class="_ _1"></span>ANEGO SPR<span class="_ _1"></span>AWOZDANIA F<span class="_ _1"></span>INANSOWEGO  </div><div class="t m0 x12a he y111f ff5 fs6 fc2 sc0 ls0 ws0">ZA ROK OBROTOWY<span class="_ _1"></span> 2025 </div><div class="t m0 x1 hc y100a ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hf y1302 ff7 fs4 fc2 sc0 ls0 ws0">Niniejszym <span class="_ _0"></span>oświadczamy, <span class="_ _0"></span>ż<span class="_ _0"></span>e <span class="_ _0"></span>wedle <span class="_ _0"></span>naszej <span class="_ _3"></span>najlepszej <span class="_ _0"></span>wiedzy <span class="_ _3"></span>roczne <span class="_ _0"></span>skonsolidowane <span class="_ _0"></span>sprawoz<span class="_ _0"></span>danie <span class="_ _0"></span>finansowe <span class="_ _0"></span>za <span class="_ _0"></span>ro<span class="_ _0"></span>k <span class="_ _0"></span>obrotowy <span class="_ _3"></span>2025 <span class="_ _0"></span>i<span class="_ _3"></span><span class="ff6"> <span class="_ _0"></span>da<span class="_ _0"></span>ne </span></div><div class="t m0 x1 hf y1303 ff7 fs4 fc2 sc0 ls0 ws0">porównywalne <span class="_ _4"></span>za <span class="_ _4"></span>rok <span class="_ _4"></span>2024 <span class="_ _4"></span>sporządzone <span class="_ _4"></span>zostały <span class="_ _4"></span>zgodnie <span class="_ _4"></span>z <span class="_ _4"></span>obowiązującymi <span class="_ _4"></span>przepisami <span class="_ _3"></span>rachunkowości <span class="_ _4"></span>obow<span class="_ _0"></span>iązującymi <span class="_ _3"></span>E<span class="_ _0"></span>mitenta, <span class="_ _4"></span>oraz <span class="_ _14"> </span>że </div><div class="t m0 x1 hf y1304 ff7 fs4 fc2 sc0 ls0 ws0">odzwierciedlają w sposób prawdziwy, rzetelny i jasny sytuację majątkową i finansową Grupy Kapi<span class="_ _1"></span>tałowej UNIMOT i jej wyniku fin<span class="_ _0"></span><span class="ff6">ansowego.  </span></div><div class="t m0 x1 hf y1305 ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _42"> </span>Spółki <span class="_ _20"> </span>o<span class="_ _0"></span>świadcza, <span class="_ _20"> </span>ż<span class="_ _0"></span>e <span class="_ _20"> </span>podmiot <span class="_ _42"> </span>uprawniony <span class="_ _42"> </span>do <span class="_ _42"> </span>badania <span class="_ _20"> </span>rocznego <span class="_ _42"> </span>skonsolidowanego <span class="_ _42"> </span>sprawozdania <span class="_ _42"> </span>finansowego, <span class="_ _20"> </span>tj. </div><div class="t m0 x1 hf yef2 ff7 fs4 fc2 sc0 ls0 ws0">PricewaterhouseCoopers <span class="_ _4"></span>Polska <span class="_ _4"></span>spółka <span class="_ _5"></span>z <span class="_ _4"></span>ograniczoną <span class="_ _4"></span>odpowiedzialnością <span class="_ _4"></span>Audyt <span class="_ _4"></span>sp.k. <span class="_ _5"></span>z <span class="_ _4"></span>siedzibą <span class="_ _5"> </span>w <span class="_ _5"></span>Warszawie, <span class="_ _4"></span>został <span class="_ _4"></span>wybrany <span class="_ _4"></span>zgod<span class="_ _3"></span><span class="ff6">nie <span class="_ _4"></span>z </span></div><div class="t m0 x1 hf y1306 ff6 fs4 fc2 sc0 ls0 ws0">przepisami <span class="ff7">prawa, w tym dotyczącymi wyboru i procedury wyboru firmy audytorskiej oraz że podmiot ten oraz bie<span class="_ _1"></span>gli rewidenci, dokonujący </span></div><div class="t m0 x1 hf y1104 ff7 fs4 fc2 sc0 ls0 ws0">badania <span class="_ _14"> </span>sprawozdania  za <span class="_ _14"> </span>2025 <span class="_ _14"> </span>rok,  spełniali <span class="_ _14"> </span>warunki <span class="_ _14"> </span>do  sporządzenia <span class="_ _14"> </span>bezstronnego <span class="_ _14"> </span>i  niezależnego <span class="_ _14"> </span>sprawozdania  z <span class="_ _14"> </span>badania <span class="_ _14"> </span>roczne<span class="_ _3"></span><span class="ff6">go </span></div><div class="t m0 x1 hf y1150 ff6 fs4 fc2 sc0 ls0 ws0">skon<span class="ff7">solidowanego <span class="_ _0"></span>sprawozdania<span class="_ _0"></span> <span class="_ _3"></span>finansowego, <span class="_ _3"></span>zgodnie <span class="_ _0"></span>z <span class="_ _3"></span>obowiązującymi <span class="_ _3"></span>przepisami, <span class="_ _3"></span>standardami <span class="_ _3"></span>wykonywania <span class="_ _3"></span>zawodu <span class="_ _3"></span>i <span class="_ _3"></span>zasadami <span class="_ _0"></span>etyki </span></div><div class="t m0 x1 hf yfcd ff6 fs4 fc2 sc0 ls0 ws0">zawodowej.  </div><div class="t m0 x1 hf y515 ff7 fs4 fc2 sc0 ls0 ws0">Zarząd <span class="_ _5"></span>Spółki <span class="_ _5"> </span>oświadcza <span class="_ _14"> </span>także, <span class="_ _5"></span>że <span class="_ _5"> </span>są <span class="_ _14"> </span>przestrzegane <span class="_ _4"></span>o<span class="_ _0"></span>bowiązujące <span class="_ _5"> </span>przepisy <span class="_ _5"> </span>związane <span class="_ _14"> </span>z <span class="_ _5"></span>rotacją <span class="_ _5"> </span>fir<span class="_ _0"></span>my <span class="_ _5"> </span>audytorskiej <span class="_ _5"> </span>i <span class="_ _5"> </span>k<span class="_ _0"></span>luczowego <span class="_ _5"> </span>b<span class="_ _3"></span>iegłego<span class="_ _0"></span> </div><div class="t m0 x1 hf y493 ff7 fs4 fc2 sc0 ls0 ws0">rewidenta <span class="_ _0"></span>oraz <span class="_ _3"></span>obowiązkowymi <span class="_ _3"></span>okresami <span class="_ _0"></span>karencji <span class="_ _3"></span>oraz, <span class="_ _3"></span>że <span class="_ _0"></span>Emitent <span class="_ _3"></span>posiada <span class="_ _0"></span>politykę <span class="_ _3"></span>w <span class="_ _3"></span>zakresie <span class="_ _0"></span>w<span class="_ _0"></span>yboru <span class="_ _0"></span>firmy <span class="_ _3"></span>audytorskiej <span class="_ _3"></span>oraz <span class="_ _4"></span>politykę <span class="_ _0"></span>w<span class="_ _0"></span> </div><div class="t m0 x1 hf y81b ff7 fs4 fc2 sc0 ls0 ws0">zakresie świadczenia <span class="_ _0"></span>na <span class="_ _3"></span>rzecz <span class="_ _0"></span>Spółki <span class="_ _0"></span>UNIMOT <span class="_ _0"></span>i <span class="_ _0"></span>Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span>UNIMOT <span class="_ _3"></span>przez firmę <span class="_ _0"></span>audytorską, <span class="_ _0"></span>podmiot <span class="_ _3"></span>powiązany z <span class="_ _0"></span>firmą <span class="_ _3"></span>audy<span class="_ _0"></span>torską </div><div class="t m0 x1 hf y1307 ff7 fs4 fc2 sc0 ls0 ws0">lub <span class="_ _0"></span>c<span class="_ _0"></span>złonka <span class="_ _3"></span>jego <span class="_ _3"></span>sieci <span class="_ _3"></span>dodatkowych <span class="_ _3"></span>usług <span class="_ _3"></span>niebędących <span class="_ _3"></span>badaniem, <span class="_ _3"></span>w <span class="_ _3"></span>tym <span class="_ _3"></span>usług <span class="_ _3"></span>warunkowo<span class="_ _0"></span> <span class="_ _3"></span>zwolnionych <span class="_ _3"></span>z <span class="_ _3"></span>zakazu <span class="_ _3"></span>świadcz<span class="_ _3"></span>enia <span class="_ _3"></span>przez <span class="_ _3"></span>firmę </div><div class="t m0 x1 hf y1308 ff7 fs4 fc2 sc0 ls0 ws0">audytorską.<span class="ff6"> </span></div><div class="t m0 x1 hc y324 ff6 fs6 fc2 sc0 ls0 ws0">  </div><div class="t m0 x1 hf y6ef ff6 fs4 fc2 sc0 ls0 ws0">Warszawa,  21 kwietnia 2026 r.  </div><div class="t m0 x1 hc y1309 ff6 fs6 fc2 sc0 ls55 ws0">  <span class="fs4 ls0"> </span></div><div class="t m0 x1 hf y1058 ff7 fs4 fc2 sc0 ls0 ws0">………………………………                   <span class="ff6"> <span class="_ _66"> </span></span>………………………………<span class="ff6"> <span class="_ _40"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span></span>…………………………………  <span class="ff6"> </span></div><div class="t m0 x1 h16 y46c ff5 fs4 fc2 sc0 ls0 ws0">Adam Sikorski <span class="_ _52"> </span> <span class="_ _30"> </span><span class="ls9">    </span> <span class="_ _59"> </span>Filip Kuropatwa <span class="_ _5e"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span>Robert Brzozowski </div><div class="t m0 x1 h16 y9ce ff7 fs4 fc2 sc0 ls0 ws0">Prezes Zarządu <span class="ff6">Unimot S.A. <span class="_ _19"> </span> <span class="_ _31"> </span></span>Wiceprezes Zarządu <span class="ff6">Unimot S.A. <span class="_ _4e"> </span><span class="ls9">           </span> <span class="_ _3f"> </span></span>W<span class="_ _0"></span>iceprezes Zarządu <span class="ff6">Unimot S.A.<span class="ff5"> </span></span></div><div class="t m0 x1 hf yd77 ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> <span class="_ _31"> </span> <span class="_ _30"> </span> <span class="_ _30"> </span> </div><div class="t m0 x1 hf y130a ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y7b8 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y130b w88 h8c"><div class="t m0 x4a hf y35 ff7 fs4 fc2 sc0 ls0 ws0">…………………………………………<span class="ff6"> </span></div></div><div class="c x4b y130b w10c h8c"><div class="t m0 x17f hf y6c9 ff7 fs4 fc2 sc0 ls0 ws0">…………………………………………      <span class="ff6"> </span></div></div><div class="c x180 y130b w10d h8c"><div class="t m0 x17f hf y6c9 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y9d3 w88 h8c"><div class="t m0 x4a h16 y35 ff5 fs4 fc2 sc0 ls0 ws0">Aneta Szczesna-Kowalska </div></div><div class="c x4b y9d3 w10c h8c"><div class="t m0 x17f h16 y2df ff8 fs4 fc2 sc0 ls0 ws0">Michał Hojowski<span class="ff5"> </span></div></div><div class="c x180 y9d3 w10d h8c"><div class="t m0 x17f h16 y35 ff5 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x1 y10d9 w88 h8c"><div class="t m0 x4a hf y35 ff7 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x4b y10d9 w10c h8c"><div class="t m0 x17f hf y6c9 ff7 fs4 fc2 sc0 ls0 ws0">Wiceprezes Zarządu Unimot S.A.<span class="ff6"> </span></div></div><div class="c x180 y10d9 w10d h8c"><div class="t m0 x17f hf y35 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf ye53 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y130c ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y82c ff6 fs4 fc2 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div></div><div class="pi" ></div></div><div id="pfaa" class="pf w0 h0" ><div class="pc pcaa w0 h0"><img class="bi x5 y59 w25 h20" alt="" 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class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">170<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x47 h35 y1b9 ff5 fs2 fca sc0 lsf ws0">11.<span class="ff3 ls0"> <span class="_ _65"></span><span class="ff5"> <span class="ff8">OŚWIADCZENIA</span> R<span class="_ _1"></span>ADY NADZORCZ<span class="_ _1"></span>EJ UNIMOT S.<span class="_ _1"></span>A. </span></span></div><div class="t m0 x1 hf y1ba ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1a he y130d ff8 fs6 fc2 sc0 ls0 ws0">OŚWIADCZENIE <span class="_ _1"></span>RADY NADZORCZ<span class="_ _1"></span>EJ UNIMOT S.A<span class="_ _1"></span>. <span class="ff5"> </span></div><div class="t m0 x179 he y130e ff5 fs6 fc2 sc0 ls0 ws0">W ZAKRESIE FU<span class="_ _1"></span>NKCJONOWAN<span class="_ _1"></span>IA KOMITETU<span class="_ _1"></span> AUDYTU   </div><div class="t m0 x1 hb y12e6 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y130f ff7 fs4 fc2 sc0 ls0 ws0">Rada Nadzorcza <span class="_ _1"></span>Spółki UN<span class="_ _1"></span>IMOT S.A<span class="_ _1"></span>. na <span class="_ _1"></span>podstawie §<span class="_ _1"></span> 72 u<span class="_ _1"></span>st. 1 <span class="_ _1"></span>pkt. 8<span class="_ _1"></span> oraz <span class="_ _1"></span>§ 73u<span class="_ _1"></span>st. 1 <span class="_ _1"></span>pkt. 8<span class="_ _1"></span> Rozporządz<span class="_ _1"></span>enia Mi<span class="_ _1"></span>nistra Fin<span class="_ _1"></span>ansów z d<span class="ff6">nia 6 czerwca<span class="_ _1"></span> </span></div><div class="t m0 x1 hf y10cb ff7 fs4 fc2 sc0 ls0 ws0">2025 r. w sprawie informacji bieżących i okresowych przekazywanych przez emite<span class="_ _1"></span>ntów papierów wartościowych oraz warunk<span class="_ _0"></span><span class="ff6">ów uznawania </span></div><div class="t m0 x1 hf y40b ff7 fs4 fc2 sc0 ls0 ws0">za równoważne<span class="_ _1"></span> in<span class="_ _1"></span>formacji wymaganych <span class="_ _9"></span>przepisami prawa pańs<span class="_ _1"></span>twa niebędącego <span class="_ _1"></span>państwem <span class="_ _1"></span>członkowskim (Dz.U.2025.755 <span class="_ _1"></span>z <span class="_ _1"></span>dnia <span class="_ _9"></span>10 czerw<span class="_ _3"></span><span class="ff6">ca </span></div><div class="t m0 x1 hf y10cc ff7 fs4 fc2 sc0 ls0 ws0">2025 r.) ) oświadcza, że w Spółce UNIMOT S.A. i Grupi<span class="_ _1"></span>e Kapitałowej UNIMOT:<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hf ydd2 ff6 fs4 fc2 sc0 ls0 ws0">- <span class="ff7">są <span class="_ _1"></span>przestrzegane <span class="_ _1"></span>przepisy <span class="_ _1"></span>dotyczące powołania, składu <span class="_ _1"></span>i fun<span class="_ _1"></span>kcjonowania komitetu<span class="_ _1"></span> audytu<span class="_ _1"></span>, w tym <span class="_ _1"></span>dotyczące s<span class="_ _1"></span>pełnienia <span class="_ _1"></span>przez je<span class="_ _1"></span>go<span class="_ _0"></span><span class="ff6"> </span>członków </span></div><div class="t m0 x1 hf y1310 ff7 fs4 fc2 sc0 ls0 ws0">kryteriów <span class="_ _9"></span>niezależności <span class="_ _9"></span>o<span class="_ _0"></span>raz <span class="_ _9"></span>wymagań <span class="_ _1"></span>odnośnie <span class="_ _9"></span>do <span class="_ _1"></span>posiadania <span class="_ _9"></span>w<span class="_ _0"></span>iedzy <span class="_ _9"></span>i umie<span class="_ _1"></span>jętności <span class="_ _9"></span>z <span class="_ _1"></span>zakresu <span class="_ _1"></span>branży, <span class="_ _9"></span>w <span class="_ _1"></span>której <span class="_ _9"></span>działa <span class="_ _1"></span>Emi<span class="_ _0"></span><span class="ff6">tent <span class="_ _1"></span>oraz <span class="_ _9"></span>w <span class="_ _1"></span>zakresie </span></div><div class="t m0 x1 hf y616 ff7 fs4 fc2 sc0 ls0 ws0">rachunkowości lub badania sprawozdań finansowych,<span class="ff6"> </span></div><div class="t m0 x1 hf y1311 ff6 fs4 fc2 sc0 ls0 ws0">- <span class="ff7">komitet audytu wykonywał zadania komitetu audytu przewidziane w obowiązujących przepisach.</span> </div><div class="t m0 x1 hf y1312 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y81b ff6 fs4 fc2 sc0 ls0 ws0">Warszawa, 21 kwietnia 2026 r. </div></div><div class="c x41 y673 w10e h120"><div class="t m0 x183 hb y1313 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x42 hb y1315 ff6 fs3 fc2 sc0 ls0 ws0">Andreas Golombek<span class="_ _0"></span> </div><div class="t m0 x5a hb y171 ff7 fs3 fc2 sc0 ls0 ws0">Przewodniczący Rady N<span class="_ _0"></span>adzorczej<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x51 y673 w10f h120"><div class="t m0 x184 hb y1313 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3 hb y1315 ff7 fs3 fc2 sc0 ls0 ws0">Czesław Sadkowski<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xaf hb y171 ff7 fs3 fc2 sc0 ls0 ws0">Wiceprzewodniczący Rad<span class="_ _0"></span>y </div><div class="t m0 x48 hb y2a ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x185 y673 w110 h120"><div class="t m0 x184 hb y1313 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x41 hb y1315 ff6 fs3 fc2 sc0 ls0 ws0">Magdalena Sikorska<span class="_ _0"></span> </div><div class="t m0 xa4 hb y171 ff7 fs3 fc2 sc0 ls0 ws0">Wiceprzewodnicząca Rad<span class="_ _0"></span>y </div><div class="t m0 x48 hb y2a ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x41 y1316 w10e h121"><div class="t m0 x183 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1318 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1319 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y131a ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y131b ff6 fs3 fc2 sc0 ls0 ws0">Piotr Prusakiewicz<span class="_ _0"></span> </div><div class="t m0 x91 hb y131c ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x51 y1316 w10f h121"><div class="t m0 x184 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1318 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1319 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y131a ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x38 hb y131b ff7 fs3 fc2 sc0 ls0 ws0">Piotr Cieślak<span class="ff6"> </span></div><div class="t m0 x1b hb y131c ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej <span class="ff6"> </span></div></div><div class="c x185 y1316 w110 h121"><div class="t m0 x184 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1318 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1319 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y131a ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x91 hb y131b ff6 fs3 fc2 sc0 ls0 ws0">Lidia Banach <span class="_ _0"></span>- Hoheker </div><div class="t m0 x1b hb y131c ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x41 y78 w10e h122"><div class="t m0 x183 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x51 y78 w10f h122"><div class="t m0 x184 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y131e ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y131f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 xb7 hb y1a1 ff6 fs3 fc2 sc0 ls0 ws0">Yiannis Petrallis </div><div class="t m0 x1b hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x185 y78 w110 h122"><div class="t m0 x184 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x20 he y1320 ff5 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x20 he yae3 ff5 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x20 he ya2a ff5 fs6 fc2 sc0 ls0 ws0"> <span class="_ _1d"> </span> </div></div></div><div class="pi" ></div></div><div id="pfab" class="pf w0 h0" ><div class="pc pcab w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">171<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x31 he y12e3 ff8 fs6 fc2 sc0 ls0 ws0">OCENA ROCZNY<span class="_ _1"></span>CH SPRAW<span class="_ _1"></span>OZDAŃ FINAN<span class="_ _1"></span>SOWYCH I SPRAWOZD<span class="_ _1"></span>ANIA ZARZĄDU <span class="_ _1"></span>DOKONANA PRZ<span class="_ _1"></span>EZ RADĘ </div><div class="t m0 x186 he y1301 ff8 fs6 fc2 sc0 ls0 ws0">NADZORCZĄ UN<span class="_ _1"></span>IMOT S.A.<span class="ff5"> </span></div><div class="t m0 x1 hf y11a6 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1321 ff7 fs4 fc2 sc0 ls0 ws0">Rada <span class="_ _3"></span>Nadzorcza <span class="_ _3"></span>Spółki <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _3"></span>na <span class="_ _3"></span>podstawie <span class="_ _3"></span>§ <span class="_ _3"></span>72 <span class="_ _3"></span>ust. <span class="_ _3"></span>1 <span class="_ _3"></span>pkt. <span class="_ _3"></span>16 <span class="_ _3"></span>oraz<span class="_ _0"></span> <span class="_ _3"></span>§ <span class="_ _3"></span>73 <span class="_ _3"></span>ust. <span class="_ _3"></span>1 <span class="_ _3"></span>pkt. <span class="_ _3"></span>14 <span class="_ _3"></span>Rozporządzenia <span class="_ _3"></span>Ministra <span class="_ _3"></span>Finansów <span class="_ _5"></span><span class="ff6">z <span class="_ _3"></span>dnia <span class="_ _3"></span>6 </span></div><div class="t m0 x1 hf yed6 ff7 fs4 fc2 sc0 ls0 ws0">czerwca <span class="_ _3"></span>2025 <span class="_ _3"></span>r. <span class="_ _3"></span>w <span class="_ _3"></span>sprawie <span class="_ _3"></span>informacji <span class="_ _3"></span>bieżących <span class="_ _3"></span>i <span class="_ _3"></span>okresowych <span class="_ _3"></span>przekazywanych <span class="_ _3"></span>przez <span class="_ _3"></span>emitentów <span class="_ _3"></span>papierów <span class="_ _3"></span>wartościowych <span class="_ _3"></span>oraz <span class="_ _3"></span>war<span class="_ _3"></span><span class="ff6">unków </span></div><div class="t m0 x1 hf y1322 ff7 fs4 fc2 sc0 ls0 ws0">uznawania za <span class="_ _1"></span>równoważne informacji wymaganych <span class="_ _1"></span>przepisami p<span class="_ _1"></span>rawa państwa n<span class="_ _1"></span>iebędącego państwem członkowskim (Dz.U.2025.7<span class="_ _1"></span>55 z d<span class="_ _1"></span>ni<span class="_ _0"></span><span class="ff6 ls50">a </span></div><div class="t m0 x1 hf y1323 ff7 fs4 fc2 sc0 ls0 ws0">10 czerwca 2025 r.) oświadcza, że:<span class="ff6"> </span></div><div class="t m0 x1 hf y1324 ff6 fs4 fc2 sc0 ls0 ws0">- <span class="_ _17"> </span><span class="ff7">po <span class="_ _17"> </span>zapoznaniu <span class="_ _17"> </span>się <span class="_ _17"> </span>z <span class="_ _17"> </span>rocznym <span class="_ _17"> </span>jednostk<span class="_ _1"></span>owym <span class="_ _17"> </span>sprawozdaniem <span class="_ _17"> </span>finansowym <span class="_ _17"> </span>Spółki <span class="_ _17"> </span>UNIMOT <span class="_ _17"> </span>S.A. <span class="_ _17"> </span>oraz <span class="_ _17"> </span>rocznym <span class="_ _16"> </span>skonsolidowanym </span></div><div class="t m0 x1 hf y534 ff7 fs4 fc2 sc0 ls0 ws0">sprawozdaniem finan<span class="_ _0"></span>sowym <span class="_ _0"></span>Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _3"></span>UNIMOT za <span class="_ _3"></span>rok obrotowy <span class="_ _3"></span>2025, a <span class="_ _3"></span>także <span class="_ _0"></span>po <span class="_ _0"></span>zapoznaniu się <span class="_ _0"></span>z <span class="_ _3"></span>opinią <span class="_ _0"></span>biegłego <span class="_ _0"></span>rewidenta<span class="_ _0"></span><span class="ff6"> <span class="_ _3"></span>i <span class="_ _0"></span>ze </span></div><div class="t m0 x1 hf y31c ff6 fs4 fc2 sc0 ls0 ws0">sprawozda<span class="ff7">niem <span class="_ _0"></span>z <span class="_ _0"></span>badania, <span class="_ _0"></span>pozyt<span class="_ _0"></span>ywnie <span class="_ _0"></span>ocenia <span class="_ _0"></span>przedmiotowe <span class="_ _0"></span>spraw<span class="_ _0"></span>ozdania <span class="_ _0"></span>finansowe <span class="_ _0"></span>w <span class="_ _3"></span>zakresie ich <span class="_ _3"></span>zgodności <span class="_ _0"></span>z <span class="_ _0"></span>księgami, <span class="_ _0"></span>dokumentami <span class="_ _0"></span>i </span></div><div class="t m0 x1 hf y1325 ff6 fs4 fc2 sc0 ls0 ws0">stanem faktycznym. </div><div class="t m0 x1 hf y194 ff6 fs4 fc2 sc0 ls0 ws0">- <span class="_ _3"></span><span class="ff7">po <span class="_ _3"></span>zapoznaniu <span class="_ _3"></span>się <span class="_ _0"></span>ze <span class="_ _3"></span>sprawozdaniem <span class="_ _3"></span>z <span class="_ _3"></span>działalności <span class="_ _3"></span>Spółki <span class="_ _0"></span>UNIM<span class="_ _0"></span>OT <span class="_ _3"></span>S.A. <span class="_ _3"></span>i <span class="_ _3"></span>Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>za <span class="_ _3"></span>rok <span class="_ _3"></span>obrotowy <span class="_ _3"></span>2025, <span class="_ _3"></span>pozytyw<span class="_ _0"></span></span>nie </div><div class="t m0 x1 hf y2ba ff7 fs4 fc2 sc0 ls0 ws0">ocenia przedmiotowe sprawozdanie w zakresi<span class="_ _1"></span>e jego zgodności z księgami, dokume<span class="_ _1"></span>ntami i stanem faktycznym. Przedmiotowe sprawozd<span class="_ _0"></span><span class="ff6">anie </span></div><div class="t m0 x1 hf y196 ff7 fs4 fc2 sc0 ls0 ws0">przedstawia <span class="_ _0"></span>rze<span class="_ _0"></span>telny <span class="_ _3"></span>obraz <span class="_ _3"></span>rozwoju <span class="_ _3"></span>i <span class="_ _3"></span>rentowności <span class="_ _3"></span>działalności <span class="_ _3"></span>oraz <span class="_ _3"></span>sytuacji <span class="_ _3"></span>Spółki <span class="_ _3"></span>UNIMOT <span class="_ _3"></span>S.A. <span class="_ _3"></span>i <span class="_ _4"></span>Grupy <span class="_ _3"></span>Kapitałowej <span class="_ _3"></span>UNIMOT, <span class="_ _3"></span>w <span class="_ _4"></span><span class="ff6">tym <span class="_ _3"></span>opis </span></div><div class="t m0 x1 hf y73c ff7 fs4 fc2 sc0 ls0 ws0">podstawowych rodzajów ryzyka i niepewności.<span class="ff6"> </span></div><div class="t m0 x1 hf y1326 ff6 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1052 ff6 fs4 fc2 sc0 ls0 ws0">Warszawa, 21 kwietnia 2026 r. </div><div class="t m0 x1 hb ye27 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y6a5 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x41 y600 w10e h122"><div class="t m0 x183 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x42 hb y131f ff6 fs3 fc2 sc0 ls0 ws0">Andreas Golombek<span class="_ _0"></span> </div><div class="t m0 x5a hb y171 ff7 fs3 fc2 sc0 ls0 ws0">Przewodniczący Rady N<span class="_ _0"></span>adzorczej<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x51 y600 w10f h122"><div class="t m0 x184 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3 hb y131f ff7 fs3 fc2 sc0 ls0 ws0">Czesław Sadkowski<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xaf hb y171 ff7 fs3 fc2 sc0 ls0 ws0">Wiceprzewodniczący Rad<span class="_ _0"></span>y </div><div class="t m0 x48 hb y2a ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x185 y600 w110 h122"><div class="t m0 x184 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x41 hb y131f ff6 fs3 fc2 sc0 ls0 ws0">Magdalena Sikorska<span class="_ _0"></span> </div><div class="t m0 xa4 hb y171 ff7 fs3 fc2 sc0 ls0 ws0">Wiceprzewodnicząca Rad<span class="_ _0"></span>y </div><div class="t m0 x48 hb y2a ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x41 y10d7 w10e h123"><div class="t m0 x183 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1327 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1315 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y171 ff6 fs3 fc2 sc0 ls0 ws0">Piotr Prusakiewicz<span class="_ _0"></span> </div><div class="t m0 x91 hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x51 y10d7 w10f h123"><div class="t m0 x184 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1327 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1315 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x38 hb y171 ff7 fs3 fc2 sc0 ls0 ws0">Piotr Cieślak<span class="ff6"> </span></div><div class="t m0 x1b hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej <span class="ff6"> </span></div></div><div class="c x185 y10d7 w110 h123"><div class="t m0 x184 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1327 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1315 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x91 hb y171 ff6 fs3 fc2 sc0 ls0 ws0">Lidia Banach <span class="_ _0"></span>- Hoheker </div><div class="t m0 x1b hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x41 y7bb w10e h122"><div class="t m0 x183 hb y1313 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x51 y7bb w10f h122"><div class="t m0 x184 hb y1313 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1315 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 xb7 hb y171 ff6 fs3 fc2 sc0 ls0 ws0">Yiannis Petrallis </div><div class="t m0 x1b hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x185 y7bb w110 h122"><div class="t m0 x184 hb y1313 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hb y1328 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y1039 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x20 he yab1 ff5 fs6 fc2 sc0 ls0 ws0"> <span class="_ _1d"> </span> </div></div></div><div class="pi" ></div></div><div id="pfac" class="pf w0 h0" ><div class="pc pcac w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">172<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x3a he y12e3 ff8 fs6 fc2 sc0 ls0 ws0">OŚWIADCZENIE <span class="_ _1"></span>RADY NADZORCZ<span class="_ _1"></span>EJ UNIMOT S.A<span class="_ _1"></span>.DOTYCZĄCE FIRM<span class="_ _1"></span>Y AUDYTORS<span class="_ _1"></span>KIEJ PRZEPROW<span class="_ _1"></span>ADZAJĄCEJ<span class="_ _1"></span> </div><div class="t m0 x187 he y1301 ff5 fs6 fc2 sc0 ls0 ws0">BADANIE  ROCZN<span class="_ _1"></span>EGO JED<span class="_ _1"></span>NOSTKOWEGO I<span class="_ _1"></span> SKONSOLIDOW<span class="_ _1"></span>ANEGO SPRAWOZD<span class="_ _1"></span>ANIA FINA<span class="_ _1"></span>NSOWEGO  </div><div class="t m0 x1 hb y1020 ff7 fs3 fc2 sc0 ls0 ws0">Rada Nadzorcza Spółki UNIMOT S.A. na podstawie § 72 ust. 1 pkt. 6 oraz § 73 ust. 1 pkt. 6 Rozporządzenia Ministra Finansów z </div><div class="t m0 x1 hb y1329 ff7 fs3 fc2 sc0 ls0 ws0">dnia 6 marca 2025 r. w sprawie informacji bieżących i <span class="_ _0"></span>okresowych przeka<span class="_ _0"></span>zywanych przez emitentów papierów wartoś<span class="_ _0"></span>ciowych </div><div class="t m0 x1 hb y159 ff6 fs3 fc2 sc0 ls0 ws0">oraz  warun<span class="_ _0"></span>kó<span class="ff7">w <span class="_ _15"> </span>uzn<span class="_ _0"></span>awania <span class="_ _15"> </span>z<span class="_ _0"></span>a  ró<span class="_ _0"></span>wnoważne <span class="_ _15"> </span>informa<span class="_ _0"></span>cji <span class="_ _15"> </span>wy<span class="_ _0"></span>maganych <span class="_ _15"> </span>przepis<span class="_ _0"></span>ami  praw<span class="_ _0"></span>a <span class="_ _15"> </span>pańs<span class="_ _0"></span>twa  n<span class="_ _0"></span>iebędącego <span class="_ _15"> </span>pańs<span class="_ _0"></span>twem </span></div><div class="t m0 x1 hb y132a ff7 fs3 fc2 sc0 ls0 ws0">członkowskim (Dz.U.20<span class="_ _0"></span>25.755 z d<span class="_ _0"></span>nia 10 czerwca 2025 r.) o<span class="_ _0"></span>świadcza, że w Spół<span class="_ _0"></span>ce UNIMOT S.A. i Grup<span class="_ _0"></span>ie Kapitałowej UNI<span class="_ _0"></span>MOT: <span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hb y2e8 ff6 fs3 fc2 sc0 ls0 ws0">- <span class="_ _14"> </span>podmiot <span class="_ _18"> </span>uprawniony <span class="_ _14"> </span>do <span class="_ _18"> </span>ba<span class="_ _1"></span>dania <span class="_ _68"> </span>rocznego <span class="_ _14"> </span>jedn<span class="_ _0"></span>ostkowego <span class="_ _14"> </span>s<span class="_ _0"></span>prawozdania <span class="_ _68"> </span>finanso<span class="_ _0"></span>wego <span class="_ _14"> </span>oraz <span class="_ _68"> </span>rocznego <span class="_ _14"> </span>s<span class="_ _0"></span>konsolidowanego </div><div class="t m0 x1 hb y132b ff7 fs3 fc2 sc0 ls0 ws0">sprawozdania finansowego, tj. Price<span class="_ _1"></span>waterhouseCoop<span class="_ _0"></span>ers Polska spółka <span class="_ _1"></span>z ograniczoną o<span class="_ _1"></span>dpowiedzialnością Audyt <span class="_ _1"></span>sp.k. z <span class="_ _1"></span>siedzibą </div><div class="t m0 x1 hb y15f ff7 fs3 fc2 sc0 ls0 ws0">w Warszawi<span class="_ _0"></span>e, zos<span class="_ _0"></span>tał wy<span class="_ _0"></span>brany<span class="_ _0"></span> zgodn<span class="_ _0"></span>ie z <span class="_ _0"></span>przepisami <span class="_ _0"></span>prawa, <span class="_ _0"></span>w <span class="_ _0"></span>tym d<span class="_ _0"></span>otyczącymi <span class="_ _0"></span>wyboru <span class="_ _0"></span>i <span class="_ _0"></span>pro<span class="_ _0"></span>cedury wyb<span class="_ _0"></span>oru fir<span class="_ _0"></span>my aud<span class="_ _0"></span>ytorskiej </div><div class="t m0 x1 hb y363 ff7 fs3 fc2 sc0 ls0 ws0">oraz <span class="_ _4"></span>że <span class="_ _4"></span>podmiot <span class="_ _4"></span>ten <span class="_ _5"></span>oraz <span class="_ _4"></span>bie<span class="_ _0"></span>gli <span class="_ _4"></span>rewidenci, <span class="_ _4"></span>doko<span class="_ _0"></span>nujący <span class="_ _4"></span>bad<span class="_ _0"></span>ania <span class="_ _4"></span>sp<span class="_ _0"></span>rawozdań <span class="_ _4"></span>Spół<span class="_ _0"></span>ki <span class="_ _4"></span>i <span class="_ _4"></span>Grupy <span class="_ _4"></span>kap<span class="_ _0"></span>itałowej <span class="_ _4"></span>za <span class="_ _4"></span>2025 <span class="_ _4"></span>r., <span class="_ _4"></span>s<span class="_ _0"></span>pełniali </div><div class="t m0 x1 hb y132c ff7 fs3 fc2 sc0 ls0 ws0">warunki <span class="_ _2b"> </span>d<span class="_ _0"></span>o <span class="_ _2b"> </span>sporząd<span class="_ _0"></span>zenia <span class="_ _2b"> </span>bezstronnego <span class="_ _f"> </span>i <span class="_ _2b"> </span>niezależnego <span class="_ _2b"> </span>s<span class="_ _0"></span>prawozdania <span class="_ _2b"> </span>z <span class="_ _2a"> </span>badania <span class="_ _2a"> </span>jednostkowego <span class="_ _2b"> </span>i <span class="_ _2a"> </span>skonsolidowanego </div><div class="t m0 x1 hb ya3c ff7 fs3 fc2 sc0 ls0 ws0">sprawozdania <span class="_ _16"> </span>finansowego, <span class="_ _15"> </span>zgo<span class="_ _0"></span>dnie <span class="_ _27"> </span>z <span class="_ _27"> </span>obowiązują<span class="_ _0"></span>cymi <span class="_ _27"> </span>przepisami, <span class="_ _27"> </span>standard<span class="_ _0"></span>ami <span class="_ _27"> </span>wykonywania <span class="_ _27"> </span>zawodu <span class="_ _27"> </span>i <span class="_ _27"> </span>zasad<span class="_ _0"></span>ami <span class="_ _15"> </span>etyki<span class="_ _0"></span> </div><div class="t m0 x1 hb y132d ff6 fs3 fc2 sc0 ls0 ws0">zawodowej; </div><div class="t m0 x1 hb y6ea ff6 fs3 fc2 sc0 ls0 ws0">- <span class="_ _15"> </span><span class="ff7">są <span class="_ _27"> </span>przestrzegane <span class="_ _27"> </span>obo<span class="_ _0"></span>wiązujące <span class="_ _15"> </span>przep<span class="_ _0"></span>isy <span class="_ _27"> </span>związane <span class="_ _15"> </span>z<span class="_ _0"></span> <span class="_ _15"> </span>ro<span class="_ _0"></span>tacją <span class="_ _27"> </span>firmy <span class="_ _15"> </span>au<span class="_ _0"></span>dytorskiej <span class="_ _27"> </span>i <span class="_ _15"> </span>klu<span class="_ _0"></span>czowego <span class="_ _27"> </span>biegłego <span class="_ _27"> </span>rewidenta<span class="_ _0"></span> <span class="_ _15"> </span>o<span class="_ _0"></span>raz </span></div><div class="t m0 x1 hb y4da ff7 fs3 fc2 sc0 ls0 ws0">obowiązkowymi <span class="_ _4"></span>okr<span class="_ _0"></span>esami <span class="_ _5"></span>karencji, <span class="_ _5"></span>oraz <span class="_ _5"></span>że <span class="_ _4"></span>Emit<span class="_ _0"></span>ent <span class="_ _4"></span>po<span class="_ _0"></span>siada <span class="_ _5"></span>politykę <span class="_ _5"></span>w <span class="_ _4"></span>zakresie <span class="_ _5"></span>wyboru<span class="_ _0"></span> <span class="_ _4"></span>firmy <span class="_ _5"></span>audytorskiej <span class="_ _5"></span>oraz <span class="_ _5"></span>politykę <span class="_ _5"></span>w </div><div class="t m0 x1 hb y132e ff7 fs3 fc2 sc0 ls0 ws0">zakresie <span class="_ _0"></span>świadczenia<span class="_ _0"></span> <span class="_ _0"></span>n<span class="_ _0"></span>a <span class="_ _0"></span>rz<span class="_ _0"></span>ecz <span class="_ _3"></span>Emitenta <span class="_ _0"></span>przez <span class="_ _3"></span>firmę <span class="_ _0"></span>au<span class="_ _0"></span>dytorską,<span class="_ _0"></span> <span class="_ _0"></span>podmiot <span class="_ _3"></span>powiązany <span class="_ _3"></span>z <span class="_ _0"></span>firmą <span class="_ _3"></span>audytorską <span class="_ _3"></span>lub <span class="_ _0"></span>człon<span class="_ _0"></span>ka <span class="_ _0"></span>jego <span class="_ _0"></span>s<span class="_ _0"></span>ieci </div><div class="t m0 x1 hb y36a ff7 fs3 fc2 sc0 ls0 ws0">dozwolonych usług <span class="_ _9"></span>n<span class="_ _0"></span>iebędących <span class="_ _1"></span>badaniem, <span class="_ _1"></span>w <span class="_ _9"></span>ty<span class="_ _0"></span>m <span class="_ _1"></span>usług <span class="_ _9"></span>warun<span class="_ _0"></span>kowo <span class="_ _1"></span>zwolnionych z<span class="_ _1"></span> <span class="_ _1"></span>zakazu <span class="_ _9"></span>ś<span class="_ _0"></span>wiadczenia <span class="_ _1"></span>przez <span class="_ _1"></span>firmę <span class="_ _9"></span>aud<span class="_ _0"></span>ytorską.<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hb y132f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5fc ff6 fs3 fc2 sc0 ls0 ws0">Warszawa, dn<span class="_ _0"></span>ia 21 kwietnia 2026 r.  </div><div class="t m0 x1 hc y1330 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x41 y802 w10e h123"><div class="t m0 x183 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1318 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1331 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x42 hb y1332 ff6 fs3 fc2 sc0 ls0 ws0">Andreas Golombek<span class="_ _0"></span> </div><div class="t m0 x5a hb y131b ff7 fs3 fc2 sc0 ls0 ws0">Przewodniczący Rady N<span class="_ _0"></span>adzorczej<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x51 y802 w10f h123"><div class="t m0 x184 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1318 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1331 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3 hb y1332 ff7 fs3 fc2 sc0 ls0 ws0">Czesław Sadkowski<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xaf hb y131b ff7 fs3 fc2 sc0 ls0 ws0">Wiceprzewodniczący Rad<span class="_ _0"></span>y </div><div class="t m0 x48 hb y2a ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x185 y802 w110 h123"><div class="t m0 x184 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1318 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1331 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x41 hb y1332 ff6 fs3 fc2 sc0 ls0 ws0">Magdalena Sikorska<span class="_ _0"></span> </div><div class="t m0 xa4 hb y131b ff7 fs3 fc2 sc0 ls0 ws0">Wiceprzewodnicząca Rad<span class="_ _0"></span>y </div><div class="t m0 x48 hb y2a ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x41 y9ef w10e h122"><div class="t m0 x183 hb y1313 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y131f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y171 ff6 fs3 fc2 sc0 ls0 ws0">Piotr Prusakiewicz<span class="_ _0"></span> </div><div class="t m0 x91 hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x51 y9ef w10f h122"><div class="t m0 x184 hb y1313 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y131f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x38 hb y171 ff7 fs3 fc2 sc0 ls0 ws0">Piotr Cieślak<span class="ff6"> </span></div><div class="t m0 x1b hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej <span class="ff6"> </span></div></div><div class="c x185 y9ef w110 h122"><div class="t m0 x184 hb y1313 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y131f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x91 hb y171 ff6 fs3 fc2 sc0 ls0 ws0">Lidia Banach <span class="_ _0"></span>- Hoheker </div><div class="t m0 x1b hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x41 yaf4 w10e h122"><div class="t m0 x183 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x51 yaf4 w10f h122"><div class="t m0 x184 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y131f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 xb7 hb y1a1 ff6 fs3 fc2 sc0 ls0 ws0">Yiannis Petrallis </div><div class="t m0 x1b hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x185 yaf4 w110 h122"><div class="t m0 x184 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y6fe ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hc y1333 ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x20 he y682 ff5 fs6 fc2 sc0 ls0 ws0"> <span class="_ _1d"> </span> </div></div></div><div class="pi" ></div></div><div id="pfad" class="pf w0 h0" ><div class="pc pcad w0 h0"><img class="bi x5 y59 wc h20" alt="" 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"/><div class="c x0 y0 w6 h0"><div class="t m0 x1 hc y5a ff6 fs6 fc2 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 hc y5b ff6 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 hb y5c ff7 fs4 fc2 sc0 ls0 ws0">Spra<span class="_ _1"></span>woz<span class="_ _9"></span>danie Zarządu z działalności Grupy Kapitałow<span class="_ _1"></span>ej UNIMO<span class="_ _1"></span>T i UNIMO<span class="_ _1"></span>T S.A. za 2025 r<span class="_ _1"></span>ok <span class="ls9">     </span><span class="ff6 fs3"> </span></div><div class="t m0 x1 hc y10 ff6 fs6 fc2 sc0 ls0 ws0"> </div></div><div class="c x28 y5d wd h18"><div class="t m0 x97 hf y28 ff6 fs4 fc2 sc0 ls7 ws0">173<span class="ls0"> </span></div></div><div class="c x0 y0 w6 h0"><div class="t m0 x48 he y12e3 ff8 fs6 fc2 sc0 ls0 ws0">OŚWIADCZENIE <span class="_ _1"></span>RADY NADZORCZ<span class="_ _1"></span>EJ UNIMOT S.A<span class="_ _1"></span>. DOTYCZĄCE F<span class="_ _1"></span>IRMY AUDYTOR<span class="_ _1"></span>SKIEJ PRZEPROW<span class="_ _1"></span>ADZAJĄC<span class="_ _1"></span>EJ </div><div class="t m0 x44 he y1301 ff8 fs6 fc2 sc0 ls0 ws0">ATESTACJĘ SPRAWO<span class="_ _1"></span>ZDAWCZOŚ<span class="_ _1"></span>CI ZRÓWNOWAŻO<span class="_ _1"></span>NEGO ROZWOJU W<span class="_ _1"></span> ZAKRESIE<span class="_ _1"></span> SPRAWOZDAWCZO<span class="_ _1"></span>ŚCI </div><div class="t m0 x188 he y111f ff8 fs6 fc2 sc0 ls0 ws0">ZRÓWNOWAŻON<span class="_ _1"></span>EGO ROZWOJ<span class="_ _1"></span>U EMITENTA I JEGO <span class="_ _1"></span>GRUPY KAPI<span class="_ _1"></span>TAŁOWEJ<span class="ff6"> </span></div><div class="t m0 x1 hb y130e ff7 fs3 fc2 sc0 ls0 ws0">Rada N<span class="_ _0"></span>adzorcza <span class="_ _0"></span>Spółki <span class="_ _0"></span>Unimot S.A. <span class="_ _0"></span>na <span class="_ _0"></span>podstawie <span class="_ _0"></span>§ 72 <span class="_ _0"></span>ust. <span class="_ _0"></span>1 <span class="_ _0"></span>pkt. 7 <span class="_ _0"></span>oraz <span class="_ _0"></span>§ 73 <span class="_ _0"></span>ust. <span class="_ _0"></span>1 pkt<span class="_ _0"></span>. 7<span class="_ _0"></span> Rozporzą<span class="_ _0"></span>dzenia <span class="_ _0"></span>Ministra <span class="_ _0"></span>Finansów <span class="_ _0"></span>z </div><div class="t m0 x1 hb yfa2 ff7 fs3 fc2 sc0 ls0 ws0">dnia 6 marca 2025 r. w sprawie informacji bieżących i <span class="_ _0"></span>okresowych przeka<span class="_ _0"></span>zywanych przez emitentów papierów wartoś<span class="_ _0"></span>ciowych </div><div class="t m0 x1 hb y9b6 ff6 fs3 fc2 sc0 ls0 ws0">oraz  warun<span class="_ _0"></span>kó<span class="ff7">w <span class="_ _15"> </span>uzn<span class="_ _0"></span>awania <span class="_ _15"> </span>z<span class="_ _0"></span>a  ró<span class="_ _0"></span>wnoważne <span class="_ _15"> </span>informa<span class="_ _0"></span>cji <span class="_ _15"> </span>wy<span class="_ _0"></span>maganych <span class="_ _15"> </span>przepis<span class="_ _0"></span>ami  praw<span class="_ _0"></span>a <span class="_ _15"> </span>pańs<span class="_ _0"></span>twa  n<span class="_ _0"></span>iebędącego <span class="_ _15"> </span>pańs<span class="_ _0"></span>twem </span></div><div class="t m0 x1 hb y1323 ff7 fs3 fc2 sc0 ls0 ws0">członkowskim (Dz.U.20<span class="_ _0"></span>25.755 z d<span class="_ _0"></span>nia 10 czerwca 2025 r.) o<span class="_ _0"></span>świadcza, że: <span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hb y8b ff6 fs3 fc2 sc0 ls0 ws0">- <span class="_ _1f"> </span><span class="ff7">podmiot <span class="_ _1f"> </span>uprawniony <span class="_ _1f"> </span>do <span class="_ _1f"> </span>przeprowadzenia <span class="_ _1f"> </span>atestacji <span class="_ _1f"> </span>sprawozd<span class="_ _0"></span>awczości <span class="_ _1f"> </span>zrównoważonego <span class="_ _1f"> </span>rozwoju <span class="_ _1f"> </span>w <span class="_ _1f"> </span>zakres<span class="_ _0"></span>ie </span></div><div class="t m0 x1 hb y1334 ff7 fs3 fc2 sc0 ls0 ws0">sprawozdawczości <span class="_ _0"></span>zrównoważon<span class="_ _0"></span>ego rozwoju <span class="_ _0"></span>Emitenta <span class="_ _0"></span>i jego <span class="_ _0"></span>Grupy <span class="_ _0"></span>Kapitałowej, <span class="_ _0"></span>tj. Forvis <span class="_ _0"></span>Mazars Audy<span class="_ _0"></span>t Spółką z <span class="_ _0"></span>ograniczoną </div><div class="t m0 x1 hb y7a6 ff7 fs3 fc2 sc0 ls0 ws0">odpowiedzialnością,  został  wybrany <span class="_ _15"> </span>zgodnie  z  przepisami <span class="_ _68"> </span>prawa,  w  tym <span class="_ _68"> </span>dotyczącymi<span class="_ _0"></span>  wyboru  i <span class="_ _68"> </span>procedury  wyboru  firmy </div><div class="t m0 x1 hb y1335 ff7 fs3 fc2 sc0 ls0 ws0">audytorskiej <span class="_ _f"> </span>przeprowadzającej <span class="_ _2b"> </span>atesta<span class="_ _0"></span>cję <span class="_ _2a"> </span>sprawozdawcz<span class="_ _0"></span>ości <span class="_ _2a"> </span>zrównoważonego <span class="_ _2a"> </span>ro<span class="_ _0"></span>zwoju <span class="_ _2a"> </span>w <span class="_ _2a"> </span>zakres<span class="_ _0"></span>ie <span class="_ _2b"> </span>s<span class="_ _0"></span>prawozdawczości </div><div class="t m0 x1 hb y1189 ff7 fs3 fc2 sc0 ls0 ws0">zrównoważonego <span class="_ _19"> </span>rozwoju <span class="_ _2b"> </span>Emitenta <span class="_ _19"> </span>i <span class="_ _19"> </span>jego <span class="_ _19"> </span>Grupy<span class="_ _0"></span> <span class="_ _19"> </span>Kapitałowej <span class="_ _19"> </span>oraz <span class="_ _19"> </span>że <span class="_ _19"> </span>firm<span class="_ _0"></span>a <span class="_ _2b"> </span>audytorska <span class="_ _19"> </span>p<span class="_ _0"></span>rzeprowadzająca <span class="_ _19"> </span>atestację </div><div class="t m0 x1 hb ya83 ff7 fs3 fc2 sc0 ls0 ws0">sprawozdawczości <span class="_ _3"></span>zrównowa<span class="_ _0"></span>żonego <span class="_ _3"></span>rozwoju <span class="_ _3"></span>w <span class="_ _0"></span>zakr<span class="_ _0"></span>esie <span class="_ _0"></span>s<span class="_ _0"></span>prawozdawczości <span class="_ _3"></span>zrównoważonego <span class="_ _3"></span>rozwoju <span class="_ _3"></span>Emitenta <span class="_ _3"></span>i <span class="_ _3"></span>jego <span class="_ _0"></span>Grupy<span class="_ _0"></span> </div><div class="t m0 x1 hb y589 ff7 fs3 fc2 sc0 ls0 ws0">Kapitałowej  oraz  członkowie <span class="_ _68"> </span>zespołu  przeprowadzającego  tę <span class="_ _68"> </span>atestację  spełniali  warunki <span class="_ _68"> </span>do  sporządzenia  b<span class="_ _0"></span><span class="ff6">ezs<span class="_ _0"></span>tronnego  i </span></div><div class="t m0 x1 hb y9e1 ff7 fs3 fc2 sc0 ls0 ws0">niezależnego <span class="_ _1"></span>sprawozdania z <span class="_ _9"></span>at<span class="_ _0"></span>estacji <span class="_ _1"></span>sprawozdawczoś<span class="_ _0"></span>ci <span class="_ _1"></span>zrównoważonego <span class="_ _1"></span>rozwoju <span class="_ _1"></span>Emitenta i <span class="_ _9"></span>jego Grupy <span class="_ _9"></span>Kap<span class="_ _0"></span>itałowej zgodnie </div><div class="t m0 x1 hb yec4 ff7 fs3 fc2 sc0 ls0 ws0">z obowiązującymi przep<span class="_ _0"></span>isami, stand<span class="_ _0"></span>ardami wykonywan<span class="_ _0"></span>ia zawodu i zasad<span class="_ _0"></span>ami etyki zawodowej.<span class="_ _3"></span><span class="ff6"> </span></div><div class="t m0 x1 hb ye99 ff6 fs3 fc2 sc0 ls0 ws0">-  <span class="ff7">Emitent <span class="_ _68"> </span>posiada  politykę  wyboru  firmy <span class="_ _68"> </span>audyto<span class="_ _0"></span>rskiej  do <span class="_ _68"> </span>przeprowadzan<span class="_ _0"></span>ia  atestacji <span class="_ _68"> </span>sp<span class="_ _0"></span>rawozdawczości  zrównoważonego </span></div><div class="t m0 x1 hb yfbe ff7 fs3 fc2 sc0 ls0 ws0">rozwoju w zakresie sp<span class="_ _0"></span>rawozdawczoś<span class="_ _0"></span>ci zrównoważone<span class="_ _0"></span>go rozwoju<span class="_ _0"></span> Emitenta i jego <span class="_ _0"></span>Grupy Kap<span class="_ _0"></span>itałowej oraz po<span class="_ _0"></span>litykę świadczenia </div><div class="t m0 x1 hb y4b6 ff6 fs3 fc2 sc0 ls0 ws0">na <span class="_ _2b"> </span>rzecz <span class="_ _2a"> </span>Emitenta <span class="_ _2a"> </span>i <span class="_ _2b"> </span>jeg<span class="ff7">o <span class="_ _2b"> </span>Grupy<span class="_ _0"></span> <span class="_ _2b"> </span>kap<span class="_ _0"></span>itałowej <span class="_ _2b"> </span>przez <span class="_ _2a"> </span>firmę <span class="_ _2b"> </span>audytors<span class="_ _0"></span>ką <span class="_ _2b"> </span>przeprowad<span class="_ _0"></span>zającą <span class="_ _2b"> </span>at<span class="_ _0"></span>estację <span class="_ _2b"> </span>sprawozd<span class="_ _0"></span>awczości </span></div><div class="t m0 x1 hb y36d ff7 fs3 fc2 sc0 ls0 ws0">zrównoważonego <span class="_ _3"></span>rozwoju <span class="_ _3"></span>w <span class="_ _3"></span>zakresie <span class="_ _3"></span>sprawozdawczoś<span class="_ _0"></span>ci <span class="_ _0"></span>zr<span class="_ _0"></span>ównoważonego <span class="_ _3"></span>roz<span class="_ _0"></span>woju <span class="_ _3"></span>Emitenta <span class="_ _3"></span>i <span class="_ _3"></span>jego <span class="_ _3"></span>Grupy <span class="_ _0"></span>ka<span class="_ _0"></span>pitałowej, <span class="_ _3"></span>przez </div><div class="t m0 x1 hb y1336 ff7 fs3 fc2 sc0 ls0 ws0">podmioty <span class="_ _1"></span>powiązane <span class="_ _9"></span>z tą <span class="_ _9"></span>firmą <span class="_ _1"></span>audytorską <span class="_ _1"></span>oraz <span class="_ _9"></span>przez <span class="_ _1"></span>cz<span class="_ _0"></span>łonka <span class="_ _9"></span>sieci <span class="_ _1"></span>firmy <span class="_ _9"></span>audyto<span class="_ _0"></span>rskiej <span class="_ _1"></span>dozwolonych <span class="_ _1"></span>usług <span class="_ _9"></span>niebędących<span class="_ _0"></span> <span class="_ _9"></span>atestacją </div><div class="t m0 x1 hb y122b ff7 fs3 fc2 sc0 ls0 ws0">sprawozdawczości z<span class="_ _0"></span>równoważon<span class="_ _0"></span>ego rozwoju.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x1 hb yf6d ff6 fs3 fc2 sc0 ls0 ws0">Warszawa, dn<span class="_ _0"></span>ia 21 kwietnia 2026 r.<span class="_ _0"></span> </div></div><div class="c x41 y1337 w10e h121"><div class="t m0 x183 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1318 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x42 hb y131f ff6 fs3 fc2 sc0 ls0 ws0">Andreas Golombek<span class="_ _0"></span> </div><div class="t m0 x5a hb y171 ff7 fs3 fc2 sc0 ls0 ws0">Przewodniczący Rady N<span class="_ _0"></span>adzorczej<span class="_ _0"></span><span class="ff6"> </span></div></div><div class="c x51 y1337 w10f h121"><div class="t m0 x184 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1318 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x3 hb y131f ff7 fs3 fc2 sc0 ls0 ws0">Czesław Sadkowski<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xaf hb y171 ff7 fs3 fc2 sc0 ls0 ws0">Wiceprzewodniczący Rad<span class="_ _0"></span>y </div><div class="t m0 x48 hb y2a ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x185 y1337 w110 h121"><div class="t m0 x184 hb y1317 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1318 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x41 hb y131f ff6 fs3 fc2 sc0 ls0 ws0">Magdalena Sikorska<span class="_ _0"></span> </div><div class="t m0 xa4 hb y171 ff7 fs3 fc2 sc0 ls0 ws0">Wiceprzewodnicząca Rad<span class="_ _0"></span>y </div><div class="t m0 x48 hb y2a ff6 fs3 fc2 sc0 ls0 ws0">Nadzorczej </div></div><div class="c x41 y306 w10e h122"><div class="t m0 x183 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x183 hb y131f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y1a1 ff6 fs3 fc2 sc0 ls0 ws0">Piotr Prusakiewicz<span class="_ _0"></span> </div><div class="t m0 x91 hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x51 y306 w10f h122"><div class="t m0 x184 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y131f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x38 hb y1a1 ff7 fs3 fc2 sc0 ls0 ws0">Piotr Cieślak<span class="ff6"> </span></div><div class="t m0 x1b hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej <span class="ff6"> </span></div></div><div class="c x185 y306 w110 h122"><div class="t m0 x184 hb y131d ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y912 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1314 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y131f ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x91 hb y1a1 ff6 fs3 fc2 sc0 ls0 ws0">Lidia Banach <span class="_ _0"></span>- Hoheker </div><div class="t m0 x1b hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x41 ye32 w10e h123"><div class="t m0 x183 hb y1338 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x51 ye32 w10f h123"><div class="t m0 x184 hb y1338 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y1339 ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y133a ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x184 hb y133b ff6 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 xb7 hb y133c ff6 fs3 fc2 sc0 ls0 ws0">Yiannis Petrallis </div><div class="t m0 x1b hb y2a ff7 fs3 fc2 sc0 ls0 ws0">Członek Rady N<span class="_ _0"></span>adzorczej<span class="ff6"> </span></div></div><div class="c x185 ye32 w110 h123"><div class="t m0 x184 hb y1338 ff6 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w6 h0"><div class="t m0 x1 hf ye04 ff6 fs4 fc2 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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